# List of pairs of S-integers (x,y) satisfying cubic Thue equations
# f(x,y) = 1, where
# f is any reduced binary cubic with non-zero discriminant bounded by |D(f)| <= 10000,
# S is the set of the first 100 primes.
# Note that some GL_2(Z)-equivalence classes of forms may have several reduced representatives.
# It contains 75035 pairs in total.
# Format: "(x,y)".
# Computing this list took 45022 seconds.
# Authors: Rafael von Känel and Benjamin Matschke, 2015.
# License: Creative commons 3.0 by-nc.
#
# (a,b,c,d) = (-20,0,5,0) and D = -10000:
#
#
# (a,b,c,d) = (0,1,100,0) and D = -10000:
#
#
# (a,b,c,d) = (6,49,100,0) and D = -10000:
#
#
# (a,b,c,d) = (-39,1,4,0) and D = -10000:
#
#
# (a,b,c,d) = (0,4,25,0) and D = -10000:
#
#
# (a,b,c,d) = (-312,2,2,0) and D = -10000:
#
#
# (a,b,c,d) = (-2500,0,1,0) and D = -10000:
#
#
# (a,b,c,d) = (0,10,10,0) and D = -10000:
#
#
# (a,b,c,d) = (0,5,20,0) and D = -10000:
#
#
# (a,b,c,d) = (0,2,50,0) and D = -10000:
#
#
# (a,b,c,d) = (-2499,1,1,0) and D = -9997:
#
#
# (a,b,c,d) = (1,5,-8,-6) and D = -9996:
#
(-41/64,63/64)
(-1/2,-1/2)
(-1,-2/3)
(-7243/13257,22900/39771)
(2003/1388,-229/1388)
(1,0)
#
# (a,b,c,d) = (-6,6,7,0) and D = -9996:
#
(28/25,251/350)
(7,29/7)
(28/25,-587/350)
(-242172/143975,-181873691/187455450)
(7,-71/7)
(7/373,7183/2611)
(-3087/3107,623825/456729)
(-3087/3107,-234863/456729)
(-242172/143975,452137643/187455450)
(7/373,-7225/2611)
#
# (a,b,c,d) = (-2499,0,1,0) and D = -9996:
#
(4/25,419/50)
(-34596/143975,317005667/26779350)
(1,-50)
(1,50)
(1/373,-7204/373)
(-34596/143975,-317005667/26779350)
(-441/3107,429344/65247)
(4/25,-419/50)
(1/373,7204/373)
(-441/3107,-429344/65247)
#
# (a,b,c,d) = (-2498,1,1,0) and D = -9993:
#
(-324/3263,-221203/58734)
(-324/3263,227035/58734)
#
# (a,b,c,d) = (-2498,0,1,0) and D = -9992:
#
#
# (a,b,c,d) = (-2497,1,1,0) and D = -9989:
#
#
# (a,b,c,d) = (-312,1,2,0) and D = -9988:
#
(841/8784,1301899/509472)
(-9/4,-661/24)
(841/8784,-27631/10614)
(841/28782,44360/10701)
(-8/39,-103/52)
(1/6,-11/4)
(1/6,8/3)
(-8/39,25/12)
(841/28782,-6944549/1669356)
(-9/4,86/3)
#
# (a,b,c,d) = (-2497,0,1,0) and D = -9988:
#
(841/17568,2628187/509472)
(1/12,65/12)
(-9/8,-1349/24)
(841/57564,-13864709/1669356)
(-4/39,317/78)
(-9/8,1349/24)
(-4/39,-317/78)
(841/57564,13864709/1669356)
(1/12,-65/12)
(841/17568,-2628187/509472)
#
# (a,b,c,d) = (-2496,1,1,0) and D = -9985:
#
(81/1096,-6472/1233)
(81/1096,51047/9864)
#
# (a,b,c,d) = (-39,0,4,0) and D = -9984:
#
(4/217,3197/868)
(4/217,-3197/868)
#
# (a,b,c,d) = (-2496,0,1,0) and D = -9984:
#
(1/217,-3197/217)
(1/217,3197/217)
#
# (a,b,c,d) = (-312,0,2,0) and D = -9984:
#
(2/217,3197/434)
(2/217,-3197/434)
#
# (a,b,c,d) = (-38,4,4,0) and D = -9984:
#
(4/217,3189/868)
(4/217,-3205/868)
#
# (a,b,c,d) = (-2495,1,1,0) and D = -9981:
#
(-18769/230945,13188718/6327893)
(-18769/230945,-63372237/31639465)
(1/13,68/13)
(1/13,-69/13)
#
# (a,b,c,d) = (2,3,-10,-1) and D = -9980:
#
(0,-1)
(-981/2216,527/1108)
#
# (a,b,c,d) = (-2495,0,1,0) and D = -9980:
#
#
# (a,b,c,d) = (-2494,1,1,0) and D = -9977:
#
(-2401/20264,5177675/992936)
(-2401/20264,-2530013/496468)
#
# (a,b,c,d) = (-2494,0,1,0) and D = -9976:
#
(1/35,-213/35)
(1/35,213/35)
(20164/89145,145448531/12658590)
(20164/89145,-145448531/12658590)
#
# (a,b,c,d) = (-2493,1,1,0) and D = -9973:
#
#
# (a,b,c,d) = (-92,2,3,0) and D = -9972:
#
(-1/3,5/3)
(-1/3,-13/9)
#
# (a,b,c,d) = (-2493,0,1,0) and D = -9972:
#
(-1/9,14/3)
(-1/9,-14/3)
#
# (a,b,c,d) = (-2492,1,1,0) and D = -9969:
#
(16/145,-3673/580)
(-1/8,-11/2)
(7921/163600,-75301461/14560400)
(-1/8,45/8)
(-441/236,116737/1239)
(7921/163600,18649123/3640100)
(16/145,3609/580)
(-441/236,-457687/4956)
#
# (a,b,c,d) = (-311,2,2,0) and D = -9968:
#
(-1250/2491,-738777/124550)
(1,-13)
(1,12)
(-1250/2491,801277/124550)
#
# (a,b,c,d) = (-2492,0,1,0) and D = -9968:
#
(1/2,-25)
(1/2,25)
(-625/2491,-770027/62275)
(-625/2491,770027/62275)
#
# (a,b,c,d) = (-2491,1,1,0) and D = -9965:
#
#
# (a,b,c,d) = (-2491,0,1,0) and D = -9964:
#
#
# (a,b,c,d) = (-2490,1,1,0) and D = -9961:
#
(4/57,583/114)
(4/57,-197/38)
#
# (a,b,c,d) = (-2490,0,1,0) and D = -9960:
#
(16/241,-4919/964)
(16/241,4919/964)
(8649/264799,142050403/24626307)
(8649/264799,-142050403/24626307)
#
# (a,b,c,d) = (-2489,1,1,0) and D = -9957:
#
#
# (a,b,c,d) = (-311,1,2,0) and D = -9956:
#
(-289/875,-57252/14875)
(-289/875,119417/29750)
#
# (a,b,c,d) = (-2489,0,1,0) and D = -9956:
#
(-289/1750,-233921/29750)
(-289/1750,233921/29750)
#
# (a,b,c,d) = (-2488,1,1,0) and D = -9953:
#
(1/38,-120/19)
(1/38,239/38)
#
# (a,b,c,d) = (-311,0,2,0) and D = -9952:
#
(1/3,-13/3)
(1/3,13/3)
(-1352/7383,605099/383916)
(-1352/7383,-605099/383916)
#
# (a,b,c,d) = (-2488,0,1,0) and D = -9952:
#
(1/6,26/3)
(1/6,-26/3)
(-676/7383,-605099/191958)
(-676/7383,605099/191958)
#
# (a,b,c,d) = (-2487,1,1,0) and D = -9949:
#
(2209/1001,5126081/47047)
(2209/1001,-5229904/47047)
#
# (a,b,c,d) = (-2487,0,1,0) and D = -9948:
#
(-1/11,34/11)
(-1/11,-34/11)
#
# (a,b,c,d) = (-92,1,3,0) and D = -9945:
#
(3/4,49/12)
(-30603/79304,519679/261186)
(1/22,179/66)
(4/27,-281/162)
(1/22,-30/11)
(4/27,91/54)
(3/4,-13/3)
(-30603/79304,-44719565/24029112)
#
# (a,b,c,d) = (-2486,1,1,0) and D = -9945:
#
(1/4,-51/4)
(1/66,269/33)
(4/81,827/162)
(-10201/79304,-22874933/4004852)
(1/66,-49/6)
(4/81,-835/162)
(1/4,25/2)
(-10201/79304,46780167/8009704)
#
# (a,b,c,d) = (-2486,0,1,0) and D = -9944:
#
(-1/13,-17/13)
(-1/13,17/13)
#
# (a,b,c,d) = (-2485,1,1,0) and D = -9941:
#
(4/145,1787/290)
(5702544/28616185,137821683319/13667089956)
(5702544/28616185,-702726091667/68335449780)
(4/145,-359/58)
#
# (a,b,c,d) = (-2485,0,1,0) and D = -9940:
#
#
# (a,b,c,d) = (-2484,1,1,0) and D = -9937:
#
(-256/447,68661/2384)
(-1/12,7/3)
(-256/447,-201887/7152)
(-1/12,-9/4)
(25/1764,-2067/245)
(25/1764,74287/8820)
#
# (a,b,c,d) = (1,2,-13,-1) and D = -9937:
#
(-1575/4601,2224/4601)
(0,-1)
(1,0)
(-35/223,387/223)
(16/11,5/11)
#
# (a,b,c,d) = (-310,2,2,0) and D = -9936:
#
#
# (a,b,c,d) = (2,9,0,-4) and D = -9936:
#
#
# (a,b,c,d) = (2,6,-6,-4) and D = -9936:
#
#
# (a,b,c,d) = (-2484,0,1,0) and D = -9936:
#
#
# (a,b,c,d) = (-92,0,3,0) and D = -9936:
#
#
# (a,b,c,d) = (-10,6,6,0) and D = -9936:
#
#
# (a,b,c,d) = (-2483,1,1,0) and D = -9933:
#
#
# (a,b,c,d) = (-2483,0,1,0) and D = -9932:
#
(1/17,-86/17)
(1/17,86/17)
#
# (a,b,c,d) = (-2482,1,1,0) and D = -9929:
#
(-1/10,39/10)
(2601/31924,8663707/1628124)
(-1/10,-19/5)
(2601/31924,-4398179/814062)
#
# (a,b,c,d) = (-2482,0,1,0) and D = -9928:
#
#
# (a,b,c,d) = (-2481,1,1,0) and D = -9925:
#
#
# (a,b,c,d) = (-310,1,2,0) and D = -9924:
#
(1/5,-3)
(-3481/23560,831/139004)
(1/5,29/10)
(-3481/23560,6089/89680)
#
# (a,b,c,d) = (-2481,0,1,0) and D = -9924:
#
(1/10,-59/10)
(1/10,59/10)
(-3481/47120,-172139/2780080)
(-3481/47120,172139/2780080)
#
# (a,b,c,d) = (-2480,1,1,0) and D = -9921:
#
#
# (a,b,c,d) = (-2480,0,1,0) and D = -9920:
#
#
# (a,b,c,d) = (-310,0,2,0) and D = -9920:
#
#
# (a,b,c,d) = (-2479,1,1,0) and D = -9917:
#
(-4/31,-355/62)
(-4/31,363/62)
#
# (a,b,c,d) = (-2479,0,1,0) and D = -9916:
#
(1/33,196/33)
(1/33,-196/33)
#
# (a,b,c,d) = (-2478,1,1,0) and D = -9913:
#
(4/41,-481/82)
(4/41,473/82)
#
# (a,b,c,d) = (-2478,0,1,0) and D = -9912:
#
(-9/101,-881/303)
(-9/101,881/303)
#
# (a,b,c,d) = (1,5,-7,-8) and D = -9909:
#
(1343/843,-175/843)
(7/3,4/3)
(-42301/34911,10573/34911)
(8453045/9082401,-11439148/9082401)
(-1085/1467,584/1467)
(283/309,19/309)
(-4187/3819,-2678/3819)
(-1851560/1928541,1224769/3857082)
(4113/8413,-6665/8413)
(-13/6,19/48)
(1/3,-2/3)
(-97/789,-373/789)
(1976/9951,-11585/19902)
(14/9,31/36)
(-2/3,7/12)
(21631/20253,84959/162024)
(-5/3,1/3)
(-128/93,323/186)
(-1791/67,301/67)
(0,-1/2)
(-111283/98331,138146/98331)
(-127/123,38/123)
(-21523/10887,-12698/10887)
(1,0)
(7,-9)
(-19/3,-11/3)
(-341/349,414/349)
(16/19,9/38)
(-1246282/3418809,-6361549/13675236)
(-422620177/572941814,3649498767/4583534512)
(-1784/489,-2071/978)
(1267/1497,247/1497)
(-4363/5037,5135/5037)
#
# (a,b,c,d) = (-91,3,3,0) and D = -9909:
#
(1/803,-13138/803)
(27/1675,-68687/15075)
(2809/54227,7262494/2874031)
(1/803,13137/803)
(4096/27995,-3199473/1791680)
(1/119,107/17)
(28227/99715,51164612/29017065)
(-3/5,53/15)
(44652/1815481,-2456015561/664466046)
(4/11,-53/22)
(-26569/114235,10922848/18620305)
(3/37,226/111)
(-38416/167365,16849087/32803540)
(121/245,1003/385)
(-4/13,-31/26)
(-289/1015,-2469/2465)
(361/2219,9693/6023)
(529/9425,-538628/216775)
(3/37,-235/111)
(19600/213083,57409327/29831620)
(1/5,-9/5)
(121/245,-8352/2695)
(-4/13,3/2)
(-27/119,-226/1071)
(1/5,8/5)
(4096/27995,2937329/1791680)
(-26569/114235,-6592101/18620305)
(-1,6)
(-25/67,677/335)
(27/1675,68444/15075)
(-3/5,-44/15)
(192/145,23239/3480)
(-25/67,-552/335)
(2809/54227,-7411371/2874031)
(-27/119,67/153)
(28227/99715,-8482667/4145295)
(-1,-5)
(4/11,45/22)
(-38416/167365,-9319551/32803540)
(529/9425,40497/16675)
(192/145,-27847/3480)
(1/119,-750/119)
(16/155,1137/620)
(-289/1015,22196/17255)
(44652/1815481,2439672929/664466046)
(16/155,-1201/620)
(361/2219,-74710/42161)
(19600/213083,-4627179/2294740)
#
# (a,b,c,d) = (-2477,1,1,0) and D = -9909:
#
(1/37,-231/37)
(14884/1815481,-2448752169/221488682)
(-1/3,50/3)
(361/6657,-644954/126483)
(529/28275,4786817/650325)
(16/465,-10553/1860)
(1/357,-6746/357)
(-25/201,5593/1005)
(4/33,437/66)
(64/145,-25799/1160)
(-9/119,-334/357)
(64/145,25287/1160)
(1/15,-77/15)
(-289/3045,-175199/51765)
(-1/5,49/5)
(-1/5,-48/5)
(529/28275,-4798984/650325)
(14884/1815481,2446936321/221488682)
(-4/39,-311/78)
(-289/3045,180112/51765)
(1/15,76/15)
(16/465,10489/1860)
(19600/639249,527659943/89494860)
(121/735,68513/8085)
(19600/639249,-530403943/89494860)
(1/357,6745/357)
(9/1675,-68579/5025)
(9/1675,68552/5025)
(4096/83985,-27746681/5375040)
(9409/99715,54815304/9672355)
(-9/119,361/357)
(-26569/342705,-76651897/55860915)
(-1/3,-49/3)
(1/37,230/37)
(4/33,-445/66)
(-38416/502095,-113994103/98410620)
(-26569/342705,80982644/55860915)
(2809/162681,65957954/8622093)
(1/2409,-118238/2409)
(9409/99715,-55727977/9672355)
(1/2409,118237/2409)
(121/735,-69844/8085)
(-4/39,319/78)
(4096/83985,27484537/5375040)
(361/6657,638095/126483)
(-25/201,-5468/1005)
(-38416/502095,121523639/98410620)
(2809/162681,-66106831/8622093)
#
# (a,b,c,d) = (1,9,3,-4) and D = -9909:
#
(-5/4,21/16)
(1/3,-2/3)
(-4301098/5785623,6181471/11571246)
(-84593/104733,74029/104733)
(-1,1/4)
(-73763/32777,9380/32777)
(-1,1)
(29269/32661,55744/32661)
(-4633/13502,-47895/54008)
(2794/3317,409/6634)
(-1997/1047,268/1047)
(568363/1139603,1814645/4558412)
(-1,-2)
(-31/41,24/41)
(23/103,-65/103)
(155/263,63/263)
(725/1273,1228/1273)
(30773/25239,-1561/25239)
(-2767/1679,399/1679)
(-2995/201,3281/201)
(6023293/3027467,-607438/3027467)
(-2/57,-73/114)
(-86/31,21/62)
(227/281,-279/281)
(1,0)
(-4494739121/3437650884,3112424065/13750603536)
(-3421/4401,1586/4401)
(43/3,-5/3)
(31/499,-309/499)
(-17/27,-143/108)
(262/163,1023/326)
(2/3,1/6)
(25/9,49/9)
#
# (a,b,c,d) = (-2477,0,1,0) and D = -9908:
#
#
# (a,b,c,d) = (-2476,1,1,0) and D = -9905:
#
(-289/1664,237325/28288)
(-289/1664,-58103/7072)
#
# (a,b,c,d) = (1,6,-5,-7) and D = -9905:
#
(1,0)
(-15/19,17/19)
#
# (a,b,c,d) = (-309,2,2,0) and D = -9904:
#
(-2312/10935,555079/247860)
(2/5,-53/10)
(-2312/10935,-1508021/743580)
(2/5,49/10)
#
# (a,b,c,d) = (-2476,0,1,0) and D = -9904:
#
(1/5,-51/5)
(1/5,51/5)
(-1156/10935,1586629/371790)
(-1156/10935,-1586629/371790)
#
# (a,b,c,d) = (-2475,1,1,0) and D = -9901:
#
#
# (a,b,c,d) = (-2475,0,1,0) and D = -9900:
#
#
# (a,b,c,d) = (-19,4,5,0) and D = -9900:
#
#
# (a,b,c,d) = (-2474,1,1,0) and D = -9897:
#
(-81/788,14549/3546)
(36/241,11269/1446)
(-81/788,-28369/7092)
(36/241,-11485/1446)
#
# (a,b,c,d) = (3,2,-9,-3) and D = -9897:
#
(5/7,-16/7)
(-10739/11063,6778/11063)
(2,-1)
(8,5)
#
# (a,b,c,d) = (-2474,0,1,0) and D = -9896:
#
(-58564/175375,701093641/42440750)
(-58564/175375,-701093641/42440750)
(1/23,-121/23)
(1/23,121/23)
#
# (a,b,c,d) = (-2473,1,1,0) and D = -9893:
#
(-225/581,-165572/8715)
(-225/581,168947/8715)
(1/77,-678/77)
(1/77,677/77)
#
# (a,b,c,d) = (-2473,0,1,0) and D = -9892:
#
(1/3,-50/3)
(1/3,50/3)
#
# (a,b,c,d) = (-309,1,2,0) and D = -9892:
#
(2/3,-17/2)
(2/3,49/6)
#
# (a,b,c,d) = (-2472,1,1,0) and D = -9889:
#
(-1/6,8)
(-1/6,-47/6)
#
# (a,b,c,d) = (-309,0,2,0) and D = -9888:
#
#
# (a,b,c,d) = (-2472,0,1,0) and D = -9888:
#
#
# (a,b,c,d) = (-2471,1,1,0) and D = -9885:
#
(1/271,4461/271)
(1/271,-4462/271)
#
# (a,b,c,d) = (-2471,0,1,0) and D = -9884:
#
#
# (a,b,c,d) = (-2470,1,1,0) and D = -9881:
#
(4/497,11083/994)
(4/497,-11091/994)
#
# (a,b,c,d) = (-2470,0,1,0) and D = -9880:
#
#
# (a,b,c,d) = (-2469,1,1,0) and D = -9877:
#
(-1/13,17/13)
(121/31707,1881872/116259)
(121/31707,-5646947/348777)
(-1/13,-16/13)
#
# (a,b,c,d) = (-2469,0,1,0) and D = -9876:
#
#
# (a,b,c,d) = (-2468,1,1,0) and D = -9873:
#
(1/58,-445/58)
(1/58,222/29)
#
# (a,b,c,d) = (-308,2,2,0) and D = -9872:
#
(9/56,31/12)
(2401/68716,-6439749/1683542)
(1/28,15/4)
(-8/7,-381/28)
(-8/7,59/4)
(1/28,-53/14)
(9/56,-461/168)
(2401/68716,12761849/3367084)
#
# (a,b,c,d) = (-38,3,4,0) and D = -9872:
#
(1/14,-107/56)
(2401/34358,-12997147/6734168)
(1/14,13/7)
(9/28,-61/42)
(-16/7,445/56)
(-16/7,-349/56)
(2401/34358,1580525/841771)
(9/28,407/336)
#
# (a,b,c,d) = (-2468,0,1,0) and D = -9872:
#
(1/56,-211/28)
(2401/137432,25641347/3367084)
(2401/137432,-25641347/3367084)
(9/112,-895/168)
(1/56,211/28)
(-4/7,-397/14)
(-4/7,397/14)
(9/112,895/168)
#
# (a,b,c,d) = (2,5,-9,-1) and D = -9869:
#
(0,-1)
(-32/67,29/67)
#
# (a,b,c,d) = (-2467,1,1,0) and D = -9869:
#
(1024/7633,-1775335/244256)
(1024/7633,1742567/244256)
#
# (a,b,c,d) = (-2467,0,1,0) and D = -9868:
#
(1/129,1466/129)
(1/129,-1466/129)
#
# (a,b,c,d) = (-2466,1,1,0) and D = -9865:
#
#
# (a,b,c,d) = (-2466,0,1,0) and D = -9864:
#
(1600/37089,2605979/494520)
(-14641/181521,-13977245/7321347)
(293764/6174825,5753764441/1115585050)
(1/87,-271/29)
(1/7,-53/7)
(1/7,53/7)
(-4/15,-131/10)
(-4/15,131/10)
(1/87,271/29)
(-14641/181521,13977245/7321347)
(1600/37089,-2605979/494520)
(293764/6174825,-5753764441/1115585050)
#
# (a,b,c,d) = (-91,2,3,0) and D = -9864:
#
(-4/5,-41/10)
(3/7,50/21)
(1600/12363,-68461/38040)
(-14641/60507,5249602/7321347)
(3/7,-8/3)
(1/29,-272/87)
(293764/2058275,-1970994843/1115585050)
(-14641/60507,-12205684/21964041)
(-4/5,139/30)
(1/29,90/29)
(1600/12363,2541979/1483560)
(293764/2058275,5594544353/3346755150)
#
# (a,b,c,d) = (-2465,1,1,0) and D = -9861:
#
(-72361/102425,57390832/1620725)
(-324/1343,-282437/24174)
(-324/1343,16957/1422)
(1/25,-27/5)
(1/25,134/25)
(-72361/102425,-191235807/5510465)
#
# (a,b,c,d) = (-308,1,2,0) and D = -9860:
#
(70476025/1053049228,570608286029/200917006115)
(-729/3472,7207/3348)
(-18769/122092,-19562303/33453208)
(-25/118,2581/1180)
(70476025/1053049228,-7257882200061/2525813791160)
(-1/2,25/4)
(-25/118,-614/295)
(8/121,1381/484)
(-18769/122092,2766707/4181651)
(-1/2,-6)
(8/121,-127/44)
(1/8,-41/16)
(-729/3472,-383909/187488)
(1/8,5/2)
#
# (a,b,c,d) = (-2465,0,1,0) and D = -9860:
#
(70476025/2106098456,-101018704570979/17680696538120)
(-1/4,49/4)
(-25/236,5037/1180)
(4/121,-1389/242)
(4/121,1389/242)
(1/16,81/16)
(1/16,-81/16)
(-729/6944,-787501/187488)
(-18769/244184,-41695959/33453208)
(-1/4,-49/4)
(-729/6944,787501/187488)
(-25/236,-5037/1180)
(70476025/2106098456,101018704570979/17680696538120)
(-18769/244184,41695959/33453208)
#
# (a,b,c,d) = (-2464,1,1,0) and D = -9857:
#
#
# (a,b,c,d) = (-2464,0,1,0) and D = -9856:
#
#
# (a,b,c,d) = (-308,0,2,0) and D = -9856:
#
#
# (a,b,c,d) = (-2463,1,1,0) and D = -9853:
#
(1/9,56/9)
(1/9,-19/3)
#
# (a,b,c,d) = (-2463,0,1,0) and D = -9852:
#
#
# (a,b,c,d) = (-2462,1,1,0) and D = -9849:
#
(1/22,-115/22)
(-52441/199100,297621879/22796950)
(-52441/199100,-583234769/45593900)
(1/22,57/11)
#
# (a,b,c,d) = (-2462,0,1,0) and D = -9848:
#
#
# (a,b,c,d) = (-2461,1,1,0) and D = -9845:
#
#
# (a,b,c,d) = (-2461,0,1,0) and D = -9844:
#
#
# (a,b,c,d) = (-2460,1,1,0) and D = -9841:
#
#
# (a,b,c,d) = (-2460,0,1,0) and D = -9840:
#
(1/61,479/61)
(1/61,-479/61)
#
# (a,b,c,d) = (-307,2,2,0) and D = -9840:
#
(2/61,-481/122)
(2/61,477/122)
#
# (a,b,c,d) = (-2459,1,1,0) and D = -9837:
#
(1/2247,-106514/2247)
(1/91,-870/91)
(1/63,502/63)
(1/63,-503/63)
(1/91,869/91)
(112225/1612611,-2788193266/540224685)
(1/2247,106513/2247)
(112225/1612611,2750597891/540224685)
#
# (a,b,c,d) = (-91,1,3,0) and D = -9837:
#
(3/91,-67/21)
(112225/537537,43063532/25724985)
(1/21,167/63)
(3/91,124/39)
(1/749,5072/321)
(112225/537537,-72456119/41555745)
(1/21,-8/3)
(1/749,-11835/749)
#
# (a,b,c,d) = (-2459,0,1,0) and D = -9836:
#
(-16/79,3095/316)
(-169/1915,-69616/24895)
(1/2105,-96578/2105)
(1/2105,96578/2105)
(100/41,49589/410)
(-169/1915,69616/24895)
(100/41,-49589/410)
(1/173,-2276/173)
(-1/7,-46/7)
(-16/79,-3095/316)
(1/173,2276/173)
(-1/7,46/7)
#
# (a,b,c,d) = (1,7,-8,-2) and D = -9836:
#
(3/4,1/4)
(-47/174,-109/174)
(93/106,7/106)
(-397/1136,657/1136)
(-15/34,67/34)
(1984375/750684,-236803/750684)
(-1/3,4/3)
(24657/9512,-116389/9512)
(-31/99,70/99)
(2227/82,1881/82)
(1,0)
#
# (a,b,c,d) = (-2458,1,1,0) and D = -9833:
#
(-1/2,25)
(-16/191,1793/764)
(4/113,1261/226)
(4/113,-1269/226)
(1/8,-55/8)
(-11881/153232,-11130903/8351144)
(-16/191,-1729/764)
(-4/23,-377/46)
(361/3592,199529/34124)
(1/74,319/37)
(-121/1616,12277/17776)
(361/3592,-405917/68248)
(1/8,27/4)
(-1/2,-49/2)
(-4/23,385/46)
(-11881/153232,23556835/16702288)
(3025/160066,64485511/8803630)
(-121/1616,-5473/8888)
(3025/160066,-32325943/4401815)
(1/74,-639/74)
#
# (a,b,c,d) = (3,2,-9,-1) and D = -9833:
#
(1387375/294421,-675296/294421)
(4/5,-1/5)
(-3/7,-4/7)
(-2019/4777,2687/4777)
(245/191,-2251/191)
(-43/39,8/13)
(693/955,233/955)
(3,2)
(-1046248/3763575,919979/1254525)
(1005/8189,-12629/8189)
(48191/32011,-22067/32011)
(11102/16039,2323/16039)
(-2,1)
(0,-1)
(-78/379,515/379)
(-532273761/109385,259586659/109385)
(129819/64343,-61727/64343)
(-29/57,10/19)
(7/9,1/3)
#
# (a,b,c,d) = (-2458,0,1,0) and D = -9832:
#
(4/1017,32435/2034)
(4/1017,-32435/2034)
#
# (a,b,c,d) = (-2457,1,1,0) and D = -9829:
#
#
# (a,b,c,d) = (-91,0,3,0) and D = -9828:
#
(-1/4,3/4)
(3/88,827/264)
(-1/4,-3/4)
(3/88,-827/264)
#
# (a,b,c,d) = (-2457,0,1,0) and D = -9828:
#
(1/88,-827/88)
(-1/12,9/4)
(1/88,827/88)
(-1/12,-9/4)
#
# (a,b,c,d) = (-11,3,6,0) and D = -9828:
#
(-1/2,-1/4)
(3/44,409/264)
(-1/2,1/2)
(3/44,-19/12)
#
# (a,b,c,d) = (-307,1,2,0) and D = -9828:
#
(-1/6,7/6)
(-1/6,-13/12)
(1/44,413/88)
(1/44,-207/44)
#
# (a,b,c,d) = (-2456,1,1,0) and D = -9825:
#
(-9/86,-1061/258)
(-9/86,544/129)
#
# (a,b,c,d) = (-2456,0,1,0) and D = -9824:
#
(-4/47,-231/94)
(-4/47,231/94)
(94864/7108985,19009687117/2189567380)
(94864/7108985,-19009687117/2189567380)
#
# (a,b,c,d) = (-307,0,2,0) and D = -9824:
#
(-8/47,231/188)
(189728/7108985,-19009687117/4379134760)
(-8/47,-231/188)
(189728/7108985,19009687117/4379134760)
#
# (a,b,c,d) = (-2455,1,1,0) and D = -9821:
#
#
# (a,b,c,d) = (-2455,0,1,0) and D = -9820:
#
#
# (a,b,c,d) = (-2454,1,1,0) and D = -9817:
#
#
# (a,b,c,d) = (-2454,0,1,0) and D = -9816:
#
#
# (a,b,c,d) = (3,0,-10,-3) and D = -9813:
#
(-1/5,-8/15)
(13865/13858,-6709/13858)
(-23/35,22/35)
(479/325,-1556/325)
(165052/181649,191375/544947)
(2,1)
(29/16,-17/16)
(-29392/31021,-17495/31021)
(-305/636,2591/1908)
#
# (a,b,c,d) = (-2453,1,1,0) and D = -9813:
#
(1/19,-97/19)
(-1/11,-3)
(-1/11,34/11)
(1/19,96/19)
(-100/359,49561/3590)
(9/97,1630/291)
(-100/359,-48561/3590)
(9/97,-1657/291)
#
# (a,b,c,d) = (-2453,0,1,0) and D = -9812:
#
(24964/331409,-273060569/52362622)
(16/401,-8633/1604)
(1/47,-326/47)
(-1/13,16/13)
(-1/13,-16/13)
(49/179,17156/1253)
(-36/263,-9811/1578)
(-36/263,9811/1578)
(49/179,-17156/1253)
(16/401,8633/1604)
(1/47,326/47)
(24964/331409,273060569/52362622)
(-100/151,49493/1510)
(-100/151,-49493/1510)
#
# (a,b,c,d) = (1,5,-11,-1) and D = -9812:
#
(7/3,4/3)
(608/2187,-7147/2187)
(-612/1565,679/1565)
(-211/339,-190/339)
(-91/551,774/551)
(1570/1317,793/1317)
(153657/751243,-1873066/751243)
(0,-1)
(25321/15369,-3104/15369)
(-76/359,261/359)
(1,0)
(-378/337,-247/337)
(-126/11,19/11)
#
# (a,b,c,d) = (-2452,1,1,0) and D = -9809:
#
#
# (a,b,c,d) = (-2452,0,1,0) and D = -9808:
#
#
# (a,b,c,d) = (-306,2,2,0) and D = -9808:
#
#
# (a,b,c,d) = (-2451,1,1,0) and D = -9805:
#
(-1,-49)
(4/9,-401/18)
(-1,50)
(1/11,61/11)
(16/1209,42125/4836)
(-1/9,-41/9)
(-49/559,10835/3913)
(-19044/167399,-2542261/537234)
(25/1809,25709/3015)
(-17956/108919,-2613269/339422)
(81/589,-39185/5301)
(-1/9,14/3)
(-169/211,-107632/2743)
(6889/183051,-27854230/5064411)
(81/589,2024/279)
(-169/211,109829/2743)
(4/9,131/6)
(25/1809,-77252/9045)
(16/1209,-14063/1612)
(6889/183051,1930021/353331)
(-49/559,-244/91)
(-17956/108919,114776671/14595146)
(-19044/167399,111945295/23101062)
(1/11,-62/11)
#
# (a,b,c,d) = (1,4,-10,-5) and D = -9805:
#
(6/107,-67/107)
(548/493,215/493)
(-898/1445,-693/1445)
(-3/5,2/5)
(-11/28,-13/28)
(32/17,-5/17)
(-2,-1)
(-33161/9799,6020/9799)
(78919/21248,38257/21248)
(-1994/4879,-2263/4879)
(23/7,-4/7)
(-1/2,1/2)
(7964/8717,871/8717)
(-78683/122669,-59234/122669)
(-347/292,-189/292)
(-97029959/60156257,20422678/60156257)
(2137/9088,-7441/9088)
(-468463/453962,1066975/453962)
(1,0)
(-199/353,414/353)
(-29/50,61/50)
#
# (a,b,c,d) = (-2451,0,1,0) and D = -9804:
#
#
# (a,b,c,d) = (-2450,1,1,0) and D = -9801:
#
#
# (a,b,c,d) = (0,1,99,0) and D = -9801:
#
#
# (a,b,c,d) = (20,89,99,0) and D = -9801:
#
#
# (a,b,c,d) = (0,3,33,0) and D = -9801:
#
#
# (a,b,c,d) = (0,9,11,0) and D = -9801:
#
#
# (a,b,c,d) = (-90,3,3,0) and D = -9801:
#
#
# (a,b,c,d) = (-2,7,9,0) and D = -9801:
#
#
# (a,b,c,d) = (-2450,0,1,0) and D = -9800:
#
#
# (a,b,c,d) = (-7,2,7,0) and D = -9800:
#
#
# (a,b,c,d) = (2,4,-9,-2) and D = -9800:
#
#
# (a,b,c,d) = (-2449,1,1,0) and D = -9797:
#
(-1089/2177,1793584/71841)
(1,-50)
(1,49)
(-1089/2177,-1757647/71841)
#
# (a,b,c,d) = (-2449,0,1,0) and D = -9796:
#
(233289/7386880,20836652941/3567863040)
(1/18,91/18)
(1/128,-1449/128)
(-8281/61920,33960347/5634720)
(256/281,202755/4496)
(14161/146400,100460737/17421600)
(14161/146400,-100460737/17421600)
(256/281,-202755/4496)
(1/50,-357/50)
(1/128,1449/128)
(1/18,-91/18)
(1/50,357/50)
(233289/7386880,-20836652941/3567863040)
(-8281/61920,-33960347/5634720)
#
# (a,b,c,d) = (-306,1,2,0) and D = -9796:
#
(1/64,181/32)
(512/281,198659/8992)
(1/25,89/25)
(512/281,-206851/8992)
(14161/73200,49387789/17421600)
(1/9,-23/9)
(233289/3693440,10361987177/3567863040)
(233289/3693440,-2618666441/891965760)
(-8281/30960,-4150847/1408680)
(14161/73200,-4256079/1451800)
(1/9,5/2)
(1/64,-725/128)
(-8281/30960,1928551/626080)
(1/25,-179/50)
#
# (a,b,c,d) = (-2448,1,1,0) and D = -9793:
#
#
# (a,b,c,d) = (-38,2,4,0) and D = -9792:
#
(121/628,17095/13816)
(-1/2,3/2)
(-1/2,-5/4)
(121/628,-9213/6908)
#
# (a,b,c,d) = (-306,0,2,0) and D = -9792:
#
(-1/4,11/4)
(121/1256,35521/13816)
(-1/4,-11/4)
(121/1256,-35521/13816)
#
# (a,b,c,d) = (-4,5,8,0) and D = -9792:
#
(-1,1)
(121/314,14433/27632)
(-1,-3/8)
(121/314,-1318/1727)
#
# (a,b,c,d) = (-2448,0,1,0) and D = -9792:
#
(121/2512,35521/6908)
(-1/8,11/2)
(121/2512,-35521/6908)
(-1/8,-11/2)
#
# (a,b,c,d) = (-2447,1,1,0) and D = -9789:
#
#
# (a,b,c,d) = (-2447,0,1,0) and D = -9788:
#
#
# (a,b,c,d) = (-2446,1,1,0) and D = -9785:
#
(1/26,141/26)
(1/26,-71/13)
#
# (a,b,c,d) = (-2446,0,1,0) and D = -9784:
#
#
# (a,b,c,d) = (-2445,1,1,0) and D = -9781:
#
(121/5691,-145001/20867)
(121/5691,433672/62601)
#
# (a,b,c,d) = (-2445,0,1,0) and D = -9780:
#
(154449/20229559,91036546822/7950216687)
(154449/20229559,-91036546822/7950216687)
#
# (a,b,c,d) = (-2444,1,1,0) and D = -9777:
#
(9/88,-1583/264)
(9/88,389/66)
#
# (a,b,c,d) = (-305,2,2,0) and D = -9776:
#
(1152/648313,-522036019/31119024)
(2/53,-391/106)
(81/119,-9421/1071)
(-1/5,-9/5)
(722/12845,-301697/97622)
(2/53,387/106)
(722/12845,1481049/488110)
(-49/293,-2151/2051)
(81/119,8692/1071)
(-1/5,2)
(1152/648313,521980723/31119024)
(-49/293,2494/2051)
#
# (a,b,c,d) = (-2444,0,1,0) and D = -9776:
#
(576/648313,522008371/15559512)
(-1/10,19/5)
(-49/586,4645/2051)
(81/238,18113/1071)
(-1/10,-19/5)
(81/238,-18113/1071)
(-49/586,-4645/2051)
(361/12845,1494767/244055)
(576/648313,-522008371/15559512)
(1/53,389/53)
(1/53,-389/53)
(361/12845,-1494767/244055)
#
# (a,b,c,d) = (-2443,1,1,0) and D = -9773:
#
(-4/7,-391/14)
(-4/7,57/2)
#
# (a,b,c,d) = (-2443,0,1,0) and D = -9772:
#
(4/249,-3949/498)
(4/249,3949/498)
#
# (a,b,c,d) = (-2442,1,1,0) and D = -9769:
#
(1/2,-25)
(-1089/4340,885389/71610)
(-1089/4340,-1734841/143220)
(1/2,49/2)
#
# (a,b,c,d) = (-2442,0,1,0) and D = -9768:
#
#
# (a,b,c,d) = (-2441,1,1,0) and D = -9765:
#
(60025/1936729,2784148942/474498605)
(60025/1936729,-2798855067/474498605)
#
# (a,b,c,d) = (-305,1,2,0) and D = -9764:
#
#
# (a,b,c,d) = (-2441,0,1,0) and D = -9764:
#
#
# (a,b,c,d) = (-2440,1,1,0) and D = -9761:
#
#
# (a,b,c,d) = (-2440,0,1,0) and D = -9760:
#
(-144/1631,54287/19572)
(1/14,-36/7)
(-144/1631,-54287/19572)
(1/14,36/7)
#
# (a,b,c,d) = (-305,0,2,0) and D = -9760:
#
(1/7,-18/7)
(-288/1631,54287/39144)
(1/7,18/7)
(-288/1631,-54287/39144)
#
# (a,b,c,d) = (-2439,1,1,0) and D = -9757:
#
(-256/1887,62331/10064)
(1/111,-1171/111)
(-81/1073,-7442/9657)
(1/111,390/37)
(-81/1073,8171/9657)
(-256/1887,-182897/30192)
#
# (a,b,c,d) = (-2439,0,1,0) and D = -9756:
#
#
# (a,b,c,d) = (-90,2,3,0) and D = -9756:
#
#
# (a,b,c,d) = (-2438,1,1,0) and D = -9753:
#
#
# (a,b,c,d) = (-2438,0,1,0) and D = -9752:
#
(-1444/431,-2709351/16378)
(-1444/431,2709351/16378)
#
# (a,b,c,d) = (-2437,1,1,0) and D = -9749:
#
(5880625/4065191,-711198408261/9858088175)
(-1/13,-15/13)
(-1/13,16/13)
(-24336/122615,184337477/19127940)
(5880625/4065191,696937892636/9858088175)
(4739329/387503831,7639886749251/843595840087)
(-24336/122615,-180541061/19127940)
(4739329/387503831,-7650204268484/843595840087)
#
# (a,b,c,d) = (1,5,-9,-4) and D = -9749:
#
(1,0)
(2069/1357,1157/1357)
(1/3,-13/12)
(179/103,-481/103)
#
# (a,b,c,d) = (-2437,0,1,0) and D = -9748:
#
#
# (a,b,c,d) = (1,7,-4,-5) and D = -9745:
#
(-3/23,-13/23)
(3333/6463,-6305/6463)
(-66/89,95/89)
(-48247/19895,-226107/99475)
(-478/803,549/803)
(-1,-1)
(269/41,-36/41)
(1,0)
(-26/31,9/31)
(971/1219,152/1219)
(-59173/165169,-494063/825845)
#
# (a,b,c,d) = (-2436,1,1,0) and D = -9745:
#
(-10609/115644,9364405/2977833)
(-33489/36134,-299349973/6612522)
(-169/816,8917/884)
(-25/324,173/135)
(144/11569,-1248137/138828)
(9/94,1601/282)
(-25/324,-1951/1620)
(1/6,17/2)
(144/11569,1246409/138828)
(1/6,-26/3)
(-169/816,-104807/10608)
(-25/126,3034/315)
(-25/126,-283/30)
(-529/456,151637/2622)
(-10609/115644,-12121631/3970444)
(-33489/36134,752410/16287)
(-529/456,-198127/3496)
(9/94,-814/141)
#
# (a,b,c,d) = (-304,2,2,0) and D = -9744:
#
(1/2,-13/2)
(1/2,6)
#
# (a,b,c,d) = (-38,1,4,0) and D = -9744:
#
(1,3)
(1,-13/4)
#
# (a,b,c,d) = (-2436,0,1,0) and D = -9744:
#
(1/4,-25/2)
(1/4,25/2)
#
# (a,b,c,d) = (-2435,1,1,0) and D = -9741:
#
(1/103,1046/103)
(1/103,-1047/103)
#
# (a,b,c,d) = (-2435,0,1,0) and D = -9740:
#
#
# (a,b,c,d) = (-2434,1,1,0) and D = -9737:
#
(-64/367,24519/2936)
(-64/367,-24007/2936)
#
# (a,b,c,d) = (-2434,0,1,0) and D = -9736:
#
#
# (a,b,c,d) = (-2433,1,1,0) and D = -9733:
#
(1/39,248/39)
(1/39,-83/13)
#
# (a,b,c,d) = (-2433,0,1,0) and D = -9732:
#
#
# (a,b,c,d) = (-304,1,2,0) and D = -9732:
#
#
# (a,b,c,d) = (-2432,1,1,0) and D = -9729:
#
(1/220,-816/55)
(-1849/23640,188848/127065)
(-16/135,-2707/540)
(-11881/28928,502545/24634)
(1/24,-16/3)
(1/24,127/24)
(-1849/23640,-1431277/1016520)
(-11881/28928,-63030731/3153152)
(-7225/15024,30538349/1277040)
(-16/135,2771/540)
(1/220,3263/220)
(-7225/15024,-1870264/79815)
(1/12,16/3)
(1/12,-65/12)
#
# (a,b,c,d) = (-90,1,3,0) and D = -9729:
#
(1/8,-43/24)
(1/4,7/4)
(3/220,1631/330)
(-7225/5008,-9770033/1277040)
(-16/45,-881/540)
(-1849/7880,176699/338840)
(1/8,7/4)
(1/4,-11/6)
(-16/45,7/4)
(-35643/28928,65620789/9459456)
(-35643/28928,-30867851/4729728)
(-1849/7880,-45059/101652)
(-7225/5008,1730693/212840)
(3/220,-653/132)
#
# (a,b,c,d) = (-2432,0,1,0) and D = -9728:
#
(1/44,74/11)
(1/44,-74/11)
(1369/11297,-2771569/417989)
(1369/11297,2771569/417989)
#
# (a,b,c,d) = (-37,4,4,0) and D = -9728:
#
(1/11,-19/11)
(5476/11297,2366345/1671956)
(1/11,18/11)
(5476/11297,-3176793/1671956)
#
# (a,b,c,d) = (-38,0,4,0) and D = -9728:
#
(1/11,-37/22)
(1/11,37/22)
(5476/11297,2771569/1671956)
(5476/11297,-2771569/1671956)
#
# (a,b,c,d) = (-304,0,2,0) and D = -9728:
#
(1/22,37/11)
(1/22,-37/11)
(2738/11297,2771569/835978)
(2738/11297,-2771569/835978)
#
# (a,b,c,d) = (-19,3,5,0) and D = -9725:
#
#
# (a,b,c,d) = (-2431,1,1,0) and D = -9725:
#
#
# (a,b,c,d) = (-2431,0,1,0) and D = -9724:
#
(4/185,2547/370)
(4/185,-2547/370)
#
# (a,b,c,d) = (-2430,1,1,0) and D = -9721:
#
(2809/254040,64088969/6732060)
(-1/12,9/4)
(-100/351,-1791/130)
(961/6690,310471/41478)
(2809/254040,-8555121/897608)
(961/6690,-263691/34565)
(-1/12,-13/6)
(9/202,3151/606)
(9/202,-1589/303)
(-100/351,49357/3510)
#
# (a,b,c,d) = (-90,0,3,0) and D = -9720:
#
#
# (a,b,c,d) = (-2430,0,1,0) and D = -9720:
#
#
# (a,b,c,d) = (-2429,1,1,0) and D = -9717:
#
(1/31,-180/31)
(1/31,179/31)
#
# (a,b,c,d) = (-2429,0,1,0) and D = -9716:
#
(100/2209,114927/22090)
(-1/5,48/5)
(-16641/182825,71292178/23584425)
(-1/5,-48/5)
(49/935,33214/6545)
(49/935,-33214/6545)
(-16641/182825,-71292178/23584425)
(1024/10865,-1972489/347680)
(100/2209,-114927/22090)
(1024/10865,1972489/347680)
#
# (a,b,c,d) = (1,4,-9,-8) and D = -9716:
#
(-118/43,91/172)
(-70/59,387/236)
(21,10)
(-1687/1257,416/1257)
(1,0)
(0,-1/2)
#
# (a,b,c,d) = (-2428,1,1,0) and D = -9713:
#
#
# (a,b,c,d) = (-2428,0,1,0) and D = -9712:
#
(-1/3,49/3)
(9604/58353,48471863/5718594)
(-1/3,-49/3)
(9604/58353,-48471863/5718594)
(15625/1301274,-743761991/81329625)
(15625/1301274,743761991/81329625)
#
# (a,b,c,d) = (-303,2,2,0) and D = -9712:
#
(15625/650637,-372857558/81329625)
(15625/650637,123634811/27109875)
(-2/3,17/2)
(-2/3,-47/6)
(19208/58353,-16784749/3812396)
(19208/58353,46589479/11437188)
#
# (a,b,c,d) = (-2427,1,1,0) and D = -9709:
#
#
# (a,b,c,d) = (-2427,0,1,0) and D = -9708:
#
(-18496/223847,-64346557/30443192)
(361/1189,340384/22591)
(361/1189,-340384/22591)
(-18496/223847,64346557/30443192)
(1/13,-68/13)
(1/13,68/13)
#
# (a,b,c,d) = (-2426,1,1,0) and D = -9705:
#
#
# (a,b,c,d) = (-2426,0,1,0) and D = -9704:
#
#
# (a,b,c,d) = (-2425,1,1,0) and D = -9701:
#
(1/5,10)
(-10201/96385,-8092160/1946977)
(-10201/96385,41491101/9734885)
(1/5,-51/5)
#
# (a,b,c,d) = (-2425,0,1,0) and D = -9700:
#
(-1/6,47/6)
(-1/6,-47/6)
#
# (a,b,c,d) = (-303,1,2,0) and D = -9700:
#
(-1/3,4)
(-1/3,-23/6)
#
# (a,b,c,d) = (-2424,1,1,0) and D = -9697:
#
#
# (a,b,c,d) = (-303,0,2,0) and D = -9696:
#
(18/97,1637/582)
(18/97,-1637/582)
#
# (a,b,c,d) = (-2424,0,1,0) and D = -9696:
#
(9/97,1637/291)
(9/97,-1637/291)
#
# (a,b,c,d) = (-2423,1,1,0) and D = -9693:
#
(1/3,-50/3)
(1/3,49/3)
(-121/717,63310/7887)
(-121/717,-61979/7887)
#
# (a,b,c,d) = (-89,3,3,0) and D = -9693:
#
(1,-6)
(1,5)
(-121/239,7626/2629)
(-121/239,-6295/2629)
#
# (a,b,c,d) = (-2423,0,1,0) and D = -9692:
#
(9/253,-4238/759)
(9/253,4238/759)
#
# (a,b,c,d) = (-2422,1,1,0) and D = -9689:
#
(1/10,29/5)
(1/10,-59/10)
#
# (a,b,c,d) = (-2422,0,1,0) and D = -9688:
#
(100/31161,-5500909/311610)
(-1/13,15/13)
(100/31161,5500909/311610)
(-1/13,-15/13)
#
# (a,b,c,d) = (-2421,1,1,0) and D = -9685:
#
#
# (a,b,c,d) = (-2421,0,1,0) and D = -9684:
#
(4/25,-413/50)
(13225/22411,-74907784/2577265)
(-1369/10505,2247742/388685)
(-1369/10505,-2247742/388685)
(13225/22411,74907784/2577265)
(4/25,413/50)
#
# (a,b,c,d) = (2,2,-10,-3) and D = -9684:
#
(-11/13,113/39)
(8,-3)
(2,1)
#
# (a,b,c,d) = (-2420,1,1,0) and D = -9681:
#
#
# (a,b,c,d) = (2,14,22,0) and D = -9680:
#
(-2,1/2)
(8/19,-389/836)
(-2,17/22)
(8/19,15/76)
#
# (a,b,c,d) = (-1,6,11,0) and D = -9680:
#
(4/19,23/38)
(-1,0)
(-1,6/11)
(4/19,-301/418)
#
# (a,b,c,d) = (-2420,0,1,0) and D = -9680:
#
(-1/11,-3)
(4/209,-277/38)
(-1/11,3)
(4/209,277/38)
#
# (a,b,c,d) = (-302,2,2,0) and D = -9680:
#
(8/209,-3063/836)
(-2/11,-31/22)
(-2/11,35/22)
(8/209,3031/836)
#
# (a,b,c,d) = (-2419,1,1,0) and D = -9677:
#
#
# (a,b,c,d) = (2,0,-11,-3) and D = -9676:
#
#
# (a,b,c,d) = (-2419,0,1,0) and D = -9676:
#
#
# (a,b,c,d) = (-2418,1,1,0) and D = -9673:
#
(625/1104,253811/9200)
(625/1104,-388529/13800)
#
# (a,b,c,d) = (-2418,0,1,0) and D = -9672:
#
#
# (a,b,c,d) = (-2417,1,1,0) and D = -9669:
#
(9/133,-2042/399)
(9/133,2015/399)
#
# (a,b,c,d) = (-302,1,2,0) and D = -9668:
#
(-9/16,671/96)
(-9/16,-161/24)
#
# (a,b,c,d) = (-2417,0,1,0) and D = -9668:
#
(-9/32,1315/96)
(-9/32,-1315/96)
#
# (a,b,c,d) = (-2416,1,1,0) and D = -9665:
#
(-1/4,49/4)
(-1/4,-12)
#
# (a,b,c,d) = (-2416,0,1,0) and D = -9664:
#
(9/25,1333/75)
(9/25,-1333/75)
#
# (a,b,c,d) = (-302,0,2,0) and D = -9664:
#
(18/25,1333/150)
(18/25,-1333/150)
#
# (a,b,c,d) = (-2415,1,1,0) and D = -9661:
#
(16/33,3119/132)
(16/33,-1061/44)
#
# (a,b,c,d) = (-2415,0,1,0) and D = -9660:
#
(-25/251,4682/1255)
(-25/251,-4682/1255)
#
# (a,b,c,d) = (-2414,1,1,0) and D = -9657:
#
(1/448,4741/224)
(1/448,-9483/448)
#
# (a,b,c,d) = (-2414,0,1,0) and D = -9656:
#
#
# (a,b,c,d) = (-2413,1,1,0) and D = -9653:
#
(1089/10927,2084723/360591)
(4,389/2)
(961/16849,2616646/522319)
(4,-397/2)
(1/49,346/49)
(4/137,1647/274)
(-1/7,-45/7)
(1/49,-347/49)
(1/7,-53/7)
(10609/482447,338825925/49692041)
(21298225/2020552499,90904072796568/9324849782885)
(25/581,15229/2905)
(16/233,-4779/932)
(169/2807,182655/36491)
(-4/47,-221/94)
(1/259,4168/259)
(1/259,-4169/259)
(157609/10192427,-32716055368/4046393519)
(25/161,6409/805)
(9/7,1313/21)
(841/72037,-19383802/2089073)
(108900/824209,-1935398323/271988970)
(-25/301,3293/1505)
(10609/482447,-339918652/49692041)
(1/7,52/7)
(177241/3407887,-7318444193/1434720427)
(25/581,-15354/2905)
(-64/479,-22607/3832)
(-361/371,340301/7049)
(-4/47,229/94)
(841/72037,19359413/2089073)
(-25/301,-3168/1505)
(16/233,4715/932)
(169/2807,-184852/36491)
(-274576/137287,-6995853261/71938388)
(157609/10192427,32653484595/4046393519)
(-274576/137287,56218355/566444)
(108900/824209,1899461323/271988970)
(177241/3407887,7243825732/1434720427)
(21298225/2020552499,-91002364104943/9324849782885)
(4/137,-1655/274)
(-361/371,-333442/7049)
(9/7,-1340/21)
(-64/479,23119/3832)
(961/16849,-2646437/522319)
(1089/10927,-2120660/360591)
(-1/7,46/7)
(25/161,-6534/805)
#
# (a,b,c,d) = (-7,1,7,0) and D = -9653:
#
(9,-29/3)
(10609/68921,-7004017/7098863)
(177241/486841,-1077471368/1434720427)
(-1922032/137287,7571364557/503568716)
(25/83,2122/2905)
(-1,-6/7)
(25/23,-141/115)
(762300/824209,-2043209323/1903922790)
(25/83,-321/415)
(169/401,-3907/5213)
(1,-8/7)
(112/233,-4971/6524)
(-1,1)
(177241/486841,143264701/204960061)
(961/2407,-390830/522319)
(1/37,-596/259)
(-28/47,-197/658)
(28,-421/14)
(28/137,1623/1918)
(9,176/21)
(169/401,25152/36491)
(1089/1561,-6497/7359)
(1,1)
(1089/1561,282416/360591)
(157609/1456061,-671505463/578056217)
(841/10291,2755178/2089073)
(157609/1456061,4637967468/4046393519)
(-25/43,524/1505)
(841/10291,-397081/298439)
(21298225/288650357,-13042462575724/9324849782885)
(1/37,85/37)
(25/23,862/805)
(-448/479,-21071/26824)
(762300/824209,1791650323/1903922790)
(112/233,4523/6524)
(-28/47,253/658)
(28/137,-1679/1918)
(-448/479,24655/26824)
(1/7,1)
(-361/53,51554/7049)
(961/2407,51577/74617)
(28,365/14)
(1/7,-50/49)
(10609/68921,47935392/49692041)
(-361/53,-6385/1007)
(21298225/288650357,1849167323907/1332121397555)
(-1922032/137287,-6564219789/503568716)
(-25/43,-57/215)
#
# (a,b,c,d) = (1,3,-11,-6) and D = -9653:
#
(2209/5291,-5318/5291)
(307/1441,-1053/1441)
(-379/137,-156/137)
(-145/444,-1159/2664)
(-29/31,-15/31)
(-499/431,1005/431)
(-7/11,9/22)
(-37/8,15/16)
(17/10,13/20)
(1/37,-21/37)
(7058131/5671231,2393100/5671231)
(2383/2329,618/2329)
(-1283179883/1086164633,-598950044/1086164633)
(-1/2,3/4)
(5,-1)
(-1,2)
(9871/157,-1986/157)
(11/195,-344/585)
(-1,1/3)
(35311/28535,-145321/57070)
(19033/4489,-3792/4489)
(-25/61,-26/61)
(1,0)
(-2903/6511,-2763/6511)
(7/5,-1/5)
(643/229,258/229)
(55/17,133/102)
(131/155,-824/465)
(-1,-1/2)
(355/367,433/2202)
(-77/125,158/375)
#
# (a,b,c,d) = (-2413,0,1,0) and D = -9652:
#
#
# (a,b,c,d) = (-2412,1,1,0) and D = -9649:
#
(-361/930,113037/5890)
(1/30,57/10)
(1/30,-86/15)
(49/900,3517/700)
(49/900,-7999/1575)
(-361/930,-166126/8835)
#
# (a,b,c,d) = (-11,2,6,0) and D = -9648:
#
#
# (a,b,c,d) = (-89,2,3,0) and D = -9648:
#
#
# (a,b,c,d) = (-2412,0,1,0) and D = -9648:
#
#
# (a,b,c,d) = (-301,2,2,0) and D = -9648:
#
#
# (a,b,c,d) = (-2411,1,1,0) and D = -9645:
#
#
# (a,b,c,d) = (-2411,0,1,0) and D = -9644:
#
(-9/47,1286/141)
(-9/47,-1286/141)
#
# (a,b,c,d) = (-2410,1,1,0) and D = -9641:
#
#
# (a,b,c,d) = (-2410,0,1,0) and D = -9640:
#
(-1/9,-41/9)
(-17956/105399,-113054981/14123466)
(6724/180081,-81071159/14766642)
(-1/9,41/9)
(6724/180081,81071159/14766642)
(-17956/105399,113054981/14123466)
#
# (a,b,c,d) = (-2409,1,1,0) and D = -9637:
#
(6416089/185133663,-883472488336/156314522793)
(1/117,422/39)
(6416089/185133663,239469591961/42631233489)
(1/117,-1267/117)
#
# (a,b,c,d) = (-2409,0,1,0) and D = -9636:
#
(-1/2,-49/2)
(2401/9640,5851453/472360)
(2401/9640,-5851453/472360)
(-1/2,49/2)
#
# (a,b,c,d) = (-301,1,2,0) and D = -9636:
#
(-1,25/2)
(-1,-12)
(2401/4820,1433451/236180)
(2401/4820,-2984551/472360)
#
# (a,b,c,d) = (-2408,1,1,0) and D = -9633:
#
(25/454,-11517/2270)
(25/454,5696/1135)
#
# (a,b,c,d) = (-301,0,2,0) and D = -9632:
#
#
# (a,b,c,d) = (-2408,0,1,0) and D = -9632:
#
#
# (a,b,c,d) = (-2407,1,1,0) and D = -9629:
#
(-1/13,15/13)
(-1/13,-14/13)
#
# (a,b,c,d) = (-2407,0,1,0) and D = -9628:
#
(1/9,-56/9)
(1/9,56/9)
(-12544/166743,-10723691/18675216)
(-12544/166743,10723691/18675216)
#
# (a,b,c,d) = (-18,5,5,0) and D = -9625:
#
(5/36,-13/10)
(2116/2413,149539/110998)
(-1/2,-1/2)
(5/36,209/180)
(-1/2,1)
(981245/986616,-5462510861/2185354440)
(2116/2413,-246875/110998)
(981245/986616,182725177/121408580)
#
# (a,b,c,d) = (-2406,1,1,0) and D = -9625:
#
(2116/12065,4906507/554990)
(196249/986616,722052145/72845148)
(2116/12065,-5003843/554990)
(1/36,221/36)
(-1/10,19/5)
(-1/10,-37/10)
(1/36,-37/6)
(196249/986616,-4419251177/437070888)
#
# (a,b,c,d) = (-2406,0,1,0) and D = -9624:
#
(144/1105,92377/13260)
(144/1105,-92377/13260)
#
# (a,b,c,d) = (-89,1,3,0) and D = -9621:
#
(-4225/16587,893318/1078155)
(1/17,-41/17)
(1/17,122/51)
(41473600/487805587,19031295903247/9424403940840)
(-16/53,-773/636)
(75/79,5983/1185)
(41473600/487805587,-6432795295749/3141467980280)
(-4225/16587,-2405329/3234465)
(75/79,-6358/1185)
(-16/53,279/212)
#
# (a,b,c,d) = (-2405,1,1,0) and D = -9621:
#
(-16/159,-2383/636)
(1/51,-368/51)
(41473600/1463416761,57360977693741/9424403940840)
(-4225/49761,7765237/3234465)
(-16/159,2447/636)
(41473600/1463416761,-57628067677741/9424403940840)
(1/51,367/51)
(25/79,-6233/395)
(25/79,6108/395)
(-4225/49761,-7490612/3234465)
#
# (a,b,c,d) = (-2405,0,1,0) and D = -9620:
#
#
# (a,b,c,d) = (-2404,1,1,0) and D = -9617:
#
(-1/8,11/2)
(-1/8,-43/8)
#
# (a,b,c,d) = (-2404,0,1,0) and D = -9616:
#
(1/141,-1675/141)
(1/20,51/10)
(1/20,-51/10)
(1/8,-27/4)
(-81/1040,6179/4680)
(169/15720,986953/102180)
(-289/1560,-116437/13260)
(1/141,1675/141)
(-289/1560,116437/13260)
(169/15720,-986953/102180)
(-1/12,13/6)
(1/8,27/4)
(25/149,6393/745)
(25/149,-6393/745)
(-1/12,-13/6)
(-81/1040,-6179/4680)
(-64/151,25035/1208)
(-64/151,-25035/1208)
(-17689/8020,-57674487/533330)
(-17689/8020,57674487/533330)
#
# (a,b,c,d) = (-37,3,4,0) and D = -9616:
#
(-81/260,4183/9360)
(4/141,-1681/564)
(1/2,3/2)
(1/5,6/5)
(-256/151,28107/4832)
(169/3930,-124193/51090)
(-81/260,-499/2340)
(1/5,-27/20)
(-256/151,-21963/4832)
(100/149,-7143/2980)
(-1/3,2/3)
(-289/390,16397/6630)
(-17689/2005,32366199/1066660)
(1/2,-15/8)
(-17689/2005,-6327072/266665)
(169/3930,490181/204360)
(100/149,5643/2980)
(-1/3,-5/12)
(-289/390,-50849/26520)
(4/141,1669/564)
#
# (a,b,c,d) = (-300,2,2,0) and D = -9616:
#
(169/7860,82063/17030)
(1/4,13/4)
(-128/151,-24011/2416)
(-17689/4010,-5532185/106666)
(-1/6,-1)
(169/7860,-98915/20436)
(50/149,6143/1490)
(1/4,-7/2)
(1/10,-13/5)
(1/10,5/2)
(-289/780,4045/884)
(-289/780,-27881/6630)
(50/149,-6643/1490)
(-81/520,1727/2340)
(-1/6,7/6)
(-128/151,26059/2416)
(-17689/4010,15006781/266665)
(2/141,-559/94)
(2/141,1673/282)
(-81/520,-545/936)
#
# (a,b,c,d) = (-2403,1,1,0) and D = -9613:
#
#
# (a,b,c,d) = (-2403,0,1,0) and D = -9612:
#
(4/49,-521/98)
(1/21,36/7)
(-64/287,-24623/2296)
(93636/3558793,6858931195/1088990658)
(-25/231,1674/385)
(93636/3558793,-6858931195/1088990658)
(-25/231,-1674/385)
(4/49,521/98)
(1/21,-36/7)
(-64/287,24623/2296)
#
# (a,b,c,d) = (-89,0,3,0) and D = -9612:
#
(1/7,-12/7)
(12/49,-521/294)
(-192/287,24623/6888)
(1/7,12/7)
(-25/77,-558/385)
(-25/77,558/385)
(-192/287,-24623/6888)
(12/49,521/294)
(280908/3558793,6858931195/3266971974)
(280908/3558793,-6858931195/3266971974)
#
# (a,b,c,d) = (1,3,-12,-2) and D = -9612:
#
(-23/19,6/19)
(10007/7564,-1267/7564)
(-1/4,5/4)
(-215/1003,-546/1003)
(-1811/6565,4344/6565)
(1,0)
(-5/2,1/2)
(31/2,13/2)
#
# (a,b,c,d) = (-2402,1,1,0) and D = -9609:
#
#
# (a,b,c,d) = (-2402,0,1,0) and D = -9608:
#
(-1,49)
(-1,-49)
#
# (a,b,c,d) = (-2401,1,1,0) and D = -9605:
#
#
# (a,b,c,d) = (-2401,0,1,0) and D = -9604:
#
(447561/5288080,-388896059/72198480)
(-23104/237495,-127339717/36099240)
(126025/9965424,-643575493/72198480)
(-25/294,71/30)
(9/490,223/30)
(1/15,-76/15)
(9/490,-223/30)
(447561/5288080,388896059/72198480)
(-25/294,-71/30)
(1/15,76/15)
(126025/9965424,643575493/72198480)
(-23104/237495,127339717/36099240)
#
# (a,b,c,d) = (-7,0,7,0) and D = -9604:
#
(126025/1423632,-643575493/505389360)
(447561/755440,388896059/505389360)
(-161728/237495,127339717/252694680)
(-161728/237495,-127339717/252694680)
(9/70,223/210)
(7/15,-76/105)
(447561/755440,-388896059/505389360)
(126025/1423632,643575493/505389360)
(9/70,-223/210)
(7/15,76/105)
(-25/42,71/210)
(-25/42,-71/210)
#
# (a,b,c,d) = (0,7,14,0) and D = -9604:
#
(9/35,7/15)
(126025/711816,447561/755440)
(126025/711816,-161728/237495)
(-25/21,9/70)
(14/15,-25/42)
(9/35,-25/42)
(14/15,9/70)
(447561/377720,126025/1423632)
(447561/377720,-161728/237495)
(-25/21,7/15)
(-323456/237495,126025/1423632)
(-323456/237495,447561/755440)
#
# (a,b,c,d) = (0,2,49,0) and D = -9604:
#
(-25/6,2/15)
(447561/107920,126025/4982712)
(-1132096/237495,126025/4982712)
(49/15,-25/147)
(9/10,2/15)
(9/10,-25/147)
(49/15,9/245)
(126025/203376,447561/2644040)
(-25/6,9/245)
(-1132096/237495,447561/2644040)
(447561/107920,-46208/237495)
(126025/203376,-46208/237495)
#
# (a,b,c,d) = (-300,1,2,0) and D = -9604:
#
(9/245,-5477/1470)
(-25/147,901/735)
(2/15,-77/30)
(9/245,545/147)
(-46208/237495,-123827909/72198480)
(2/15,5/2)
(447561/2644040,9378244291/3537725520)
(-46208/237495,8723435/4813232)
(126025/4982712,-1973746127/442215690)
(447561/2644040,-241941565/88443138)
(-25/147,-559/490)
(126025/4982712,5248410047/1179241840)
#
# (a,b,c,d) = (24,97,98,0) and D = -9604:
#
(126025/101688,-12571753/24066160)
(126025/101688,-155726449/221107845)
(-2264192/237495,16564283707/3537725520)
(98/15,-1559/490)
(9/5,-599/735)
(98/15,-4829/1470)
(-25/3,41/10)
(9/5,-29/30)
(447561/53960,-292394693/72198480)
(-2264192/237495,5606321047/1179241840)
(447561/53960,-919764751/221107845)
(-25/3,3049/735)
#
# (a,b,c,d) = (0,1,98,0) and D = -9604:
#
(98/15,-25/294)
(9/5,-25/294)
(9/5,1/15)
(447561/53960,-23104/237495)
(98/15,9/490)
(-25/3,1/15)
(126025/101688,447561/5288080)
(-25/3,9/490)
(126025/101688,-23104/237495)
(-2264192/237495,126025/9965424)
(447561/53960,126025/9965424)
(-2264192/237495,447561/5288080)
#
# (a,b,c,d) = (-2400,1,1,0) and D = -9601:
#
(-2116/28215,38465/86526)
(-2116/28215,-479639/1297890)
#
# (a,b,c,d) = (-300,0,2,0) and D = -9600:
#
(-19208/19199,46031999/3763004)
(2,-49/2)
(-19208/19199,-46031999/3763004)
(2,49/2)
#
# (a,b,c,d) = (-19,2,5,0) and D = -9600:
#
(-48020/19199,50737959/9407510)
(-48020/19199,-41326039/9407510)
(5,-54/5)
(5,44/5)
#
# (a,b,c,d) = (-2400,0,1,0) and D = -9600:
#
(-9604/19199,-46031999/1881502)
(-9604/19199,46031999/1881502)
(1,49)
(1,-49)
#
# (a,b,c,d) = (-2,4,10,0) and D = -9600:
#
(10,29/10)
(-96040/19199,64855839/18815020)
(-96040/19199,-27208159/18815020)
(10,-69/10)
#
# (a,b,c,d) = (-2399,1,1,0) and D = -9597:
#
(-4/47,-219/94)
(-4/47,227/94)
#
# (a,b,c,d) = (-2399,0,1,0) and D = -9596:
#
#
# (a,b,c,d) = (-2398,1,1,0) and D = -9593:
#
#
# (a,b,c,d) = (-2398,0,1,0) and D = -9592:
#
#
# (a,b,c,d) = (-2397,1,1,0) and D = -9589:
#
(-3249/26945,471061/90345)
(1/17,-86/17)
(1/17,5)
(-3249/26945,-7822844/1535865)
#
# (a,b,c,d) = (-2397,0,1,0) and D = -9588:
#
#
# (a,b,c,d) = (-88,3,3,0) and D = -9585:
#
#
# (a,b,c,d) = (-2396,1,1,0) and D = -9585:
#
#
# (a,b,c,d) = (-2396,0,1,0) and D = -9584:
#
(9/10,661/15)
(9/10,-661/15)
#
# (a,b,c,d) = (-299,2,2,0) and D = -9584:
#
(9/5,317/15)
(9/5,-344/15)
#
# (a,b,c,d) = (-2395,1,1,0) and D = -9581:
#
(4/25,-83/10)
(4/25,407/50)
#
# (a,b,c,d) = (-2395,0,1,0) and D = -9580:
#
(-16/199,-1389/796)
(-16/199,1389/796)
#
# (a,b,c,d) = (-2394,1,1,0) and D = -9577:
#
#
# (a,b,c,d) = (-2394,0,1,0) and D = -9576:
#
(-16/167,-2269/668)
(-16/167,2269/668)
#
# (a,b,c,d) = (-2393,1,1,0) and D = -9573:
#
#
# (a,b,c,d) = (-299,1,2,0) and D = -9572:
#
(-2/13,-1/2)
(1,12)
(-2401/4784,126005/20384)
(9/74,-565/222)
(1,-25/2)
(9/74,1103/444)
(25/358,-5059/1790)
(-2401/4784,-106941/18032)
(25/358,9993/3580)
(-2/13,15/26)
#
# (a,b,c,d) = (-2393,0,1,0) and D = -9572:
#
(-2401/9568,-5678581/468832)
(1/2,-49/2)
(25/716,20111/3580)
(9/148,2233/444)
(-1/13,14/13)
(9/148,-2233/444)
(-2401/9568,5678581/468832)
(25/716,-20111/3580)
(-1/13,-14/13)
(1/2,49/2)
#
# (a,b,c,d) = (-2392,1,1,0) and D = -9569:
#
#
# (a,b,c,d) = (-299,0,2,0) and D = -9568:
#
#
# (a,b,c,d) = (-2392,0,1,0) and D = -9568:
#
#
# (a,b,c,d) = (-2391,1,1,0) and D = -9565:
#
#
# (a,b,c,d) = (1,8,0,-5) and D = -9565:
#
(-647/889,576/889)
(1,0)
#
# (a,b,c,d) = (-2391,0,1,0) and D = -9564:
#
#
# (a,b,c,d) = (-2390,1,1,0) and D = -9561:
#
(-169/536,-52797/3484)
(-169/536,107791/6968)
#
# (a,b,c,d) = (-2390,0,1,0) and D = -9560:
#
(1/11,-61/11)
(1/11,61/11)
(-16/79,3049/316)
(-16/79,-3049/316)
#
# (a,b,c,d) = (-2389,1,1,0) and D = -9557:
#
#
# (a,b,c,d) = (-2389,0,1,0) and D = -9556:
#
#
# (a,b,c,d) = (-2388,1,1,0) and D = -9553:
#
(15625/48576,23767669/1518000)
(1/32,187/32)
(1/32,-47/8)
(15625/48576,-32341267/2024000)
#
# (a,b,c,d) = (-298,2,2,0) and D = -9552:
#
#
# (a,b,c,d) = (-2388,0,1,0) and D = -9552:
#
#
# (a,b,c,d) = (-2387,1,1,0) and D = -9549:
#
(-1/11,3)
(-1/11,-32/11)
#
# (a,b,c,d) = (-2387,0,1,0) and D = -9548:
#
(144/841,87877/10092)
(144/841,-87877/10092)
#
# (a,b,c,d) = (-2386,1,1,0) and D = -9545:
#
(1/4,49/4)
(-1089/8456,795929/139524)
(-1089/8456,-1555921/279048)
(1/4,-25/2)
#
# (a,b,c,d) = (-2386,0,1,0) and D = -9544:
#
#
# (a,b,c,d) = (-2385,1,1,0) and D = -9541:
#
#
# (a,b,c,d) = (-10,5,6,0) and D = -9540:
#
(-289/524,39409/53448)
(1,1)
(-289/524,-1237/4454)
(1,-11/6)
#
# (a,b,c,d) = (-88,2,3,0) and D = -9540:
#
(-289/1048,-12335/13362)
(1/2,-3)
(1/2,8/3)
(-289/1048,9861/8908)
#
# (a,b,c,d) = (-11,1,6,0) and D = -9540:
#
(1,4/3)
(-289/524,9861/17816)
(1,-3/2)
(-289/524,-12335/26724)
#
# (a,b,c,d) = (-298,1,2,0) and D = -9540:
#
(1/3,25/6)
(1/3,-13/3)
(-289/1572,20959/13362)
(-289/1572,-78923/53448)
#
# (a,b,c,d) = (-2385,0,1,0) and D = -9540:
#
(1/6,17/2)
(-289/3144,54253/17816)
(1/6,-17/2)
(-289/3144,-54253/17816)
#
# (a,b,c,d) = (2,13,17,0) and D = -9537:
#
(17/16,-191/272)
(17/16,-15/136)
#
# (a,b,c,d) = (-2384,1,1,0) and D = -9537:
#
(1/16,5)
(1/16,-81/16)
#
# (a,b,c,d) = (-298,0,2,0) and D = -9536:
#
(169/70,26821/910)
(169/70,-26821/910)
(1/14,-39/14)
(1/14,39/14)
#
# (a,b,c,d) = (-2384,0,1,0) and D = -9536:
#
(1/28,-39/7)
(169/140,-26821/455)
(169/140,26821/455)
(1/28,39/7)
#
# (a,b,c,d) = (-37,2,4,0) and D = -9536:
#
(1/7,-10/7)
(169/35,6156/455)
(169/35,-14509/910)
(1/7,19/14)
#
# (a,b,c,d) = (-2383,1,1,0) and D = -9533:
#
#
# (a,b,c,d) = (-2383,0,1,0) and D = -9532:
#
#
# (a,b,c,d) = (-2382,1,1,0) and D = -9529:
#
(64/105,24757/840)
(64/105,-8423/280)
#
# (a,b,c,d) = (-2382,0,1,0) and D = -9528:
#
#
# (a,b,c,d) = (-19,1,5,0) and D = -9525:
#
(1/95,414/95)
(-1,-9/5)
(-9,277/15)
(2499561/555503,-40555100171/4391251215)
(361/767,-17102/14573)
(361/767,78651/72865)
(-9,-50/3)
(320/361,24629/14440)
(1/95,-109/25)
(320/361,-1431/760)
(-1,2)
(2499561/555503,385297834/46223697)
(51529/869423,1810466587/986795105)
(51529/869423,-364432734/197359021)
#
# (a,b,c,d) = (-2381,1,1,0) and D = -9525:
#
(-9/5,-1304/15)
(-1/5,-47/5)
(1/475,-10353/475)
(361/3835,-413832/72865)
(-1/5,48/5)
(64/361,-26165/2888)
(2499561/2777515,190920083032/4391251215)
(64/361,25653/2888)
(361/3835,406973/72865)
(1/475,10352/475)
(-9/5,1331/15)
(2499561/2777515,-194871888973/4391251215)
(51529/4347115,-9087424184/986795105)
(51529/4347115,9075727101/986795105)
#
# (a,b,c,d) = (-2381,0,1,0) and D = -9524:
#
(-49/565,9988/3955)
(-49/565,-9988/3955)
#
# (a,b,c,d) = (-2380,1,1,0) and D = -9521:
#
(-9/116,-101/87)
(-9/116,431/348)
#
# (a,b,c,d) = (-297,2,2,0) and D = -9520:
#
(-49/117,-435/91)
(-49/117,4258/819)
#
# (a,b,c,d) = (-2380,0,1,0) and D = -9520:
#
(-49/234,8173/819)
(-49/234,-8173/819)
#
# (a,b,c,d) = (-2379,1,1,0) and D = -9517:
#
(2835856/2821497,76867204273/1583800316)
(-121/337,65293/3707)
(16/441,3247/588)
(169/989,110488/12857)
(-1/13,14/13)
(10609/558999,140260390/19192299)
(9/169,196/39)
(484/377,-524759/8294)
(-1/3,-16)
(-1/3,49/3)
(4/816089,-737235583/1632178)
(9409/57183,15371458/1848917)
(3481/7751,9938411/457309)
(-315844/2464887,-2552169571/461755498)
(9/169,-2575/507)
(2835856/2821497,-235377194323/4751400948)
(81/30667,413089/21231)
(16/441,-9805/1764)
(169/989,-112685/12857)
(-121/337,-63962/3707)
(10609/558999,-421873897/57576897)
(3481/7751,-10143790/457309)
(81/30667,-5370886/276003)
(4/113,-1267/226)
(484/377,39547/638)
(4/113,1259/226)
(-315844/2464887,7834013041/1385266494)
(4/816089,737235575/1632178)
(-1/13,-1)
(9409/57183,-47027047/5546751)
#
# (a,b,c,d) = (1,6,-10,-1) and D = -9517:
#
(1768/445,-18669/445)
(13/4,9/4)
(-77/43,12/43)
(1159/1204,635/1204)
(-9/35,22/35)
(27/142,-313/142)
(20880859/20600447,-136838/20600447)
(-16035812/37154623,14923353/37154623)
(0,-1)
(-13/7,2/7)
(-35/64,-39/64)
(1,0)
(-1339/2390,-1463/2390)
(-26/139,129/139)
(-1062/2513,1027/2513)
#
# (a,b,c,d) = (-2379,0,1,0) and D = -9516:
#
#
# (a,b,c,d) = (-2378,1,1,0) and D = -9513:
#
(-1/6,47/6)
(1/162,1031/81)
(-1/12,-25/12)
(4/121,1383/242)
(1/162,-2063/162)
(4/121,-1391/242)
(-1/12,13/6)
(-1/6,-23/3)
#
# (a,b,c,d) = (-88,1,3,0) and D = -9513:
#
(1/54,229/54)
(-1/2,8/3)
(-1/4,-2/3)
(12/121,-1399/726)
(12/121,125/66)
(-1/4,3/4)
(-1/2,-5/2)
(1/54,-344/81)
#
# (a,b,c,d) = (-2378,0,1,0) and D = -9512:
#
#
# (a,b,c,d) = (-2377,1,1,0) and D = -9509:
#
#
# (a,b,c,d) = (-2377,0,1,0) and D = -9508:
#
#
# (a,b,c,d) = (-297,1,2,0) and D = -9508:
#
#
# (a,b,c,d) = (-2376,1,1,0) and D = -9505:
#
#
# (a,b,c,d) = (-11,0,6,0) and D = -9504:
#
#
# (a,b,c,d) = (-88,0,3,0) and D = -9504:
#
#
# (a,b,c,d) = (-2376,0,1,0) and D = -9504:
#
#
# (a,b,c,d) = (-297,0,2,0) and D = -9504:
#
#
# (a,b,c,d) = (-2375,1,1,0) and D = -9501:
#
#
# (a,b,c,d) = (-2375,0,1,0) and D = -9500:
#
(1/5,10)
(-16/151,-2507/604)
(-16/151,2507/604)
(1/5,-10)
#
# (a,b,c,d) = (-19,0,5,0) and D = -9500:
#
(1,2)
(1,-2)
(-80/151,2507/3020)
(-80/151,-2507/3020)
#
# (a,b,c,d) = (-2374,1,1,0) and D = -9497:
#
#
# (a,b,c,d) = (-2374,0,1,0) and D = -9496:
#
(16/705,18977/2820)
(1/3,49/3)
(-81/869,24605/7821)
(-81/869,-24605/7821)
(1/3,-49/3)
(16/705,-18977/2820)
#
# (a,b,c,d) = (-2373,1,1,0) and D = -9493:
#
(-625/4011,-33797/4775)
(-625/4011,725362/100275)
#
# (a,b,c,d) = (-2373,0,1,0) and D = -9492:
#
#
# (a,b,c,d) = (-2372,1,1,0) and D = -9489:
#
(-9/104,-191/78)
(-9/104,791/312)
#
# (a,b,c,d) = (-37,1,4,0) and D = -9488:
#
(-49/76,-3789/2128)
(-49/76,1033/532)
#
# (a,b,c,d) = (-296,2,2,0) and D = -9488:
#
(-49/152,1033/266)
(-49/152,-3789/1064)
#
# (a,b,c,d) = (-2372,0,1,0) and D = -9488:
#
(-49/304,-7921/1064)
(-49/304,7921/1064)
#
# (a,b,c,d) = (-2371,1,1,0) and D = -9485:
#
#
# (a,b,c,d) = (-2371,0,1,0) and D = -9484:
#
#
# (a,b,c,d) = (-2370,1,1,0) and D = -9481:
#
(961/156,-244213/806)
(961/156,1435487/4836)
#
# (a,b,c,d) = (-2370,0,1,0) and D = -9480:
#
(16/721,19609/2884)
(16/721,-19609/2884)
#
# (a,b,c,d) = (1,11,27,0) and D = -9477:
#
(2883/10919,-1306084/3046401)
(48/17,-217/612)
(121,-360/11)
(1,-11/27)
(2883/10919,978383/3046401)
(121,-4921/297)
(-3,4/9)
(-3,7/9)
(48/17,-487/612)
(1,0)
#
# (a,b,c,d) = (-87,3,3,0) and D = -9477:
#
(-1/3,5/3)
(1/9,16/9)
(121/9,-7864/99)
(16/51,373/204)
(961/32757,3411805/1015467)
(121/9,6533/99)
(-1/3,-4/3)
(16/51,-437/204)
(1/9,-17/9)
(961/32757,-3441596/1015467)
#
# (a,b,c,d) = (-3,3,9,0) and D = -9477:
#
(16/17,-167/204)
(-1,2/3)
(961/10919,-1157129/1015467)
(961/10919,1127338/1015467)
(121/3,578/33)
(1/3,-2/3)
(-1,-1/3)
(1/3,5/9)
(16/17,103/204)
(121/3,-3065/99)
#
# (a,b,c,d) = (-2369,1,1,0) and D = -9477:
#
(1/27,148/27)
(121/27,64121/297)
(121/27,-65452/297)
(961/98271,30825409/3046401)
(-1/9,-40/9)
(961/98271,-30855200/3046401)
(-1/9,41/9)
(1/27,-149/27)
(16/153,3613/612)
(16/153,-3677/612)
#
# (a,b,c,d) = (-1,9,9,0) and D = -9477:
#
(1/3,-7/9)
(-1,1)
(-1,0)
(16/17,-77/68)
(121/3,-4396/99)
(961/10919,365849/338489)
(1/3,4/9)
(16/17,13/68)
(121/3,403/99)
(961/10919,-395640/338489)
#
# (a,b,c,d) = (-296,1,2,0) and D = -9476:
#
(841/14170,-2470373/821860)
(3721/75205,29571533/9175010)
(25/58,-792/145)
(1369/24940,709938/230695)
(-1/5,-9/5)
(841/14170,611496/205465)
(18/55,1349/330)
(18/55,-1403/330)
(1369/24940,-5730157/1845560)
(-1/5,19/10)
(25/58,3043/580)
(3721/75205,-14899257/4587505)
#
# (a,b,c,d) = (-2369,0,1,0) and D = -9476:
#
(841/28340,-4916357/821860)
(9/55,-1376/165)
(841/28340,4916357/821860)
(25/116,-6211/580)
(1369/49880,-11409661/1845560)
(1369/49880,11409661/1845560)
(25/116,6211/580)
(9/55,1376/165)
(3721/150410,59370047/9175010)
(-1/10,37/10)
(-1/10,-37/10)
(3721/150410,-59370047/9175010)
#
# (a,b,c,d) = (-2368,1,1,0) and D = -9473:
#
(1/14,-36/7)
(1/14,71/14)
#
# (a,b,c,d) = (-2368,0,1,0) and D = -9472:
#
(-1/7,45/7)
(4/33,433/66)
(1/41,267/41)
(-1/4,-12)
(-64/807,-9757/6456)
(1/41,-267/41)
(4/33,-433/66)
(1/972,-7576/243)
(361/10076,266268/47861)
(841/64988,4152420/471163)
(-225/2996,-2248/11235)
(-1/7,-45/7)
(1/12,16/3)
(-225/2996,2248/11235)
(1/12,-16/3)
(841/64988,-4152420/471163)
(361/10076,-266268/47861)
(-1/4,12)
(-64/807,9757/6456)
(1/972,7576/243)
#
# (a,b,c,d) = (-36,4,4,0) and D = -9472:
#
(841/16247,2051821/942326)
(1/243,3787/486)
(-4/7,53/28)
(16/33,-497/264)
(4/41,259/164)
(361/2519,126275/95722)
(1/3,-3/2)
(1/243,-421/54)
(1/3,7/6)
(-4/7,-37/28)
(16/33,123/88)
(841/16247,-2100599/942326)
(-1,7/2)
(-225/749,2251/22470)
(4/41,-275/164)
(-1,-5/2)
(-256/807,13853/25824)
(-225/749,4499/22470)
(361/2519,-139993/95722)
(-256/807,-1887/8608)
#
# (a,b,c,d) = (-296,0,2,0) and D = -9472:
#
(-2/7,-45/14)
(-225/1498,1124/11235)
(2/41,-267/82)
(1/6,-8/3)
(-128/807,9757/12912)
(1/486,-3788/243)
(-1/2,-6)
(361/5038,-133134/47861)
(-128/807,-9757/12912)
(-2/7,45/14)
(8/33,-433/132)
(1/486,3788/243)
(-225/1498,-1124/11235)
(8/33,433/132)
(361/5038,133134/47861)
(1/6,8/3)
(841/32494,-2076210/471163)
(2/41,267/82)
(-1/2,6)
(841/32494,2076210/471163)
#
# (a,b,c,d) = (1,1,-13,-5) and D = -9472:
#
(-1,-2/5)
(-29/274,-139/274)
(-3138691/909179,803610/909179)
(17/2,-45/2)
(1,0)
(-1/2,1/2)
(-67/34,91/170)
(-3/2,-1/2)
(507/502,49/502)
(13819/6322,-3283/6322)
(29/37,-392/185)
(4/67,-43/67)
(4,-1)
(-46/107,67/107)
(4609/2782,1247/2782)
#
# (a,b,c,d) = (-37,0,4,0) and D = -9472:
#
(1/3,4/3)
(-256/807,-9757/25824)
(-225/749,-562/11235)
(841/16247,1038105/471163)
(-256/807,9757/25824)
(1/243,-1894/243)
(16/33,-433/264)
(-1,3)
(-4/7,-45/28)
(4/41,267/164)
(361/2519,-66567/47861)
(-1,-3)
(4/41,-267/164)
(-4/7,45/28)
(16/33,433/264)
(1/3,-4/3)
(1/243,1894/243)
(361/2519,66567/47861)
(841/16247,-1038105/471163)
(-225/749,562/11235)
#
# (a,b,c,d) = (2,2,-10,-2) and D = -9472:
#
(59/2,31/2)
(-4175/2782,1681/2782)
(11/10,-3/10)
(31/170,-213/170)
(-1/2,-1/2)
(223/274,55/274)
(-1/2,1/2)
(727861/1818358,-3942301/1818358)
(-155/214,-113/214)
(3/2,-1/2)
(1031/370,537/370)
(-327/502,229/502)
(-1/2,5/2)
(125/134,47/134)
(-1985/6322,8551/6322)
#
# (a,b,c,d) = (1,3,-13,1) and D = -9472:
#
(0,1)
(-1/10,7/10)
(-7/2,-3/2)
(-97/137,42/137)
(-1/2,-1/2)
(-1321/370,247/370)
(-133/134,39/134)
(5549521/1818358,2335081/1818358)
(152/85,61/85)
(-90/251,-139/251)
(247/214,-21/214)
(1,0)
(-217/1391,-1464/1391)
(-38,7)
(-5917/3161,-2634/3161)
#
# (a,b,c,d) = (-2367,1,1,0) and D = -9469:
#
#
# (a,b,c,d) = (-2367,0,1,0) and D = -9468:
#
(-16/47,-3097/188)
(-16/47,3097/188)
#
# (a,b,c,d) = (-2366,1,1,0) and D = -9465:
#
#
# (a,b,c,d) = (-1,2,13,0) and D = -9464:
#
(4/125,-5047/3250)
(-1,2/13)
(-1,0)
(4/125,387/250)
#
# (a,b,c,d) = (-2366,0,1,0) and D = -9464:
#
(-1/13,1)
(4/1625,5039/250)
(-1/13,-1)
(4/1625,-5039/250)
#
# (a,b,c,d) = (-2365,1,1,0) and D = -9461:
#
#
# (a,b,c,d) = (2,4,-8,-5) and D = -9460:
#
(-3,1)
#
# (a,b,c,d) = (-2365,0,1,0) and D = -9460:
#
#
# (a,b,c,d) = (-6,5,7,0) and D = -9457:
#
(1/6,-1)
(1/6,37/42)
#
# (a,b,c,d) = (-2364,1,1,0) and D = -9457:
#
(1/42,46/7)
(1/42,-277/42)
#
# (a,b,c,d) = (-2364,0,1,0) and D = -9456:
#
(-81/302,17527/1359)
(-4/23,-373/46)
(-81/302,-17527/1359)
(-4/23,373/46)
(1/10,29/5)
(1/10,-29/5)
#
# (a,b,c,d) = (-295,2,2,0) and D = -9456:
#
(1/5,-3)
(-81/151,-8399/1359)
(-81/151,9128/1359)
(-8/23,389/92)
(-8/23,-357/92)
(1/5,14/5)
#
# (a,b,c,d) = (-2363,1,1,0) and D = -9453:
#
#
# (a,b,c,d) = (-2363,0,1,0) and D = -9452:
#
#
# (a,b,c,d) = (-2362,1,1,0) and D = -9449:
#
#
# (a,b,c,d) = (-2362,0,1,0) and D = -9448:
#
(36/337,-12185/2022)
(36/337,12185/2022)
#
# (a,b,c,d) = (-2361,1,1,0) and D = -9445:
#
#
# (a,b,c,d) = (-295,1,2,0) and D = -9444:
#
(-1/4,11/4)
(2/7,-53/14)
(9/185,-1816/555)
(94249/1880948,-3729789049/1154902072)
(-1/4,-21/8)
(1849/19400,4242063/1668400)
(25/17,-3101/170)
(9/185,721/222)
(1849/19400,-432157/166840)
(25/17,1488/85)
(2/7,51/14)
(94249/1880948,1850427303/577451036)
#
# (a,b,c,d) = (-2361,0,1,0) and D = -9444:
#
(-1/8,43/8)
(1/7,52/7)
(1849/38800,8563633/1668400)
(25/34,6077/170)
(1/7,-52/7)
(9/370,7237/1110)
(9/370,-7237/1110)
(-1/8,-43/8)
(1849/38800,-8563633/1668400)
(25/34,-6077/170)
(94249/3761896,-7430643655/1154902072)
(94249/3761896,7430643655/1154902072)
#
# (a,b,c,d) = (-2360,1,1,0) and D = -9441:
#
(-1/2,49/2)
(-1/2,-24)
#
# (a,b,c,d) = (-295,0,2,0) and D = -9440:
#
(8/41,469/164)
(8/41,-469/164)
#
# (a,b,c,d) = (-2360,0,1,0) and D = -9440:
#
(4/41,-469/82)
(4/41,469/82)
#
# (a,b,c,d) = (-2359,1,1,0) and D = -9437:
#
(-2025/24089,-2323466/1084005)
(-2025/24089,2414591/1084005)
(1/13,-68/13)
(1/13,67/13)
#
# (a,b,c,d) = (-2359,0,1,0) and D = -9436:
#
(3364/2585,9477411/149930)
(3364/2585,-9477411/149930)
#
# (a,b,c,d) = (-2358,1,1,0) and D = -9433:
#
(-32761/234612,-261622889/42464772)
(5329/446532,-299178235/32596836)
(-32761/234612,14864035/2359154)
(5329/446532,49798203/5432806)
(1/18,5)
(625/2064,-772363/51600)
(625/2064,126123/8600)
(1/18,-91/18)
#
# (a,b,c,d) = (-2358,0,1,0) and D = -9432:
#
(1/123,455/41)
(-49/621,-2053/1449)
(-4/47,217/94)
(-5929/26781,-7243787/687379)
(-5929/26781,7243787/687379)
(-4/47,-217/94)
(-49/621,2053/1449)
(1/123,-455/41)
#
# (a,b,c,d) = (-87,2,3,0) and D = -9432:
#
(-49/207,-190/483)
(-5929/8927,7700320/2062137)
(1/41,-152/41)
(-49/207,2396/4347)
(1/41,454/123)
(-12/47,241/282)
(-12/47,-193/282)
(-5929/8927,-2262418/687379)
#
# (a,b,c,d) = (-2357,1,1,0) and D = -9429:
#
#
# (a,b,c,d) = (1,1,-13,-3) and D = -9428:
#
(-41/19,180/19)
(-16/19,7/19)
(-1093/3195,5824/9585)
(-4,1)
(1583/779,-364/779)
(1,0)
#
# (a,b,c,d) = (-2357,0,1,0) and D = -9428:
#
(-4096/25327,-12071687/1620928)
(49/211,16932/1477)
(1/19,96/19)
(-4096/25327,12071687/1620928)
(49/211,-16932/1477)
(1/19,-96/19)
#
# (a,b,c,d) = (-2356,1,1,0) and D = -9425:
#
(1369/84296,-24622833/3118952)
(1369/84296,6143045/779738)
#
# (a,b,c,d) = (-294,2,2,0) and D = -9424:
#
#
# (a,b,c,d) = (-2356,0,1,0) and D = -9424:
#
#
# (a,b,c,d) = (-2355,1,1,0) and D = -9421:
#
#
# (a,b,c,d) = (-2355,0,1,0) and D = -9420:
#
(121/2941,172076/32351)
(-1/11,-32/11)
(16/121,-3379/484)
(729/3421,-975916/92367)
(16/121,3379/484)
(729/3421,975916/92367)
(-1/11,32/11)
(121/2941,-172076/32351)
#
# (a,b,c,d) = (-2354,1,1,0) and D = -9417:
#
#
# (a,b,c,d) = (-2354,0,1,0) and D = -9416:
#
(4/89,-925/178)
(1/1175,40277/1175)
(2809/46487,-12354563/2463811)
(2809/46487,12354563/2463811)
(1/1175,-40277/1175)
(4/89,925/178)
#
# (a,b,c,d) = (1,2,-12,-7) and D = -9413:
#
(82/57,-151/57)
(-38/3,-13/3)
(-197/43,360/43)
(-29/44,19/44)
(-173/20,277/140)
(-50/213,-91/213)
(-1409/4700,-1937/4700)
(759973/144205,-172836/144205)
(1,0)
(-17/8,31/8)
#
# (a,b,c,d) = (-2353,1,1,0) and D = -9413:
#
(9409/18827,43893012/1826219)
(22201/263,-162123600/39187)
(1/23,120/23)
(1/23,-121/23)
(-1,49)
(-1/13,-12/13)
(-1,-48)
(9409/18827,-44805685/1826219)
(-1/13,1)
(22201/263,158815651/39187)
#
# (a,b,c,d) = (-2353,0,1,0) and D = -9412:
#
(361/4512,450061/85728)
(4/9,389/18)
(-11881/87324,-57274157/9518316)
(9/328,6083/984)
(9/328,-6083/984)
(-11881/87324,57274157/9518316)
(4/9,-389/18)
(-1/12,25/12)
(361/4512,-450061/85728)
(-1/12,-25/12)
(625/61656,15328321/1541400)
(625/61656,-15328321/1541400)
#
# (a,b,c,d) = (-294,1,2,0) and D = -9412:
#
(-11881/43662,-6997391/2379579)
(-1/6,-1)
(9/164,757/246)
(361/2256,73867/28576)
(8/9,-397/36)
(-11881/43662,9761531/3172772)
(8/9,127/12)
(625/30828,-7671973/1541400)
(-1/6,13/12)
(9/164,-3055/984)
(361/2256,-57115/21432)
(625/30828,91147/18350)
#
# (a,b,c,d) = (1,8,-11,1) and D = -9409:
#
(0,1)
(14/19,5/19)
(-1,-1)
(1,0)
(-9/19,-14/19)
(-5/19,9/19)
#
# (a,b,c,d) = (-2352,1,1,0) and D = -9409:
#
(9/70,-724/105)
(719044225/29150635164,1263624777687428/195418570480665)
(-196/1455,-119587/20370)
(9/70,203/30)
(-74080449/936272540,-1617732783527/1151213964540)
(25/4074,-130084/10185)
(-196/1455,40777/6790)
(1219127056/22387280385,-1318686183578293/260558093974220)
(719044225/29150635164,-241608584840147/37222584853460)
(1219127056/22387280385,3913491510447583/781674281922660)
(-74080449/936272540,2990434977308/2014624437945)
(25/4074,12383/970)
#
# (a,b,c,d) = (0,1,97,0) and D = -9409:
#
(719044225/300522012,1219127056/22387280385)
(25/42,-196/1455)
(-196/15,9/70)
(1219127056/230796705,719044225/29150635164)
(719044225/300522012,-74080449/936272540)
(873/70,-196/1455)
(25/42,9/70)
(1219127056/230796705,-74080449/936272540)
(-7185803553/936272540,719044225/29150635164)
(873/70,25/4074)
(-7185803553/936272540,1219127056/22387280385)
(-196/15,25/4074)
#
# (a,b,c,d) = (-2352,0,1,0) and D = -9408:
#
#
# (a,b,c,d) = (-294,0,2,0) and D = -9408:
#
#
# (a,b,c,d) = (-87,1,3,0) and D = -9405:
#
(-1369/6027,141553/668997)
(3,47/3)
(1/53,668/159)
(3,-50/3)
(1/53,-223/53)
(-1369/6027,-10100/74333)
(1/3,2)
(-64/197,-6493/4728)
(-64/197,2335/1576)
(1/3,-19/9)
#
# (a,b,c,d) = (-2351,1,1,0) and D = -9405:
#
(-1369/18081,374006/668997)
(1/159,-2006/159)
(1/9,-56/9)
(1,48)
(1,-49)
(1/9,55/9)
(-1369/18081,-323353/668997)
(1/159,2005/159)
(-64/591,20503/4728)
(-64/591,-19991/4728)
#
# (a,b,c,d) = (-2351,0,1,0) and D = -9404:
#
(16/137,3493/548)
(16/137,-3493/548)
#
# (a,b,c,d) = (-2350,1,1,0) and D = -9401:
#
(1/8,53/8)
(-11449/146320,-3849635/3131248)
(1/8,-27/4)
(-11449/146320,10236609/7828120)
#
# (a,b,c,d) = (-18,4,5,0) and D = -9400:
#
#
# (a,b,c,d) = (-2350,0,1,0) and D = -9400:
#
#
# (a,b,c,d) = (-2349,1,1,0) and D = -9397:
#
(9/379,-7507/1137)
(9/379,7480/1137)
#
# (a,b,c,d) = (-2349,0,1,0) and D = -9396:
#
(-49/5,16624/35)
(-49/5,-16624/35)
#
# (a,b,c,d) = (-87,0,3,0) and D = -9396:
#
(-147/5,16624/105)
(-147/5,-16624/105)
#
# (a,b,c,d) = (1,6,-9,-2) and D = -9396:
#
(1,0)
(-5/16,21/32)
#
# (a,b,c,d) = (-2348,1,1,0) and D = -9393:
#
(4/97,1027/194)
(4/97,-1035/194)
(-225/2006,138347/30090)
(-225/2006,-67486/15045)
#
# (a,b,c,d) = (-2348,0,1,0) and D = -9392:
#
(1/22,-57/11)
(-361/1243,329459/23617)
(-361/1243,-329459/23617)
(1/22,57/11)
#
# (a,b,c,d) = (-293,2,2,0) and D = -9392:
#
(1/11,28/11)
(1/11,-29/11)
(-722/1243,343177/47234)
(-722/1243,-315741/47234)
#
# (a,b,c,d) = (-2347,1,1,0) and D = -9389:
#
(16/329,-6757/1316)
(-196/2215,83873/31010)
(16/329,6693/1316)
(-196/2215,-81129/31010)
#
# (a,b,c,d) = (-2347,0,1,0) and D = -9388:
#
#
# (a,b,c,d) = (-2346,1,1,0) and D = -9385:
#
(-400/4239,-268009/84780)
(-400/4239,92003/28260)
#
# (a,b,c,d) = (-2346,0,1,0) and D = -9384:
#
#
# (a,b,c,d) = (-2345,1,1,0) and D = -9381:
#
#
# (a,b,c,d) = (-2345,0,1,0) and D = -9380:
#
(1/86,-799/86)
(1/86,799/86)
#
# (a,b,c,d) = (-293,1,2,0) and D = -9380:
#
(1/43,-200/43)
(1/43,399/86)
#
# (a,b,c,d) = (-2344,1,1,0) and D = -9377:
#
(1/2,24)
(1/2,-49/2)
(-9409/37492,-10783146/909181)
(-9409/37492,44045257/3636724)
#
# (a,b,c,d) = (-2344,0,1,0) and D = -9376:
#
#
# (a,b,c,d) = (-293,0,2,0) and D = -9376:
#
#
# (a,b,c,d) = (-2343,1,1,0) and D = -9373:
#
(1/29,-164/29)
(11881/18183,-5762189/180177)
(11881/18183,20696350/660649)
(1/29,163/29)
#
# (a,b,c,d) = (-2343,0,1,0) and D = -9372:
#
#
# (a,b,c,d) = (-86,3,3,0) and D = -9369:
#
#
# (a,b,c,d) = (-2342,1,1,0) and D = -9369:
#
#
# (a,b,c,d) = (-2342,0,1,0) and D = -9368:
#
(49/323,17585/2261)
(49/323,-17585/2261)
#
# (a,b,c,d) = (-2341,1,1,0) and D = -9365:
#
(1/139,-1640/139)
(1/139,1639/139)
#
# (a,b,c,d) = (1,7,-9,-1) and D = -9364:
#
(0,-1)
(1,0)
(589/373,-56/373)
(-17/37,14/37)
(6,5)
#
# (a,b,c,d) = (-2341,0,1,0) and D = -9364:
#
(289/2495,268398/42415)
(12996/46537,72382427/5305218)
(1085764/15041241,-79996056515/15672973122)
(4/33,431/66)
(289/2495,-268398/42415)
(4/33,-431/66)
(1085764/15041241,79996056515/15672973122)
(25/359,-9102/1795)
(-1/13,-12/13)
(12996/46537,-72382427/5305218)
(-1/13,12/13)
(64/30225,5254777/241800)
(25/359,9102/1795)
(64/30225,-5254777/241800)
#
# (a,b,c,d) = (-2340,1,1,0) and D = -9361:
#
#
# (a,b,c,d) = (-292,2,2,0) and D = -9360:
#
#
# (a,b,c,d) = (-36,3,4,0) and D = -9360:
#
#
# (a,b,c,d) = (-2340,0,1,0) and D = -9360:
#
#
# (a,b,c,d) = (-2339,1,1,0) and D = -9357:
#
(9/19,-1322/57)
(-9/47,-1252/141)
(9/19,1295/57)
(-9/47,1279/141)
#
# (a,b,c,d) = (-2339,0,1,0) and D = -9356:
#
(16/505,-11763/2020)
(16/505,11763/2020)
#
# (a,b,c,d) = (-2338,1,1,0) and D = -9353:
#
#
# (a,b,c,d) = (-2338,0,1,0) and D = -9352:
#
#
# (a,b,c,d) = (-2337,1,1,0) and D = -9349:
#
#
# (a,b,c,d) = (-2337,0,1,0) and D = -9348:
#
(1/4,49/4)
(1/4,-49/4)
(-2401/18632,-5087137/912968)
(-2401/18632,5087137/912968)
#
# (a,b,c,d) = (-292,1,2,0) and D = -9348:
#
(-2401/9316,2602393/912968)
(1/2,-25/4)
(-2401/9316,-310593/114121)
(1/2,6)
#
# (a,b,c,d) = (-2336,1,1,0) and D = -9345:
#
#
# (a,b,c,d) = (-292,0,2,0) and D = -9344:
#
#
# (a,b,c,d) = (-2336,0,1,0) and D = -9344:
#
#
# (a,b,c,d) = (-2335,1,1,0) and D = -9341:
#
(16/281,-5667/1124)
(16/281,5603/1124)
#
# (a,b,c,d) = (-2335,0,1,0) and D = -9340:
#
#
# (a,b,c,d) = (-2334,1,1,0) and D = -9337:
#
(1/6,-17/2)
(1/6,25/3)
#
# (a,b,c,d) = (-2334,0,1,0) and D = -9336:
#
(-1/5,47/5)
(-1/5,-47/5)
#
# (a,b,c,d) = (-2333,1,1,0) and D = -9333:
#
#
# (a,b,c,d) = (-2333,0,1,0) and D = -9332:
#
#
# (a,b,c,d) = (-2332,1,1,0) and D = -9329:
#
(-1/10,37/10)
(-1/10,-18/5)
#
# (a,b,c,d) = (-291,2,2,0) and D = -9328:
#
(-1/3,-11/3)
(1058/7077,812125/325542)
(-1/3,4)
(1058/7077,-286931/108514)
#
# (a,b,c,d) = (-2332,0,1,0) and D = -9328:
#
(-1/6,-23/3)
(529/7077,-836459/162771)
(-1/6,23/3)
(529/7077,836459/162771)
#
# (a,b,c,d) = (-2331,1,1,0) and D = -9325:
#
(-576/7511,-20093/25752)
(-576/7511,4175/4872)
#
# (a,b,c,d) = (1,1,-13,-2) and D = -9325:
#
(1,0)
(-11/13,72/13)
#
# (a,b,c,d) = (-86,2,3,0) and D = -9324:
#
(-1,-5)
(4/27,-283/162)
(-961/3725,-81237/115475)
(3/25,-137/75)
(1024/2075,-584947/199200)
(3/25,131/75)
(1024/2075,173137/66400)
(-961/3725,303293/346425)
(4/27,89/54)
(-1,17/3)
#
# (a,b,c,d) = (-2331,0,1,0) and D = -9324:
#
(1024/6225,552179/66400)
(4/81,-275/54)
(-961/11175,-273502/115475)
(1/25,134/25)
(1/25,-134/25)
(-961/11175,273502/115475)
(-1/3,-16)
(1024/6225,-552179/66400)
(-1/3,16)
(4/81,275/54)
#
# (a,b,c,d) = (-2330,1,1,0) and D = -9321:
#
#
# (a,b,c,d) = (-2330,0,1,0) and D = -9320:
#
(9/1639,-66367/4917)
(9/1639,66367/4917)
#
# (a,b,c,d) = (1,11,11,0) and D = -9317:
#
(-3721/173,204022/10553)
(-11/13,49/143)
(-539/271,36693/20867)
(-11/13,72/143)
(576/323,-12697/7752)
(-3721/173,22959/10553)
(163724/602177,365577781/808121534)
(100/331,1359/3310)
(163724/602177,-585295389/808121534)
(1,0)
(576/323,-1127/7752)
(1,-1)
(-539/271,4810/20867)
(100/331,-2359/3310)
#
# (a,b,c,d) = (-2329,1,1,0) and D = -9317:
#
(-3721/1903,11067802/116083)
(1/11,-61/11)
(576/3553,40769/5016)
(-49/271,-15770/1897)
(576/3553,-706897/85272)
(-49/271,16113/1897)
(100/3641,-225439/36410)
(-1/13,-11/13)
(14884/602177,-476344509/73465594)
(14884/602177,474528661/73465594)
(100/3641,224439/36410)
(1/11,60/11)
(-1/13,12/13)
(-3721/1903,-10840821/116083)
#
# (a,b,c,d) = (-291,1,2,0) and D = -9316:
#
(-2/9,41/18)
(-2/9,-13/6)
#
# (a,b,c,d) = (-2329,0,1,0) and D = -9316:
#
(-1/9,40/9)
(-1/9,-40/9)
#
# (a,b,c,d) = (-2328,1,1,0) and D = -9313:
#
(-1/12,25/12)
(-1/12,-2)
#
# (a,b,c,d) = (-2328,0,1,0) and D = -9312:
#
#
# (a,b,c,d) = (-291,0,2,0) and D = -9312:
#
#
# (a,b,c,d) = (-2327,1,1,0) and D = -9309:
#
#
# (a,b,c,d) = (-2327,0,1,0) and D = -9308:
#
#
# (a,b,c,d) = (-2326,1,1,0) and D = -9305:
#
#
# (a,b,c,d) = (-2326,0,1,0) and D = -9304:
#
(9/91,1565/273)
(9/91,-1565/273)
#
# (a,b,c,d) = (-2325,1,1,0) and D = -9301:
#
(-16/207,-259/276)
(-4/31,-11/2)
(1/15,-76/15)
(-30625/100701,-253770593/17622675)
(36864/11017,-344842651/2115264)
(36864/11017,337764763/2115264)
(1/15,5)
(4/545,2545/218)
(-30625/100701,86376656/5874225)
(1/5,-10)
(4/545,-12733/1090)
(1/5,49/5)
(-25/331,322/1655)
(1/3,16)
(748225/12023425719,1318384931146547/10400263246935)
(9/799,-22636/2397)
(1/3,-49/3)
(-16/207,841/828)
(3364/61937,17961277/3592346)
(748225/12023425719,-439461859453724/3466754415645)
(-4/31,349/62)
(9/799,22609/2397)
(-25/331,-197/1655)
(3364/61937,-18156389/3592346)
#
# (a,b,c,d) = (1,7,-5,-4) and D = -9301:
#
(-129/7,17/7)
(1286/1891,-5585/3782)
(5/7,2/7)
(-16879/19939,5453/19939)
(-85/47,693/188)
(-1,2)
(121/169,63/169)
(-2230/3913,3361/7826)
(171192721657/362433077149,-405331774677/362433077149)
(-1,1/4)
(-1,-1)
(3495/431,3241/431)
(1,0)
(-3/4,-13/16)
(-451/893,576/893)
(-2/11,-13/22)
(10303/17513,-22985/17513)
#
# (a,b,c,d) = (-2325,0,1,0) and D = -9300:
#
#
# (a,b,c,d) = (1,2,-12,-6) and D = -9300:
#
(1,0)
(-17/7,36/7)
#
# (a,b,c,d) = (-2324,1,1,0) and D = -9297:
#
#
# (a,b,c,d) = (-86,1,3,0) and D = -9297:
#
#
# (a,b,c,d) = (-2324,0,1,0) and D = -9296:
#
#
# (a,b,c,d) = (-290,2,2,0) and D = -9296:
#
#
# (a,b,c,d) = (-2323,1,1,0) and D = -9293:
#
(-1/7,45/7)
(1/253,4024/253)
(-1/7,-44/7)
(20449/3989197,7967397368/570455171)
(16/457,-10277/1828)
(1/379,-7379/379)
(-400/431,-381497/8620)
(1/379,7378/379)
(-64/847,1431/6776)
(-1/11,32/11)
(-64/847,-919/6776)
(-1/11,-31/11)
(16/457,10213/1828)
(-148996/325583,2794630483/125675038)
(20449/3989197,-78914075/5648071)
(1/253,-175/11)
(-400/431,389497/8620)
(-148996/325583,-2737118027/125675038)
(-121/721,-60498/7931)
(-121/721,61829/7931)
#
# (a,b,c,d) = (1,6,-8,-3) and D = -9293:
#
(135206/22265,97989/22265)
(1/26,-19/26)
(4/5,1/5)
(-11/29,20/29)
(-151/344,429/344)
(22/27,13/81)
(-631691/308802,-1395341/926406)
(-1/2,3/2)
(25/17,52/51)
(179/2012,-4771/6036)
(-4,13)
(32561/20956,-3499/20956)
(1,0)
(85/229,-312/229)
(4952/227,3591/227)
#
# (a,b,c,d) = (-2323,0,1,0) and D = -9292:
#
(49/449,-19074/3143)
(49/449,19074/3143)
#
# (a,b,c,d) = (-2322,1,1,0) and D = -9289:
#
#
# (a,b,c,d) = (-2322,0,1,0) and D = -9288:
#
#
# (a,b,c,d) = (-86,0,3,0) and D = -9288:
#
#
# (a,b,c,d) = (-2321,1,1,0) and D = -9285:
#
#
# (a,b,c,d) = (-290,1,2,0) and D = -9284:
#
#
# (a,b,c,d) = (-2321,0,1,0) and D = -9284:
#
#
# (a,b,c,d) = (2,5,-7,-4) and D = -9281:
#
(-3/2,1/2)
(-961/1896,743/948)
(-41263/1542,45653/771)
(2,3/2)
#
# (a,b,c,d) = (-2320,1,1,0) and D = -9281:
#
(9025/74504,45605617/7077880)
(-1/4,-47/4)
(9025/74504,-5807874/884735)
(-1/4,12)
#
# (a,b,c,d) = (-290,0,2,0) and D = -9280:
#
#
# (a,b,c,d) = (-3,7,8,0) and D = -9280:
#
#
# (a,b,c,d) = (-36,2,4,0) and D = -9280:
#
#
# (a,b,c,d) = (-2320,0,1,0) and D = -9280:
#
#
# (a,b,c,d) = (-2319,1,1,0) and D = -9277:
#
#
# (a,b,c,d) = (-2319,0,1,0) and D = -9276:
#
#
# (a,b,c,d) = (-2318,1,1,0) and D = -9273:
#
(-1/8,43/8)
(-1/8,-21/4)
#
# (a,b,c,d) = (-2318,0,1,0) and D = -9272:
#
(-1/13,11/13)
(16/161,-3697/644)
(1681/19883,4344095/815203)
(1681/19883,-4344095/815203)
(-1/13,-11/13)
(16/161,3697/644)
#
# (a,b,c,d) = (-2317,1,1,0) and D = -9269:
#
#
# (a,b,c,d) = (-2317,0,1,0) and D = -9268:
#
#
# (a,b,c,d) = (-2316,1,1,0) and D = -9265:
#
(4/441,-3091/294)
(4/441,9265/882)
#
# (a,b,c,d) = (-289,2,2,0) and D = -9264:
#
(8,-401/4)
(8,369/4)
#
# (a,b,c,d) = (-2316,0,1,0) and D = -9264:
#
(4,-385/2)
(4,385/2)
#
# (a,b,c,d) = (-5,7,7,0) and D = -9261:
#
#
# (a,b,c,d) = (-85,3,3,0) and D = -9261:
#
#
# (a,b,c,d) = (5,21,21,0) and D = -9261:
#
#
# (a,b,c,d) = (-2315,1,1,0) and D = -9261:
#
#
# (a,b,c,d) = (-2315,0,1,0) and D = -9260:
#
#
# (a,b,c,d) = (-2314,1,1,0) and D = -9257:
#
(196/8033,730603/112462)
(196/8033,-733347/112462)
#
# (a,b,c,d) = (-2314,0,1,0) and D = -9256:
#
(529/959,-586035/22057)
(529/959,586035/22057)
#
# (a,b,c,d) = (-2313,1,1,0) and D = -9253:
#
#
# (a,b,c,d) = (-2313,0,1,0) and D = -9252:
#
#
# (a,b,c,d) = (-289,1,2,0) and D = -9252:
#
#
# (a,b,c,d) = (-2312,1,1,0) and D = -9249:
#
#
# (a,b,c,d) = (-289,0,2,0) and D = -9248:
#
(-1,-12)
(1/119,54/7)
(128/257,24961/4112)
(8/17,-23/4)
(2/17,-5/2)
(169/713,29643/9269)
(-18/119,1/42)
(1/119,-54/7)
(2/17,5/2)
(1/17,3)
(8/17,23/4)
(128/257,-24961/4112)
(-18/119,-1/42)
(-361/2023,3033/2261)
(2/89,841/178)
(-1,12)
(1/17,-3)
(-625/697,-11022/1025)
(-200/799,-2497/940)
(169/713,-29643/9269)
(-49/271,-2655/1897)
(10201/168521,-2968305/1001213)
(10201/168521,2968305/1001213)
(-49/271,2655/1897)
(-200/799,2497/940)
(-625/697,11022/1025)
(2/89,-841/178)
(-361/2023,-3033/2261)
#
# (a,b,c,d) = (-2312,0,1,0) and D = -9248:
#
(4/17,23/2)
(-9/119,1/21)
(10201/337042,-5936610/1001213)
(1/89,-841/89)
(1/17,-5)
(64/257,24961/2056)
(64/257,-24961/2056)
(1/89,841/89)
(-361/4046,6066/2261)
(-49/542,5310/1897)
(169/1426,-59286/9269)
(-625/1394,-22044/1025)
(-1/2,24)
(-49/542,-5310/1897)
(-625/1394,22044/1025)
(-100/799,2497/470)
(4/17,-23/2)
(-1/2,-24)
(-9/119,-1/21)
(-361/4046,-6066/2261)
(1/34,6)
(1/34,-6)
(1/17,5)
(10201/337042,5936610/1001213)
(169/1426,59286/9269)
(1/238,108/7)
(-100/799,-2497/470)
(1/238,-108/7)
#
# (a,b,c,d) = (1,10,17,0) and D = -9248:
#
(-833/542,39775/64498)
(17/89,-926/1513)
(-100/47,2503/7990)
(-9/7,8/21)
(-17/2,37/34)
(1088/257,-18559/34952)
(4,-63/34)
(1,-10/17)
(-625/82,7189/2050)
(-833/542,18535/64498)
(1088/257,-68481/34952)
(1/14,211/238)
(1/2,-1/2)
(10201/19826,395395/2002426)
(1/2,7/34)
(2873/1426,-305317/315146)
(1/14,-13/14)
(-100/47,441/470)
(4,-1/2)
(1,0)
(10201/19826,-17024725/34041242)
(-9/7,134/357)
(-361/238,22163/76874)
(-17/2,133/34)
(17/89,756/1513)
(-361/238,2731/4522)
(-625/82,34037/34850)
(2873/1426,-68173/315146)
#
# (a,b,c,d) = (1,12,34,0) and D = -9248:
#
(2,-1/2)
(-18/7,325/714)
(34/89,637/3026)
(2873/713,-141690/157573)
(2176/257,-79487/69904)
(-200/47,559/940)
(8,-7/4)
(2873/713,-82404/157573)
(1,0)
(-361/119,1032/2261)
(34/89,-1045/3026)
(2176/257,-129409/69904)
(-200/47,14497/15980)
(-833/271,14838/32249)
(1/7,3/7)
(-17,39/17)
(-625/41,2109/1025)
(-625/41,57897/17425)
(-361/119,23610/38437)
(-17,63/17)
(-833/271,20148/32249)
(-18/7,19/42)
(1,-6/17)
(1/7,-57/119)
(8,-73/68)
(10201/9913,-356424/1001213)
(2,-7/34)
(10201/9913,-122598/17020621)
#
# (a,b,c,d) = (-2311,1,1,0) and D = -9245:
#
#
# (a,b,c,d) = (-2311,0,1,0) and D = -9244:
#
#
# (a,b,c,d) = (-2310,1,1,0) and D = -9241:
#
(25/726,-311/55)
(25/726,20401/3630)
#
# (a,b,c,d) = (-2310,0,1,0) and D = -9240:
#
#
# (a,b,c,d) = (-2309,1,1,0) and D = -9237:
#
(1/7,-52/7)
(1/7,51/7)
#
# (a,b,c,d) = (-2309,0,1,0) and D = -9236:
#
#
# (a,b,c,d) = (-2308,1,1,0) and D = -9233:
#
(-121/538,-31026/2959)
(-121/538,63383/5918)
#
# (a,b,c,d) = (-36,1,4,0) and D = -9232:
#
#
# (a,b,c,d) = (-288,2,2,0) and D = -9232:
#
#
# (a,b,c,d) = (-2308,0,1,0) and D = -9232:
#
#
# (a,b,c,d) = (-2307,1,1,0) and D = -9229:
#
(49/29835,-1717847/69615)
(49/29835,5153198/208845)
(-1/13,-10/13)
(-1/13,11/13)
#
# (a,b,c,d) = (-2307,0,1,0) and D = -9228:
#
#
# (a,b,c,d) = (-2306,1,1,0) and D = -9225:
#
(-784/3071,1051359/85988)
(4/241,3757/482)
(-529/6980,42681/160540)
(-529/6980,-15257/80270)
(1/40,257/40)
(4/241,-3765/482)
(1/40,-129/20)
(-9/50,1261/150)
(-9/50,-617/75)
(-784/3071,-1029407/85988)
(1/10,57/10)
(1/10,-29/5)
#
# (a,b,c,d) = (-18,3,5,0) and D = -9225:
#
(1/2,-13/10)
(-9/10,29/15)
(1/8,5/4)
(20/241,-3821/2410)
(-529/1396,10931/160540)
(1/2,1)
(1/8,-53/40)
(-3920/3071,1205023/429940)
(20/241,3701/2410)
(-529/1396,2557/16054)
(-9/10,-209/150)
(-3920/3071,-875743/429940)
#
# (a,b,c,d) = (-2306,0,1,0) and D = -9224:
#
#
# (a,b,c,d) = (-2305,1,1,0) and D = -9221:
#
(4/1729,71891/3458)
(4/1729,-71899/3458)
#
# (a,b,c,d) = (-2305,0,1,0) and D = -9220:
#
(1/26,141/26)
(1/26,-141/26)
(-81/1064,4519/9576)
(2512225/3222386,191259045741/5107481810)
(-625/8134,156789/203350)
(1/24,-127/24)
(1/24,127/24)
(-625/8134,-156789/203350)
(-1,-48)
(-81/1064,-4519/9576)
(2512225/3222386,-191259045741/5107481810)
(-2209/624,4984561/29328)
(-2209/624,-4984561/29328)
(-1,48)
#
# (a,b,c,d) = (-288,1,2,0) and D = -9220:
#
(-2,-47/2)
(2512225/1611193,46819292279/2553740905)
(2512225/1611193,-97620461183/5107481810)
(-2209/312,53004/611)
(-625/4067,-35291/101675)
(1/12,-8/3)
(1/12,21/8)
(-81/532,-1895/9576)
(-2209/312,-2440369/29328)
(-81/532,328/1197)
(-2,49/2)
(-625/4067,86207/203350)
(1/13,-71/26)
(1/13,35/13)
#
# (a,b,c,d) = (1,4,-9,-7) and D = -9217:
#
(17183/15455,6832/15455)
(-977/679,1597/4753)
(-253/263,387/263)
(-10/29,-13/29)
(-2,-1)
(1,0)
#
# (a,b,c,d) = (-2304,1,1,0) and D = -9217:
#
(256/18321,-2489671/293136)
(-169/36,2960/13)
(256/18321,828525/97712)
(1/12,21/4)
(1/12,-16/3)
(-169/36,-104363/468)
#
# (a,b,c,d) = (-36,0,4,0) and D = -9216:
#
(-25/56,311/280)
(361/41652,-1416797/263796)
(1/12,-7/4)
(-1/3,1/2)
(-1521/1691,349055/131898)
(1/4,5/4)
(7921/8892,-718687/263796)
(7921/8892,718687/263796)
(1/12,7/4)
(361/41652,1416797/263796)
(-8116801/26795760,564592799/25447040080)
(4/105,359/140)
(1/4,-5/4)
(-1/3,-1/2)
(2418025/16364656,34969445473/25447040080)
(2062096/13290585,-17202426337/12723520040)
(49/120,-407/280)
(-25/56,-311/280)
(-1521/1691,-349055/131898)
(49/120,407/280)
(2062096/13290585,17202426337/12723520040)
(2418025/16364656,-34969445473/25447040080)
(4/105,-359/140)
(-8116801/26795760,-564592799/25447040080)
#
# (a,b,c,d) = (0,1,96,0) and D = -9216:
#
(-8,1/48)
(32/35,49/480)
(7254075/2045582,515524/13290585)
(722/3471,-1521/6764)
(-75/7,1/105)
(15842/741,-1521/6764)
(16496768/4430195,2418025/65458624)
(2,-1/12)
(-75/7,49/480)
(722/3471,7921/35568)
(49/5,-25/224)
(-36504/1691,361/166608)
(-8116801/1116490,515524/13290585)
(-8116801/1116490,2418025/65458624)
(49/5,1/105)
(-36504/1691,7921/35568)
(2,1/16)
(16496768/4430195,-8116801/107183040)
(6,-1/12)
(-8,1/16)
(15842/741,361/166608)
(7254075/2045582,-8116801/107183040)
(6,1/48)
(32/35,-25/224)
#
# (a,b,c,d) = (6,34,48,0) and D = -9216:
#
(361/3471,-191675/395694)
(7921/741,-625877/175864)
(-75/14,379/210)
(1,-5/24)
(-4,11/8)
(-4,35/24)
(361/3471,72233/175864)
(49/10,-113/70)
(8248384/4430195,-83477348767/152682240480)
(7254075/4091164,-113365459049/152682240480)
(-18252/1691,6399593/1582776)
(-18252/1691,5701483/1582776)
(16/35,-631/1680)
(1,-1/2)
(16/35,29/560)
(8248384/4430195,-39294067147/50894080160)
(7254075/4091164,-9799501697/19085280060)
(3,-23/24)
(-8116801/2232980,8201783659/6361760020)
(-8116801/2232980,196278215017/152682240480)
(3,-7/6)
(7921/741,-1587895/395694)
(49/10,-3119/1680)
(-75/14,3343/1680)
#
# (a,b,c,d) = (11,65,96,0) and D = -9216:
#
(49/5,-114/35)
(16496768/4430195,-33431786813/27760407360)
(2,-3/4)
(32/35,-227/1120)
(6,-95/48)
(-8116801/1116490,7831637427/3180880010)
(-8,43/16)
(722/3471,-232829/791388)
(-36504/1691,22785355/3165552)
(32/35,-1399/3360)
(-36504/1691,23483465/3165552)
(16496768/4430195,-134051502539/101788160320)
(-75/7,12343/3360)
(-8,131/48)
(-8116801/1116490,751272600193/305364480960)
(49/5,-11351/3360)
(2,-29/48)
(15842/741,-5817709/791388)
(722/3471,161827/1055184)
(6,-25/12)
(7254075/2045582,-384087538049/305364480960)
(-75/7,376/105)
(7254075/2045582,-991812763/867512730)
(15842/741,-7517383/1055184)
#
# (a,b,c,d) = (1,10,16,0) and D = -9216:
#
(16/105,-1157/1680)
(-6084/1691,244135/527592)
(7921/2223,-2840453/1582776)
(1/3,-13/24)
(2418025/4091164,-6721198731/12723520040)
(16/105,997/1680)
(8248384/13290585,21995580451/152682240480)
(-25/14,117/140)
(-25/14,157/560)
(49/30,-367/420)
(361/10413,263506/197847)
(1/3,1/3)
(361/10413,-2142343/1582776)
(-8116801/6698940,14241256481/38170560120)
(-4/3,13/24)
(8248384/13290585,-81218977571/152682240480)
(-6084/1691,942245/527592)
(7921/2223,-85549/197847)
(1,0)
(2418025/4091164,8084650549/50894080160)
(49/30,-247/1680)
(-8116801/6698940,58658804321/152682240480)
(1,-5/8)
(-4/3,7/24)
#
# (a,b,c,d) = (0,4,24,0) and D = -9216:
#
(8/35,-25/56)
(49/20,4/105)
(4124192/4430195,-8116801/26795760)
(7254075/8182328,2062096/13290585)
(-2,1/4)
(1/2,-1/3)
(-9126/1691,361/41652)
(361/6942,7921/8892)
(-75/28,4/105)
(8/35,49/120)
(-8116801/4465960,2062096/13290585)
(361/6942,-1521/1691)
(-9126/1691,7921/8892)
(3/2,-1/3)
(-8116801/4465960,2418025/16364656)
(7254075/8182328,-8116801/26795760)
(7921/1482,-1521/1691)
(3/2,1/12)
(-75/28,49/120)
(1/2,1/4)
(49/20,-25/56)
(4124192/4430195,2418025/16364656)
(-2,1/12)
(7921/1482,361/41652)
#
# (a,b,c,d) = (0,6,16,0) and D = -9216:
#
(1/3,-1/2)
(8248384/13290585,-8116801/17863840)
(-4/3,1/8)
(2418025/4091164,-8116801/17863840)
(-6084/1691,361/27768)
(-25/14,49/80)
(2418025/4091164,1031048/4430195)
(16/105,-75/112)
(7921/2223,361/27768)
(-25/14,2/35)
(361/10413,-4563/3382)
(49/30,2/35)
(-4/3,3/8)
(8248384/13290585,7254075/32729312)
(361/10413,7921/5928)
(16/105,49/80)
(1,-1/2)
(-8116801/6698940,1031048/4430195)
(7921/2223,-4563/3382)
(1/3,3/8)
(-6084/1691,7921/5928)
(49/30,-75/112)
(-8116801/6698940,7254075/32729312)
(1,1/8)
#
# (a,b,c,d) = (0,8,12,0) and D = -9216:
#
(-75/56,49/60)
(-8116801/8931920,4124192/13290585)
(4/35,49/60)
(3/4,1/6)
(7921/2964,361/20826)
(-4563/1691,361/20826)
(7254075/16364656,4124192/13290585)
(7921/2964,-3042/1691)
(49/40,-25/28)
(49/40,8/105)
(2062096/4430195,-8116801/13397880)
(3/4,-2/3)
(-75/56,8/105)
(361/13884,7921/4446)
(4/35,-25/28)
(-4563/1691,7921/4446)
(-1,1/6)
(1/4,-2/3)
(1/4,1/2)
(7254075/16364656,-8116801/13397880)
(2062096/4430195,2418025/8182328)
(-1,1/2)
(361/13884,-3042/1691)
(-8116801/8931920,2418025/8182328)
#
# (a,b,c,d) = (-35,4,4,0) and D = -9216:
#
(-8116801/26795760,3947441851/30536448096)
(2418025/16364656,9454123153/7270582880)
(49/120,-557/336)
(2062096/13290585,1389888833/1090587432)
(1/4,9/8)
(2062096/13290585,-54568448867/38170560120)
(4/105,-31/12)
(-1/3,-1/3)
(49/120,2099/1680)
(1/12,41/24)
(361/41652,8493923/1582776)
(1/12,-43/24)
(361/41652,-8507641/1582776)
(-1521/1691,-144868/65949)
(-1/3,2/3)
(4/105,1069/420)
(1/4,-11/8)
(-8116801/26795760,26512322843/152682240480)
(-25/56,-71/80)
(2418025/16364656,-73698919821/50894080160)
(7921/8892,-5017091/1582776)
(-25/56,747/560)
(-1521/1691,204187/65949)
(7921/8892,3607153/1582776)
#
# (a,b,c,d) = (-1,4,12,0) and D = -9216:
#
(-1,0)
(-4563/1691,263506/197847)
(4/35,117/140)
(2062096/4430195,-6721198731/12723520040)
(361/13884,942245/527592)
(2062096/4430195,14241256481/38170560120)
(-75/56,-247/1680)
(1/4,-5/8)
(7254075/16364656,58658804321/152682240480)
(3/4,-13/24)
(4/35,-367/420)
(-1,1/3)
(7254075/16364656,-81218977571/152682240480)
(49/40,157/560)
(3/4,7/24)
(-8116801/8931920,8084650549/50894080160)
(7921/2964,-2142343/1582776)
(49/40,-1157/1680)
(-8116801/8931920,21995580451/152682240480)
(361/13884,-2840453/1582776)
(-4563/1691,-85549/197847)
(7921/2964,244135/527592)
(-75/56,997/1680)
(1/4,13/24)
#
# (a,b,c,d) = (11,46,48,0) and D = -9216:
#
(-18252/1691,8535077/1582776)
(361/3471,26230/65949)
(-75/14,4157/1680)
(-8116801/2232980,88739035321/50894080160)
(49/10,-1037/420)
(8248384/4430195,-119011387039/152682240480)
(361/3471,-787277/1582776)
(-4,47/24)
(-75/14,1117/420)
(-18252/1691,7836967/1582776)
(7921/741,-322825/65949)
(49/10,-1247/560)
(16/35,-3/560)
(1,-1/3)
(-4,15/8)
(8248384/4430195,-4648976961/4626734560)
(7254075/4091164,-112236273451/152682240480)
(-8116801/2232980,66413128291/38170560120)
(16/35,-727/1680)
(3,-37/24)
(3,-4/3)
(1,-5/8)
(7254075/4091164,-3345584521/3470050920)
(7921/741,-8466487/1582776)
#
# (a,b,c,d) = (0,2,48,0) and D = -9216:
#
(3,1/24)
(-4,1/8)
(8248384/4430195,2418025/32729312)
(49/10,2/105)
(-18252/1691,7921/17784)
(16/35,-25/112)
(-75/14,49/240)
(7921/741,-1521/3382)
(-18252/1691,361/83304)
(361/3471,-1521/3382)
(7254075/4091164,-8116801/53591520)
(3,-1/6)
(8248384/4430195,-8116801/53591520)
(-8116801/2232980,1031048/13290585)
(7921/741,361/83304)
(1,-1/6)
(1,1/8)
(7254075/4091164,1031048/13290585)
(16/35,49/240)
(-4,1/24)
(49/10,-25/112)
(361/3471,7921/17784)
(-8116801/2232980,2418025/32729312)
(-75/14,2/105)
#
# (a,b,c,d) = (-288,0,2,0) and D = -9216:
#
(-8116801/53591520,-564592799/12723520040)
(1/24,7/2)
(2418025/32729312,-34969445473/12723520040)
(49/240,-407/140)
(361/83304,1416797/131898)
(-1/6,1)
(-25/112,311/140)
(-25/112,-311/140)
(361/83304,-1416797/131898)
(49/240,407/140)
(2418025/32729312,34969445473/12723520040)
(1/24,-7/2)
(-8116801/53591520,564592799/12723520040)
(1/8,5/2)
(-1/6,-1)
(2/105,-359/70)
(1031048/13290585,17202426337/6361760020)
(7921/17784,718687/131898)
(7921/17784,-718687/131898)
(1031048/13290585,-17202426337/6361760020)
(2/105,359/70)
(-1521/3382,349055/65949)
(1/8,-5/2)
(-1521/3382,-349055/65949)
#
# (a,b,c,d) = (4,20,24,0) and D = -9216:
#
(-75/28,1093/840)
(361/6942,-362773/395694)
(8/35,93/280)
(4124192/4430195,-12409272223/76341120240)
(7921/1482,-467693/263796)
(4124192/4430195,-15604708299/25447040080)
(49/20,-1061/840)
(-8116801/4465960,57529618723/76341120240)
(49/20,-109/140)
(7254075/8182328,-45684939299/76341120240)
(-2,11/12)
(-9126/1691,1430515/791388)
(1/2,-1/2)
(3/2,-5/6)
(1/2,1/12)
(-75/28,391/420)
(8/35,-439/840)
(7254075/8182328,-5357746913/38170560120)
(-2,3/4)
(7921/1482,-1060883/395694)
(361/6942,230417/263796)
(3/2,-5/12)
(-9126/1691,2128625/791388)
(-8116801/4465960,9682368587/12723520040)
#
# (a,b,c,d) = (1,14,48,0) and D = -9216:
#
(49/10,-117/140)
(-18252/1691,2840453/1582776)
(3,-1/3)
(-4,5/8)
(361/3471,-244135/527592)
(361/3471,85549/197847)
(8248384/4430195,-58658804321/152682240480)
(-75/14,1157/1680)
(3,-13/24)
(1,-7/24)
(49/10,-997/1680)
(-18252/1691,2142343/1582776)
(-8116801/2232980,81218977571/152682240480)
(-4,13/24)
(1,0)
(7254075/4091164,-21995580451/152682240480)
(7254075/4091164,-14241256481/38170560120)
(8248384/4430195,-8084650549/50894080160)
(7921/741,-263506/197847)
(16/35,-157/560)
(16/35,247/1680)
(-8116801/2232980,6721198731/12723520040)
(-75/14,367/420)
(7921/741,-942245/527592)
#
# (a,b,c,d) = (-10,4,6,0) and D = -9216:
#
(7921/5928,2169779/1582776)
(1/8,9/8)
(-75/112,-869/1680)
(1/8,-29/24)
(1031048/4430195,-3736602253/3817056012)
(2/35,-121/70)
(-1/2,-1/6)
(49/80,257/336)
(-1/2,1/2)
(-8116801/17863840,5076627449/30536448096)
(3/8,-23/24)
(7254075/32729312,-151157868517/152682240480)
(2/35,71/42)
(3/8,17/24)
(-4563/3382,876067/395694)
(-8116801/17863840,6955464951/50894080160)
(1031048/4430195,5240613803/6361760020)
(-4563/3382,-520153/395694)
(-75/112,1619/1680)
(7921/5928,-1193239/527592)
(7254075/32729312,128597695267/152682240480)
(361/27768,-1891349/527592)
(361/27768,5660329/1582776)
(49/80,-657/560)
#
# (a,b,c,d) = (0,3,32,0) and D = -9216:
#
(-8116801/3349470,7254075/65458624)
(-25/7,49/160)
(2418025/2045582,-8116801/35727680)
(722/10413,7921/11856)
(2/3,-1/4)
(32/105,-75/224)
(49/15,1/35)
(-8/3,3/16)
(16496768/13290585,7254075/65458624)
(2418025/2045582,515524/4430195)
(722/10413,-4563/6764)
(49/15,-75/224)
(-8116801/3349470,515524/4430195)
(2/3,3/16)
(2,1/16)
(15842/2223,-4563/6764)
(-12168/1691,361/55536)
(16496768/13290585,-8116801/35727680)
(15842/2223,361/55536)
(-12168/1691,7921/11856)
(-8/3,1/16)
(32/105,49/160)
(2,-1/4)
(-25/7,1/35)
#
# (a,b,c,d) = (-85,2,3,0) and D = -9216:
#
(-1/4,-7/12)
(3/16,77/48)
(-1/4,3/4)
(1/35,358/105)
(-8116801/35727680,32158250833/305364480960)
(7921/11856,10794023/3165552)
(7254075/65458624,-570791214193/305364480960)
(361/55536,-7558537/1055184)
(1/16,-113/48)
(-4563/6764,2970397/791388)
(515524/4430195,1122152007/636176002)
(7254075/65458624,548231040943/305364480960)
(1/16,37/16)
(7921/11856,-4067987/1055184)
(-75/224,-4601/3360)
(3/16,-83/48)
(-4563/6764,-2614483/791388)
(49/160,6169/3360)
(49/160,-457/224)
(1/35,-24/7)
(361/55536,22661893/3165552)
(-75/224,5351/3360)
(-8116801/35727680,939418751/20357632064)
(515524/4430195,-17572572569/9542640030)
#
# (a,b,c,d) = (-2304,0,1,0) and D = -9216:
#
(-1521/6764,-698110/65949)
(361/166608,1416797/65949)
(1/48,-7)
(7921/35568,-718687/65949)
(-25/224,311/70)
(-8116801/107183040,-564592799/6361760020)
(1/105,-359/35)
(1/105,359/35)
(-8116801/107183040,564592799/6361760020)
(-25/224,-311/70)
(1/48,7)
(49/480,-407/70)
(1/16,5)
(515524/13290585,-17202426337/3180880010)
(2418025/65458624,-34969445473/6361760020)
(-1/12,-2)
(7921/35568,718687/65949)
(361/166608,-1416797/65949)
(-1521/6764,698110/65949)
(2418025/65458624,34969445473/6361760020)
(-1/12,2)
(515524/13290585,17202426337/3180880010)
(1/16,-5)
(49/480,407/70)
#
# (a,b,c,d) = (-4,4,8,0) and D = -9216:
#
(1/6,5/6)
(-25/28,109/140)
(-8116801/13397880,12409272223/76341120240)
(8/105,1061/840)
(8/105,-1093/840)
(2418025/8182328,15604708299/25447040080)
(1/2,-3/4)
(1/2,1/2)
(361/20826,1060883/395694)
(1/6,-11/12)
(-3042/1691,467693/263796)
(7921/4446,-1430515/791388)
(7921/4446,362773/395694)
(2418025/8182328,-9682368587/12723520040)
(4124192/13290585,45684939299/76341120240)
(-8116801/13397880,5357746913/38170560120)
(49/60,439/840)
(361/20826,-2128625/791388)
(-2/3,-1/12)
(-25/28,-93/280)
(-2/3,5/12)
(4124192/13290585,-57529618723/76341120240)
(49/60,-391/420)
(-3042/1691,-230417/263796)
#
# (a,b,c,d) = (-2303,1,1,0) and D = -9213:
#
#
# (a,b,c,d) = (-2303,0,1,0) and D = -9212:
#
(1,-48)
(1,48)
(-1024/2047,-1569793/65504)
(-1024/2047,1569793/65504)
#
# (a,b,c,d) = (-2302,1,1,0) and D = -9209:
#
(-289/1432,115939/12172)
(-9/92,-935/276)
(-289/1432,-226965/24344)
(1/20,101/20)
(1/20,-51/10)
(-9/92,481/138)
#
# (a,b,c,d) = (-2302,0,1,0) and D = -9208:
#
#
# (a,b,c,d) = (-2301,1,1,0) and D = -9205:
#
#
# (a,b,c,d) = (2,10,2,-3) and D = -9204:
#
(-1,1/3)
#
# (a,b,c,d) = (-2301,0,1,0) and D = -9204:
#
#
# (a,b,c,d) = (-2300,1,1,0) and D = -9201:
#
(1/886,-26373/886)
(1/886,13186/443)
#
# (a,b,c,d) = (3,7,-4,-4) and D = -9200:
#
(-1,1/2)
(31/53,16/53)
#
# (a,b,c,d) = (1,8,-2,-4) and D = -9200:
#
(-31/53,63/106)
(1,0)
#
# (a,b,c,d) = (-2300,0,1,0) and D = -9200:
#
(441/946,-222547/9933)
(441/946,222547/9933)
#
# (a,b,c,d) = (-287,2,2,0) and D = -9200:
#
(441/473,106643/9933)
(441/473,-115904/9933)
#
# (a,b,c,d) = (-2299,1,1,0) and D = -9197:
#
(36/1441,55565/8646)
(36/1441,-5071/786)
#
# (a,b,c,d) = (-2299,0,1,0) and D = -9196:
#
#
# (a,b,c,d) = (-2298,1,1,0) and D = -9193:
#
(2209/5306,2470177/124691)
(2209/5306,-5044177/249382)
#
# (a,b,c,d) = (1,5,-10,-2) and D = -9192:
#
(1,0)
(-179/646,495/646)
#
# (a,b,c,d) = (-2298,0,1,0) and D = -9192:
#
(-27225/81809,214065989/13498485)
(-27225/81809,-214065989/13498485)
#
# (a,b,c,d) = (-85,1,3,0) and D = -9189:
#
#
# (a,b,c,d) = (-2297,1,1,0) and D = -9189:
#
#
# (a,b,c,d) = (-287,1,2,0) and D = -9188:
#
(1/4,13/4)
(1/7,-18/7)
(1/7,5/2)
(-2/13,11/26)
(1/4,-27/8)
(729/1496,234439/40392)
(-2809/17864,-76943/135256)
(-2809/17864,1226079/1893584)
(-2/13,-9/26)
(729/1496,-488561/80784)
#
# (a,b,c,d) = (-2297,0,1,0) and D = -9188:
#
(1/14,-71/14)
(729/2992,957439/80784)
(-1/13,10/13)
(1/8,-53/8)
(-1/13,-10/13)
(1/8,53/8)
(729/2992,-957439/80784)
(1/14,71/14)
(-2809/35728,2303281/1893584)
(-2809/35728,-2303281/1893584)
#
# (a,b,c,d) = (-2296,1,1,0) and D = -9185:
#
(4/89,919/178)
(4/89,-927/178)
#
# (a,b,c,d) = (1,5,-7,-7) and D = -9184:
#
(4435/5296,1183/5296)
(-4019/163,5746/163)
(-10/11,-7/11)
(-53/83,56/83)
(71/224,-157/224)
(-5/4,7/4)
(-157/188,207/188)
(-1/2,-1/2)
(-2213/278,371/278)
(6,-1)
(17/317,-172/317)
(46976/44923,23491/44923)
(-24/23,7/23)
(-11/14,5/14)
(69/52,-7/52)
(-3961/164,-2365/164)
(1,0)
(313/349,28/349)
(10859/19502,-18157/19502)
(-362/269,-229/269)
(512485/599038,178389/599038)
#
# (a,b,c,d) = (1,6,-7,-4) and D = -9184:
#
(10903/9751,7254/9751)
(25/28,57/112)
(-58/47,-91/94)
(31/22,-3/22)
(-499/662,813/2648)
(275/139,-646/139)
(1382/41,-399/82)
(-261913/299519,83524/299519)
(3/46,-31/46)
(-2,-3/2)
(-1/2,1/2)
(-6/13,19/26)
(-397/698,285/698)
(-1/7,-4/7)
(-3/2,7/2)
(-115/166,-109/166)
(1049/538,-133/538)
(499/634,189/634)
(1,0)
(-117449/89846,23485/89846)
(-13219/326,-9765/326)
#
# (a,b,c,d) = (-2296,0,1,0) and D = -9184:
#
(-64/255,-24193/2040)
(1/2,-24)
(36/1345,-50401/8070)
(-361/775,-327951/14725)
(1/57,-433/57)
(25/114,-3056/285)
(1/2,24)
(49/10070,505326/35245)
(1/57,433/57)
(-361/775,327951/14725)
(1/534,6170/267)
(36/1345,50401/8070)
(-64/255,24193/2040)
(25/114,3056/285)
(-1/10,18/5)
(-16/103,2883/412)
(361/8642,434004/82099)
(361/8642,-434004/82099)
(1/9,-55/9)
(361/8262,409874/78489)
(2809/90210,14008964/2390565)
(49/10070,-505326/35245)
(49/305,-17277/2135)
(1/534,-6170/267)
(361/8262,-409874/78489)
(2809/90210,-14008964/2390565)
(-1/10,-18/5)
(249001/37062,-2976856466/9246969)
(249001/37062,2976856466/9246969)
(1/9,55/9)
(49/305,17277/2135)
(-16/103,-2883/412)
(169/6665,554217/86645)
(169/6665,-554217/86645)
#
# (a,b,c,d) = (-287,0,2,0) and D = -9184:
#
(98/305,17277/4270)
(49/5035,252663/35245)
(1/267,3085/267)
(-128/255,24193/4080)
(361/4131,-204937/78489)
(-722/775,327951/29450)
(-722/775,-327951/29450)
(361/4131,204937/78489)
(-1/5,-9/5)
(-128/255,-24193/4080)
(1/267,-3085/267)
(49/5035,-252663/35245)
(98/305,-17277/4270)
(2809/45105,-7004482/2390565)
(338/6665,554217/173290)
(1,-12)
(361/4321,217002/82099)
(72/1345,50401/16140)
(25/57,-1528/285)
(2/9,55/18)
(249001/18531,1488428233/9246969)
(-1/5,9/5)
(-32/103,-2883/824)
(25/57,1528/285)
(2/57,433/114)
(2/57,-433/114)
(1,12)
(-32/103,2883/824)
(249001/18531,-1488428233/9246969)
(2/9,-55/18)
(2809/45105,7004482/2390565)
(72/1345,-50401/16140)
(361/4321,-217002/82099)
(338/6665,-554217/173290)
#
# (a,b,c,d) = (-2295,1,1,0) and D = -9181:
#
(-46225/191121,-154592586/13697005)
(-256/1695,-60453/9040)
(-256/1695,37091/5424)
(-46225/191121,473716133/41091015)
(1/21,107/21)
(-9/83,-1036/249)
(1/21,-36/7)
(289/3375,2251/425)
(-9/83,1063/249)
(289/3375,-308798/57375)
#
# (a,b,c,d) = (-85,0,3,0) and D = -9180:
#
(1/167,1246/167)
(1/167,-1246/167)
#
# (a,b,c,d) = (-2295,0,1,0) and D = -9180:
#
(1/501,3738/167)
(1/501,-3738/167)
#
# (a,b,c,d) = (-2294,1,1,0) and D = -9177:
#
#
# (a,b,c,d) = (-2294,0,1,0) and D = -9176:
#
#
# (a,b,c,d) = (-2293,1,1,0) and D = -9173:
#
#
# (a,b,c,d) = (-2293,0,1,0) and D = -9172:
#
(1225/27819,5073872/973665)
(1225/27819,-5073872/973665)
#
# (a,b,c,d) = (-2292,1,1,0) and D = -9169:
#
(-36/431,5293/2586)
(-36/431,-5077/2586)
#
# (a,b,c,d) = (1,1,-13,-1) and D = -9168:
#
(-221/313,-126/313)
(36349/12975,-8618/12975)
(-26/15,7/15)
(-7/23,90/23)
(-787/281,-252/281)
(72506/39071,21195/39071)
(4/3,1/3)
(-684/307,-223/307)
(-31/63,26/63)
(2290823287/619164519,713625808/619164519)
(-387/1121,556/1121)
(0,-1)
(1,0)
(-434/2997,4009/2997)
(-666/523,203/523)
(855/103,-208/103)
#
# (a,b,c,d) = (-2292,0,1,0) and D = -9168:
#
(4,383/2)
(36/97,-10385/582)
(-1/11,31/11)
(-16/47,-3047/188)
(1/13,67/13)
(3844/216337,101267591/13412894)
(1/109,-1139/109)
(-16/47,3047/188)
(5189284/139159537,1736422214089/317005425286)
(-1/11,-31/11)
(1/109,1139/109)
(4,-383/2)
(1/13,-67/13)
(256/9169,-899609/146704)
(5189284/139159537,-1736422214089/317005425286)
(3844/216337,-101267591/13412894)
(36/97,10385/582)
(256/9169,899609/146704)
#
# (a,b,c,d) = (-286,2,2,0) and D = -9168:
#
(72/97,9953/1164)
(7688/216337,100790935/26825788)
(-2/11,-29/22)
(512/9169,-907801/293408)
(-2/11,3/2)
(8,367/4)
(7688/216337,-9249477/2438708)
(8,-399/4)
(-32/47,3175/376)
(2/13,-69/26)
(2/109,1137/218)
(-32/47,-2919/376)
(10378568/139159537,-1760064591993/634010850572)
(2/13,5/2)
(10378568/139159537,155707257835/57637350052)
(72/97,-10817/1164)
(2/109,-1141/218)
(512/9169,891417/293408)
#
# (a,b,c,d) = (-2291,1,1,0) and D = -9165:
#
#
# (a,b,c,d) = (-2291,0,1,0) and D = -9164:
#
#
# (a,b,c,d) = (-2290,1,1,0) and D = -9161:
#
(4/65,-653/130)
(4/65,129/26)
#
# (a,b,c,d) = (-2290,0,1,0) and D = -9160:
#
(1/639,-16153/639)
(1/639,16153/639)
#
# (a,b,c,d) = (-2289,1,1,0) and D = -9157:
#
(6241/171387,24841543/4513191)
(-1/9,-13/3)
(6241/171387,-75017668/13539573)
(-1/9,40/9)
#
# (a,b,c,d) = (-2289,0,1,0) and D = -9156:
#
(841/13708,1984291/397532)
(1/130,-1483/130)
(9/2164,100675/6492)
(9/2164,-100675/6492)
(1/43,286/43)
(1/130,1483/130)
(841/13708,-1984291/397532)
(1/43,-286/43)
#
# (a,b,c,d) = (-286,1,2,0) and D = -9156:
#
(9/1082,12581/1623)
(1/65,57/10)
(1/65,-371/65)
(2/43,285/86)
(9/1082,-50351/6492)
(841/6854,-251085/99383)
(841/6854,979951/397532)
(2/43,-287/86)
#
# (a,b,c,d) = (2,3,-9,-4) and D = -9153:
#
(-1/2,-1/2)
(-229/1340,-359/670)
(17662/7453,-12109/14906)
(-1/2,1)
(-1/2,5/8)
(473/404,-127/404)
#
# (a,b,c,d) = (-84,3,3,0) and D = -9153:
#
(-27/14,-167/18)
(-7500/6071,-5398217/910650)
(3/298,2570/447)
(28812/95953,49713371/28210182)
(-7500/6071,6523217/910650)
(3/4,-53/12)
(-27/14,706/63)
(3/298,-5149/894)
(3/4,11/3)
(28812/95953,-58184099/28210182)
#
# (a,b,c,d) = (-2288,1,1,0) and D = -9153:
#
(-2500/6071,-453709/23350)
(1/4,12)
(1/4,-49/4)
(-9/14,652/21)
(9604/95953,-54419331/9403394)
(9604/95953,373973/65758)
(-2500/6071,6023217/303550)
(1/298,2572/149)
(-9/14,-1277/42)
(1/298,-5145/298)
#
# (a,b,c,d) = (-2288,0,1,0) and D = -9152:
#
#
# (a,b,c,d) = (-286,0,2,0) and D = -9152:
#
#
# (a,b,c,d) = (2,7,-5,-3) and D = -9149:
#
(-10/7,-11/7)
(-61/187,-123/187)
(-1/2,1)
(172537/49126,-21193/24563)
(617/926,229/1389)
(-47/54,29/81)
(-55/372,-359/558)
(-4,1)
(515/428,-47/214)
(61/133,-173/133)
(107/139,3/139)
(2,-5)
(1,1)
(-491/172,-265/86)
#
# (a,b,c,d) = (-2287,1,1,0) and D = -9149:
#
(-1/5,-46/5)
(68644/554185,944954113/145196470)
(-324/2327,-252415/41886)
(961/10235,1746386/317285)
(-1/13,10/13)
(-1/13,-9/13)
(289/8621,831771/146557)
(25/109,-6148/545)
(68644/554185,-962938841/145196470)
(-1/5,47/5)
(36/25,-10439/150)
(25/109,6023/545)
(961/10235,-1776177/317285)
(36/25,10223/150)
(1/67,550/67)
(-324/2327,258247/41886)
(289/8621,-836684/146557)
(1/67,-551/67)
#
# (a,b,c,d) = (-2287,0,1,0) and D = -9148:
#
(-49/367,14820/2569)
(-49/367,-14820/2569)
#
# (a,b,c,d) = (-2286,1,1,0) and D = -9145:
#
(8281/111036,17089557/3368092)
(-1/6,-15/2)
(8281/111036,-26011121/5052138)
(-1/6,23/3)
#
# (a,b,c,d) = (-2286,0,1,0) and D = -9144:
#
#
# (a,b,c,d) = (2,5,-8,-2) and D = -9144:
#
(1/3,-5/3)
#
# (a,b,c,d) = (-2285,1,1,0) and D = -9141:
#
#
# (a,b,c,d) = (-2285,0,1,0) and D = -9140:
#
#
# (a,b,c,d) = (-2284,1,1,0) and D = -9137:
#
#
# (a,b,c,d) = (-2284,0,1,0) and D = -9136:
#
(1/6,-25/3)
(-625/6771,497183/169275)
(529/7350,-428713/84525)
(1/6,25/3)
(-81/50,-17419/225)
(-81/50,17419/225)
(529/7350,428713/84525)
(-625/6771,-497183/169275)
(1/213,-3109/213)
(1/213,3109/213)
#
# (a,b,c,d) = (-285,2,2,0) and D = -9136:
#
(1/3,-13/3)
(-81/25,-1669/45)
(2/213,-1037/142)
(2/213,3107/426)
(-81/25,9074/225)
(-1250/6771,528433/338550)
(529/3675,-14696/5635)
(1/3,4)
(-1250/6771,-155311/112850)
(529/3675,208273/84525)
#
# (a,b,c,d) = (1,2,-12,-5) and D = -9133:
#
(-17/7,4/7)
(-143/97,360/97)
(58433/26642,-61461/133210)
(-1/2,1/2)
(-83/802,-413/802)
(-13/11,4/11)
(4,7/5)
(1,0)
(-66427/2792,167859/2792)
(32/11,-7/11)
(4727/302,-1063/302)
#
# (a,b,c,d) = (-2283,1,1,0) and D = -9133:
#
(49/2853,-153439/19971)
(-3481/16767,3224405/329751)
(9/697,-18460/2091)
(-1/3,-47/3)
(-1586588224/14785442463,-2394662455314065/588933744186216)
(152881/583143,2860936994/228008913)
(625/6231,-901879/155775)
(-3481/16767,-9467836/989253)
(-1/3,16)
(49/2853,51032/6657)
(152881/583143,-973571155/76002971)
(16/249,-5011/996)
(16/249,1649/332)
(16/129,3359/516)
(1/33,-196/33)
(-1340964/8592767,70570039861/9950424186)
(-1340964/8592767,-69017203549/9950424186)
(9/697,18433/2091)
(16/129,-1141/172)
(1/33,65/11)
(-1586588224/14785442463,819286479150811/196311248062072)
(625/6231,295418/51925)
#
# (a,b,c,d) = (-2283,0,1,0) and D = -9132:
#
#
# (a,b,c,d) = (-2282,1,1,0) and D = -9129:
#
(-441/3800,-370693/79800)
(-441/3800,189977/39900)
#
# (a,b,c,d) = (-2282,0,1,0) and D = -9128:
#
#
# (a,b,c,d) = (-2281,1,1,0) and D = -9125:
#
(1/35,212/35)
(1/35,-213/35)
(289/1379,-242636/23443)
(289/1379,237723/23443)
#
# (a,b,c,d) = (-17,5,5,0) and D = -9125:
#
(1/7,8/7)
(1445/1379,-301592/117215)
(1/7,-9/7)
(1445/1379,178767/117215)
#
# (a,b,c,d) = (-2281,0,1,0) and D = -9124:
#
#
# (a,b,c,d) = (-285,1,2,0) and D = -9124:
#
#
# (a,b,c,d) = (-2280,1,1,0) and D = -9121:
#
(-1/12,-23/12)
(-1/12,2)
#
# (a,b,c,d) = (-285,0,2,0) and D = -9120:
#
#
# (a,b,c,d) = (-2280,0,1,0) and D = -9120:
#
#
# (a,b,c,d) = (-2279,1,1,0) and D = -9117:
#
(9/43,1306/129)
(9/43,-31/3)
#
# (a,b,c,d) = (-2279,0,1,0) and D = -9116:
#
(-1/7,44/7)
(-1/7,-44/7)
#
# (a,b,c,d) = (-2278,1,1,0) and D = -9113:
#
(49/296,8487/1036)
(49/296,-17317/2072)
#
# (a,b,c,d) = (-2278,0,1,0) and D = -9112:
#
(-1/13,-9/13)
(-1/13,9/13)
#
# (a,b,c,d) = (-2277,1,1,0) and D = -9109:
#
#
# (a,b,c,d) = (-84,2,3,0) and D = -9108:
#
(1,5)
(-1024/2021,-154705/64672)
(1,-17/3)
(-1024/2021,529651/194016)
#
# (a,b,c,d) = (-2277,0,1,0) and D = -9108:
#
(1/3,16)
(-1024/6063,-496883/64672)
(1/3,-16)
(-1024/6063,496883/64672)
#
# (a,b,c,d) = (-2276,1,1,0) and D = -9105:
#
#
# (a,b,c,d) = (-284,2,2,0) and D = -9104:
#
(-1/4,11/4)
(2209/28208,-1811717/662888)
(169/278,-13753/1807)
(1/26,-95/26)
(49/520,4579/1820)
(-25/158,563/790)
(2209/28208,3519611/1325776)
(2/5,-51/10)
(169/278,25309/3614)
(3969/22100,-1952677/696150)
(49/520,-9501/3640)
(2/5,47/10)
(-19208/90415,-33853399/17721340)
(1682/148837,-57480985/8632546)
(-19208/90415,37618167/17721340)
(-25/158,-219/395)
(1/26,47/13)
(3969/22100,3655307/1392300)
(1682/148837,57383429/8632546)
(-1/4,-5/2)
#
# (a,b,c,d) = (-35,3,4,0) and D = -9104:
#
(3364/148837,57285873/17265092)
(169/139,5778/1807)
(2209/14104,853947/662888)
(-1/2,-9/8)
(3364/148837,-57578541/17265092)
(-38416/90415,8276587/7088536)
(-25/79,-313/1580)
(3969/11050,170263/139230)
(4/5,-11/4)
(2209/14104,-3727257/2651552)
(1/13,-24/13)
(49/260,-2461/1820)
(-1/2,3/2)
(-25/79,172/395)
(3969/11050,-4155401/2784600)
(169/139,-29703/7228)
(-38416/90415,-30088631/35442680)
(1/13,93/52)
(4/5,43/20)
(49/260,1763/1456)
#
# (a,b,c,d) = (-2276,0,1,0) and D = -9104:
#
(1/5,-49/5)
(49/1040,18659/3640)
(1/52,-189/26)
(2209/56416,-7143045/1325776)
(-9604/90415,-35735783/8860670)
(-1/8,21/4)
(841/148837,-57432207/4316273)
(-1/8,-21/4)
(-9604/90415,35735783/8860670)
(49/1040,-18659/3640)
(169/556,-52815/3614)
(841/148837,57432207/4316273)
(1/52,189/26)
(169/556,52815/3614)
(-25/316,-1001/790)
(-25/316,1001/790)
(1/5,49/5)
(2209/56416,7143045/1325776)
(3969/44200,7560661/1392300)
(3969/44200,-7560661/1392300)
#
# (a,b,c,d) = (-2275,1,1,0) and D = -9101:
#
(289/27005,4441512/459085)
(289/27005,-889285/91817)
(-196/2119,-85903/29666)
(-9/113,478/339)
(-196/2119,6819/2282)
(-9/113,-451/339)
#
# (a,b,c,d) = (-18,2,5,0) and D = -9100:
#
(1/33,-85/33)
(1/33,141/55)
#
# (a,b,c,d) = (-2275,0,1,0) and D = -9100:
#
(1/165,-424/33)
(1/165,424/33)
#
# (a,b,c,d) = (-2274,1,1,0) and D = -9097:
#
(-9/116,325/348)
(-9/116,-149/174)
#
# (a,b,c,d) = (-2274,0,1,0) and D = -9096:
#
#
# (a,b,c,d) = (-2273,1,1,0) and D = -9093:
#
(16/457,-10267/1828)
(16/457,10203/1828)
#
# (a,b,c,d) = (-284,1,2,0) and D = -9092:
#
(-1/2,-23/4)
(-1/2,6)
#
# (a,b,c,d) = (-2273,0,1,0) and D = -9092:
#
(-1/4,-47/4)
(-1/4,47/4)
#
# (a,b,c,d) = (-2272,1,1,0) and D = -9089:
#
(-9/110,292/165)
(-9/110,-557/330)
#
# (a,b,c,d) = (2,7,-4,-4) and D = -9088:
#
(1,1)
#
# (a,b,c,d) = (-2272,0,1,0) and D = -9088:
#
#
# (a,b,c,d) = (-284,0,2,0) and D = -9088:
#
#
# (a,b,c,d) = (2,8,-2,-4) and D = -9088:
#
(-1,3/2)
#
# (a,b,c,d) = (-2271,1,1,0) and D = -9085:
#
#
# (a,b,c,d) = (-2271,0,1,0) and D = -9084:
#
(4/73,731/146)
(4/73,-731/146)
#
# (a,b,c,d) = (-84,1,3,0) and D = -9081:
#
#
# (a,b,c,d) = (-2270,1,1,0) and D = -9081:
#
#
# (a,b,c,d) = (-2270,0,1,0) and D = -9080:
#
#
# (a,b,c,d) = (-2269,1,1,0) and D = -9077:
#
(-1/13,9/13)
(289/264563,136077544/4497571)
(289/264563,-136082457/4497571)
(-1/13,-8/13)
#
# (a,b,c,d) = (3,1,-9,-1) and D = -9076:
#
(0,-1)
(199/3,122/3)
(3/17,-32/17)
(-14/27,5/9)
(-1/3,2/3)
#
# (a,b,c,d) = (-2269,0,1,0) and D = -9076:
#
(196/1073,135351/15022)
(676/12593,-1642551/327418)
(676/12593,1642551/327418)
(1/11,-60/11)
(1/375,7262/375)
(1/11,60/11)
(196/1073,-135351/15022)
(-1600/20559,777239/822360)
(1/375,-7262/375)
(-1600/20559,-777239/822360)
#
# (a,b,c,d) = (-2268,1,1,0) and D = -9073:
#
(1/468,-1125/52)
(-21609/127322,72945562/9358167)
(1/468,2531/117)
(-21609/127322,-142714601/18716334)
(-4/39,99/26)
(-4/39,-289/78)
(-169/2094,43129/27222)
(-169/2094,-6822/4537)
#
# (a,b,c,d) = (1,5,-8,-5) and D = -9073:
#
(1,0)
(-1,2)
(6/7,1/7)
(-52/95,441/475)
#
# (a,b,c,d) = (1,10,18,0) and D = -9072:
#
(1,-5/9)
(-50/19,207/190)
(1,0)
(-50/19,637/1710)
#
# (a,b,c,d) = (-84,0,3,0) and D = -9072:
#
(1/6,5/3)
(1/6,-5/3)
(-25/57,613/285)
(-25/57,-613/285)
#
# (a,b,c,d) = (-283,2,2,0) and D = -9072:
#
(-50/171,5767/1710)
(1/9,-23/9)
(1/9,22/9)
(-50/171,-5267/1710)
#
# (a,b,c,d) = (-9,6,6,0) and D = -9072:
#
(1/3,-1)
(-50/57,-121/190)
(1/3,2/3)
(-50/57,863/570)
#
# (a,b,c,d) = (-3,2,9,0) and D = -9072:
#
(-25/19,82/95)
(1/2,-11/18)
(-25/19,-488/855)
(1/2,1/2)
#
# (a,b,c,d) = (-2268,0,1,0) and D = -9072:
#
(-25/171,613/95)
(-25/171,-613/95)
(1/18,-5)
(1/18,5)
#
# (a,b,c,d) = (-2267,1,1,0) and D = -9069:
#
#
# (a,b,c,d) = (-2267,0,1,0) and D = -9068:
#
(361/2629,-353304/49951)
(361/2629,353304/49951)
#
# (a,b,c,d) = (-2266,1,1,0) and D = -9065:
#
#
# (a,b,c,d) = (-2266,0,1,0) and D = -9064:
#
(4/201,2875/402)
(4/201,-2875/402)
(-81/305,34291/2745)
(-81/305,-34291/2745)
#
# (a,b,c,d) = (-2265,1,1,0) and D = -9061:
#
#
# (a,b,c,d) = (-2265,0,1,0) and D = -9060:
#
(3249/2506,8814601/142842)
(3249/2506,-8814601/142842)
#
# (a,b,c,d) = (-283,1,2,0) and D = -9060:
#
(3249/1253,2157352/71421)
(3249/1253,-4499897/142842)
#
# (a,b,c,d) = (-2264,1,1,0) and D = -9057:
#
(9025/36244,-10451382/860795)
(9025/36244,40948153/3443180)
(-1/2,-47/2)
(-1/2,24)
#
# (a,b,c,d) = (-283,0,2,0) and D = -9056:
#
#
# (a,b,c,d) = (-2264,0,1,0) and D = -9056:
#
#
# (a,b,c,d) = (-2263,1,1,0) and D = -9053:
#
#
# (a,b,c,d) = (2,2,-11,2) and D = -9052:
#
(3,-1)
#
# (a,b,c,d) = (-2263,0,1,0) and D = -9052:
#
#
# (a,b,c,d) = (-2262,1,1,0) and D = -9049:
#
(1/62,-491/62)
(1/62,245/31)
#
# (a,b,c,d) = (-2262,0,1,0) and D = -9048:
#
#
# (a,b,c,d) = (-83,3,3,0) and D = -9045:
#
(-3/11,35/33)
(3/19,-100/57)
(75/241,-7586/3615)
(-108/119,-9217/2142)
(3/19,91/57)
(75/241,6461/3615)
(-3/11,-26/33)
(-108/119,11161/2142)
#
# (a,b,c,d) = (-2261,1,1,0) and D = -9045:
#
(-1/11,31/11)
(-36/119,-593/42)
(1/19,5)
(-1/11,-30/11)
(1/19,-96/19)
(25/241,-7086/1205)
(-36/119,1471/102)
(25/241,6961/1205)
#
# (a,b,c,d) = (1,6,-6,-5) and D = -9045:
#
(-1139/718,1029/3590)
(-13/23,18/23)
(-9311/10744,3165/10744)
(1/4,-3/4)
(4,3)
(261728/17057,-38613/17057)
(1,0)
(-214/59,1929/295)
#
# (a,b,c,d) = (-2261,0,1,0) and D = -9044:
#
(-1/13,8/13)
(-1/13,-8/13)
#
# (a,b,c,d) = (2,2,-10,-1) and D = -9044:
#
(0,-1)
(-98420/16259,-53259/16259)
(127/119,-33/119)
(133/93,-43/93)
#
# (a,b,c,d) = (-2260,1,1,0) and D = -9041:
#
(-1/10,18/5)
(-1/10,-7/2)
(5041/190820,-21313449/3387055)
(5041/190820,16979177/2709644)
#
# (a,b,c,d) = (-2260,0,1,0) and D = -9040:
#
#
# (a,b,c,d) = (-282,2,2,0) and D = -9040:
#
#
# (a,b,c,d) = (-2259,1,1,0) and D = -9037:
#
#
# (a,b,c,d) = (-2259,0,1,0) and D = -9036:
#
#
# (a,b,c,d) = (-2258,1,1,0) and D = -9033:
#
#
# (a,b,c,d) = (-2258,0,1,0) and D = -9032:
#
(1/7,51/7)
(1/7,-51/7)
(-1156/13783,932629/468622)
(-1156/13783,-932629/468622)
#
# (a,b,c,d) = (-2257,1,1,0) and D = -9029:
#
(-1,-47)
(5476/132065,-51913563/9772810)
(-1,48)
(5476/132065,844399/160210)
#
# (a,b,c,d) = (-282,1,2,0) and D = -9028:
#
(-1/6,1)
(-1/6,-11/12)
#
# (a,b,c,d) = (-2257,0,1,0) and D = -9028:
#
(-1/12,-23/12)
(-1/12,23/12)
#
# (a,b,c,d) = (-18,1,5,0) and D = -9025:
#
#
# (a,b,c,d) = (0,1,95,0) and D = -9025:
#
#
# (a,b,c,d) = (-2256,1,1,0) and D = -9025:
#
#
# (a,b,c,d) = (4,39,95,0) and D = -9025:
#
#
# (a,b,c,d) = (0,5,19,0) and D = -9025:
#
#
# (a,b,c,d) = (-282,0,2,0) and D = -9024:
#
#
# (a,b,c,d) = (-2256,0,1,0) and D = -9024:
#
#
# (a,b,c,d) = (2,4,-8,-4) and D = -9024:
#
#
# (a,b,c,d) = (-35,2,4,0) and D = -9024:
#
#
# (a,b,c,d) = (-2255,1,1,0) and D = -9021:
#
(1,-48)
(1,47)
#
# (a,b,c,d) = (-2255,0,1,0) and D = -9020:
#
(4/401,8039/802)
(4/401,-8039/802)
#
# (a,b,c,d) = (-2254,1,1,0) and D = -9017:
#
(-9/56,-599/84)
(-9/56,175/24)
#
# (a,b,c,d) = (-2254,0,1,0) and D = -9016:
#
(425104/7665,1879843537/713940)
(425104/7665,-1879843537/713940)
(4/105,163/30)
(4/105,-163/30)
#
# (a,b,c,d) = (-6,4,7,0) and D = -9016:
#
(4/15,-179/210)
(425104/1095,1325507921/4997580)
(425104/1095,-115913293/237980)
(4/15,7/10)
#
# (a,b,c,d) = (-2253,1,1,0) and D = -9013:
#
(25/29211,-4992584/146055)
(-1/13,-7/13)
(25/29211,1664153/48685)
(-1/13,8/13)
#
# (a,b,c,d) = (-2253,0,1,0) and D = -9012:
#
#
# (a,b,c,d) = (-2252,1,1,0) and D = -9009:
#
#
# (a,b,c,d) = (-2252,0,1,0) and D = -9008:
#
(9/61,-1367/183)
(9/61,1367/183)
#
# (a,b,c,d) = (-281,2,2,0) and D = -9008:
#
(18/61,-1421/366)
(18/61,1313/366)
#
# (a,b,c,d) = (-2251,1,1,0) and D = -9005:
#
#
# (a,b,c,d) = (-2251,0,1,0) and D = -9004:
#
#
# (a,b,c,d) = (-2250,1,1,0) and D = -9001:
#
#
# (a,b,c,d) = (-18,0,5,0) and D = -9000:
#
(64/2637,-20189/7032)
(5/31,-179/155)
(49/2747,-64391/19229)
(-5/9,13/15)
(2000/3081,-138743/102700)
(16/53,211/212)
(-4/3,5/2)
(-20/39,97/130)
(1/3,1)
(-20/39,-97/130)
(5/31,179/155)
(2000/3081,138743/102700)
(-5/9,-13/15)
(1/3,-1)
(49/2747,64391/19229)
(-14246720/23370191,-198205886377/197244412040)
(16/53,-211/212)
(-4/3,-5/2)
(-14246720/23370191,198205886377/197244412040)
(64/2637,20189/7032)
#
# (a,b,c,d) = (-2250,0,1,0) and D = -9000:
#
(16/265,-1055/212)
(1/31,179/31)
(16/265,1055/212)
(-1/9,-13/3)
(-4/39,97/26)
(1/15,5)
(64/13185,-100945/7032)
(1/31,-179/31)
(-2849344/23370191,-198205886377/39448882408)
(-4/15,25/2)
(1/15,-5)
(-1/9,13/3)
(400/3081,138743/20540)
(64/13185,100945/7032)
(-4/39,-97/26)
(400/3081,-138743/20540)
(-2849344/23370191,198205886377/39448882408)
(-4/15,-25/2)
(49/13735,-321955/19229)
(49/13735,321955/19229)
#
# (a,b,c,d) = (1,10,15,0) and D = -9000:
#
(147/2747,-65420/57687)
(-5/3,38/45)
(-4,13/6)
(48/53,-403/636)
(1,0)
(2000/1027,-20419/102700)
(147/2747,63362/57687)
(-4,1/2)
(-20/13,103/390)
(64/879,-20701/21096)
(15/31,-254/465)
(48/53,19/636)
(64/879,6559/7032)
(-20/13,99/130)
(15/31,104/465)
(1,-2/3)
(-5/3,4/15)
(-42740160/23370191,162521064023/591733236120)
(2000/1027,-338743/308100)
(-42740160/23370191,558932836777/591733236120)
#
# (a,b,c,d) = (-83,2,3,0) and D = -9000:
#
(-1/3,14/9)
(1/5,-26/15)
(-4/13,-89/78)
(400/1027,-146743/61620)
(-1/3,-4/3)
(64/4395,168071/35160)
(3/31,-182/93)
(-4/5,-39/10)
(64/4395,-505237/105480)
(48/265,-5467/3180)
(1/5,8/5)
(48/265,5083/3180)
(-4/5,133/30)
(-4/13,35/26)
(3/31,176/93)
(147/13735,1608746/288435)
(147/13735,-1610804/288435)
(400/1027,43581/20540)
(-8548032/23370191,-183776808361/118346647224)
(-8548032/23370191,212634964393/118346647224)
#
# (a,b,c,d) = (-2249,1,1,0) and D = -8997:
#
#
# (a,b,c,d) = (-281,1,2,0) and D = -8996:
#
(1/19,-60/19)
(57121/175180,-346739393/83736040)
(1/5,-29/10)
(57121/175180,166543737/41868020)
(49/1562,-43927/10934)
(-361/2360,-9339/89680)
(1/19,119/38)
(-8/23,-355/92)
(1/5,14/5)
(-361/2360,8099/44840)
(-441/817,-212467/34314)
(49/1562,87511/21868)
(-8/23,371/92)
(-441/817,110864/17157)
#
# (a,b,c,d) = (-2249,0,1,0) and D = -8996:
#
(49/3124,175365/21868)
(-361/4720,-25537/89680)
(-4/23,363/46)
(57121/350360,-679826867/83736040)
(-441/1634,-434195/34314)
(1/10,57/10)
(-441/1634,434195/34314)
(57121/350360,679826867/83736040)
(-4/23,-363/46)
(-361/4720,25537/89680)
(1/38,239/38)
(49/3124,-175365/21868)
(1/38,-239/38)
(1/10,-57/10)
#
# (a,b,c,d) = (-2248,1,1,0) and D = -8993:
#
(1/2,-24)
(-9025/35956,10126482/853955)
(-9025/35956,-39648553/3415820)
(1/2,47/2)
#
# (a,b,c,d) = (-2248,0,1,0) and D = -8992:
#
#
# (a,b,c,d) = (-281,0,2,0) and D = -8992:
#
#
# (a,b,c,d) = (-2247,1,1,0) and D = -8989:
#
(225/1819,1646/255)
(225/1819,-179497/27285)
#
# (a,b,c,d) = (-2247,0,1,0) and D = -8988:
#
(1/37,-230/37)
(1/37,230/37)
#
# (a,b,c,d) = (-2246,1,1,0) and D = -8985:
#
(676/28441,4859431/739466)
(676/28441,-4877007/739466)
#
# (a,b,c,d) = (-2246,0,1,0) and D = -8984:
#
(196/262145,134218559/3670030)
(-1/13,7/13)
(196/262145,-134218559/3670030)
(-1/13,-7/13)
#
# (a,b,c,d) = (-2245,1,1,0) and D = -8981:
#
#
# (a,b,c,d) = (-2245,0,1,0) and D = -8980:
#
#
# (a,b,c,d) = (-2244,1,1,0) and D = -8977:
#
(1/8,-53/8)
(1/8,13/2)
(-1225/15504,-50837/45220)
(-1225/15504,38407/31920)
#
# (a,b,c,d) = (-35,1,4,0) and D = -8976:
#
#
# (a,b,c,d) = (-280,2,2,0) and D = -8976:
#
#
# (a,b,c,d) = (-2244,0,1,0) and D = -8976:
#
#
# (a,b,c,d) = (-2243,1,1,0) and D = -8973:
#
#
# (a,b,c,d) = (-83,1,3,0) and D = -8973:
#
#
# (a,b,c,d) = (-2243,0,1,0) and D = -8972:
#
#
# (a,b,c,d) = (-2242,1,1,0) and D = -8969:
#
(49/946,-16747/3311)
(49/946,33151/6622)
#
# (a,b,c,d) = (-2242,0,1,0) and D = -8968:
#
(1/119,1299/119)
(1/119,-1299/119)
#
# (a,b,c,d) = (-2241,1,1,0) and D = -8965:
#
(-787756489/2806332129,1047170163725720/78765323864643)
(1/9,-55/9)
(-11881/154809,-703248/1874909)
(81/3811,-238148/34299)
(81/3811,237419/34299)
(-11881/154809,7624261/16874181)
(1/9,6)
(-787756489/2806332129,-37965192679591/2917234217209)
#
# (a,b,c,d) = (-2241,0,1,0) and D = -8964:
#
(-1/6,-15/2)
(25/336,2847/560)
(1/127,-1432/127)
(729/19351,-2848580/522477)
(4356/14689,-13725775/969474)
(1/12,21/4)
(-1/5,46/5)
(-49/600,-2301/1400)
(1/12,-21/4)
(4356/14689,13725775/969474)
(-49/600,2301/1400)
(25/336,-2847/560)
(729/19351,2848580/522477)
(1/127,1432/127)
(-1/5,-46/5)
(-4/47,-199/94)
(361/840,108537/5320)
(-212521/1482090,1424187933/227747830)
(1/30,-57/10)
(289/9858,-335343/55862)
(6345361/8157972,252342263571/6849977156)
(6345361/8157972,-252342263571/6849977156)
(289/9858,335343/55862)
(1/30,57/10)
(-212521/1482090,-1424187933/227747830)
(361/840,-108537/5320)
(-4/47,199/94)
(-1/6,15/2)
#
# (a,b,c,d) = (-10,3,6,0) and D = -8964:
#
(6/127,-1441/762)
(289/1643,26717/27931)
(6345361/1359662,34065061749/6849977156)
(1/2,3/4)
(6/127,1423/762)
(25/56,103/140)
(1/5,-1)
(-1,3/2)
(-24/47,-127/564)
(25/56,-537/560)
(289/1643,-58347/55862)
(361/140,-21519/5320)
(4374/19351,2671433/3134862)
(361/140,733/266)
(26136/14689,-16313239/5816844)
(-1,-1)
(4374/19351,-3025727/3134862)
(-212521/247015,-37675713/45549566)
(-49/100,111/280)
(26136/14689,11138311/5816844)
(-6/5,-37/30)
(-24/47,271/564)
(1/2,-1)
(-212521/247015,143175373/113873915)
(1/5,9/10)
(-49/100,-53/350)
(6345361/1359662,-12512256527/1712494289)
(-6/5,11/6)
#
# (a,b,c,d) = (-83,0,3,0) and D = -8964:
#
(361/280,-36179/5320)
(-3/5,-46/15)
(1/10,-19/10)
(-49/200,767/1400)
(289/3286,-111781/55862)
(13068/14689,13725775/2908422)
(-212521/494030,474729311/227747830)
(-12/47,-199/282)
(-12/47,199/282)
(13068/14689,-13725775/2908422)
(-49/200,-767/1400)
(-3/5,46/15)
(-1/2,5/2)
(361/280,36179/5320)
(-1/2,-5/2)
(6345361/2719324,84114087857/6849977156)
(289/3286,111781/55862)
(2187/19351,2848580/1567431)
(3/127,-1432/381)
(2187/19351,-2848580/1567431)
(25/112,949/560)
(1/4,-7/4)
(1/4,7/4)
(3/127,1432/381)
(25/112,-949/560)
(1/10,19/10)
(-212521/494030,-474729311/227747830)
(6345361/2719324,-84114087857/6849977156)
#
# (a,b,c,d) = (-280,1,2,0) and D = -8964:
#
(-8/47,207/188)
(-8/47,-191/188)
(289/4929,250279/83793)
(-49/300,3623/4200)
(289/4929,-505471/167586)
(8712/14689,-14013271/1938948)
(-212521/741045,-2087295809/683243490)
(6345361/4078986,370521413177/20549931468)
(361/420,-33247/3192)
(-212521/741045,218526799/68324349)
(6345361/4078986,-96626344384/5137482867)
(1/6,31/12)
(-2/5,47/10)
(-49/300,-82/105)
(-2/5,-9/2)
(1/15,17/6)
(25/168,-619/240)
(-1/3,23/6)
(2/127,1431/254)
(1458/19351,2828897/1044954)
(1/15,-43/15)
(2/127,-1433/254)
(361/420,2846/285)
(25/168,263/105)
(8712/14689,13438279/1938948)
(-1/3,-11/3)
(1/6,-8/3)
(1458/19351,-2868263/1044954)
#
# (a,b,c,d) = (-2240,1,1,0) and D = -8961:
#
#
# (a,b,c,d) = (-34,4,4,0) and D = -8960:
#
(1,5/2)
(-16/31,-273/248)
(1,-7/2)
(2209/34561,-385777/191102)
(-16/31,401/248)
(2209/34561,6350563/3248734)
#
# (a,b,c,d) = (-35,0,4,0) and D = -8960:
#
(2209/34561,3227193/1624367)
(1,3)
(-16/31,-337/248)
(-16/31,337/248)
(1,-3)
(2209/34561,-3227193/1624367)
#
# (a,b,c,d) = (-280,0,2,0) and D = -8960:
#
(-8/31,337/124)
(2209/69122,-6454386/1624367)
(-8/31,-337/124)
(1/2,6)
(2209/69122,6454386/1624367)
(1/2,-6)
#
# (a,b,c,d) = (-2240,0,1,0) and D = -8960:
#
(-4/31,337/62)
(2209/138244,12908772/1624367)
(1/4,12)
(2209/138244,-12908772/1624367)
(1/4,-12)
(-4/31,-337/62)
#
# (a,b,c,d) = (-2239,1,1,0) and D = -8957:
#
(4/17,-389/34)
(9/169,2528/507)
(-2371600/19406911,152026792063/29886642940)
(-1/13,-6/13)
(1/1547,60846/1547)
(121/221,62404/2431)
(314721/2123641,8821334375/1191362601)
(-2371600/19406911,-148374528063/29886642940)
(4/17,381/34)
(1/1547,-60847/1547)
(314721/2123641,-8997892856/1191362601)
(9/169,-2555/507)
(-1/13,7/13)
(121/221,-63735/2431)
#
# (a,b,c,d) = (-1,1,13,0) and D = -8957:
#
(121/17,322/187)
(-1,1/13)
(314721/163357,-59510318/91643277)
(314721/163357,597075653/1191362601)
(9/13,14/39)
(-1,0)
(121/17,-5517/2431)
(52/17,333/442)
(52/17,-437/442)
(-30830800/19406911,-126460944063/388526358220)
(1/119,-4681/1547)
(-30830800/19406911,173940376063/388526358220)
(9/13,-209/507)
(1/119,360/119)
#
# (a,b,c,d) = (-2239,0,1,0) and D = -8956:
#
#
# (a,b,c,d) = (-2238,1,1,0) and D = -8953:
#
(1/78,-691/78)
(1/78,115/13)
#
# (a,b,c,d) = (-2238,0,1,0) and D = -8952:
#
#
# (a,b,c,d) = (-2237,1,1,0) and D = -8949:
#
#
# (a,b,c,d) = (-2237,0,1,0) and D = -8948:
#
(-49/517,-11180/3619)
(-49/517,11180/3619)
#
# (a,b,c,d) = (-2236,1,1,0) and D = -8945:
#
(-121/316,15839/869)
(-121/316,-62025/3476)
#
# (a,b,c,d) = (-2236,0,1,0) and D = -8944:
#
(-1/3,47/3)
(-1/3,-47/3)
#
# (a,b,c,d) = (-279,2,2,0) and D = -8944:
#
(-2/3,49/6)
(-2/3,-15/2)
#
# (a,b,c,d) = (-2235,1,1,0) and D = -8941:
#
(-1/7,-43/7)
(-1/7,44/7)
(841/14175,-2056154/411075)
(841/14175,135451/27405)
#
# (a,b,c,d) = (-2235,0,1,0) and D = -8940:
#
#
# (a,b,c,d) = (-2234,1,1,0) and D = -8937:
#
(36/457,-14239/2742)
(81/1426,31783/6417)
(1/2056,-46613/1028)
(-1/12,23/12)
(1/6,-25/3)
(36/457,14023/2742)
(9409/4848,21342539/235128)
(-25/206,2589/515)
(49/114,-8215/399)
(4/33,419/66)
(81/1426,-64295/12834)
(289/4582,192503/38947)
(-121/1308,-40811/14388)
(1/2056,93225/2056)
(1/276,-2293/138)
(-1/8,21/4)
(289/4582,-389919/77894)
(1/6,49/6)
(289/9348,-467813/79458)
(6889/147088,-31418727/6104152)
(16/681,17995/2724)
(-58081/757272,-26047451/91251276)
(25/2904,-156667/14520)
(4/33,-427/66)
(-1/8,-41/8)
(169/5658,436981/73554)
(289/9348,930713/158916)
(-1024/13287,247171/425184)
(169/5658,-219589/36777)
(16/681,-18059/2724)
(-121/1308,21071/7194)
(4/177,2381/354)
(1/276,4585/276)
(49/114,16087/798)
(-1/12,-11/6)
(-555025/1863926,19585333543/1388624870)
(1/22,-57/11)
(-25/206,-5053/1030)
(-16641/161792,-38389099/10435584)
(25/2904,78271/7260)
(9409/4848,-43597751/470256)
(25/6,2923/15)
(25/6,-5971/30)
(6889/147088,62265667/12208304)
(-555025/1863926,-9585919959/694312435)
(4/177,-2389/354)
(256/19401,2707195/310416)
(-16641/161792,78924887/20871168)
(256/19401,-2711291/310416)
(-1024/13287,-214403/425184)
(1/22,113/22)
(-58081/757272,66092423/182502552)
#
# (a,b,c,d) = (-82,3,3,0) and D = -8937:
#
(20667/147088,59978519/36624912)
(3/22,109/66)
(25/968,8669/2420)
(-3/8,23/12)
(4/59,261/118)
(-3/8,-37/24)
(1/92,509/92)
(867/4582,-409571/233682)
(1/2,-3)
(-1/4,3/4)
(289/3116,2469/1292)
(108/457,13159/8226)
(16/227,1971/908)
(-121/436,2637/2398)
(169/1886,-607/299)
(-58081/252424,216399/30417092)
(3/2056,-46615/3084)
(3/22,-59/33)
(243/1426,-67211/38502)
(243/1426,30325/19251)
(-75/206,-4553/3090)
(-58081/252424,13564723/60834184)
(108/457,-15103/8226)
(-1024/4429,-9259/141728)
(-49923/161792,87511643/62613504)
(4/11,-51/22)
(25/2,-719/10)
(289/3116,-53071/26486)
(4/59,-269/118)
(25/2,297/5)
(-1/4,-1/2)
(49/38,1635/266)
(256/6467,298979/103472)
(-75/206,2839/1545)
(9409/1616,-5249827/156752)
(49/38,-989/133)
(16/227,-2035/908)
(867/4582,182677/116841)
(20667/147088,-32562301/18312456)
(9409/1616,2168577/78376)
(1/2,5/2)
(169/1886,47577/24518)
(256/6467,-303075/103472)
(-1665075/1863926,21239308043/4165874610)
(25/968,-17463/4840)
(-121/436,-3943/4796)
(3/2056,93221/6168)
(-49923/161792,-34095721/31306752)
(4/11,43/22)
(-1665075/1863926,-8758932709/2082937305)
(1/92,-255/46)
(-1024/4429,42027/141728)
#
# (a,b,c,d) = (1,2,-13,1) and D = -8937:
#
(56516/42585,-8251/42585)
(-52/339,-361/339)
(-51322/7719,-19091/7719)
(-3241/2535,-1399/2535)
(-999/2905,-1586/2905)
(-5/3,-2/3)
(-83740/5901,17561/5901)
(-843822/1743563,-836635/1743563)
(85023/20839,31414/20839)
(35/3,13/3)
(-1577/5673,-3457/5673)
(-2/3,1/3)
(19/277,387/277)
(6176/5271,1655/5271)
(79/39,28/39)
(-1157/723,-14852/723)
(31057/2007,11537/2007)
(-1206/409,259/409)
(-13/15,-7/15)
(427/417,79/417)
(17177/6585,-3472/6585)
(1,0)
(1/3,13/3)
(1843/219,-386/219)
(-301/1119,-695/1119)
(0,1)
(-17/93,-77/93)
(-62/3,13/3)
(16/15,-1/15)
(-119/61,27/61)
(-67/53,18/53)
#
# (a,b,c,d) = (1,3,-12,-1) and D = -8937:
#
(-37/45,14/45)
(7,3)
(7189/23157,-89504/23157)
(-7994/241,-3429/241)
(-1/5,-3/5)
(-189/113,-86/113)
(3707/1227,-688/1227)
(-17143/14195,4446/14195)
(-12976/62517,147851/62517)
(-39/31,-19/31)
(-4429/6021,54131/6021)
(-51/139,65/139)
(-14131/17019,-8491/17019)
(-2/13,15/13)
(-2/3,1/3)
(-5932/8715,-4171/8715)
(-5/9,61/9)
(224/159,-31/159)
(-624/73,119/73)
(28365/1967,-5402/1967)
(-2873/3357,-1691/3357)
(373/183,-65/183)
(-57/845,-671/845)
(-2495531/5230689,-2517092/5230689)
(1,0)
(-453/1757,1054/1757)
(5/3,2/3)
(-5746/2195,1137/2195)
(1897/831,793/831)
(0,-1)
(21,-4)
#
# (a,b,c,d) = (-2234,0,1,0) and D = -8936:
#
#
# (a,b,c,d) = (-2233,1,1,0) and D = -8933:
#
(1/73,625/73)
(173889/3010447,6210772712/1255356399)
(173889/3010447,-571207675/114123309)
(1/73,-626/73)
#
# (a,b,c,d) = (-279,1,2,0) and D = -8932:
#
(2/23,119/46)
(-2/13,7/26)
(72,9991/12)
(8/9,371/36)
(-12800/14559,24642511/2329440)
(8/9,-43/4)
(2/23,-121/46)
(-2/13,-5/26)
(72,-10423/12)
(-12800/14559,-7872837/776480)
#
# (a,b,c,d) = (-2233,0,1,0) and D = -8932:
#
(36,-10207/6)
(4/9,-379/18)
(1/23,120/23)
(-1/13,6/13)
(36,10207/6)
(-1/13,-6/13)
(4/9,379/18)
(1/23,-120/23)
(-6400/14559,24130511/1164720)
(-6400/14559,-24130511/1164720)
#
# (a,b,c,d) = (-2232,1,1,0) and D = -8929:
#
#
# (a,b,c,d) = (-2232,0,1,0) and D = -8928:
#
(9/562,-6692/843)
(9/562,6692/843)
#
# (a,b,c,d) = (-279,0,2,0) and D = -8928:
#
(9/281,3346/843)
(9/281,-3346/843)
#
# (a,b,c,d) = (-2231,1,1,0) and D = -8925:
#
(-900/1991,1285777/59730)
(-900/1991,-1258777/59730)
#
# (a,b,c,d) = (-2231,0,1,0) and D = -8924:
#
(-1/11,-30/11)
(-1/11,30/11)
#
# (a,b,c,d) = (-2230,1,1,0) and D = -8921:
#
#
# (a,b,c,d) = (2,6,-5,-5) and D = -8920:
#
#
# (a,b,c,d) = (-2230,0,1,0) and D = -8920:
#
#
# (a,b,c,d) = (-2229,1,1,0) and D = -8917:
#
(1/3,-16)
(1/3,47/3)
#
# (a,b,c,d) = (-2229,0,1,0) and D = -8916:
#
#
# (a,b,c,d) = (-2228,1,1,0) and D = -8913:
#
(1/28,-39/7)
(1/28,155/28)
#
# (a,b,c,d) = (-278,2,2,0) and D = -8912:
#
(-1800/11039,-474209/662340)
(-1800/11039,582209/662340)
#
# (a,b,c,d) = (1,2,-12,-4) and D = -8912:
#
(-29/31,90/31)
(1,0)
#
# (a,b,c,d) = (-2228,0,1,0) and D = -8912:
#
(-900/11039,528209/331170)
(-900/11039,-528209/331170)
#
# (a,b,c,d) = (1,8,-4,-3) and D = -8909:
#
(10/9,-1/27)
(115/292,-331/292)
(4/7,-31/21)
(-1/2,1/2)
(7387/4912,8525/4912)
(5879/18527,-18666/18527)
(-1322/1189,-4861/3567)
(167/362,-455/362)
(1,0)
(-2515/2714,643/2714)
(2,7/3)
(2131/307,-252/307)
(-5527/3956,-6641/3956)
#
# (a,b,c,d) = (-2227,1,1,0) and D = -8909:
#
(1/5,-49/5)
(-10404/133055,-11826109/13571610)
(1/17,84/17)
(900/2641,-1294939/79230)
(-28561/219385,205715418/37076065)
(841/5219,70529/8903)
(900/2641,1267939/79230)
(-1/13,6/13)
(-10404/133055,12887317/13571610)
(1/17,-5)
(-1/13,-5/13)
(1/5,48/5)
(841/5219,-1223382/151351)
(1/6617,-538260/6617)
(1/6617,538259/6617)
(-28561/219385,-11816977/2180945)
#
# (a,b,c,d) = (-2227,0,1,0) and D = -8908:
#
(4/801,-22673/1602)
(4/801,22673/1602)
#
# (a,b,c,d) = (1,8,1,-5) and D = -8905:
#
(-1,1)
(-3,2/5)
(26/101,-63/101)
(22/107,-65/107)
(-337/307,79/307)
(1828/3683,-13727/18415)
(799/671,1112/671)
(-647/817,549/817)
(-236/169,-1701/845)
(-67/43,11/43)
(26,37)
(8/1573,-4597/7865)
(39251/54223,40166/271115)
(1,0)
(-276/251,-403/251)
(13/17,2/17)
#
# (a,b,c,d) = (-2226,1,1,0) and D = -8905:
#
(1849/23534,2583353/505981)
(961/7944,-529595/82088)
(1/14,-71/14)
(-4489/21844,-6834221/731774)
(4644025/581058656,7004732197973/626090701840)
(1849/23534,-749459/144566)
(-33489/13454,-143046445/1231041)
(-1/4,47/4)
(1/14,5)
(-9/74,-545/111)
(-33489/13454,41745911/351726)
(-25/186,5387/930)
(5329/832016,379475039/30368584)
(-4489/21844,13969205/1463548)
(121/2484,-46495/9108)
(5329/832016,-759339095/60737168)
(4/129,-1517/258)
(-2209/23436,80651/26226)
(-1/4,-23/2)
(-9/74,1117/222)
(-2209/23436,-3283519/1101492)
(-25/186,-877/155)
(961/7944,779497/123132)
(4/129,503/86)
(4644025/581058656,-14019472269821/1252181403680)
(121/2484,69077/13662)
#
# (a,b,c,d) = (-2226,0,1,0) and D = -8904:
#
#
# (a,b,c,d) = (-2225,1,1,0) and D = -8901:
#
(1/13,66/13)
(1/13,-67/13)
#
# (a,b,c,d) = (-17,4,5,0) and D = -8900:
#
(49/376,-17307/13160)
(49/376,3187/2632)
(-1/2,-1/2)
(-1/2,9/10)
#
# (a,b,c,d) = (-2225,0,1,0) and D = -8900:
#
(-1/10,7/2)
(49/1880,16621/2632)
(49/1880,-16621/2632)
(-1/10,-7/2)
#
# (a,b,c,d) = (-278,1,2,0) and D = -8900:
#
(-1/5,-17/10)
(-1/5,9/5)
(49/940,41381/13160)
(49/940,-10431/3290)
#
# (a,b,c,d) = (-2,3,10,0) and D = -8900:
#
(-1,1/2)
(-1,-1/5)
(49/188,1949/3290)
(49/188,-1765/2632)
#
# (a,b,c,d) = (-1,7,10,0) and D = -8900:
#
(49/188,-9511/13160)
(-1,0)
(-1,7/10)
(49/188,711/1316)
#
# (a,b,c,d) = (-2224,1,1,0) and D = -8897:
#
(1/16,-5)
(1/16,79/16)
#
# (a,b,c,d) = (-278,0,2,0) and D = -8896:
#
(18/145,2161/870)
(18/145,-2161/870)
#
# (a,b,c,d) = (-2224,0,1,0) and D = -8896:
#
(9/145,2161/435)
(9/145,-2161/435)
#
# (a,b,c,d) = (-2223,1,1,0) and D = -8893:
#
(1/303,1758/101)
(1600/18369,298469/56520)
(1/303,-5275/303)
(1600/18369,-438233/81640)
#
# (a,b,c,d) = (-82,2,3,0) and D = -8892:
#
#
# (a,b,c,d) = (-2223,0,1,0) and D = -8892:
#
#
# (a,b,c,d) = (-2222,1,1,0) and D = -8889:
#
#
# (a,b,c,d) = (-2222,0,1,0) and D = -8888:
#
(-1/13,5/13)
(-1/13,-5/13)
#
# (a,b,c,d) = (-2221,1,1,0) and D = -8885:
#
#
# (a,b,c,d) = (-2221,0,1,0) and D = -8884:
#
(1/27,148/27)
(9/115,1772/345)
(16/465,10471/1860)
(-25/141,-5648/705)
(-25/141,5648/705)
(1/27,-148/27)
(87616/51705,1222276621/15304680)
(-16/183,1723/732)
(15129/77875,90350488/9578625)
(-16/183,-1723/732)
(87616/51705,-1222276621/15304680)
(121/147,62752/1617)
(121/147,-62752/1617)
(16/465,-10471/1860)
(9/115,-1772/345)
(-64/399,22775/3192)
(15129/77875,-90350488/9578625)
(-64/399,-22775/3192)
#
# (a,b,c,d) = (1,8,-6,-2) and D = -8884:
#
(-67651/46397,10108/46397)
(-41/151,-104/151)
(-115/149,-143/149)
(1247/191,1359/191)
(1,-4)
(-50191/70577,-64232/70577)
(1,0)
(-41605/31211,6643/31211)
(1,1)
#
# (a,b,c,d) = (-2220,1,1,0) and D = -8881:
#
#
# (a,b,c,d) = (-2220,0,1,0) and D = -8880:
#
#
# (a,b,c,d) = (-277,2,2,0) and D = -8880:
#
#
# (a,b,c,d) = (-2219,1,1,0) and D = -8877:
#
(1/97,956/97)
(1/97,-957/97)
#
# (a,b,c,d) = (-2219,0,1,0) and D = -8876:
#
(-4/31,-335/62)
(-4/31,335/62)
#
# (a,b,c,d) = (-2218,1,1,0) and D = -8873:
#
(1/434,9041/434)
(1/434,-4521/217)
#
# (a,b,c,d) = (-2218,0,1,0) and D = -8872:
#
(49/879,30661/6153)
(49/879,-30661/6153)
#
# (a,b,c,d) = (-2217,1,1,0) and D = -8869:
#
(-1/13,5/13)
(9/28795,-4886263/86385)
(9/28795,4886236/86385)
(-1/13,-4/13)
#
# (a,b,c,d) = (-277,1,2,0) and D = -8868:
#
(11025/115847,-31322468/12163935)
(-1,12)
(-289/1849,-12332/31433)
(11025/115847,61487311/24327870)
(-1,-23/2)
(-289/1849,29577/62866)
#
# (a,b,c,d) = (-2217,0,1,0) and D = -8868:
#
(-289/3698,-54241/62866)
(11025/231694,124132247/24327870)
(11025/231694,-124132247/24327870)
(-289/3698,54241/62866)
(-1/2,47/2)
(-1/2,-47/2)
#
# (a,b,c,d) = (-2216,1,1,0) and D = -8865:
#
#
# (a,b,c,d) = (-82,1,3,0) and D = -8865:
#
#
# (a,b,c,d) = (-2216,0,1,0) and D = -8864:
#
#
# (a,b,c,d) = (-277,0,2,0) and D = -8864:
#
#
# (a,b,c,d) = (-2215,1,1,0) and D = -8861:
#
(4/17,379/34)
(4/17,-387/34)
#
# (a,b,c,d) = (-2215,0,1,0) and D = -8860:
#
(4/41,459/82)
(4/41,-459/82)
#
# (a,b,c,d) = (-2214,1,1,0) and D = -8857:
#
#
# (a,b,c,d) = (-82,0,3,0) and D = -8856:
#
#
# (a,b,c,d) = (-2214,0,1,0) and D = -8856:
#
#
# (a,b,c,d) = (-2213,1,1,0) and D = -8853:
#
#
# (a,b,c,d) = (-2213,0,1,0) and D = -8852:
#
(-1/13,4/13)
(-169/521,-102666/6773)
(4/169,-2229/338)
(-1/13,-4/13)
(-289/1313,-226170/22321)
(-289/1313,226170/22321)
(4/169,2229/338)
(-169/521,102666/6773)
#
# (a,b,c,d) = (1,6,-5,-6) and D = -8852:
#
(-8302078093/1391098075,1259876854/1391098075)
(695/491,-2037/982)
(-6601/37664,-118339/225984)
(-7/10,17/20)
(1,0)
(-2149/3298,4771/6596)
(1,-3/2)
(1,2/3)
#
# (a,b,c,d) = (-2212,1,1,0) and D = -8849:
#
#
# (a,b,c,d) = (-2212,0,1,0) and D = -8848:
#
(-1/12,11/6)
(-1/12,-11/6)
#
# (a,b,c,d) = (-276,2,2,0) and D = -8848:
#
(-1/6,1)
(-1/6,-5/6)
#
# (a,b,c,d) = (-34,3,4,0) and D = -8848:
#
(-1/3,-1/3)
(-1/3,7/12)
#
# (a,b,c,d) = (-2211,1,1,0) and D = -8845:
#
(-1/9,-38/9)
(-1/9,13/3)
(5929/165771,-23684621/4254789)
(5929/165771,70597330/12764367)
#
# (a,b,c,d) = (-2211,0,1,0) and D = -8844:
#
#
# (a,b,c,d) = (-2210,1,1,0) and D = -8841:
#
#
# (a,b,c,d) = (-2210,0,1,0) and D = -8840:
#
(-1,-47)
(-1,47)
(289/76751,-21264329/1304767)
(289/76751,21264329/1304767)
#
# (a,b,c,d) = (3,1,-9,-2) and D = -8837:
#
(-167/1591,-1060/1591)
(1,1/2)
(-1/3,1)
(5129/973,-2851/973)
(-5/21,-4/7)
(-145/414,353/276)
(-599/125,334/125)
(53,-59/2)
(-39367/111531,-19763/37177)
#
# (a,b,c,d) = (-2209,1,1,0) and D = -8837:
#
(1/11,-60/11)
(9/67,-1396/201)
(-1/13,4/13)
(-1/13,-3/13)
(1/11,59/11)
(-14161/179773,-20692932/21392987)
(-14161/179773,22378091/21392987)
(9/67,1369/201)
#
# (a,b,c,d) = (-276,1,2,0) and D = -8836:
#
(1/3150,83341/2100)
(-3969/2350,5998919/296100)
(-3969/2350,-1437218/74025)
(5000/2961,1917403/98700)
(5000/2961,-6002209/296100)
(1/3150,-62506/1575)
#
# (a,b,c,d) = (23,93,94,0) and D = -8836:
#
(5000/63,-250001/6300)
(5000/63,-11499953/296100)
(-3969/50,11502209/296100)
(-3969/50,125023/3150)
(47/3150,123919/148050)
(47/3150,-252209/296100)
#
# (a,b,c,d) = (0,1,94,0) and D = -8836:
#
(47/3150,2500/2961)
(47/3150,-3969/4700)
(5000/63,1/6300)
(5000/63,-3969/4700)
(-3969/50,1/6300)
(-3969/50,2500/2961)
#
# (a,b,c,d) = (0,2,47,0) and D = -8836:
#
(-3969/100,5000/2961)
(-3969/100,1/3150)
(47/6300,-3969/2350)
(47/6300,5000/2961)
(2500/63,1/3150)
(2500/63,-3969/2350)
#
# (a,b,c,d) = (-2209,0,1,0) and D = -8836:
#
(2500/2961,125047/3150)
(-3969/4700,-249953/6300)
(1/6300,500047/6300)
(1/6300,-500047/6300)
(-3969/4700,249953/6300)
(2500/2961,-125047/3150)
#
# (a,b,c,d) = (-2208,1,1,0) and D = -8833:
#
#
# (a,b,c,d) = (-2208,0,1,0) and D = -8832:
#
(1,-47)
(1,47)
#
# (a,b,c,d) = (-276,0,2,0) and D = -8832:
#
(2,47/2)
(2,-47/2)
#
# (a,b,c,d) = (2,3,-9,-3) and D = -8829:
#
#
# (a,b,c,d) = (-3,1,9,0) and D = -8829:
#
(9/7,46/63)
(9/7,-55/63)
#
# (a,b,c,d) = (-81,3,3,0) and D = -8829:
#
(3/7,-55/21)
(3/7,46/21)
#
# (a,b,c,d) = (-2207,1,1,0) and D = -8829:
#
(1/7,-51/7)
(1/7,50/7)
#
# (a,b,c,d) = (2,6,-7,-2) and D = -8828:
#
(1345/1952,1277/3904)
(-1,-1)
#
# (a,b,c,d) = (-2207,0,1,0) and D = -8828:
#
#
# (a,b,c,d) = (-2206,1,1,0) and D = -8825:
#
#
# (a,b,c,d) = (-2206,0,1,0) and D = -8824:
#
(-1/13,-3/13)
(4/28665,-4853197/57330)
(4/28665,4853197/57330)
(-1/13,3/13)
#
# (a,b,c,d) = (-2205,1,1,0) and D = -8821:
#
(1/45,61/9)
(-81/575,-6194/1035)
(25/171,691/95)
(1/45,-34/5)
(-81/575,31699/5175)
(25/171,-6344/855)
(11236/394065,-807023/132606)
(11236/394065,253021229/41770890)
#
# (a,b,c,d) = (-2205,0,1,0) and D = -8820:
#
#
# (a,b,c,d) = (-2204,1,1,0) and D = -8817:
#
(1/46,315/46)
(-4/47,-189/94)
(1/46,-158/23)
(-4/47,197/94)
(-121/1064,-675/154)
(441/148,-439433/3108)
(441/148,107543/777)
(-121/1064,52631/11704)
#
# (a,b,c,d) = (-275,2,2,0) and D = -8816:
#
(1/205,-2076/205)
(1/205,415/41)
#
# (a,b,c,d) = (-2204,0,1,0) and D = -8816:
#
(1/410,4151/205)
(1/410,-4151/205)
#
# (a,b,c,d) = (-2203,1,1,0) and D = -8813:
#
(-1/13,-2/13)
(25/257699,130818418/1288495)
(-1/13,3/13)
(30625/243581,276131729/42626675)
(25/257699,-130818543/1288495)
(30625/243581,-281491104/42626675)
#
# (a,b,c,d) = (-2203,0,1,0) and D = -8812:
#
#
# (a,b,c,d) = (-2202,1,1,0) and D = -8809:
#
(9/256,-4301/768)
(9/256,2137/384)
#
# (a,b,c,d) = (-2202,0,1,0) and D = -8808:
#
#
# (a,b,c,d) = (-2201,1,1,0) and D = -8805:
#
(3481/208351,-95692416/12292709)
(3481/208351,3080227/396539)
(-1/11,-29/11)
(-1/11,30/11)
#
# (a,b,c,d) = (-2201,0,1,0) and D = -8804:
#
(-2209/8800,-4800373/413600)
(-1/13,-2/13)
(-32041/380950,-130825739/68190050)
(1/32,187/32)
(-81/170,-34129/1530)
(1/20,101/20)
(1/524,-11995/524)
(16/257465,130640339/1029860)
(34969/121280,-309679247/22679360)
(1/524,11995/524)
(1/2,47/2)
(1/32,-187/32)
(-32041/380950,130825739/68190050)
(34969/121280,309679247/22679360)
(-2209/8800,4800373/413600)
(25/671,18344/3355)
(225/4876,-375499/73140)
(16/257465,-130640339/1029860)
(361/456710,-308646259/8677490)
(-25/34,5861/170)
(-9/110,523/330)
(49/38228,7474349/267596)
(49/38228,-7474349/267596)
(-9/110,-523/330)
(-25/34,-5861/170)
(-81/170,34129/1530)
(361/456710,308646259/8677490)
(25/671,-18344/3355)
(-1/13,2/13)
(-36/23,-10133/138)
(-36/23,10133/138)
(1/20,-101/20)
(225/4876,375499/73140)
(1/2,-47/2)
#
# (a,b,c,d) = (-275,1,2,0) and D = -8804:
#
(-9/55,-124/165)
(1,23/2)
(34969/60640,-31621845/4535872)
(-72/23,-9917/276)
(32/257465,26128055/411944)
(-25/17,2993/170)
(34969/60640,75785011/11339680)
(-2/13,-1/26)
(1/16,-47/16)
(49/19114,-1868673/133798)
(49/19114,3737003/267596)
(-2/13,3/26)
(225/2438,93031/36570)
(-32041/190475,68280539/68190050)
(1/16,93/32)
(361/228355,-154326559/8677490)
(361/228355,15431970/867749)
(1/10,-51/20)
(225/2438,-189437/73140)
(1,-12)
(-32041/190475,-1250904/1363801)
(-72/23,10349/276)
(-25/17,-1434/85)
(50/671,18219/6710)
(-9/55,5/6)
(-81/85,17429/1530)
(1/10,5/2)
(1/262,-2999/262)
(1/262,5997/524)
(32/257465,-130640403/2059720)
(-2209/4400,-93931/16544)
(-81/85,-1670/153)
(50/671,-1679/610)
(-2209/4400,111459/18800)
#
# (a,b,c,d) = (-2200,1,1,0) and D = -8801:
#
(1/686,-8984/343)
(1/686,17967/686)
#
# (a,b,c,d) = (-275,0,2,0) and D = -8800:
#
#
# (a,b,c,d) = (-2200,0,1,0) and D = -8800:
#
#
# (a,b,c,d) = (-2199,1,1,0) and D = -8797:
#
(-1/13,2/13)
(-1/13,-1/13)
#
# (a,b,c,d) = (-2199,0,1,0) and D = -8796:
#
#
# (a,b,c,d) = (-2198,1,1,0) and D = -8793:
#
(25/136,-3067/340)
(25/136,6009/680)
#
# (a,b,c,d) = (-2198,0,1,0) and D = -8792:
#
(-1/13,1/13)
(-1/13,-1/13)
(4/257153,130402943/514306)
(4/257153,-130402943/514306)
#
# (a,b,c,d) = (-2197,1,1,0) and D = -8789:
#
(4,-379/2)
(-7921/5425,-32690404/482825)
(4,371/2)
(1/169,-2198/169)
(961/77665,21674131/2407615)
(-169/1715,75674/22295)
(1/25,-134/25)
(-7921/5425,33395373/482825)
(-196/2015,92821/28210)
(361/157,-324950/2983)
(25/191,6364/955)
(25/191,-6489/955)
(1/257075,10026432/19775)
(9/103,-1655/309)
(2809/71725,20362982/3801425)
(1/257075,-130343617/257075)
(1/25,133/25)
(-169/1715,-73477/22295)
(-1/13,1/13)
(1/169,13)
(9/103,1628/309)
(361/157,318091/2983)
(-196/2015,-6929/2170)
(961/77665,-21703922/2407615)
(2809/71725,-20511859/3801425)
(-1/13,0)
#
# (a,b,c,d) = (1,3,-11,-4) and D = -8789:
#
(-269/127,-117/127)
(274/253,-1641/506)
(103405/20619,43619/20619)
(-31/59,26/59)
(1,1/4)
(93/17,157/68)
(-22/23,15/46)
(-5/9,14/9)
(54177/33667,-8797/33667)
(-5,1)
(-177/353,-158/353)
(1,-3)
(1,0)
(-71/138,-247/552)
#
# (a,b,c,d) = (-2197,0,1,0) and D = -8788:
#
(-1/13,0)
#
# (a,b,c,d) = (-1,0,13,0) and D = -8788:
#
(-1,0)
#
# (a,b,c,d) = (-2196,1,1,0) and D = -8785:
#
(-1/6,-22/3)
(4/249,-1317/166)
(-169/2196,4393/28548)
(4/249,3943/498)
(441/2584,112205/13566)
(-1/6,15/2)
(-169/2196,-1/13)
(441/2584,-458081/54264)
(6838225/1930014,46060353634/280388145)
(6838225/1930014,-846968323787/5046986610)
#
# (a,b,c,d) = (-10,2,6,0) and D = -8784:
#
(-8/13,37/52)
(-8/13,-79/156)
#
# (a,b,c,d) = (-2196,0,1,0) and D = -8784:
#
(-4/39,-95/26)
(-4/39,95/26)
#
# (a,b,c,d) = (-81,2,3,0) and D = -8784:
#
(-4/13,103/78)
(-4/13,-29/26)
#
# (a,b,c,d) = (-274,2,2,0) and D = -8784:
#
(-8/39,-269/156)
(-8/39,301/156)
#
# (a,b,c,d) = (-2195,1,1,0) and D = -8781:
#
(-1/5,-9)
(2401/54793,-14019076/2684857)
(-1/5,46/5)
(2401/54793,13901427/2684857)
#
# (a,b,c,d) = (-2195,0,1,0) and D = -8780:
#
(841/20461,3141924/593369)
(841/20461,-3141924/593369)
#
# (a,b,c,d) = (-2194,1,1,0) and D = -8777:
#
#
# (a,b,c,d) = (-2194,0,1,0) and D = -8776:
#
(-9/65,-1151/195)
(64/4329,285835/34632)
(64/4329,-285835/34632)
(-169/2193,6583/28509)
(-169/2193,-6583/28509)
(-9/65,1151/195)
#
# (a,b,c,d) = (-2193,1,1,0) and D = -8773:
#
#
# (a,b,c,d) = (-274,1,2,0) and D = -8772:
#
(-1/4,21/8)
(1681/18056,-3826221/1480592)
(1681/18056,939325/370148)
(-1/4,-5/2)
#
# (a,b,c,d) = (-2193,0,1,0) and D = -8772:
#
(-1/8,41/8)
(-1/8,-41/8)
(1681/36112,7583521/1480592)
(1681/36112,-7583521/1480592)
#
# (a,b,c,d) = (-2192,1,1,0) and D = -8769:
#
(3969/112270,-39522743/7073010)
(-169/932,24988/3029)
(225/6466,270868/48495)
(-134689/4910,2339141047/1801970)
(225/6466,-545111/96990)
(1/10,-57/10)
(-169/932,-97755/12116)
(-4/47,-187/94)
(40401/64000,-24038959/804000)
(-12996/51143,-67656295/5830302)
(1/4,-12)
(-12996/51143,69137839/5830302)
(3969/112270,19636348/3536505)
(78961/10996390,18234308148/1544992795)
(40401/64000,376502743/12864000)
(-134689/4910,-1144855092/900985)
(-4/47,195/94)
(1/4,47/4)
(1/10,28/5)
(78961/10996390,-36490804337/3089985590)
#
# (a,b,c,d) = (1,7,-6,-3) and D = -8769:
#
(206/229,161/229)
(-5648/6417,15485/6417)
(2663/3679,1304/3679)
(-5/21,-13/21)
(-20313266/35187777,-25125187/35187777)
(-67/99,31/99)
(-3676/7761,3829/7761)
(-5329/11201,12654/11201)
(-1,-1)
(1,0)
(-4013/2077,585/2077)
(-118/31,-109/31)
(-16721/8857,2457/8857)
(5/3,-14/3)
#
# (a,b,c,d) = (-2192,0,1,0) and D = -8768:
#
(1225/56984,3437537/498610)
(1/8,13/2)
(-1/7,-43/7)
(-169/2128,-7681/6916)
(-25/16,-1463/20)
(-1/7,43/7)
(-25/16,1463/20)
(-169/2128,7681/6916)
(1/8,-13/2)
(1225/56984,-3437537/498610)
(9/352,1681/264)
(9/352,-1681/264)
#
# (a,b,c,d) = (-4,3,8,0) and D = -8768:
#
(-25/2,919/80)
(-8/7,55/56)
(9/44,-881/1056)
(1,5/8)
(-169/266,446/1729)
(9/44,25/33)
(1225/7123,-1783081/1994440)
(1225/7123,206807/249305)
(-25/2,-34/5)
(-8/7,-31/56)
(-169/266,-545/27664)
(1,-1)
#
# (a,b,c,d) = (-34,2,4,0) and D = -8768:
#
(1225/14246,-870103/498610)
(1/2,3/2)
(-169/532,4939/13832)
(9/88,-427/264)
(9/88,827/528)
(-169/532,-1371/6916)
(-4/7,47/28)
(-4/7,-39/28)
(-25/4,-669/40)
(-25/4,397/20)
(1225/14246,99843/58660)
(1/2,-7/4)
#
# (a,b,c,d) = (-274,0,2,0) and D = -8768:
#
(1/4,13/4)
(1225/28492,3437537/997220)
(-169/1064,7681/13832)
(-2/7,43/14)
(9/176,-1681/528)
(-25/8,1463/40)
(-25/8,-1463/40)
(-2/7,-43/14)
(9/176,1681/528)
(1225/28492,-3437537/997220)
(1/4,-13/4)
(-169/1064,-7681/13832)
#
# (a,b,c,d) = (-2191,1,1,0) and D = -8765:
#
(9/439,-9298/1317)
(9/439,9271/1317)
#
# (a,b,c,d) = (-2191,0,1,0) and D = -8764:
#
#
# (a,b,c,d) = (1,0,-13,-1) and D = -8761:
#
(-19/89,234/89)
(-23/143,133/143)
(283/143,-74/143)
(13/109,-201/109)
(-222185/1259869,-744009/1259869)
(127/121,-13/121)
(234/209,-35/209)
(250825/152633,60667/152633)
(20615/19591,2144/19591)
(-2/13,21/13)
(1,-13)
(34531/9139,-9591/9139)
(-1521/4367,2224/4367)
(16/13,3/13)
(0,-1)
(1,0)
(-1391/5959,3885/5959)
#
# (a,b,c,d) = (-2190,1,1,0) and D = -8761:
#
(4/257,-4141/514)
(15100996/117619425,-41883236077/6261220350)
(1/198,1393/99)
(15100996/117619425,199919584211/30471272370)
(9801/9256,22466839/458172)
(-1/12,11/6)
(-73984/536943,865726151/146048496)
(529/20580,-602569/94668)
(-1/12,-7/4)
(1/806,-22883/806)
(-1/10,7/2)
(1849/231000,37015621/3311000)
(-669124/8659135,-2352804563/7083172430)
(4/257,4133/514)
(9801/9256,-45903977/916344)
(-1/10,-17/5)
(-36/455,-2719/2730)
(1/198,-929/66)
(1/806,11441/403)
(1849/231000,-11112637/993300)
(-73984/536943,-281867501/48682832)
(529/20580,500113/78890)
(-669124/8659135,580029599/1416634486)
(-36/455,587/546)
#
# (a,b,c,d) = (-2190,0,1,0) and D = -8760:
#
#
# (a,b,c,d) = (-2189,1,1,0) and D = -8757:
#
(-1/3,-46/3)
(1/81,730/81)
(16/121,-3309/484)
(-1/3,47/3)
(16/121,295/44)
(-49/573,8504/4011)
(1/81,-731/81)
(-49/573,-8161/4011)
#
# (a,b,c,d) = (-81,1,3,0) and D = -8757:
#
(-1,-5)
(48/121,3181/1452)
(1/27,-244/81)
(1/27,3)
(-1,16/3)
(48/121,-3373/1452)
(-49/191,-2606/4011)
(-49/191,983/1337)
#
# (a,b,c,d) = (-2189,0,1,0) and D = -8756:
#
#
# (a,b,c,d) = (-2188,1,1,0) and D = -8753:
#
(-169/524,-25243/1703)
(-169/524,103169/6812)
#
# (a,b,c,d) = (-273,2,2,0) and D = -8752:
#
(2/21,5/2)
(2/21,-109/42)
#
# (a,b,c,d) = (-2188,0,1,0) and D = -8752:
#
(1/21,107/21)
(1/21,-107/21)
#
# (a,b,c,d) = (-2187,1,1,0) and D = -8749:
#
#
# (a,b,c,d) = (-2187,0,1,0) and D = -8748:
#
(1/9,6)
(-16/207,33/92)
(1/9,-6)
(-16/207,-33/92)
#
# (a,b,c,d) = (-81,0,3,0) and D = -8748:
#
(-16/69,-11/92)
(-16/69,11/92)
(1/3,-2)
(1/3,2)
#
# (a,b,c,d) = (-3,0,9,0) and D = -8748:
#
(1,-2/3)
(-16/23,-11/276)
(-16/23,11/276)
(1,2/3)
#
# (a,b,c,d) = (-2,6,9,0) and D = -8748:
#
(1,1/3)
(-16/23,25/92)
(1,-1)
(-16/23,53/276)
#
# (a,b,c,d) = (3,3,-8,-3) and D = -8745:
#
(5/23,-67/69)
(-2,1)
(-10/41,-23/41)
#
# (a,b,c,d) = (-2186,1,1,0) and D = -8745:
#
(-289/1526,112153/12971)
(-64/791,9099/6328)
(-64/791,-8587/6328)
(-289/1526,-219393/25942)
#
# (a,b,c,d) = (-2186,0,1,0) and D = -8744:
#
(9/103,-1639/309)
(9/103,1639/309)
(-96707556/1200570575,-15704981418601/11806411034550)
(-96707556/1200570575,15704981418601/11806411034550)
#
# (a,b,c,d) = (-2185,1,1,0) and D = -8741:
#
#
# (a,b,c,d) = (-2185,0,1,0) and D = -8740:
#
(1/36,-221/36)
(-5329/68256,3559307/4982688)
(48841/262584,522181967/58031064)
(-9/14,1261/42)
(1/6,49/6)
(1/6,-49/6)
(625/9639,-1195412/240975)
(48841/262584,-522181967/58031064)
(625/9639,1195412/240975)
(-5329/68256,-3559307/4982688)
(1/36,221/36)
(-2401/25896,-3588493/1268904)
(25/384,-9527/1920)
(169/2766,178069/35958)
(1/156,-1949/156)
(1/39,248/39)
(-9/14,-1261/42)
(-1156/5031,1802237/171054)
(-225/2054,-127369/30810)
(-2401/25896,3588493/1268904)
(81/12766,1442791/114894)
(246016/1631721,6072790261/809333616)
(246016/1631721,-6072790261/809333616)
(81/12766,-1442791/114894)
(-225/2054,127369/30810)
(-1156/5031,-1802237/171054)
(1/156,1949/156)
(169/2766,-178069/35958)
(1/39,-248/39)
(25/384,9527/1920)
#
# (a,b,c,d) = (-273,1,2,0) and D = -8740:
#
(-2401/12948,1853071/1268904)
(-225/1027,-4769/2370)
(-5329/34128,329027/830448)
(81/6383,721031/114894)
(1/18,55/18)
(-2312/5031,-1762933/342108)
(1/78,487/78)
(81/6383,-27760/4419)
(169/1383,-90133/35958)
(1/78,-25/4)
(25/192,-2413/960)
(-9/7,-617/42)
(1/3,-25/6)
(48841/131292,-19034851/4145076)
(-2401/12948,-22249/16268)
(1/18,-37/12)
(169/1383,14656/5993)
(-2312/5031,47219/8772)
(25/192,1567/640)
(-225/1027,32686/15405)
(492032/1631721,-476524169/124512864)
(48841/131292,85231351/19343688)
(2/39,-83/26)
(-5329/34128,-1585145/4982688)
(492032/1631721,283369825/77079392)
(1250/9639,-403679/160650)
(1250/9639,168541/68850)
(2/39,19/6)
(-9/7,46/3)
(1/3,4)
#
# (a,b,c,d) = (-2184,1,1,0) and D = -8737:
#
#
# (a,b,c,d) = (-273,0,2,0) and D = -8736:
#
#
# (a,b,c,d) = (-2184,0,1,0) and D = -8736:
#
#
# (a,b,c,d) = (-2183,1,1,0) and D = -8733:
#
(9/37,-35/3)
(9/37,1268/111)
#
# (a,b,c,d) = (-2183,0,1,0) and D = -8732:
#
#
# (a,b,c,d) = (-2182,1,1,0) and D = -8729:
#
#
# (a,b,c,d) = (-2182,0,1,0) and D = -8728:
#
(1/3,47/3)
(1/3,-47/3)
#
# (a,b,c,d) = (-17,3,5,0) and D = -8725:
#
#
# (a,b,c,d) = (-2181,1,1,0) and D = -8725:
#
#
# (a,b,c,d) = (-2181,0,1,0) and D = -8724:
#
#
# (a,b,c,d) = (-2180,1,1,0) and D = -8721:
#
(-4/15,-73/6)
(-4/15,373/30)
#
# (a,b,c,d) = (-80,3,3,0) and D = -8721:
#
(-4/5,9/2)
(-4/5,-37/10)
#
# (a,b,c,d) = (-272,2,2,0) and D = -8720:
#
(9/68,-130/51)
(9/68,29/12)
(2/29,161/58)
(-1/2,-11/2)
(-1849/8138,-729537/349934)
(-1849/8138,404522/174967)
(-121/752,6027/8272)
(2/29,-165/58)
(-1/2,6)
(-121/752,-587/1034)
#
# (a,b,c,d) = (-2180,0,1,0) and D = -8720:
#
(-1/4,23/2)
(9/136,1013/204)
(-121/1504,-10723/8272)
(-1849/16276,1538581/349934)
(-1849/16276,-1538581/349934)
(-121/1504,10723/8272)
(9/136,-1013/204)
(-1/4,-23/2)
(1/29,-163/29)
(1/29,163/29)
#
# (a,b,c,d) = (-34,1,4,0) and D = -8720:
#
(-121/376,6027/16544)
(9/34,29/24)
(-1,3)
(4/29,-165/116)
(-1,-11/4)
(-1849/4069,-729537/699868)
(-1849/4069,202261/174967)
(4/29,161/116)
(9/34,-65/51)
(-121/376,-587/2068)
#
# (a,b,c,d) = (-2179,1,1,0) and D = -8717:
#
(-4/7,377/14)
(-4/7,-369/14)
#
# (a,b,c,d) = (-2179,0,1,0) and D = -8716:
#
(1/5,48/5)
(1/5,-48/5)
#
# (a,b,c,d) = (2,3,-11,2) and D = -8713:
#
(-167/68,-107/68)
(1,1/2)
(87481/4430,-26723/4430)
(-1/4,1/2)
(-5/16,-41/32)
(85/254,239/127)
(-25/34,-11/17)
(1/106,43/53)
(3435/2408,-929/2408)
(-43/40,-31/40)
(-9124445/22176166,18457279/44352332)
(1959/692,-295/346)
(-3/2,-1)
(33135/5936,20947/5936)
(-1/2,-5/2)
(-743/272,461/544)
(389/3262,6985/6524)
(13693/148,-4183/148)
(31/40,1/20)
(-12157265/897532,-15388517/1795064)
(-1725/106,527/106)
(-1021299/3064840,-9020591/6129680)
(155/197,83/394)
(-32621/72539,58547/145078)
(-339/955,-1451/1910)
(-45301/148750,-144217/148750)
(4101477/1950695,5086493/3901390)
(-81843/86080,-123887/172160)
(-3/2,1/2)
(1328829/1802954,6938977/1802954)
(-3/2,-31/4)
(-35253429/80727976,-172835137/80727976)
(87675703/62867450,51539251/62867450)
#
# (a,b,c,d) = (-2178,1,1,0) and D = -8713:
#
(-9/104,-667/312)
(1089/5146,-867677/84909)
(-32041/208692,-1248775/188666)
(-9/68,571/102)
(2809/300096,-9145381/883616)
(25/1326,-16233/2210)
(-52809289/18433494,-984384572521/7442011161)
(81/8398,-385357/37791)
(-169/2172,5817/9412)
(-4/39,287/78)
(-30976/102951,-27729397/2013264)
(-361/618,161591/5871)
(25/1326,24287/3315)
(-2839225/32622624,-60319548563/27484560720)
(81/8398,769985/75582)
(1/18,89/18)
(-4096/17727,4045323/378176)
(-9/68,-1115/204)
(-9/104,347/156)
(-4/39,-93/26)
(1/1254,-4037/114)
(1/12,31/6)
(1/12,-21/4)
(1/1254,7401/209)
(-4096/17727,-11873825/1134528)
(-25/174,2713/435)
(16/3393,21959/1508)
(16/33,987/44)
(2809/37692,-10165427/1997676)
(-1156/14607,518005/496638)
(-169/2172,-7627/14118)
(16/3393,-197695/13572)
(-25/174,-1767/290)
(43264/739857,757986425/153890256)
(43264/739857,-255661779/51296752)
(-30976/102951,255016349/18119376)
(24964/48081,182417347/7596798)
(1/24,-127/24)
(16/33,-275/12)
(2809/300096,164467981/15905088)
(169/193842,-39185/1157)
(25/144,3011/360)
(25/144,-683/80)
(-12321/54776,63212849/6080136)
(2809/37692,556475/110982)
(-15625/188376,-13110519/7849000)
(-36/143,913/78)
(1/24,21/4)
(-7569/5258,15530179/228723)
(-15625/188376,20642341/11773500)
(-2839225/32622624,13935910139/6107680160)
(24964/48081,-5647323/230206)
(-361/618,-105441/3914)
(1089/5146,1699417/169818)
(169/193842,85342733/2519946)
(-32041/208692,252992789/37355868)
(1/18,-5)
(-7569/5258,-2763805/41586)
(-12321/54776,-30922609/3040068)
(-1156/14607,-53189/55182)
(-36/143,-9827/858)
(-52809289/18433494,18102687408541/133956200898)
#
# (a,b,c,d) = (-2178,0,1,0) and D = -8712:
#
#
# (a,b,c,d) = (-2177,1,1,0) and D = -8709:
#
#
# (a,b,c,d) = (-2177,0,1,0) and D = -8708:
#
#
# (a,b,c,d) = (-272,1,2,0) and D = -8708:
#
#
# (a,b,c,d) = (-2176,1,1,0) and D = -8705:
#
#
# (a,b,c,d) = (-34,0,4,0) and D = -8704:
#
#
# (a,b,c,d) = (-272,0,2,0) and D = -8704:
#
#
# (a,b,c,d) = (-2176,0,1,0) and D = -8704:
#
#
# (a,b,c,d) = (-33,4,4,0) and D = -8704:
#
#
# (a,b,c,d) = (-2175,1,1,0) and D = -8701:
#
(1/15,-5)
(-22201/210405,122020274/31350345)
(1/15,74/15)
(-22201/210405,-7914155/2090023)
#
# (a,b,c,d) = (-2175,0,1,0) and D = -8700:
#
(-9/71,1108/213)
(-9/71,-1108/213)
#
# (a,b,c,d) = (-2174,1,1,0) and D = -8697:
#
#
# (a,b,c,d) = (-2174,0,1,0) and D = -8696:
#
#
# (a,b,c,d) = (-2173,1,1,0) and D = -8693:
#
#
# (a,b,c,d) = (-2173,0,1,0) and D = -8692:
#
(-1/9,-38/9)
(1/471,10222/471)
(-64/327,-23123/2616)
(1/471,-10222/471)
(-1/9,38/9)
(-64/327,23123/2616)
(5776/163017,-68926331/12389292)
(5776/163017,68926331/12389292)
#
# (a,b,c,d) = (1,1,-13,1) and D = -8692:
#
(0,1)
(13/73,180/73)
(1,0)
(-747/2125,-1112/2125)
(8/7,-1/7)
#
# (a,b,c,d) = (-2172,1,1,0) and D = -8689:
#
(-16/175,-1849/700)
(-16/175,1913/700)
#
# (a,b,c,d) = (-2172,0,1,0) and D = -8688:
#
(-1/11,29/11)
(-1/11,-29/11)
#
# (a,b,c,d) = (-271,2,2,0) and D = -8688:
#
(-2/11,31/22)
(-2/11,-27/22)
#
# (a,b,c,d) = (-2171,1,1,0) and D = -8685:
#
#
# (a,b,c,d) = (-2171,0,1,0) and D = -8684:
#
#
# (a,b,c,d) = (-2170,1,1,0) and D = -8681:
#
(-1/2,47/2)
(961/3860,-284661/23932)
(-1/2,-23)
(961/3860,696757/59830)
#
# (a,b,c,d) = (-2170,0,1,0) and D = -8680:
#
#
# (a,b,c,d) = (1,0,-13,-2) and D = -8680:
#
(1,0)
(1,-13/2)
#
# (a,b,c,d) = (-2169,1,1,0) and D = -8677:
#
#
# (a,b,c,d) = (-2169,0,1,0) and D = -8676:
#
(-1/12,-7/4)
(-1/12,7/4)
(49/6360,169153/14840)
(49/6360,-169153/14840)
#
# (a,b,c,d) = (-9,5,6,0) and D = -8676:
#
(-1/2,-1/12)
(49/1060,83719/44520)
(49/1060,-14239/7420)
(-1/2,1/2)
#
# (a,b,c,d) = (-271,1,2,0) and D = -8676:
#
(49/3180,126779/22260)
(-1/6,-5/6)
(-1/6,11/12)
(49/3180,-253901/44520)
#
# (a,b,c,d) = (-10,1,6,0) and D = -8676:
#
(-1/2,-1/4)
(49/1060,-21187/11130)
(-1/2,1/3)
(49/1060,5627/2968)
#
# (a,b,c,d) = (-80,2,3,0) and D = -8676:
#
(49/2120,-21187/5565)
(-1/4,-1/2)
(-1/4,2/3)
(49/2120,5627/1484)
#
# (a,b,c,d) = (-6,3,7,0) and D = -8673:
#
#
# (a,b,c,d) = (-2168,1,1,0) and D = -8673:
#
#
# (a,b,c,d) = (-271,0,2,0) and D = -8672:
#
(1/41,186/41)
(1/41,-186/41)
#
# (a,b,c,d) = (-2168,0,1,0) and D = -8672:
#
(1/82,372/41)
(1/82,-372/41)
#
# (a,b,c,d) = (-2167,1,1,0) and D = -8669:
#
#
# (a,b,c,d) = (-2167,0,1,0) and D = -8668:
#
#
# (a,b,c,d) = (-2166,1,1,0) and D = -8665:
#
(-9/74,-535/111)
(-9/74,1097/222)
#
# (a,b,c,d) = (-2166,0,1,0) and D = -8664:
#
(9/163,-2431/489)
(-49/437,-689/161)
(1/19,5)
(-16641/154421,79367635/19920309)
(1/19,-5)
(-16/95,-149/20)
(9/163,2431/489)
(-16/95,149/20)
(-16641/154421,-79367635/19920309)
(-100/551,2353/290)
(-49/437,689/161)
(-100/551,-2353/290)
#
# (a,b,c,d) = (1,10,19,0) and D = -8664:
#
(-316179/154421,283303090/378485871)
(-49/23,54/161)
(171/163,-4996/9291)
(1,-10/19)
(-100/29,2647/5510)
(-16/5,9/20)
(-16/5,469/380)
(-316179/154421,124567820/378485871)
(-49/23,2404/3059)
(171/163,-134/9291)
(1,0)
(-100/29,387/290)
#
# (a,b,c,d) = (-2165,1,1,0) and D = -8661:
#
(1/175,-2316/175)
(1/175,463/35)
#
# (a,b,c,d) = (-2165,0,1,0) and D = -8660:
#
(256/2009,-210787/32144)
(256/2009,210787/32144)
#
# (a,b,c,d) = (-2164,1,1,0) and D = -8657:
#
(78961/6812,-260828783/478543)
(1/26,-141/26)
(1/26,70/13)
(78961/6812,1021127091/1914172)
#
# (a,b,c,d) = (-270,2,2,0) and D = -8656:
#
#
# (a,b,c,d) = (-2164,0,1,0) and D = -8656:
#
#
# (a,b,c,d) = (-2163,1,1,0) and D = -8653:
#
(-1,-46)
(-1,47)
#
# (a,b,c,d) = (-2163,0,1,0) and D = -8652:
#
(16/361,7477/1444)
(16/361,-7477/1444)
#
# (a,b,c,d) = (0,1,93,0) and D = -8649:
#
#
# (a,b,c,d) = (10,61,93,0) and D = -8649:
#
#
# (a,b,c,d) = (-2162,1,1,0) and D = -8649:
#
#
# (a,b,c,d) = (-80,1,3,0) and D = -8649:
#
#
# (a,b,c,d) = (0,3,31,0) and D = -8649:
#
#
# (a,b,c,d) = (-2162,0,1,0) and D = -8648:
#
#
# (a,b,c,d) = (-2161,1,1,0) and D = -8645:
#
(1,46)
(-961/1921,-1367504/59551)
(1,-47)
(-961/1921,1397295/59551)
#
# (a,b,c,d) = (-270,1,2,0) and D = -8644:
#
#
# (a,b,c,d) = (-2161,0,1,0) and D = -8644:
#
#
# (a,b,c,d) = (-2160,1,1,0) and D = -8641:
#
(121/240,61309/2640)
(784/20169,3029669/564732)
(121/240,-261/11)
(784/20169,-113023/20916)
(-169/2148,5956/6981)
(-169/2148,-7209/9308)
#
# (a,b,c,d) = (-10,0,6,0) and D = -8640:
#
#
# (a,b,c,d) = (-2160,0,1,0) and D = -8640:
#
#
# (a,b,c,d) = (-270,0,2,0) and D = -8640:
#
#
# (a,b,c,d) = (-80,0,3,0) and D = -8640:
#
#
# (a,b,c,d) = (-2159,1,1,0) and D = -8637:
#
(-4/23,-351/46)
(-4/23,359/46)
(2016400/25707169,184824192303/36504179980)
(2016400/25707169,-187687480303/36504179980)
#
# (a,b,c,d) = (1,2,-12,-3) and D = -8637:
#
(-23209/151987,-82802/151987)
(-1/3,2/3)
(1,0)
(11/7,-2/7)
(-89/151,360/151)
#
# (a,b,c,d) = (-2159,0,1,0) and D = -8636:
#
(-1936/21775,2311223/958100)
(1/13,66/13)
(-1936/21775,-2311223/958100)
(1/13,-66/13)
#
# (a,b,c,d) = (-2158,1,1,0) and D = -8633:
#
(400/7049,-702843/140980)
(-225/2534,-44743/19005)
(1225/11414,1157019/199745)
(-225/2534,92861/38010)
(400/7049,694843/140980)
(1225/11414,-181301/30730)
#
# (a,b,c,d) = (-2158,0,1,0) and D = -8632:
#
(36/217,-10531/1302)
(625/2331,-734521/58275)
(36/217,10531/1302)
(625/2331,734521/58275)
#
# (a,b,c,d) = (-2157,1,1,0) and D = -8629:
#
(2155024/16618305,-163383061759/24395671740)
(-4/15,371/30)
(2155024/16618305,53406495509/8131890580)
(-4/15,-121/10)
#
# (a,b,c,d) = (1,5,-9,-3) and D = -8628:
#
(-488/337,-315/337)
(20359/8589,12298/8589)
(-142/353,-189/353)
(-103/287,234/287)
(941/1041,380/1041)
(11,-38)
(-2/3,1/3)
(32/7,-5/7)
(9109/62609,-55900/62609)
(1,0)
#
# (a,b,c,d) = (-2157,0,1,0) and D = -8628:
#
(484/11713,-1360705/257686)
(1/7,-50/7)
(484/11713,1360705/257686)
(547600/56785729,-428329937183/42021439460)
(25/499,12568/2495)
(-4/47,185/94)
(26244/2833633,-4774052465/459048546)
(1/7,50/7)
(26244/2833633,4774052465/459048546)
(-81/233,-33670/2097)
(-4/47,-185/94)
(-81/233,33670/2097)
(25/499,-12568/2495)
(25/1891,82436/9455)
(547600/56785729,428329937183/42021439460)
(25/1891,-82436/9455)
#
# (a,b,c,d) = (-2156,1,1,0) and D = -8625:
#
(1/70,-42/5)
(1/70,587/70)
#
# (a,b,c,d) = (-16,5,5,0) and D = -8625:
#
(1/14,-12/7)
(1/14,23/14)
#
# (a,b,c,d) = (-5,6,7,0) and D = -8624:
#
(9/19,-52/57)
(1/2,1/2)
(-4,11/2)
(-49729/16006,106633199/24985366)
(-7/10,11/14)
(-52983/9434,44390933/5745306)
(9/19,202/399)
(81/490,-31289/30870)
(1/4850,-127663/4850)
(-25/37,-202/1295)
(1/2,-13/14)
(-4,-29/14)
(81/490,769/882)
(1/4850,178727/6790)
(-49729/16006,-5727971/3569338)
(-52983/9434,-16733807/5745306)
(-25/37,136/185)
(-7/10,-13/70)
#
# (a,b,c,d) = (-269,2,2,0) and D = -8624:
#
(18/133,-2035/798)
(1/7,-18/7)
(1/16975,-1563867/16975)
(-50/259,-3789/2590)
(-7569/4717,-7311341/410379)
(-7569/4717,7969844/410379)
(81/1715,-51293/15435)
(-1/5,-8/5)
(-1/5,9/5)
(-8/7,-355/28)
(18/133,1927/798)
(-49729/56021,-122843088/12492683)
(1/16975,1563866/16975)
(1/7,17/7)
(81/1715,50564/15435)
(-8/7,387/28)
(-50/259,4289/2590)
(-49729/56021,133932655/12492683)
#
# (a,b,c,d) = (-2156,0,1,0) and D = -8624:
#
(1/14,-5)
(-7569/9434,-15281185/410379)
(9/133,-283/57)
(-25/259,-577/185)
(81/3430,14551/2205)
(-4/7,53/2)
(1/33950,-446819/2425)
(9/133,283/57)
(-1/10,17/5)
(1/14,5)
(-49729/112042,36682249/1784669)
(1/33950,446819/2425)
(81/3430,-14551/2205)
(-1/10,-17/5)
(-7569/9434,15281185/410379)
(-25/259,577/185)
(-49729/112042,-36682249/1784669)
(-4/7,-53/2)
#
# (a,b,c,d) = (1,10,14,0) and D = -8624:
#
(81/245,-9098/15435)
(-49729/8003,1340399/1784669)
(-52983/4717,3883210/2872653)
(18/19,-79/114)
(-8,19/4)
(-8,27/28)
(-7/5,9/35)
(-7/5,26/35)
(-50/37,261/370)
(18/19,13/798)
(1/2425,-31916/2425)
(81/245,779/2205)
(1,-5/7)
(-50/37,673/2590)
(1,0)
(1/2425,223407/16975)
(-49729/8003,46065042/12492683)
(-52983/4717,19164395/2872653)
#
# (a,b,c,d) = (-2155,1,1,0) and D = -8621:
#
#
# (a,b,c,d) = (-2155,0,1,0) and D = -8620:
#
#
# (a,b,c,d) = (-2154,1,1,0) and D = -8617:
#
(1/2,23)
(-961/3828,-673693/59334)
(1/2,-47/2)
(-961/3828,459059/39556)
#
# (a,b,c,d) = (-2154,0,1,0) and D = -8616:
#
(3249/125215,-45134189/7137255)
(3249/125215,45134189/7137255)
#
# (a,b,c,d) = (-2153,1,1,0) and D = -8613:
#
#
# (a,b,c,d) = (-79,3,3,0) and D = -8613:
#
#
# (a,b,c,d) = (-2153,0,1,0) and D = -8612:
#
#
# (a,b,c,d) = (-269,1,2,0) and D = -8612:
#
#
# (a,b,c,d) = (-2152,1,1,0) and D = -8609:
#
(-1/8,-5)
(729/15760,-2188891/425520)
(-1/8,41/8)
(729/15760,271151/53190)
#
# (a,b,c,d) = (-269,0,2,0) and D = -8608:
#
(-1/3,-11/3)
(-1/3,11/3)
#
# (a,b,c,d) = (-2152,0,1,0) and D = -8608:
#
(-1/6,-22/3)
(-1/6,22/3)
#
# (a,b,c,d) = (-2151,1,1,0) and D = -8605:
#
#
# (a,b,c,d) = (-2151,0,1,0) and D = -8604:
#
(361/1645,325034/31255)
(361/1645,-325034/31255)
#
# (a,b,c,d) = (-2150,1,1,0) and D = -8601:
#
#
# (a,b,c,d) = (-17,2,5,0) and D = -8600:
#
(1/29359,11248558/146795)
(4/29,349/290)
(-1,2)
(5/11,54/55)
(-1,-8/5)
(4/29,-73/58)
(-121/305,914/3355)
(-64/67,-815/536)
(1/29359,-132336/1727)
(-64/67,5099/2680)
(-121/305,-1908/16775)
(36/77,2293/2310)
(5/11,-64/55)
(36/77,-545/462)
#
# (a,b,c,d) = (-2150,0,1,0) and D = -8600:
#
(-64/335,4587/536)
(-1/5,-9)
(-64/335,-4587/536)
(-121/1525,-3239/3355)
(4/145,-357/58)
(4/145,357/58)
(1/146795,-11248559/29359)
(-121/1525,3239/3355)
(1/11,59/11)
(1/146795,11248559/29359)
(-1/5,9)
(36/385,-2509/462)
(1/11,-59/11)
(36/385,2509/462)
#
# (a,b,c,d) = (2,1,-11,3) and D = -8597:
#
(-5/9,11/27)
(2,1)
(-5885/20414,4791/10207)
(305/148,537/74)
#
# (a,b,c,d) = (-2149,1,1,0) and D = -8597:
#
(562500/15392881,9038450147/1649237250)
(7225/122759,7324764/1490645)
(562500/15392881,-63691026029/11544660750)
(-1/7,43/7)
(-1/7,-6)
(7225/122759,-51887473/10434515)
#
# (a,b,c,d) = (-2149,0,1,0) and D = -8596:
#
(-169/2133,25852/27729)
(-169/2133,-25852/27729)
#
# (a,b,c,d) = (-2148,1,1,0) and D = -8593:
#
(-1/12,-5/3)
(1681/226968,27035725/2326422)
(-1/12,7/4)
(1681/226968,-36070607/3101896)
#
# (a,b,c,d) = (-268,2,2,0) and D = -8592:
#
(81/176,-8971/1584)
(81/176,4121/792)
#
# (a,b,c,d) = (-2148,0,1,0) and D = -8592:
#
(81/352,17213/1584)
(81/352,-17213/1584)
#
# (a,b,c,d) = (-33,3,4,0) and D = -8592:
#
(81/88,683/288)
(81/88,-2425/792)
#
# (a,b,c,d) = (-2147,1,1,0) and D = -8589:
#
(-16/143,2455/572)
(-16/143,-2391/572)
#
# (a,b,c,d) = (-2147,0,1,0) and D = -8588:
#
#
# (a,b,c,d) = (-2146,1,1,0) and D = -8585:
#
#
# (a,b,c,d) = (-2146,0,1,0) and D = -8584:
#
#
# (a,b,c,d) = (1,6,-4,-7) and D = -8581:
#
(-15/17,16/17)
(1,0)
#
# (a,b,c,d) = (-2145,1,1,0) and D = -8581:
#
(-256/1495,-35729/4784)
(-256/1495,14057/1840)
#
# (a,b,c,d) = (-268,1,2,0) and D = -8580:
#
(-6241/26128,9976983/4128224)
(1/2,23/4)
(-9/58,-13/348)
(-9/58,10/87)
(1/8,39/16)
(1/8,-5/2)
(8/361,6861/1444)
(8/361,-6877/1444)
(1/2,-6)
(11552/99889,37111191/15183128)
(11552/99889,-37989143/15183128)
(-6241/26128,-1185493/516028)
#
# (a,b,c,d) = (-2145,0,1,0) and D = -8580:
#
(1/4,47/4)
(-9/116,-53/348)
(5776/99889,37550167/7591564)
(1/16,-79/16)
(1/16,79/16)
(5776/99889,-37550167/7591564)
(-9/116,53/348)
(4/361,6869/722)
(1/4,-47/4)
(4/361,-6869/722)
(-6241/52256,19460927/4128224)
(-6241/52256,-19460927/4128224)
#
# (a,b,c,d) = (-2144,1,1,0) and D = -8577:
#
(81/1162,-26204/5229)
(81/1162,51679/10458)
#
# (a,b,c,d) = (-2144,0,1,0) and D = -8576:
#
(4/17,-377/34)
(4/17,377/34)
#
# (a,b,c,d) = (-268,0,2,0) and D = -8576:
#
(8/17,377/68)
(8/17,-377/68)
#
# (a,b,c,d) = (-2143,1,1,0) and D = -8573:
#
(-1/11,29/11)
(-1/11,-28/11)
#
# (a,b,c,d) = (-2143,0,1,0) and D = -8572:
#
(4/113,-1257/226)
(1/17,-84/17)
(225/93181,28444454/1397715)
(-1/3,46/3)
(1/17,84/17)
(225/93181,-28444454/1397715)
(4/113,1257/226)
(4/329,-5979/658)
(2808976/4340217,-218125576691/7274203692)
(-3136/23103,-7332191/1293768)
(9/37,-1270/111)
(8464/51513,-37896083/4739196)
(-256/279,-189557/4464)
(5184/46537,-19983365/3350664)
(-1/3,-46/3)
(5184/46537,19983365/3350664)
(-256/279,189557/4464)
(8464/51513,37896083/4739196)
(9/37,1270/111)
(-3136/23103,7332191/1293768)
(2808976/4340217,218125576691/7274203692)
(4/329,5979/658)
#
# (a,b,c,d) = (2,4,-9,-1) and D = -8572:
#
(2717/3196,-215/3196)
(12/31,-115/31)
(3189/3854,1513/3854)
(315821/110980,-93831/110980)
(-3/2,1/2)
(1863537/83470,-562507/83470)
(63/38,43/38)
(509544/56389,358979/56389)
(-241/124,-173/124)
(70/89,1/89)
(-14/71,87/71)
(0,-1)
(-1/4,3/4)
(-31/64,29/64)
(-2/5,-3/5)
(558156/274625,-161141/274625)
#
# (a,b,c,d) = (-2142,1,1,0) and D = -8569:
#
(-9/32,-1223/96)
(-9/32,625/48)
#
# (a,b,c,d) = (-79,2,3,0) and D = -8568:
#
#
# (a,b,c,d) = (-2142,0,1,0) and D = -8568:
#
#
# (a,b,c,d) = (-2141,1,1,0) and D = -8565:
#
#
# (a,b,c,d) = (-2141,0,1,0) and D = -8564:
#
#
# (a,b,c,d) = (-2140,1,1,0) and D = -8561:
#
(1/8,51/8)
(-10609/132880,-13920693/13686640)
(1/8,-13/2)
(81/58,16682/261)
(-10609/132880,750671/684332)
(81/58,-34093/522)
#
# (a,b,c,d) = (-2140,0,1,0) and D = -8560:
#
#
# (a,b,c,d) = (-267,2,2,0) and D = -8560:
#
#
# (a,b,c,d) = (-2139,1,1,0) and D = -8557:
#
(4/9,-125/6)
(4/9,367/18)
#
# (a,b,c,d) = (-2139,0,1,0) and D = -8556:
#
#
# (a,b,c,d) = (3,3,-8,-2) and D = -8556:
#
#
# (a,b,c,d) = (-2138,1,1,0) and D = -8553:
#
(-961/10676,-810263/330956)
(-961/10676,420027/165478)
#
# (a,b,c,d) = (-2138,0,1,0) and D = -8552:
#
#
# (a,b,c,d) = (-2137,1,1,0) and D = -8549:
#
(-1600/10759,2772211/430360)
(-1600/10759,-2708211/430360)
#
# (a,b,c,d) = (-267,1,2,0) and D = -8548:
#
#
# (a,b,c,d) = (-2137,0,1,0) and D = -8548:
#
#
# (a,b,c,d) = (1,0,-13,-3) and D = -8545:
#
(-24502/94301,-43581/94301)
(25/9,-7/9)
(1,-13/3)
(82189/308005,-412347/308005)
(11/5,-3/5)
(-16/9,5/9)
(-63145/94251,-34333/94251)
(-1/3,2/3)
(-289201/102675,-79502/102675)
(98167/91959,11336/91959)
(-8/7,3/7)
(274/75,73/75)
(-1438/47,-387/47)
(1,0)
(418784/32875,338029/98625)
(11083/10991,1442/32973)
#
# (a,b,c,d) = (-2136,1,1,0) and D = -8545:
#
(190096/3870009,-2854700975/562441308)
(-4/31,-323/62)
(1/54,133/18)
(9/244,3997/732)
(3025/6224,-973579/42790)
(-9409/101244,27689593/9820668)
(361/1664,-327635/31616)
(38809/332904,-135339559/21860696)
(1/44,-74/11)
(1/6,-49/6)
(-9409/101244,-2231410/818389)
(64/39689,7906661/317512)
(361/11534,1275205/219146)
(-4/31,331/62)
(25/254,3496/635)
(-169/2116,30029/27508)
(38809/332904,49796663/8197761)
(361/1664,40097/3952)
(361/11534,-641032/109573)
(1/44,295/44)
(3025/6224,7622257/342320)
(1/54,-200/27)
(-169/2116,-6958/6877)
(9/244,-1006/183)
(25/254,-7117/1270)
(64/39689,-7907173/317512)
(1/6,8)
(190096/3870009,8481221069/1687323924)
#
# (a,b,c,d) = (-2136,0,1,0) and D = -8544:
#
(1/10,-28/5)
(1/10,28/5)
#
# (a,b,c,d) = (-267,0,2,0) and D = -8544:
#
(1/5,-14/5)
(1/5,14/5)
#
# (a,b,c,d) = (-2135,1,1,0) and D = -8541:
#
(1/55,82/11)
(16/105,-3179/420)
(-961/5685,264613/35247)
(-961/5685,-1293274/176235)
(1/3,-47/3)
(1/3,46/3)
(1/55,-411/55)
(-1/9,38/9)
(16/105,89/12)
(-1/9,-37/9)
#
# (a,b,c,d) = (-79,1,3,0) and D = -8541:
#
(16/35,339/140)
(-1/3,-4/3)
(3/55,-412/165)
(-961/1895,-140387/58745)
(1,5)
(-961/1895,450952/176235)
(3/55,409/165)
(16/35,-1081/420)
(1,-16/3)
(-1/3,13/9)
#
# (a,b,c,d) = (-2135,0,1,0) and D = -8540:
#
#
# (a,b,c,d) = (-2134,1,1,0) and D = -8537:
#
(-1/4,-45/4)
(8281/68552,-1797487/283556)
(-1/4,23/2)
(8281/68552,38791143/6238232)
#
# (a,b,c,d) = (-2134,0,1,0) and D = -8536:
#
#
# (a,b,c,d) = (-2133,1,1,0) and D = -8533:
#
(-11449/147033,-4159297/15732531)
(-11449/147033,598260/1748059)
(8836/274017,49354911/8585866)
(1/9,53/9)
(1/9,-6)
(8836/274017,-148895317/25757598)
#
# (a,b,c,d) = (-79,0,3,0) and D = -8532:
#
(300/1921,96031/57630)
(300/1921,-96031/57630)
#
# (a,b,c,d) = (2,6,-6,-3) and D = -8532:
#
(61/89,31/89)
(-1,-1)
#
# (a,b,c,d) = (-2133,0,1,0) and D = -8532:
#
(100/1921,96031/19210)
(100/1921,-96031/19210)
#
# (a,b,c,d) = (-2132,1,1,0) and D = -8529:
#
#
# (a,b,c,d) = (-2132,0,1,0) and D = -8528:
#
#
# (a,b,c,d) = (-266,2,2,0) and D = -8528:
#
#
# (a,b,c,d) = (-17,1,5,0) and D = -8525:
#
(1,-2)
(1,9/5)
#
# (a,b,c,d) = (-2131,1,1,0) and D = -8525:
#
(1/5,-48/5)
(1/5,47/5)
#
# (a,b,c,d) = (-2131,0,1,0) and D = -8524:
#
#
# (a,b,c,d) = (-2130,1,1,0) and D = -8521:
#
#
# (a,b,c,d) = (-2130,0,1,0) and D = -8520:
#
#
# (a,b,c,d) = (-2129,1,1,0) and D = -8517:
#
#
# (a,b,c,d) = (-266,1,2,0) and D = -8516:
#
(8/65,633/260)
(8/65,-649/260)
#
# (a,b,c,d) = (-2129,0,1,0) and D = -8516:
#
(4/65,-641/130)
(4/65,641/130)
#
# (a,b,c,d) = (-2128,1,1,0) and D = -8513:
#
(-25/184,-642/115)
(-25/184,5261/920)
#
# (a,b,c,d) = (-33,2,4,0) and D = -8512:
#
(25/879,-8711/2930)
(25/879,13004/4395)
(-1/3,-1/3)
(-1/3,1/2)
#
# (a,b,c,d) = (-266,0,2,0) and D = -8512:
#
(25/1758,52141/8790)
(-1/6,5/6)
(25/1758,-52141/8790)
(-1/6,-5/6)
#
# (a,b,c,d) = (-2128,0,1,0) and D = -8512:
#
(25/3516,52141/4395)
(-1/12,-5/3)
(-1/12,5/3)
(25/3516,-52141/4395)
#
# (a,b,c,d) = (-2127,1,1,0) and D = -8509:
#
(1/47,325/47)
(1/47,-326/47)
#
# (a,b,c,d) = (-2127,0,1,0) and D = -8508:
#
(1225/4309,1997498/150815)
(1225/4309,-1997498/150815)
#
# (a,b,c,d) = (-78,3,3,0) and D = -8505:
#
(27/46,581/207)
(27/46,-1405/414)
#
# (a,b,c,d) = (-2126,1,1,0) and D = -8505:
#
(9/46,635/69)
(9/46,-1297/138)
#
# (a,b,c,d) = (1,9,0,-3) and D = -8505:
#
(1,0)
(-10/17,9/17)
#
# (a,b,c,d) = (-2126,0,1,0) and D = -8504:
#
#
# (a,b,c,d) = (-2125,1,1,0) and D = -8501:
#
#
# (a,b,c,d) = (-17,0,5,0) and D = -8500:
#
#
# (a,b,c,d) = (-2125,0,1,0) and D = -8500:
#
#
# (a,b,c,d) = (-2124,1,1,0) and D = -8497:
#
#
# (a,b,c,d) = (-2124,0,1,0) and D = -8496:
#
(529/2125,-569231/48875)
(-1/2,23)
(529/2125,569231/48875)
(-1/2,-23)
#
# (a,b,c,d) = (-265,2,2,0) and D = -8496:
#
(-1,12)
(1058/2125,544897/97750)
(-1,-11)
(1058/2125,-118713/19550)
#
# (a,b,c,d) = (-2123,1,1,0) and D = -8493:
#
#
# (a,b,c,d) = (-2123,0,1,0) and D = -8492:
#
(-9/107,-568/321)
(-9/107,568/321)
#
# (a,b,c,d) = (-2122,1,1,0) and D = -8489:
#
(-1/10,17/5)
(-289/1192,225015/20264)
(-1/10,-33/10)
(4489/179780,77326179/12045260)
(-289/1192,-110051/10132)
(4489/179780,-38813471/6022630)
(1/194,-2703/194)
(1/194,1351/97)
#
# (a,b,c,d) = (-2122,0,1,0) and D = -8488:
#
(-25/321,283/1605)
(-25/321,-283/1605)
(-169/2097,-31955/27261)
(-169/2097,31955/27261)
#
# (a,b,c,d) = (-2121,1,1,0) and D = -8485:
#
(25/741,20914/3705)
(25/741,-7013/1235)
#
# (a,b,c,d) = (-2121,0,1,0) and D = -8484:
#
(-12769/34760,66134867/3927880)
(-12769/34760,-66134867/3927880)
(1/22,113/22)
(1/22,-113/22)
#
# (a,b,c,d) = (-265,1,2,0) and D = -8484:
#
(1/11,28/11)
(-12769/17380,-6469197/785576)
(1/11,-57/22)
(-12769/17380,16894441/1963940)
#
# (a,b,c,d) = (-2120,1,1,0) and D = -8481:
#
(-2421136/26748575,106541738511/41620782700)
(4/25,77/10)
(4/25,-393/50)
(-2421136/26748575,-20554890179/8324156540)
#
# (a,b,c,d) = (-265,0,2,0) and D = -8480:
#
#
# (a,b,c,d) = (-2120,0,1,0) and D = -8480:
#
#
# (a,b,c,d) = (-2119,1,1,0) and D = -8477:
#
(2601/14911,-6438626/760461)
(2601/14911,485075/58497)
#
# (a,b,c,d) = (-2119,0,1,0) and D = -8476:
#
#
# (a,b,c,d) = (-2118,1,1,0) and D = -8473:
#
#
# (a,b,c,d) = (2,4,-11,2) and D = -8472:
#
(3/4,1/8)
#
# (a,b,c,d) = (-2118,0,1,0) and D = -8472:
#
#
# (a,b,c,d) = (-2117,1,1,0) and D = -8469:
#
(-25/71,-5658/355)
(-25/71,5783/355)
#
# (a,b,c,d) = (-2117,0,1,0) and D = -8468:
#
(-49/349,-14372/2443)
(-1,46)
(-49/349,14372/2443)
(22500/192841,176876389/28926150)
(22500/192841,-176876389/28926150)
(-1,-46)
#
# (a,b,c,d) = (1,10,6,-2) and D = -8468:
#
(-289/8385,-6979/8385)
(1,0)
(-1,1)
(5/9,2/9)
(-527/703,369/703)
#
# (a,b,c,d) = (-2116,1,1,0) and D = -8465:
#
(36/721,-21869/4326)
(36/721,21653/4326)
#
# (a,b,c,d) = (0,4,23,0) and D = -8464:
#
(23/12,-9/23)
(23/12,4/69)
(1/3,-9/23)
(1/3,1/3)
(-22103/11400,10000/40641)
(3249/6200,-961/2850)
(-9/4,1/3)
(-22103/11400,3249/35650)
(3249/6200,10000/40641)
(2500/1767,-961/2850)
(-9/4,4/69)
(2500/1767,3249/35650)
#
# (a,b,c,d) = (-2116,0,1,0) and D = -8464:
#
(3249/142600,-1185193/176700)
(-9/92,-19/6)
(1/69,25/3)
(1/12,31/6)
(1/69,-25/3)
(2500/40641,-435193/88350)
(1/12,-31/6)
(-961/11400,314807/176700)
(2500/40641,435193/88350)
(3249/142600,1185193/176700)
(-961/11400,-314807/176700)
(-9/92,19/6)
#
# (a,b,c,d) = (0,2,46,0) and D = -8464:
#
(5000/1767,-961/5700)
(3249/3100,5000/40641)
(-9/2,2/69)
(2/3,-9/46)
(23/6,2/69)
(5000/1767,3249/71300)
(3249/3100,-961/5700)
(23/6,-9/46)
(2/3,1/6)
(-22103/5700,5000/40641)
(-9/2,1/6)
(-22103/5700,3249/71300)
#
# (a,b,c,d) = (6,47,92,0) and D = -8464:
#
(23/3,-175/92)
(-9,7/3)
(-9,625/276)
(3249/1550,-26873/44175)
(4/3,-1/4)
(3249/1550,-3759439/8128200)
(-22103/2850,5419813/2709400)
(10000/1767,-176597/117800)
(-22103/2850,1993079/1016025)
(10000/1767,-11314807/8128200)
(4/3,-119/276)
(23/3,-139/69)
#
# (a,b,c,d) = (0,1,92,0) and D = -8464:
#
(-9,1/69)
(-22103/2850,3249/142600)
(-22103/2850,2500/40641)
(3249/1550,2500/40641)
(4/3,1/12)
(10000/1767,-961/11400)
(23/3,-9/92)
(3249/1550,-961/11400)
(4/3,-9/92)
(23/3,1/69)
(-9,1/12)
(10000/1767,3249/142600)
#
# (a,b,c,d) = (-264,2,2,0) and D = -8464:
#
(3249/71300,-3430579/1016025)
(2/69,-577/138)
(-9/46,116/69)
(1/6,-8/3)
(2/69,191/46)
(-961/5700,-35627/44175)
(-9/46,-205/138)
(5000/40641,9759439/4064100)
(5000/40641,-3419813/1354700)
(-961/5700,57433/58900)
(1/6,5/2)
(3249/71300,13537123/4064100)
#
# (a,b,c,d) = (-33,1,4,0) and D = -8464:
#
(3249/35650,-3430579/2032050)
(4/69,191/92)
(-961/2850,57433/117800)
(1/3,-4/3)
(-9/23,-205/276)
(-961/2850,-35627/88350)
(10000/40641,-3419813/2709400)
(1/3,5/4)
(-9/23,58/69)
(4/69,-577/276)
(3249/35650,13537123/8128200)
(10000/40641,9759439/8128200)
#
# (a,b,c,d) = (-2115,1,1,0) and D = -8461:
#
#
# (a,b,c,d) = (-78,2,3,0) and D = -8460:
#
(3,-49/3)
(108/1729,-73225/31122)
(3,43/3)
(12/49,-527/294)
(-3/11,-25/33)
(12/49,479/294)
(108/1729,5533/2394)
(-3/11,31/33)
#
# (a,b,c,d) = (-2115,0,1,0) and D = -8460:
#
(-1/11,-28/11)
(4/49,503/98)
(36/1729,72577/10374)
(-1/11,28/11)
(1,46)
(1,-46)
(36/1729,-72577/10374)
(4/49,-503/98)
#
# (a,b,c,d) = (-2114,1,1,0) and D = -8457:
#
(-225/1694,-68477/12705)
(9/244,3995/732)
(-36/359,7345/2154)
(9/244,-2011/366)
(-36/359,-7129/2154)
(-225/1694,20047/3630)
#
# (a,b,c,d) = (-2114,0,1,0) and D = -8456:
#
(1/295,5067/295)
(1/295,-5067/295)
#
# (a,b,c,d) = (-2113,1,1,0) and D = -8453:
#
(-196/1903,96347/26642)
(-9/59,-1142/177)
(-9/59,1169/177)
(361/4949,-473146/94031)
(-196/1903,-93603/26642)
(361/4949,466287/94031)
(1/23,-120/23)
(1/23,119/23)
#
# (a,b,c,d) = (-2113,0,1,0) and D = -8452:
#
(49/5748,436073/40236)
(49/5748,-436073/40236)
#
# (a,b,c,d) = (-264,1,2,0) and D = -8452:
#
(49/2874,-18184/3353)
(49/2874,217865/40236)
#
# (a,b,c,d) = (-2112,1,1,0) and D = -8449:
#
#
# (a,b,c,d) = (-4,2,8,0) and D = -8448:
#
(-1,-1/2)
(25/68,101/170)
(-1,3/4)
(25/68,-933/1360)
#
# (a,b,c,d) = (-3,6,8,0) and D = -8448:
#
(-1,1)
(-1,-1/4)
(25/68,-529/680)
(25/68,683/1360)
#
# (a,b,c,d) = (-33,0,4,0) and D = -8448:
#
(25/136,1741/1360)
(25/136,-1741/1360)
(-1/2,5/4)
(-1/2,-5/4)
#
# (a,b,c,d) = (-264,0,2,0) and D = -8448:
#
(-1/4,5/2)
(25/272,1741/680)
(25/272,-1741/680)
(-1/4,-5/2)
#
# (a,b,c,d) = (3,15,16,0) and D = -8448:
#
(-2,5/4)
(25/34,-67/2720)
(-2,5/8)
(25/34,-113/170)
#
# (a,b,c,d) = (-32,4,4,0) and D = -8448:
#
(25/136,101/85)
(25/136,-933/680)
(-1/2,3/2)
(-1/2,-1)
#
# (a,b,c,d) = (-2112,0,1,0) and D = -8448:
#
(-1/8,-5)
(25/544,1741/340)
(-1/8,5)
(25/544,-1741/340)
#
# (a,b,c,d) = (-2111,1,1,0) and D = -8445:
#
(-2401/3611,5460244/176939)
(-2401/3611,-5342595/176939)
#
# (a,b,c,d) = (-2111,0,1,0) and D = -8444:
#
#
# (a,b,c,d) = (-2110,1,1,0) and D = -8441:
#
(400/14801,-1841799/296020)
(400/14801,1833799/296020)
#
# (a,b,c,d) = (-2110,0,1,0) and D = -8440:
#
(9/19,-1243/57)
(9/19,1243/57)
#
# (a,b,c,d) = (-2109,1,1,0) and D = -8437:
#
(64/1673,72101/13384)
(64/1673,-72613/13384)
#
# (a,b,c,d) = (-2109,0,1,0) and D = -8436:
#
#
# (a,b,c,d) = (-2108,1,1,0) and D = -8433:
#
(-1/6,-43/6)
(32041/65008,15352673/684496)
(4/513,-11629/1026)
(4/513,11621/1026)
(32041/65008,-66682695/2909108)
(841/11388,-416185/82563)
(1/34,203/34)
(-1/12,5/3)
(2116/3177,4424167/146142)
(1/34,-6)
(2116/3177,-4521503/146142)
(-1/6,22/3)
(-1/12,-19/12)
(841/11388,1640351/330252)
#
# (a,b,c,d) = (-78,1,3,0) and D = -8433:
#
(3/34,-205/102)
(841/3796,-14437/8468)
(3/34,101/51)
(4/171,-431/114)
(96123/65008,-272466119/34909296)
(-1/4,-1/2)
(2116/1059,160253/16238)
(4/171,3871/1026)
(-1/4,7/12)
(96123/65008,127630051/17454648)
(841/3796,269327/165126)
(-1/2,-7/3)
(-1/2,5/2)
(2116/1059,-1539613/146142)
#
# (a,b,c,d) = (-2108,0,1,0) and D = -8432:
#
(1/2,23)
(1/2,-23)
(-529/2107,550187/48461)
(-529/2107,-550187/48461)
#
# (a,b,c,d) = (-263,2,2,0) and D = -8432:
#
(-1058/2107,-525853/96922)
(1,11)
(1,-12)
(-1058/2107,574521/96922)
#
# (a,b,c,d) = (-2107,1,1,0) and D = -8429:
#
(1/7,7)
(1/7,-50/7)
(-1089/12845,-108283/60555)
(-1089/12845,793918/423885)
#
# (a,b,c,d) = (-2107,0,1,0) and D = -8428:
#
(16/273,-769/156)
(3025/52649,14292018/2895695)
(-1/7,6)
(-1/7,-6)
(3025/52649,-14292018/2895695)
(16/273,769/156)
#
# (a,b,c,d) = (-6,2,7,0) and D = -8428:
#
(-1,1)
(21175/52649,-15456643/20269865)
(21175/52649,13127393/20269865)
(-1,-5/7)
(16/39,-119/156)
(16/39,235/364)
#
# (a,b,c,d) = (-2106,1,1,0) and D = -8425:
#
(-169/2076,-33821/26988)
(-169/2076,6003/4498)
#
# (a,b,c,d) = (-2106,0,1,0) and D = -8424:
#
#
# (a,b,c,d) = (-78,0,3,0) and D = -8424:
#
#
# (a,b,c,d) = (-2105,1,1,0) and D = -8421:
#
(961/1843,1354293/57133)
(-1/5,-44/5)
(7921/84835,40351636/7550315)
(7921/84835,-8211321/1510063)
(-1/5,9)
(961/1843,-1384084/57133)
#
# (a,b,c,d) = (-2105,0,1,0) and D = -8420:
#
#
# (a,b,c,d) = (-263,1,2,0) and D = -8420:
#
#
# (a,b,c,d) = (-2104,1,1,0) and D = -8417:
#
(4/137,1641/274)
(625/111554,-18636704/1394425)
(4/137,-1649/274)
(625/111554,37257783/2788850)
#
# (a,b,c,d) = (-2104,0,1,0) and D = -8416:
#
#
# (a,b,c,d) = (-263,0,2,0) and D = -8416:
#
#
# (a,b,c,d) = (-2103,1,1,0) and D = -8413:
#
(9/397,7993/1191)
(9/397,-8020/1191)
#
# (a,b,c,d) = (-2103,0,1,0) and D = -8412:
#
#
# (a,b,c,d) = (-2102,1,1,0) and D = -8409:
#
#
# (a,b,c,d) = (-2102,0,1,0) and D = -8408:
#
#
# (a,b,c,d) = (1,13,41,0) and D = -8405:
#
(81/2981,25303/26829)
(8410000/6154249,-6341918617/17847322100)
(169/31,-414/403)
(-200704/13511,16694495/6052928)
(-38025/2059,56465156/16461705)
(8410000/6154249,-57038336703/731740206100)
(-9,5/3)
(-200704/13511,484425801/248170048)
(81/2981,-1046900/1099989)
(4,-63/82)
(41/59,189/2419)
(-1025/319,33921/65395)
(41/59,-722/2419)
(-1025/319,32704/65395)
(1,-13/41)
(-780804/129599,811449197/733271142)
(-38025/2059,973859/401505)
(-780804/129599,589313179/733271142)
(1,0)
(4,-1/2)
(169/31,-11587/16523)
(-9,146/123)
#
# (a,b,c,d) = (-2101,1,1,0) and D = -8405:
#
(-38025/84419,-335299771/16461705)
(-9/41,-1196/123)
(-25/319,-546/1595)
(1/59,455/59)
(169/1271,-111532/16523)
(-25/319,61/145)
(8410000/252324209,-4173291195177/731740206100)
(-200704/553951,-4056036431/248170048)
(4/41,447/82)
(-19044/129599,-109753973/17884662)
(1/59,-456/59)
(-19044/129599,112382045/17884662)
(-200704/553951,4145951823/248170048)
(-9/41,1223/123)
(8410000/252324209,4148902195177/731740206100)
(81/122221,-42728986/1099989)
(1/41,266/41)
(-38025/84419,342714646/16461705)
(81/122221,3884387/99999)
(169/1271,109335/16523)
(1/41,-267/41)
(4/41,-455/82)
#
# (a,b,c,d) = (-2101,0,1,0) and D = -8404:
#
(1/15,74/15)
(256/16905,-2205979/270480)
(1/15,-74/15)
(-21904/201495,-117894517/29821260)
(-21904/201495,117894517/29821260)
(256/16905,2205979/270480)
(4225/266319,138012122/17310735)
(4225/266319,-138012122/17310735)
#
# (a,b,c,d) = (1,8,-1,-4) and D = -8404:
#
(-155/247,603/988)
(1,0)
(129,-16)
(-1,1/4)
(645/206,3499/824)
#
# (a,b,c,d) = (-2100,1,1,0) and D = -8401:
#
(1/20,-101/20)
(1/20,5)
(-4489/19560,-4452979/436840)
(-4489/19560,682985/65526)
#
# (a,b,c,d) = (-2100,0,1,0) and D = -8400:
#
(1/85,-157/17)
(1/85,157/17)
#
# (a,b,c,d) = (-2,2,10,0) and D = -8400:
#
(2/17,-159/170)
(2/17,31/34)
#
# (a,b,c,d) = (-262,2,2,0) and D = -8400:
#
(2/85,783/170)
(2/85,-787/170)
#
# (a,b,c,d) = (-16,4,5,0) and D = -8400:
#
(1/17,31/17)
(1/17,-159/85)
#
# (a,b,c,d) = (-77,3,3,0) and D = -8397:
#
#
# (a,b,c,d) = (-2099,1,1,0) and D = -8397:
#
#
# (a,b,c,d) = (-2099,0,1,0) and D = -8396:
#
#
# (a,b,c,d) = (2,1,-10,-2) and D = -8396:
#
(-3/4,-1/2)
#
# (a,b,c,d) = (-2098,1,1,0) and D = -8393:
#
(1/4,-47/4)
(1/4,23/2)
#
# (a,b,c,d) = (-2098,0,1,0) and D = -8392:
#
(-1/9,37/9)
(5476/157617,65270231/11663658)
(-1/9,-37/9)
(5476/157617,-65270231/11663658)
#
# (a,b,c,d) = (-2097,1,1,0) and D = -8389:
#
(-1/3,-15)
(-1/3,46/3)
#
# (a,b,c,d) = (-2097,0,1,0) and D = -8388:
#
#
# (a,b,c,d) = (-262,1,2,0) and D = -8388:
#
#
# (a,b,c,d) = (-2096,1,1,0) and D = -8385:
#
#
# (a,b,c,d) = (-262,0,2,0) and D = -8384:
#
(8/25,-387/100)
(8/25,387/100)
#
# (a,b,c,d) = (-2096,0,1,0) and D = -8384:
#
(4/25,387/50)
(4/25,-387/50)
#
# (a,b,c,d) = (-2095,1,1,0) and D = -8381:
#
#
# (a,b,c,d) = (-2095,0,1,0) and D = -8380:
#
#
# (a,b,c,d) = (-2094,1,1,0) and D = -8377:
#
(4/57,-569/114)
(4/57,187/38)
#
# (a,b,c,d) = (-2094,0,1,0) and D = -8376:
#
#
# (a,b,c,d) = (1,1,-13,2) and D = -8373:
#
(-2833/1905,1561/3810)
(-23/475,333/475)
(-3/55,38/55)
(-3,-1)
(53/173,360/173)
(-350391/44689,166855/89378)
(-7037/813,1675/813)
(-7333/31050,-61439/62100)
(1,0)
(-11/15,-13/30)
#
# (a,b,c,d) = (-2093,1,1,0) and D = -8373:
#
(-9/53,-1160/159)
(169/157,99438/2041)
(169/157,-101635/2041)
(-9/53,1187/159)
(7225/189049,-87174718/16069165)
(93025/471961,189114238/20564015)
(1225/6031,-2038196/211085)
(-14400/162071,-43782283/19448520)
(1/13,-66/13)
(7225/189049,12365799/2295595)
(1/13,5)
(1225/6031,1995321/211085)
(-4/23,353/46)
(-14400/162071,500113/213720)
(-4/23,-15/2)
(93025/471961,-1352172291/143948105)
#
# (a,b,c,d) = (2,4,-8,-3) and D = -8372:
#
(-1,3)
(12154/26909,-40503/26909)
#
# (a,b,c,d) = (-2093,0,1,0) and D = -8372:
#
#
# (a,b,c,d) = (-2092,1,1,0) and D = -8369:
#
(508369/5413100,-5250459617/964885075)
(1/50,-357/50)
(508369/5413100,20639371371/3859540300)
(1/50,178/25)
#
# (a,b,c,d) = (-261,2,2,0) and D = -8368:
#
(968/1593,-56939/7788)
(968/1593,469859/70092)
#
# (a,b,c,d) = (-2092,0,1,0) and D = -8368:
#
(484/1593,491155/35046)
(484/1593,-491155/35046)
#
# (a,b,c,d) = (-2091,1,1,0) and D = -8365:
#
(1/11,-59/11)
(1/11,58/11)
(-1521/18821,861290/734019)
(-1521/18821,-801971/734019)
#
# (a,b,c,d) = (-2091,0,1,0) and D = -8364:
#
(4/1273,-45421/2546)
(4/1273,45421/2546)
#
# (a,b,c,d) = (-2090,1,1,0) and D = -8361:
#
#
# (a,b,c,d) = (-2090,0,1,0) and D = -8360:
#
#
# (a,b,c,d) = (-2089,1,1,0) and D = -8357:
#
(4/73,719/146)
(4/73,-727/146)
#
# (a,b,c,d) = (-261,1,2,0) and D = -8356:
#
(169/3712,-324851/96512)
(30625/31348,120048247/10971800)
(1058/2295,-579031/105570)
(49/25,-4006/175)
(-73441/171911,226734118/46587881)
(32/425,9173/3400)
(-289/1800,16573/30600)
(30625/31348,-62703811/5485900)
(961/2209,681565/136958)
(8/65,631/260)
(-5618/35713,-718495/3785578)
(32/425,-9301/3400)
(-27848/99471,-22195221/7825052)
(-1/6,-3/4)
(2/71,599/142)
(-8/15,123/20)
(9/107,1669/642)
(-1/5,17/10)
(34969/47995,73453712/8975065)
(441/21443,-2225144/450303)
(1458/559,-919403/30186)
(1352/21113,3153643/1097876)
(25/87,52/15)
(121/4608,442747/101376)
(-7921/24480,-1646681/484160)
(-5618/35713,1016249/3785578)
(961/2209,-355678/68479)
(729/26,219985/702)
(121/34404,-1504221/126148)
(-81/376,-12721/6768)
(-1/2,-11/2)
(121/7279,-879451/160138)
(1/9,22/9)
(361/27660,-3255503/525540)
(1058/2295,61633/11730)
(16200/83521,40414681/15033780)
(625/5473,667003/273650)
(1/85,-1109/170)
(12769/2512,16126627/283856)
(121/4608,-24671/5632)
(10609/236157,54554223/16216114)
(25/153,214/85)
(1/30,233/60)
(-18/5,1261/30)
(9/107,-848/321)
(1/9,-5/2)
(-2312/8815,1633711/599420)
(25/82,2981/820)
(-27889/73760,-50133877/12317920)
(-32/39,-2851/312)
(26569/210066,-170493805/68481516)
(-25/153,-52/85)
(361/27660,2168049/350360)
(50/20319,-965499/67730)
(-19321/4490,-30014801/624110)
(1/4,25/8)
(49/25,7669/350)
(2/183,825/122)
(1682/237915,-116076427/13799070)
(729/26,-459653/1404)
(-49/173,-3488/1211)
(7225/13122,-14501611/2230740)
(29282/587735,456026327/142231870)
(-81/376,6725/3384)
(1058/3827,-616565/176042)
(121/2460,-175877/54120)
(225/932,-88681/27960)
(25/82,-1553/410)
(-27848/99471,69871727/23475156)
(1/40,179/40)
(2/3,-47/6)
(-16928/50055,34561267/9210120)
(-27889/73760,104925217/24635840)
(-49/75,-7613/1050)
(1058/3827,592231/176042)
(-4489/26690,-1442729/1788230)
(1458/559,880037/30186)
(-32/39,993/104)
(2/71,-601/142)
(9/116,929/348)
(-50/289,3041/2890)
(-4489/26690,3186221/3576460)
(16200/83521,-41872681/15033780)
(-18/5,-1207/30)
(-6889/11645,-12659621/1933070)
(-25/153,1061/1530)
(1568/392225,8469733/757400)
(1/4,-13/4)
(729/6297395,11174451464/170029665)
(7225/13122,771527/123930)
(1/349,4610/349)
(9/116,-65/24)
(242/2795,158467/61490)
(1/30,-39/10)
(-2312/8815,-1555103/599420)
(1/40,-359/80)
(2809/5560,1688983/294680)
(-8/15,-353/60)
(-1/6,5/6)
(121/34404,9023995/756888)
(34969/47995,-5291263/618970)
(1352/21113,-3188795/1097876)
(625/5473,-341314/136825)
(-1/5,-8/5)
(242/2795,-161129/61490)
(2/183,-2477/366)
(121/2460,29091/9020)
(-19321/4490,62715221/1248220)
(-1/2,23/4)
(-289/1800,-3137/6800)
(10609/236157,-82377698/24324171)
(50/20319,2896247/203190)
(392/1233,-15047/3836)
(9/125,2057/750)
(1/349,-9221/698)
(-6889/11645,6615704/966535)
(441/21443,4441027/900606)
(-50/289,-2791/2890)
(1682/237915,12891961/1533230)
(729/6297395,-22348922611/340059330)
(8/65,-647/260)
(1681/276939,-103073368/11354499)
(-49/75,1326/175)
(392/1233,129935/34524)
(26569/210066,27693843/11413586)
(12769/2512,-33696151/567712)
(2/3,15/2)
(-7921/24480,7762549/2178720)
(-49/173,7319/2422)
(29282/587735,-459569449/142231870)
(225/932,42653/13980)
(25/87,-1047/290)
(2809/5560,-3526843/589360)
(169/3712,5563/1664)
(9/125,-1042/375)
(121/7279,15140/2761)
(-73441/171911,-433565725/93175762)
(1568/392225,-245666161/21964600)
(1/85,554/85)
(25/153,-3977/1530)
(1681/276939,22897535/2523222)
(-16928/50055,-11001297/3070040)
#
# (a,b,c,d) = (-2089,0,1,0) and D = -8356:
#
(-73441/343822,-887033961/93175762)
(9/214,3365/642)
(25/164,6087/820)
(196/1233,-132679/17262)
(1/698,18441/698)
(-25/306,-1997/1530)
(1/8,51/8)
(26569/420132,336656863/68481516)
(784/392225,245644209/10982300)
(4/65,639/130)
(30625/62696,-245455869/10971800)
(7225/26244,28389097/2230740)
(196/1233,132679/17262)
(529/2295,566864/52785)
(729/52,-899623/1404)
(34969/95990,-300354051/17950130)
(-7921/48960,30345227/4357440)
(225/1864,-173987/27960)
(34969/95990,300354051/17950130)
(121/14558,-1757571/160138)
(-4/15,-361/30)
(-13924/99471,68228695/11737578)
(-1/10,-33/10)
(1/80,717/80)
(121/2795,-159798/30745)
(9/250,4141/750)
(961/4418,1392921/136958)
(10609/472314,-328418065/48648342)
(1/18,89/18)
(1/18,-89/18)
(10609/472314,328418065/48648342)
(9/250,-4141/750)
(121/2795,159798/30745)
(1/80,-717/80)
(-13924/99471,-68228695/11737578)
(361/55320,13015153/1051080)
(-4/15,361/30)
(121/4920,350423/54120)
(225/1864,173987/27960)
(16/425,-9237/1700)
(729/52,899623/1404)
(169/7424,647505/96512)
(8100/83521,41143681/7516890)
(-1/12,19/12)
(30625/62696,245455869/10971800)
(1/71,-600/71)
(4/65,-639/130)
(784/392225,-245644209/10982300)
(-16/39,2915/156)
(-25/306,1997/1530)
(49/50,-15681/350)
(1/698,-18441/698)
(-27889/147520,205192971/24635840)
(25/164,-6087/820)
(9/214,-3365/642)
(-73441/343822,887033961/93175762)
(729/12594790,-44697825539/340059330)
(121/9216,-886825/101376)
(12769/5024,-65949405/567712)
(625/10946,-1349631/273650)
(1/183,2476/183)
(-49/346,14295/2422)
(-1/4,45/4)
(8100/83521,-41143681/7516890)
(676/21113,-3171219/548938)
(169/7424,-647505/96512)
(25/174,6157/870)
(1681/553878,412224551/22708998)
(16/425,9237/1700)
(-49/150,-15569/1050)
(121/14558,1757571/160138)
(14641/587735,457797888/71115935)
(121/68808,-18049321/756888)
(529/3827,-604398/88021)
(961/4418,-1392921/136958)
(-6889/23290,25891029/1933070)
(-289/3600,61379/61200)
(361/55320,-13015153/1051080)
(-1/4,-45/4)
(-8464/50055,33782579/4605060)
(1/170,-2217/170)
(49/50,15681/350)
(-2809/35713,867372/1892789)
(-1156/8815,1594407/299710)
(841/237915,116052038/6899535)
(-4489/53380,-6071679/3576460)
(25/306,7829/1530)
(2809/11120,-6904809/589360)
(-19321/8980,122744823/1248220)
(-81/752,26171/6768)
(-7921/48960,-30345227/4357440)
(441/42886,-8891315/900606)
(529/2295,-566864/52785)
(-25/289,-2916/1445)
(25/20319,-2896372/101595)
(729/559,899720/15093)
(-16/39,-2915/156)
(1/60,467/60)
(-1/12,-19/12)
(1/60,-467/60)
(729/559,-899720/15093)
(-25/289,2916/1445)
(1/3,46/3)
(121/4920,-350423/54120)
(441/42886,8891315/900606)
(-81/752,-26171/6768)
(-19321/8980,-122744823/1248220)
(1/183,-2476/183)
(25/306,-7829/1530)
(-4489/53380,6071679/3576460)
(-1156/8815,-1594407/299710)
(-2809/35713,-867372/1892789)
(7225/26244,-28389097/2230740)
(1/170,2217/170)
(-8464/50055,-33782579/4605060)
(-27889/147520,-205192971/24635840)
(-9/5,1234/15)
(1681/553878,-412224551/22708998)
(1/3,-46/3)
(-289/3600,-61379/61200)
(1/71,600/71)
(-6889/23290,-25891029/1933070)
(-1/10,33/10)
(-9/5,-1234/15)
(1/8,-51/8)
(529/3827,604398/88021)
(121/68808,18049321/756888)
(-49/150,15569/1050)
(625/10946,1349631/273650)
(14641/587735,-457797888/71115935)
(25/174,-6157/870)
(676/21113,3171219/548938)
(25/20319,2896372/101595)
(2809/11120,6904809/589360)
(26569/420132,-336656863/68481516)
(9/232,-3743/696)
(-49/346,-14295/2422)
(9/232,3743/696)
(12769/5024,65949405/567712)
(841/237915,-116052038/6899535)
(121/9216,886825/101376)
(729/12594790,44697825539/340059330)
#
# (a,b,c,d) = (2,1,-10,-1) and D = -8356:
#
(-1/2,5)
(13/8,3/4)
(169/388,-1723/388)
(-1/32,-29/32)
(-43109/18688,-21361/18688)
(-63/16,635/16)
(1201/586,-473/586)
(-26/139,173/139)
(-1/4,3/4)
(5/2,-1)
(-277/674,-347/674)
(-12278/6179,5181/6179)
(-559/2266,-669/1133)
(13/16,-1/16)
(780071/954368,-69781/954368)
(27/2,-11/2)
(35/8,17/8)
(1123/184,-457/184)
(448328/3546379,-5826363/3546379)
(-7/4,3/4)
(-52/269,283/269)
(-495553/361736,223267/361736)
(-1/2,-1/2)
(-172/109,75/109)
(-157/206,1579/206)
(-1/2,1/2)
(-95/268,157/268)
(-3139/6776,-1709/3388)
(119/118,-33/118)
(-2569/21836,-15923/21836)
(-2,-1)
(1895/506,919/506)
(-938/121,-457/121)
(207174121/132567808,94939571/132567808)
(-751/932,223/466)
(162491/197138,32821/197138)
(-5463/5764,-3259/5764)
(-42997617/6371384,17535733/6371384)
(-1224531/1168262,12332269/1168262)
(549/512,107/256)
(80759/90872,23419/90872)
(-6282/143849,-125753/143849)
(-631/302,265/302)
(-1067/916,-293/458)
(-1344605/305588,-656463/305588)
(-9/46,47/46)
(-606319/104408,247405/104408)
(-7963/4796,-4057/4796)
(19/22,5/22)
(-335/2008,-1333/2008)
(-1291/5012,-2921/5012)
(2569/3232,275/3232)
(1115/608,-433/608)
(2119/772,1021/772)
(-927/2036,527/1018)
(1403/284,341/142)
(-5460363/755656,-2660617/755656)
(76185/62726,-25751/62726)
(-3551/4858,2297/4858)
(62/71,17/71)
(-763/764,391/764)
(13/14,-3/14)
(-6395/122578,-104653/122578)
(-9/8,-5/8)
(0,-1)
(11/38,-115/38)
(2275/1606,1019/1606)
(-18737/25784,-13197/25784)
(-923/496,4651/248)
#
# (a,b,c,d) = (1,5,-6,-8) and D = -8356:
#
(-79/71,45/142)
(1,1/2)
(3005/1199,-1953/4796)
(-1647/803,314/803)
(417/502,499/2008)
(-1407/253,244/253)
(32235/9344,-5437/9344)
(-231/269,-335/538)
(-31/134,-63/134)
(6365471/1592846,-30266675/6371384)
(-763/512,335/1024)
(7097/6179,-17459/12358)
(15/16,7/16)
(-127/2036,-1981/4072)
(-3/4,7/16)
(-711/808,1147/3232)
(1,-5/4)
(1,0)
(183/151,-224/151)
(-13/2,9/8)
(-8379/496,-10225/992)
(305/932,-1197/1864)
(627/2429,-1462/2429)
(1395/121,-481/242)
(-1/2,-1/2)
(-341/304,387/304)
(-5/7,4/7)
(52/19,63/38)
(-19/23,-14/23)
(1897/2266,779/4532)
(3,-1/2)
(179457/52204,-213431/52204)
(132035/143849,119471/287698)
(-147/139,-199/278)
(-43/59,38/59)
(-364/293,837/586)
(1653/916,-481/1832)
(-333/92,395/92)
(97/109,-247/218)
(-2085/284,721/568)
(-711/103,-434/103)
(15967/12892,-1385/12892)
(-97656/98569,64835/197138)
(-12/11,7/22)
(-75528423/33141952,56117275/132567808)
(2030245/188914,-1399873/755656)
(-5553869/584131,-3389200/584131)
(55524/61289,49129/122578)
(5378035/3546379,6274691/7092758)
(-52089/45436,14335/45436)
(136143/180868,-179705/180868)
(-19/8,7/16)
(312/337,35/674)
(-3/2,7/4)
(6557/6776,279/13552)
(777/194,473/194)
(-25217/31363,25484/31363)
(-8,19/2)
(-785/193,549/772)
(-355145/477184,212463/477184)
(93/191,-577/764)
(4361/2882,-551/2882)
(500267/76397,-344071/305588)
(-9/2,-11/4)
(7/4,-1/4)
(0,-1/2)
(4623/5459,6677/21836)
(1053/1253,815/5012)
(-143/4,-349/16)
#
# (a,b,c,d) = (1,0,-13,-4) and D = -8356:
#
(-157593/94457,2030245/377828)
(-10427/25784,15967/25784)
(4089/4072,-127/4072)
(-1207/608,-341/608)
(242/191,93/382)
(75/46,-19/46)
(-229/251,417/1004)
(123/2,-143/8)
(31/4,-9/4)
(-433/242,1395/242)
(582677/361736,136143/361736)
(-526/1199,3005/2398)
(-655/293,-182/293)
(-16007/98569,-48828/98569)
(1,0)
(-2669/388,777/388)
(-43/32,15/32)
(2447/206,-711/206)
(5/4,-1/4)
(27821/12358,7097/12358)
(5221/4858,627/4858)
(-1/2,1/2)
(-1/2,-3/8)
(4852787/16570976,-75528423/66283904)
(-11/142,-79/142)
(545/278,-147/278)
(-11/14,-5/14)
(-78098/76397,500267/152794)
(-191/337,156/337)
(93/1024,-763/1024)
(-1247/184,-333/184)
(-76891/61289,27762/61289)
(431/506,-1407/506)
(-494707/954368,-355145/954368)
(-5650/5459,4623/10918)
(391/1606,-1647/1606)
(5/16,-19/16)
(643/568,-2085/568)
(-3455/4532,1897/4532)
(-5251/90872,-52089/90872)
(5975301/796423,6365471/3185692)
(-11/4,-3/4)
(-1/11,-6/11)
(901/538,-231/538)
(674267/104408,179457/104408)
(283/268,-31/268)
(-691/1832,1653/1832)
(-109/118,-43/118)
(-17927417/7092758,5378035/7092758)
(-3/8,7/8)
(118/193,-785/386)
(2089/1864,305/1864)
(-15,-4)
(-370977/287698,132035/287698)
(-3/2,1/2)
(397/218,97/218)
(1,-13/4)
(-7115/13552,6557/13552)
(-76719/62726,-25217/62726)
(713/302,183/302)
(-10487/18688,32235/18688)
(-1/2,3/2)
(-934/1253,1053/2506)
(19110669/1168262,-5553869/1168262)
(2,1/2)
(-89/19,26/19)
(-2157/5764,4361/5764)
(28829/992,-8379/992)
(-109/404,-711/1616)
#
# (a,b,c,d) = (-2088,1,1,0) and D = -8353:
#
#
# (a,b,c,d) = (-77,2,3,0) and D = -8352:
#
(1/11,-2)
(-64/229,5491/5496)
(-64/229,-1489/1832)
(-243/758,-23777/20466)
(-27/71,1160/639)
(1/14,13/6)
(1/2,-17/6)
(1/11,64/33)
(-243/758,28151/20466)
(1/2,5/2)
(-27/71,-998/639)
(1/14,-31/14)
#
# (a,b,c,d) = (-2088,0,1,0) and D = -8352:
#
(-64/687,4979/1832)
(1/33,-65/11)
(-81/758,12982/3411)
(1/42,46/7)
(1/6,-8)
(-9/71,1079/213)
(-9/71,-1079/213)
(1/33,65/11)
(1/42,-46/7)
(-64/687,-4979/1832)
(-81/758,-12982/3411)
(1/6,8)
#
# (a,b,c,d) = (-9,4,6,0) and D = -8352:
#
(1,-5/3)
(-128/229,-977/3664)
(2/11,61/66)
(-54/71,1403/1278)
(1/7,-8/7)
(1/7,22/21)
(-243/379,-4304/10233)
(2/11,-23/22)
(-54/71,-755/1278)
(-243/379,8678/10233)
(1,1)
(-128/229,7027/10992)
#
# (a,b,c,d) = (-261,0,2,0) and D = -8352:
#
(-128/687,4979/3664)
(-81/379,-6491/3411)
(2/33,65/22)
(-18/71,-1079/426)
(1/21,-23/7)
(-18/71,1079/426)
(2/33,-65/22)
(-128/687,-4979/3664)
(-81/379,6491/3411)
(1/21,23/7)
(1/3,4)
(1/3,-4)
#
# (a,b,c,d) = (-1,5,11,0) and D = -8349:
#
(25/149,-6367/8195)
(-1,0)
(25/149,522/745)
(-1,5/11)
#
# (a,b,c,d) = (-2087,1,1,0) and D = -8349:
#
(-1/11,-27/11)
(25/1639,-66662/8195)
(-1/11,28/11)
(25/1639,66537/8195)
#
# (a,b,c,d) = (-2087,0,1,0) and D = -8348:
#
(-4/7,365/14)
(-4/7,-365/14)
#
# (a,b,c,d) = (-2086,1,1,0) and D = -8345:
#
(1/14,69/14)
(-19321/195244,88546233/27138916)
(1/14,-5)
(-19321/195244,-6132901/1938494)
#
# (a,b,c,d) = (-2086,0,1,0) and D = -8344:
#
#
# (a,b,c,d) = (-2085,1,1,0) and D = -8341:
#
(4/177,-2387/354)
(4/177,793/118)
#
# (a,b,c,d) = (-2085,0,1,0) and D = -8340:
#
#
# (a,b,c,d) = (-2084,1,1,0) and D = -8337:
#
(-256/479,188751/7664)
(-256/479,-184655/7664)
#
# (a,b,c,d) = (-260,2,2,0) and D = -8336:
#
(2/5,9/2)
(2/5,-49/10)
#
# (a,b,c,d) = (-2084,0,1,0) and D = -8336:
#
(1/5,47/5)
(1/5,-47/5)
#
# (a,b,c,d) = (-32,3,4,0) and D = -8336:
#
(4/5,41/20)
(4/5,-53/20)
#
# (a,b,c,d) = (-2083,1,1,0) and D = -8333:
#
#
# (a,b,c,d) = (-2083,0,1,0) and D = -8332:
#
#
# (a,b,c,d) = (-2082,1,1,0) and D = -8329:
#
(1/332,-3025/166)
(1/332,6049/332)
#
# (a,b,c,d) = (-2082,0,1,0) and D = -8328:
#
(-16/191,-1249/764)
(-16/191,1249/764)
#
# (a,b,c,d) = (-77,1,3,0) and D = -8325:
#
(1/7,-12/7)
(1/7,5/3)
#
# (a,b,c,d) = (-2081,1,1,0) and D = -8325:
#
(1/21,106/21)
(1/21,-107/21)
#
# (a,b,c,d) = (-260,1,2,0) and D = -8324:
#
#
# (a,b,c,d) = (-2081,0,1,0) and D = -8324:
#
#
# (a,b,c,d) = (-2080,1,1,0) and D = -8321:
#
(-1369/17380,-67608/160765)
(1/10,-28/5)
(1/10,11/2)
(-1369/17380,64217/128612)
#
# (a,b,c,d) = (-2080,0,1,0) and D = -8320:
#
(1/9,-53/9)
(1/9,53/9)
#
# (a,b,c,d) = (-260,0,2,0) and D = -8320:
#
(2/9,53/18)
(2/9,-53/18)
#
# (a,b,c,d) = (-2079,1,1,0) and D = -8317:
#
#
# (a,b,c,d) = (-77,0,3,0) and D = -8316:
#
#
# (a,b,c,d) = (-2079,0,1,0) and D = -8316:
#
#
# (a,b,c,d) = (-2078,1,1,0) and D = -8313:
#
(-1/2,-45/2)
(-49/614,3781/4298)
(-1/2,23)
(16/409,-8803/1636)
(-49/614,-1719/2149)
(16/409,8739/1636)
#
# (a,b,c,d) = (-2078,0,1,0) and D = -8312:
#
(-25/101,-5607/505)
(-25/101,5607/505)
#
# (a,b,c,d) = (-2077,1,1,0) and D = -8309:
#
#
# (a,b,c,d) = (1,2,-12,-2) and D = -8308:
#
(1,0)
(-31/89,180/89)
#
# (a,b,c,d) = (-2077,0,1,0) and D = -8308:
#
#
# (a,b,c,d) = (-2076,1,1,0) and D = -8305:
#
#
# (a,b,c,d) = (-259,2,2,0) and D = -8304:
#
#
# (a,b,c,d) = (-2076,0,1,0) and D = -8304:
#
#
# (a,b,c,d) = (-2075,1,1,0) and D = -8301:
#
(-9/113,278/339)
(-9/113,-251/339)
#
# (a,b,c,d) = (-2075,0,1,0) and D = -8300:
#
#
# (a,b,c,d) = (-2074,1,1,0) and D = -8297:
#
(225/1834,-87151/13755)
(225/1834,170927/27510)
#
# (a,b,c,d) = (-2074,0,1,0) and D = -8296:
#
#
# (a,b,c,d) = (-2073,1,1,0) and D = -8293:
#
(1/27,-148/27)
(1/27,49/9)
(87025/83619,1156352972/24667605)
(87025/83619,-394008449/8222535)
#
# (a,b,c,d) = (-2073,0,1,0) and D = -8292:
#
(1/28,155/28)
(24025/37576,-169705199/5824280)
(24025/37576,169705199/5824280)
(-25/161,-5312/805)
(-9/98,-755/294)
(1/28,-155/28)
(1225/6154,-2010917/215390)
(1225/6154,2010917/215390)
(-25/161,5312/805)
(-9/98,755/294)
#
# (a,b,c,d) = (-259,1,2,0) and D = -8292:
#
(-9/49,-26/21)
(-50/161,5437/1610)
(-9/49,391/294)
(-50/161,-741/230)
(1225/3077,984021/215390)
(24025/18788,-12387791/832040)
(1225/3077,-513448/107695)
(24025/18788,41495331/2912140)
(1/14,11/4)
(1/14,-39/14)
#
# (a,b,c,d) = (-76,3,3,0) and D = -8289:
#
(3/94,-917/282)
(27/10,554/45)
(-3468/14735,221077/1502970)
(3/94,454/141)
(27/10,-1351/90)
(-3/8,-35/24)
(-3468/14735,132659/1502970)
(-3/8,11/6)
#
# (a,b,c,d) = (2,3,-9,-2) and D = -8289:
#
(1,1/2)
(253/4,155/4)
(-5/4,1/2)
(-1/2,1/2)
(-9013/10658,-3379/5329)
(-109/506,-601/1012)
#
# (a,b,c,d) = (-2072,1,1,0) and D = -8289:
#
(9/10,608/15)
(1/94,456/47)
(-1/8,-39/8)
(-1156/14735,9123/71570)
(-1/8,5)
(1/94,-913/94)
(-1156/14735,-24557/500990)
(9/10,-1243/30)
#
# (a,b,c,d) = (-2072,0,1,0) and D = -8288:
#
(9/46,-634/69)
(-3617604/34461383,239103445139/65545550466)
(9/46,634/69)
(-3617604/34461383,-239103445139/65545550466)
#
# (a,b,c,d) = (-259,0,2,0) and D = -8288:
#
(9/23,317/69)
(9/23,-317/69)
(-7235208/34461383,239103445139/131091100932)
(-7235208/34461383,-239103445139/131091100932)
#
# (a,b,c,d) = (-2071,1,1,0) and D = -8285:
#
(1/19,94/19)
(70756/10395289,-33536560345/2765146874)
(-3969/20501,-572093/67977)
(-1444/3679,2514725/139802)
(25/89,5688/445)
(121/13061,-1494567/143671)
(25/89,-5813/445)
(4/241,-3763/482)
(14161/45539,76463911/5419141)
(70756/10395289,33517739249/2765146874)
(4/241,3755/482)
(-1444/3679,-2459853/139802)
(8281/16571,-34738822/1507961)
(169/1349,110492/17537)
(-1024/13031,122371/416992)
(-1,46)
(-49/551,8912/3857)
(-3969/20501,11119814/1291563)
(1/19,-5)
(9/3601,216080/10803)
(-1,-45)
(1/31,-179/31)
(14161/45539,-78149070/5419141)
(169/1349,-5931/923)
(-49/551,-451/203)
(121/13061,1493236/143671)
(9/3601,-216107/10803)
(-1024/13031,-89603/416992)
(1/31,178/31)
(8281/16571,33985251/1507961)
#
# (a,b,c,d) = (1,4,-10,-3) and D = -8285:
#
(-145/407,414/407)
(-15476/9875,3263/9875)
(-8/5,-13/15)
(410/43,211/43)
(-1/2,-1/2)
(-67/34,13/34)
(2,1)
(119348/132779,20583/132779)
(2213/1685,-244/1685)
(107/235,-416/235)
(8993/433,-33020/433)
(1/8,-7/8)
(-332/373,-215/373)
(-5482/10989,14287/32967)
(1,0)
(-2575/3018,-5117/9054)
(421595/311288,-49149/311288)
(61/53,26/53)
(321183557/296677676,-15232419/296677676)
#
# (a,b,c,d) = (-2071,0,1,0) and D = -8284:
#
(-100/279,45269/2790)
(-100/279,-45269/2790)
#
# (a,b,c,d) = (3,1,-10,3) and D = -8281:
#
#
# (a,b,c,d) = (-2070,1,1,0) and D = -8281:
#
(216225/1589224,2471982809/369494580)
(-222784/1565655,294508581/49265944)
(529/179634,-12690471/688597)
(-2356225/6330324,-53994560817/3239015780)
(4/9,-41/2)
(-960814009/8544045510,-217254957841357/52967955734694)
(-2356225/6330324,82800243913/4858523670)
(8836/43953,38483477/4131582)
(1/1638,66293/1638)
(529/179634,76130659/4131582)
(-1/12,19/12)
(899820009/8828875510,293713315981157/52967955734694)
(-36/455,331/546)
(1/30,17/3)
(9/364,-3533/546)
(1369/219480,3427467/270692)
(3249/43450,-1246319/247665)
(899820009/8828875510,-747779240357879/132419889336735)
(9796900/929817009,3152421574997/323369693130)
(216225/1589224,-5044510243/738989160)
(16/273,1779/364)
(25/546,6953/1365)
(41616/47632585,328738764581/9717047340)
(116281/313140,597607203/35593580)
(25/546,-4677/910)
(-81/182,33443/1638)
(1/1638,-3683/91)
(9/364,7039/1092)
(-441/2162,-202289/22701)
(24964/1426425,-343004317/45075030)
(4/9,361/18)
(1/30,-57/10)
(-36/455,-1439/2730)
(-1/12,-3/2)
(1369/219480,-102874663/8120760)
(116281/313140,-183247343/10678074)
(3249/43450,12277997/2476650)
(-960814009/8544045510,62003174502431/14713321037415)
(-75625/819546,-576926983/225375150)
(24964/1426425,570359091/75125050)
(-222784/1565655,-4312474667/738989160)
(16/273,-5401/1092)
(-441/2162,17993/1974)
(9796900/929817009,-28402458471973/2910327238170)
(-75625/819546,99620643/37562525)
(8836/43953,-569769/59878)
(-81/182,-16357/819)
(41616/47632585,-65749450849/1943409468)
#
# (a,b,c,d) = (1,4,-11,-1) and D = -8281:
#
(1314/923,-161/923)
(2,1)
(-1145/923,-658/923)
(17514/15457,-1159/15457)
(19/13,9/13)
(1/13,-18/13)
(-13/71,63/71)
(-4/13,7/13)
(-3002/5629,-2943/5629)
(101835/6539,52516/6539)
(23773/12599,-3589/12599)
(-27/13,5/13)
(-1063/1189,-698/1189)
(-108088/6539,18477/6539)
(481/503,-5461/503)
(-19/13,4/13)
(1,0)
(-9/13,-7/13)
(-171/433,194/433)
(-26901/163787,198712/163787)
(5225/5629,421/5629)
(-282148/163787,-152055/163787)
(0,-1)
(-3695/15457,10233/15457)
#
# (a,b,c,d) = (0,1,91,0) and D = -8281:
#
(8836/483,529/179634)
(16/3,-1/12)
(8836/483,-441/2162)
(529/1974,8836/43953)
(-2356225/69564,116281/313140)
(-222784/17205,1369/219480)
(-40131/2162,8836/43953)
(364/9,-81/182)
(-2356225/69564,41616/47632585)
(216225/17464,1369/219480)
(91/30,25/546)
(-81/2,1/1638)
(216225/17464,-222784/1565655)
(124579/219480,-222784/1565655)
(-91/12,16/273)
(-40131/2162,529/179634)
(364/9,1/1638)
(295659/43450,24964/1426425)
(-222784/17205,216225/1589224)
(-36/5,25/546)
(91/30,-36/455)
(-91/12,9/364)
(-75625/9006,24964/1426425)
(529/1974,-441/2162)
(-36/5,1/30)
(-81/2,4/9)
(16/3,9/364)
(891517900/929817009,-960814009/8544045510)
(899820009/97020610,-960814009/8544045510)
(9/4,-1/12)
(1/18,-81/182)
(1/18,4/9)
(295659/43450,-75625/819546)
(10581571/313140,41616/47632585)
(891517900/929817009,899820009/8828875510)
(24964/15675,3249/43450)
(-75625/9006,3249/43450)
(-960814009/93890610,9796900/929817009)
(10581571/313140,-2356225/6330324)
(9/4,16/273)
(41616/523435,116281/313140)
(25/6,-36/455)
(24964/15675,-75625/819546)
(-960814009/93890610,899820009/8828875510)
(899820009/97020610,9796900/929817009)
(124579/219480,216225/1589224)
(25/6,1/30)
(41616/523435,-2356225/6330324)
#
# (a,b,c,d) = (2,5,-11,2) and D = -8281:
#
#
# (a,b,c,d) = (-6,1,7,0) and D = -8281:
#
(28/9,337/126)
(529/25662,776471/295113)
(899820009/1261267930,-32174167002973/37834254096210)
(16/39,35/52)
(16/39,-799/1092)
(-960814009/1220577930,8200028547991/12611418032070)
(25/78,-49/65)
(813967/313140,278977691/124577530)
(-3087/2162,-376795/317814)
(-75625/117078,31434023/75125050)
(-3087/2162,220811/158907)
(813967/313140,-1951428893/747465180)
(22743/43450,5861209/8668275)
(1/234,-451/78)
(-2356225/904332,25207271993/9717047340)
(24964/203775,80916397/75125050)
(9/52,-1021/1092)
(-75625/117078,-5250371/16098225)
(24964/203775,-35241929/32196450)
(9/52,71/78)
(-222784/223665,-571001789/738989160)
(-960814009/1220577930,-71209123835419/132419889336735)
(41616/6804655,46959042227/9717047340)
(899820009/1261267930,99113634105419/132419889336735)
(41616/6804655,-6709647413/1388149620)
(28/9,-131/42)
(529/25662,-3627587/1377194)
(216225/227032,-54552491/52784940)
(-2356225/904332,-514058729/231358270)
(68578300/929817009,-28494451362973/20372290667190)
(22743/43450,-13018769/17336550)
(9583/219480,34224017/18948440)
(-36/65,-113/2730)
(8836/6279,734525/590226)
(9583/219480,-51513311/28422660)
(-81/26,-623/234)
(-36/65,47/390)
(-81/26,2545/819)
(68578300/929817009,9426600427991/6790763555730)
(8836/6279,-1990753/1377194)
(7/30,-29/35)
(216225/227032,663190249/738989160)
(-7/12,11/42)
(7/30,167/210)
(-7/12,-5/28)
(1/234,4735/819)
(25/78,1933/2730)
(-222784/223665,32197897/35189960)
#
# (a,b,c,d) = (0,7,13,0) and D = -8281:
#
(-2356225/486948,813967/313140)
(25/42,-36/65)
(41616/3664045,-2356225/904332)
(1511653/313140,41616/6804655)
(-960814009/657234270,899820009/1261267930)
(52/9,-81/26)
(127359700/929817009,899820009/1261267930)
(17797/219480,-222784/223665)
(24964/109725,22743/43450)
(-81/14,1/234)
(16/21,9/52)
(1/126,-81/26)
(-81/14,28/9)
(1511653/313140,-2356225/904332)
(13/30,-36/65)
(42237/43450,24964/203775)
(-5733/2162,8836/6279)
(-13/12,16/39)
(127359700/929817009,-960814009/1220577930)
(-960814009/657234270,68578300/929817009)
(8836/3381,-3087/2162)
(-222784/120435,9583/219480)
(13/30,25/78)
(-36/35,7/30)
(1/126,28/9)
(-75625/63042,22743/43450)
(16/21,-7/12)
(899820009/679144270,68578300/929817009)
(42237/43450,-75625/117078)
(899820009/679144270,-960814009/1220577930)
(-36/35,25/78)
(529/13818,-3087/2162)
(-13/12,9/52)
(529/13818,8836/6279)
(25/42,7/30)
(24964/109725,-75625/117078)
(17797/219480,216225/227032)
(52/9,1/234)
(8836/3381,529/25662)
(41616/3664045,813967/313140)
(9/28,-7/12)
(-5733/2162,529/25662)
(9/28,16/39)
(-75625/63042,24964/203775)
(216225/122248,9583/219480)
(-222784/120435,216225/227032)
(216225/122248,-222784/223665)
(-2356225/486948,41616/6804655)
#
# (a,b,c,d) = (2,27,91,0) and D = -8281:
#
(41616/523435,-532453001/1388149620)
(-91/12,1247/1092)
(-81/2,785/126)
(-81/2,677/117)
(25/6,-59/105)
(24964/15675,-10296133/32196450)
(364/9,-9463/1638)
(899820009/97020610,-27191218740473/18917127048105)
(10581571/313140,-46899614579/9717047340)
(-75625/9006,39186241/32196450)
(25/6,-263/390)
(1/18,-53/117)
(529/1974,96059/590226)
(364/9,-10193/1638)
(295659/43450,-119940097/112687575)
(1/18,55/126)
(-960814009/93890610,29583033906473/18917127048105)
(124579/219480,-165076547/738989160)
(-36/5,419/390)
(-40131/2162,11786347/4131582)
(-75625/9006,11046613/8668275)
(9/4,-17/42)
(891517900/929817009,-66058215187973/264839778673470)
(529/1974,-38497/158907)
(-36/5,223/210)
(91/30,-529/1365)
(16/3,-71/84)
(8836/483,-1540775/590226)
(216225/17464,-50095027/28422660)
(24964/15675,-2647961/17336550)
(-91/12,605/546)
(216225/17464,-201747739/105569880)
(8836/483,-895411/317814)
(16/3,-115/156)
(-222784/17205,105508619/56845320)
(-2356225/69564,1947184061/373732590)
(91/30,-1399/2730)
(41616/523435,269073083/747465180)
(-2356225/69564,6718137077/1388149620)
(-40131/2162,5483965/2065791)
(9/4,-41/156)
(10581571/313140,-25262454809/4858523670)
(891517900/929817009,-9283962541027/264839778673470)
(-222784/17205,209649607/105569880)
(899820009/97020610,-26777250730973/20372290667190)
(-960814009/93890610,29997001915973/20372290667190)
(124579/219480,20311063/369494580)
(295659/43450,-215139007/225375150)
#
# (a,b,c,d) = (-2070,0,1,0) and D = -8280:
#
#
# (a,b,c,d) = (-2069,1,1,0) and D = -8277:
#
(1,-46)
(1,45)
#
# (a,b,c,d) = (2,5,-7,-3) and D = -8277:
#
(83939/3940,33519/1970)
(512815/153242,204207/76621)
(17,-5)
(-2,17/3)
#
# (a,b,c,d) = (-2069,0,1,0) and D = -8276:
#
(-49/461,12060/3227)
(1/35,212/35)
(-49/461,-12060/3227)
(-64/623,-17337/4984)
(-64/623,17337/4984)
(167281/826483,-3201494196/338031547)
(1/35,-212/35)
(167281/826483,3201494196/338031547)
#
# (a,b,c,d) = (1,3,-11,-3) and D = -8276:
#
(1/25,-56/75)
(-2018/13,399/13)
(-78629/105515,36176/105515)
(1,0)
(50/23,21/23)
(-2/5,7/5)
#
# (a,b,c,d) = (-2068,1,1,0) and D = -8273:
#
#
# (a,b,c,d) = (-258,2,2,0) and D = -8272:
#
(-32/87,2923/696)
(-32/87,-889/232)
#
# (a,b,c,d) = (-2068,0,1,0) and D = -8272:
#
(-16/87,2795/348)
(-16/87,-2795/348)
#
# (a,b,c,d) = (-2067,1,1,0) and D = -8269:
#
#
# (a,b,c,d) = (-2067,0,1,0) and D = -8268:
#
(-10404/132167,-4366835/13481034)
(1/49,346/49)
(-10404/132167,4366835/13481034)
(1/49,-346/49)
#
# (a,b,c,d) = (-2066,1,1,0) and D = -8265:
#
(1/16,-79/16)
(1/16,39/8)
#
# (a,b,c,d) = (-2066,0,1,0) and D = -8264:
#
#
# (a,b,c,d) = (-2065,1,1,0) and D = -8261:
#
(-1/7,-41/7)
(-1/7,6)
#
# (a,b,c,d) = (-258,1,2,0) and D = -8260:
#
(-49/138,-7277/1932)
(81/527,-12089/4743)
(-1/3,11/3)
(1849/12552,-681625/269868)
(81/527,23449/9486)
(-49/138,635/161)
(1849/12552,882331/359824)
(-1/3,-7/2)
#
# (a,b,c,d) = (-2065,0,1,0) and D = -8260:
#
(81/1054,-47627/9486)
(-1/6,-43/6)
(1849/25104,-5373493/1079472)
(-1/6,43/6)
(1849/25104,5373493/1079472)
(81/1054,47627/9486)
(-49/276,-14897/1932)
(-49/276,14897/1932)
#
# (a,b,c,d) = (-2064,1,1,0) and D = -8257:
#
(-4/7,-359/14)
(-4/7,367/14)
#
# (a,b,c,d) = (-4,1,8,0) and D = -8256:
#
(8/25,129/200)
(8/25,-137/200)
#
# (a,b,c,d) = (-2064,0,1,0) and D = -8256:
#
(1/25,-133/25)
(1/25,133/25)
#
# (a,b,c,d) = (-258,0,2,0) and D = -8256:
#
(2/25,133/50)
(2/25,-133/50)
#
# (a,b,c,d) = (-32,2,4,0) and D = -8256:
#
(4/25,129/100)
(4/25,-137/100)
#
# (a,b,c,d) = (-2063,1,1,0) and D = -8253:
#
#
# (a,b,c,d) = (-2063,0,1,0) and D = -8252:
#
(49/317,-16570/2219)
(49/317,16570/2219)
#
# (a,b,c,d) = (-2062,1,1,0) and D = -8249:
#
(1/2,45/2)
(-8281/32980,-33316191/3001180)
(1/2,-23)
(-8281/32980,17034881/1500590)
#
# (a,b,c,d) = (-2062,0,1,0) and D = -8248:
#
(121/1323,77257/14553)
(121/1323,-77257/14553)
#
# (a,b,c,d) = (-2061,1,1,0) and D = -8245:
#
(484/801,-54365/1958)
(-1/9,-4)
(5329/154971,7035232/1256987)
(5329/154971,-63706105/11312883)
(484/801,478637/17622)
(-1/9,37/9)
#
# (a,b,c,d) = (-2061,0,1,0) and D = -8244:
#
(-1/5,-44/5)
(7744/83065,39118643/7309720)
(-1/5,44/5)
(7744/83065,-39118643/7309720)
#
# (a,b,c,d) = (-76,2,3,0) and D = -8244:
#
(23232/83065,-41163059/21929160)
(-3/5,47/15)
(23232/83065,37074227/21929160)
(-3/5,-41/15)
#
# (a,b,c,d) = (-2060,1,1,0) and D = -8241:
#
#
# (a,b,c,d) = (-2060,0,1,0) and D = -8240:
#
(-1/11,-27/11)
(-1/11,27/11)
#
# (a,b,c,d) = (-257,2,2,0) and D = -8240:
#
(-2/11,-25/22)
(-2/11,29/22)
#
# (a,b,c,d) = (-2059,1,1,0) and D = -8237:
#
(-400/79,-359031/1580)
(1/17,-84/17)
(1/17,83/17)
(-400/79,367031/1580)
(-9/107,-512/321)
(-9/107,539/321)
#
# (a,b,c,d) = (-2059,0,1,0) and D = -8236:
#
(522729/22275505,-106523038574/16105190115)
(4/57,-563/114)
(-361/459,-311080/8721)
(4/57,563/114)
(-961/9975,-913702/309225)
(522729/22275505,106523038574/16105190115)
(-361/459,311080/8721)
(-961/9975,913702/309225)
#
# (a,b,c,d) = (-2058,1,1,0) and D = -8233:
#
(-9409/6552,-13648787/211848)
(-9409/6552,2989931/45396)
#
# (a,b,c,d) = (-6,0,7,0) and D = -8232:
#
(9,25/3)
(-28/47,-167/658)
(1681/3553,-102367/145673)
(-16/17,53/68)
(-16/17,-53/68)
(1681/3553,102367/145673)
(9,-25/3)
(-28/47,167/658)
(4/127,-541/254)
(1,-1)
(4/127,541/254)
(1,1)
#
# (a,b,c,d) = (-2058,0,1,0) and D = -8232:
#
(1/7,7)
(-4/47,-167/94)
(9/7,-175/3)
(4/889,3787/254)
(1681/24871,716569/145673)
(4/889,-3787/254)
(9/7,175/3)
(1/7,-7)
(-4/47,167/94)
(1681/24871,-716569/145673)
(-16/119,371/68)
(-16/119,-371/68)
#
# (a,b,c,d) = (-2057,1,1,0) and D = -8229:
#
#
# (a,b,c,d) = (-2057,0,1,0) and D = -8228:
#
#
# (a,b,c,d) = (-257,1,2,0) and D = -8228:
#
#
# (a,b,c,d) = (-2056,1,1,0) and D = -8225:
#
(169/6980,-592701/90740)
(169/6980,147626/22685)
(-36100/48919,314268729/9294610)
(-1/10,-16/5)
(121/1640,-11301/2255)
(-16/31,2929/124)
(-1/10,33/10)
(-16/31,-2865/124)
(121/1640,89077/18040)
(-36100/48919,-307409729/9294610)
(9/130,1909/390)
(9/130,-968/195)
#
# (a,b,c,d) = (-16,3,5,0) and D = -8225:
#
(121/328,1994/2255)
(121/328,-3989/3608)
(-180500/48919,362281729/46473050)
(9/26,172/195)
(-80/31,-2417/620)
(-1/2,-1/2)
(9/26,-85/78)
(169/1396,-30404/22685)
(-80/31,3377/620)
(-1/2,4/5)
(169/1396,23005/18148)
(-180500/48919,-259396729/46473050)
#
# (a,b,c,d) = (-2056,0,1,0) and D = -8224:
#
(25/306,3898/765)
(25/306,-3898/765)
#
# (a,b,c,d) = (-257,0,2,0) and D = -8224:
#
(25/153,-1949/765)
(25/153,1949/765)
#
# (a,b,c,d) = (-2055,1,1,0) and D = -8221:
#
(1/53,388/53)
(67081/779895,345871717/67330935)
(67081/779895,-210997826/40398561)
(1/53,-389/53)
#
# (a,b,c,d) = (-2055,0,1,0) and D = -8220:
#
#
# (a,b,c,d) = (2,1,-10,-3) and D = -8220:
#
(-1/10,-3/5)
#
# (a,b,c,d) = (-76,1,3,0) and D = -8217:
#
(94249/101676,-113799817/23410899)
(1/5184,-215495/5184)
(-192/767,-8575/18408)
(1/4,5/3)
(-1681/6536,-8107/14104)
(25/92,789/460)
(-1681/6536,132755/200982)
(1/5184,161621/3888)
(-192/767,10111/18408)
(94249/101676,142088275/31214532)
(1/4,-7/4)
(25/92,-623/345)
#
# (a,b,c,d) = (-2054,1,1,0) and D = -8217:
#
(-1681/19608,1524139/803928)
(-64/767,-699/472)
(25/276,-7351/1380)
(-1681/19608,-727609/401964)
(25/276,3613/690)
(1/12,61/12)
(1/12,-31/6)
(-64/767,9599/6136)
(94249/305028,-1336663361/93643596)
(1/15552,1939453/15552)
(1/15552,-969727/7776)
(94249/305028,653864459/46821798)
#
# (a,b,c,d) = (-2054,0,1,0) and D = -8216:
#
#
# (a,b,c,d) = (-2053,1,1,0) and D = -8213:
#
(1/133,-1535/133)
(1/133,1534/133)
#
# (a,b,c,d) = (-2053,0,1,0) and D = -8212:
#
#
# (a,b,c,d) = (-2052,1,1,0) and D = -8209:
#
(4/33,135/22)
(-25/24,477/10)
(-9/62,-554/93)
(-9/62,1135/186)
(4/33,-413/66)
(-25/24,-5599/120)
#
# (a,b,c,d) = (-76,0,3,0) and D = -8208:
#
(27/172,1283/774)
(233523/261304,496406983/109355724)
(1/56,121/28)
(-75/179,5131/2685)
(-1/4,1/2)
(100/203,-5303/2030)
(-1,5)
(3/4,-23/6)
(-75/179,-5131/2685)
(100/203,5303/2030)
(25/383,-4373/1915)
(1/56,-121/28)
(233523/261304,-496406983/109355724)
(27/172,-1283/774)
(25/383,4373/1915)
(-49/16,-863/56)
(3/64,257/96)
(-49/16,863/56)
(30603/1029997,-1046372635/312089091)
(1/8,7/4)
(-1/4,-1/2)
(-361/1132,-13307/10754)
(-1587/4088,-242617/141036)
(16/59,415/236)
(3/64,-257/96)
(16/59,-415/236)
(-1,-5)
(-1587/4088,242617/141036)
(676/98699,-17902505/2566174)
(-361/1132,13307/10754)
(1/8,-7/4)
(676/98699,17902505/2566174)
(30603/1029997,1046372635/312089091)
(3/4,23/6)
#
# (a,b,c,d) = (-8,6,6,0) and D = -8208:
#
(1/4,3/4)
(-150/179,-2881/5370)
(3/2,-8/3)
(-2,7/2)
(-49/8,-65/14)
(200/203,3303/4060)
(233523/130652,-345932867/109355724)
(61206/1029997,1027827217/624178182)
(50/383,4123/3830)
(1/28,15/7)
(-1/2,1/2)
(3/32,-133/96)
(32/59,287/472)
(50/383,-4623/3830)
(-2,-3/2)
(3/32,31/24)
(-1587/2044,-66557/141036)
(3/2,7/6)
(200/203,-7303/4060)
(1/4,-1)
(-361/566,-1612/5377)
(32/59,-543/472)
(1352/98699,17867353/5132348)
(233523/130652,37618529/27338931)
(-1/2,0)
(1352/98699,-17937657/5132348)
(-49/8,603/56)
(27/86,-763/774)
(1/28,-61/28)
(-1587/2044,44015/35259)
(-361/566,10083/10754)
(-150/179,7381/5370)
(27/86,260/387)
(61206/1029997,-1064918053/624178182)
#
# (a,b,c,d) = (-256,2,2,0) and D = -8208:
#
(-529/2044,-115225/47012)
(-2/3,47/6)
(32/177,-3863/1416)
(9/86,314/129)
(1352/296097,-161157697/15397044)
(1/84,-545/84)
(-50/179,-4881/1790)
(-1/6,-2/3)
(-49/24,4055/168)
(-2/3,-43/6)
(1/84,136/21)
(50/1149,39107/11490)
(200/609,-49727/12180)
(20402/1029997,1044312033/208059394)
(1/32,-129/32)
(-49/24,-464/21)
(77841/130652,59336168/9112977)
(1/12,-8/3)
(50/1149,-39607/11490)
(-1/6,5/6)
(200/609,45727/12180)
(1/12,31/12)
(32/177,3607/1416)
(1352/296097,161087393/15397044)
(-50/179,5381/1790)
(9/86,-655/258)
(20402/1029997,-1048433237/208059394)
(-361/1698,-28226/16131)
(1/32,4)
(-361/1698,63311/32262)
(1/2,11/2)
(77841/130652,-259062311/36451908)
(1/2,-6)
(-529/2044,31848/11753)
#
# (a,b,c,d) = (-1,3,12,0) and D = -8208:
#
(-1,0)
(64/59,287/944)
(3,7/12)
(1/14,15/14)
(1/2,3/8)
(400/203,-7303/8120)
(-1,1/4)
(400/203,3303/8120)
(27/43,130/387)
(100/383,-4623/7660)
(1/14,-61/56)
(2704/98699,17867353/10264696)
(27/43,-763/1548)
(-361/283,10083/21508)
(122412/1029997,-1064918053/1248356364)
(-4,7/4)
(3/16,31/48)
(64/59,-543/944)
(1/2,-1/2)
(-300/179,-2881/10740)
(-4,-3/4)
(233523/65326,37618529/54677862)
(-361/283,-806/5377)
(-300/179,7381/10740)
(-49/4,-65/28)
(3/16,-133/192)
(-1587/1022,44015/70518)
(122412/1029997,1027827217/1248356364)
(233523/65326,-345932867/218711448)
(100/383,4123/7660)
(-49/4,603/112)
(-1587/1022,-66557/282072)
(3,-4/3)
(2704/98699,-17937657/10264696)
#
# (a,b,c,d) = (-32,1,4,0) and D = -8208:
#
(9/43,157/129)
(-49/12,-232/21)
(-4/3,47/12)
(-361/849,-14113/16131)
(1/6,31/24)
(1,11/4)
(1/6,-4/3)
(2704/296097,-161157697/30794088)
(1/16,-129/64)
(-361/849,63311/64524)
(-1/3,-1/3)
(77841/65326,29668084/9112977)
(77841/65326,-259062311/72903816)
(1/16,2)
(400/609,45727/24360)
(1,-3)
(-100/179,5381/3580)
(1/42,68/21)
(2704/296097,161087393/30794088)
(40804/1029997,-1048433237/416118788)
(-529/1022,15924/11753)
(100/1149,39107/22980)
(1/42,-545/168)
(64/177,-3863/2832)
(-100/179,-4881/3580)
(40804/1029997,1044312033/416118788)
(400/609,-49727/24360)
(64/177,3607/2832)
(-1/3,5/12)
(9/43,-655/516)
(100/1149,-39607/22980)
(-49/12,4055/336)
(-4/3,-43/12)
(-529/1022,-115225/94024)
#
# (a,b,c,d) = (-2052,0,1,0) and D = -8208:
#
(-1/3,-15)
(9/172,-1283/258)
(100/609,15909/2030)
(1/168,-363/28)
(-25/179,-5131/895)
(-361/3396,-39921/10754)
(-361/3396,39921/10754)
(25/1149,-13119/1915)
(-25/179,5131/895)
(1/168,363/28)
(100/609,-15909/2030)
(-49/48,2589/56)
(9/172,1283/258)
(-1/3,15)
(-49/48,-2589/56)
(10201/1029997,1046372635/104029697)
(-529/4088,242617/47012)
(676/296097,53707515/2566174)
(25/1149,13119/1915)
(16/177,1245/236)
(77841/261304,-496406983/36451908)
(1/4,23/2)
(1/24,-21/4)
(-1/12,-3/2)
(1/64,257/32)
(1/64,-257/32)
(1/24,21/4)
(1/4,-23/2)
(77841/261304,496406983/36451908)
(16/177,-1245/236)
(-529/4088,-242617/47012)
(676/296097,-53707515/2566174)
(10201/1029997,-1046372635/104029697)
(-1/12,3/2)
#
# (a,b,c,d) = (-2051,1,1,0) and D = -8205:
#
(-324/791,266113/14238)
(-25/281,-3078/1405)
(-324/791,-37183/2034)
(-25/281,3203/1405)
#
# (a,b,c,d) = (-2051,0,1,0) and D = -8204:
#
(1/65,-526/65)
(1/65,526/65)
#
# (a,b,c,d) = (-2050,1,1,0) and D = -8201:
#
#
# (a,b,c,d) = (-2050,0,1,0) and D = -8200:
#
(-169/2001,43393/26013)
(-169/2001,-43393/26013)
#
# (a,b,c,d) = (-2049,1,1,0) and D = -8197:
#
#
# (a,b,c,d) = (-2049,0,1,0) and D = -8196:
#
(1/40,257/40)
(66049/476080,-835641599/122352560)
(1/40,-257/40)
(66049/476080,835641599/122352560)
#
# (a,b,c,d) = (-256,1,2,0) and D = -8196:
#
(66049/238040,-26644256/7647035)
(1/20,-129/40)
(1/20,16/5)
(66049/238040,409333503/122352560)
#
# (a,b,c,d) = (-2048,1,1,0) and D = -8193:
#
#
# (a,b,c,d) = (-2,8,8,0) and D = -8192:
#
#
# (a,b,c,d) = (-2048,0,1,0) and D = -8192:
#
#
# (a,b,c,d) = (-4,0,8,0) and D = -8192:
#
#
# (a,b,c,d) = (-32,0,4,0) and D = -8192:
#
#
# (a,b,c,d) = (-256,0,2,0) and D = -8192:
#
#
# (a,b,c,d) = (-31,4,4,0) and D = -8192:
#
#
# (a,b,c,d) = (-2047,1,1,0) and D = -8189:
#
(-17161/118141,94385478/15476471)
(-17161/118141,-92137387/15476471)
#
# (a,b,c,d) = (-2047,0,1,0) and D = -8188:
#
(1/93,898/93)
(1/93,-898/93)
#
# (a,b,c,d) = (-2046,1,1,0) and D = -8185:
#
(1/56,421/56)
(1/56,-211/28)
#
# (a,b,c,d) = (-2046,0,1,0) and D = -8184:
#
#
# (a,b,c,d) = (-75,3,3,0) and D = -8181:
#
#
# (a,b,c,d) = (-2045,1,1,0) and D = -8181:
#
#
# (a,b,c,d) = (-2045,0,1,0) and D = -8180:
#
#
# (a,b,c,d) = (-2044,1,1,0) and D = -8177:
#
(-1/4,-11)
(-1/4,45/4)
#
# (a,b,c,d) = (-255,2,2,0) and D = -8176:
#
(-9/19,-286/57)
(-9/19,313/57)
#
# (a,b,c,d) = (-2044,0,1,0) and D = -8176:
#
(-9/38,-599/57)
(-9/38,599/57)
#
# (a,b,c,d) = (1,7,-7,-2) and D = -8173:
#
(-397/1073,630/1073)
(1,0)
(-3/10,-13/20)
(-1581/3515,12649/7030)
(-1,-1)
#
# (a,b,c,d) = (-2043,1,1,0) and D = -8173:
#
(-169/963,10645/1391)
(-169/963,-93608/12519)
(49/5217,125655/12173)
(1/3,15)
(49/5217,-377308/36519)
(1/3,-46/3)
#
# (a,b,c,d) = (-2043,0,1,0) and D = -8172:
#
#
# (a,b,c,d) = (-2042,1,1,0) and D = -8169:
#
#
# (a,b,c,d) = (-2042,0,1,0) and D = -8168:
#
(25/559,-14373/2795)
(25/559,14373/2795)
#
# (a,b,c,d) = (-2041,1,1,0) and D = -8165:
#
#
# (a,b,c,d) = (-2041,0,1,0) and D = -8164:
#
(9/238,3869/714)
(9/238,-3869/714)
#
# (a,b,c,d) = (-255,1,2,0) and D = -8164:
#
(9/119,113/42)
(9/119,-974/357)
#
# (a,b,c,d) = (-2040,1,1,0) and D = -8161:
#
(1/6,-8)
(1/6,47/6)
#
# (a,b,c,d) = (-2040,0,1,0) and D = -8160:
#
#
# (a,b,c,d) = (-255,0,2,0) and D = -8160:
#
#
# (a,b,c,d) = (-2039,1,1,0) and D = -8157:
#
#
# (a,b,c,d) = (-2039,0,1,0) and D = -8156:
#
#
# (a,b,c,d) = (-2038,1,1,0) and D = -8153:
#
(1/8,-51/8)
(-10201/126352,-5793365/6380776)
(-10201/126352,12617031/12761552)
(1/8,25/4)
#
# (a,b,c,d) = (-2038,0,1,0) and D = -8152:
#
(1/51,367/51)
(1/51,-367/51)
#
# (a,b,c,d) = (-2037,1,1,0) and D = -8149:
#
(1/5,-47/5)
(1/5,46/5)
#
# (a,b,c,d) = (-2037,0,1,0) and D = -8148:
#
#
# (a,b,c,d) = (-2036,1,1,0) and D = -8145:
#
(4,357/2)
(4,-365/2)
#
# (a,b,c,d) = (-254,2,2,0) and D = -8144:
#
#
# (a,b,c,d) = (-2036,0,1,0) and D = -8144:
#
#
# (a,b,c,d) = (-2035,1,1,0) and D = -8141:
#
(1/205,-2936/205)
(1/205,587/41)
#
# (a,b,c,d) = (-2035,0,1,0) and D = -8140:
#
#
# (a,b,c,d) = (-2034,1,1,0) and D = -8137:
#
(-1/12,-17/12)
(-1/12,3/2)
#
# (a,b,c,d) = (-75,2,3,0) and D = -8136:
#
#
# (a,b,c,d) = (-2034,0,1,0) and D = -8136:
#
#
# (a,b,c,d) = (-2033,1,1,0) and D = -8133:
#
(1/703,-18640/703)
(-49/419,13042/2933)
(1/703,981/37)
(-1/11,27/11)
(-49/419,-12699/2933)
(-1/11,-26/11)
#
# (a,b,c,d) = (-2033,0,1,0) and D = -8132:
#
(169/3728,-248243/48464)
(361/8326,-820257/158194)
(-1/2,-45/2)
(1/11,58/11)
(225/904,154583/13560)
(1/206,2957/206)
(1/11,-58/11)
(-13456/164263,22825309/19054508)
(-1/8,39/8)
(-1/2,45/2)
(1/206,-2957/206)
(225/904,-154583/13560)
(10816/46537,-51702789/4839848)
(169/9088,872013/118144)
(10816/46537,51702789/4839848)
(361/8326,820257/158194)
(169/3728,248243/48464)
(169/9088,-872013/118144)
(-1/8,-39/8)
(-13456/164263,-22825309/19054508)
#
# (a,b,c,d) = (-254,1,2,0) and D = -8132:
#
(1/103,739/103)
(169/1864,-31305/12116)
(-1,23/2)
(-1,-11)
(2/11,57/22)
(21632/46537,50577925/9679696)
(225/452,-78979/13560)
(225/452,18901/3390)
(361/4163,406699/158194)
(169/4544,108727/29536)
(169/4544,-437105/118144)
(-1/4,-19/8)
(-26912/164263,24386205/38109016)
(1/103,-1479/206)
(-26912/164263,-21264413/38109016)
(-1/4,5/2)
(2/11,-59/22)
(21632/46537,-52827653/9679696)
(361/4163,-206779/79097)
(169/1864,123023/48464)
#
# (a,b,c,d) = (-2032,1,1,0) and D = -8129:
#
#
# (a,b,c,d) = (-2032,0,1,0) and D = -8128:
#
#
# (a,b,c,d) = (-254,0,2,0) and D = -8128:
#
#
# (a,b,c,d) = (-15,5,5,0) and D = -8125:
#
#
# (a,b,c,d) = (-2031,1,1,0) and D = -8125:
#
#
# (a,b,c,d) = (-2031,0,1,0) and D = -8124:
#
#
# (a,b,c,d) = (-2030,1,1,0) and D = -8121:
#
#
# (a,b,c,d) = (-2030,0,1,0) and D = -8120:
#
(-16/199,659/796)
(-16/199,-659/796)
(9/499,11213/1497)
(9/499,-11213/1497)
#
# (a,b,c,d) = (-2029,1,1,0) and D = -8117:
#
(1/2261,-107511/2261)
(1/2261,107510/2261)
#
# (a,b,c,d) = (-2029,0,1,0) and D = -8116:
#
#
# (a,b,c,d) = (1,3,-10,-7) and D = -8113:
#
(1,0)
(-8/5,13/5)
#
# (a,b,c,d) = (-2028,1,1,0) and D = -8113:
#
(-169/1972,11789/6409)
(-169/1972,-44959/25636)
#
# (a,b,c,d) = (-253,2,2,0) and D = -8112:
#
(-200/1079,29781/21580)
(66978/7957,263730061/2912262)
(66978/7957,-288244009/2912262)
(-200/1079,-25781/21580)
(2/13,63/26)
(2/13,-67/26)
#
# (a,b,c,d) = (3,18,26,0) and D = -8112:
#
(870714/7957,-1158078923/37859406)
(-200/83,1549/1660)
(2,-23/26)
(2,-1/2)
(-200/83,15863/21580)
(870714/7957,-1710052993/37859406)
#
# (a,b,c,d) = (1,10,13,0) and D = -8112:
#
(435357/7957,-674338690/18929703)
(-100/83,549/830)
(1,-10/13)
(435357/7957,-122364620/18929703)
(-100/83,2863/10790)
(1,0)
#
# (a,b,c,d) = (-2028,0,1,0) and D = -8112:
#
(-100/1079,2137/830)
(33489/7957,-275987035/1456131)
(1/13,-5)
(1/13,5)
(33489/7957,275987035/1456131)
(-100/1079,-2137/830)
#
# (a,b,c,d) = (-2027,1,1,0) and D = -8109:
#
(414736/53663425,-393430600191/34559245700)
(1/9,-53/9)
(-4/47,-157/94)
(1/15,-74/15)
(-4/47,165/94)
(1/15,73/15)
(1/9,52/9)
(414736/53663425,393163510207/34559245700)
(1/417,-8516/417)
(1/417,8515/417)
#
# (a,b,c,d) = (-75,1,3,0) and D = -8109:
#
(-12/47,173/282)
(1244208/53663425,392896420223/103677737100)
(1244208/53663425,-15747907607/4147109484)
(1/3,-2)
(1/139,946/139)
(1/5,8/5)
(-12/47,-149/282)
(1/5,-5/3)
(1/3,17/9)
(1/139,-2839/417)
#
# (a,b,c,d) = (-2027,0,1,0) and D = -8108:
#
#
# (a,b,c,d) = (-2026,1,1,0) and D = -8105:
#
(9/124,-1853/372)
(9/124,913/186)
#
# (a,b,c,d) = (-2026,0,1,0) and D = -8104:
#
(-1,-45)
(-1,45)
#
# (a,b,c,d) = (-2025,1,1,0) and D = -8101:
#
(784/4617,12661/1596)
(-64/735,2365/1176)
(-64/735,-3771/1960)
(784/4617,-1047493/129276)
#
# (a,b,c,d) = (-75,0,3,0) and D = -8100:
#
(1/30,-19/6)
(64/627,-9419/5016)
(-1540081/3529890,-1751114539/876118698)
(223587/534871,995651756/438059349)
(-363/1520,-1739/10032)
(3/10,11/6)
(-1/3,-4/3)
(361/2640,-17099/10032)
(-363/1520,1739/10032)
(223587/534871,-995651756/438059349)
(-1540081/3529890,1751114539/876118698)
(1/30,19/6)
(361/2640,17099/10032)
(-1/3,4/3)
(185761/10163790,3742418051/876118698)
(3/10,-11/6)
(64/627,9419/5016)
(185761/10163790,-3742418051/876118698)
#
# (a,b,c,d) = (2,13,18,0) and D = -8100:
#
(128/209,-16075/30096)
(1/5,41/90)
(9/5,-31/90)
(-1540081/588315,8400424867/6570890235)
(-2,1/2)
(1341522/534871,-3376182545/2628356094)
(185761/1693965,-1097383841/1460197830)
(9/5,-43/45)
(1341522/534871,-1384879033/2628356094)
(-1089/760,82211/150480)
(128/209,307/3344)
(-1089/760,18379/37620)
(361/440,-51/4180)
(361/440,-87331/150480)
(1/5,-3/5)
(-2,17/18)
(-1540081/588315,893919671/1460197830)
(185761/1693965,4417817843/6570890235)
#
# (a,b,c,d) = (0,3,30,0) and D = -8100:
#
(3,-1/3)
(2235870/534871,-1540081/3529890)
(1/3,-1/3)
(-10/3,3/10)
(185761/1016379,223587/534871)
(1/3,3/10)
(361/264,-363/1520)
(-1540081/352989,185761/10163790)
(-363/152,361/2640)
(2235870/534871,185761/10163790)
(361/264,64/627)
(640/627,-363/1520)
(-10/3,1/30)
(3,1/30)
(640/627,361/2640)
(-363/152,64/627)
(185761/1016379,-1540081/3529890)
(-1540081/352989,223587/534871)
#
# (a,b,c,d) = (22,89,90,0) and D = -8100:
#
(6707610/534871,-80491748329/13141780470)
(1,-3/5)
(-1089/152,133049/37620)
(361/88,-5705/2736)
(-10,49/10)
(-10,449/90)
(9,-79/18)
(-1540081/117663,1870547687/292039566)
(-1089/152,106787/30096)
(185761/338793,-845797037/6570890235)
(185761/338793,-120755825/292039566)
(640/209,-24269/16720)
(-1540081/117663,42962880227/6570890235)
(6707610/534871,-82483051841/13141780470)
(9,-203/45)
(361/88,-8241/4180)
(1,-7/18)
(640/209,-21569/13680)
#
# (a,b,c,d) = (-1,8,9,0) and D = -8100:
#
(-1,8/9)
(64/209,819/1672)
(670761/534871,-1728122768/1314178047)
(-1,0)
(1/10,-11/10)
(361/880,-112931/150480)
(64/209,-11467/15048)
(670761/534871,263180744/1314178047)
(9/10,-91/90)
(361/880,6451/16720)
(-1540081/1176630,16400534779/13141780470)
(-1540081/1176630,-123401179/1460197830)
(1/10,91/90)
(9/10,19/90)
(185761/3387930,-2114704691/1460197830)
(185761/3387930,18391838291/13141780470)
(-1089/1520,56611/150480)
(-1089/1520,39221/150480)
#
# (a,b,c,d) = (0,2,45,0) and D = -8100:
#
(-1089/304,361/3960)
(9/2,-2/9)
(185761/677586,-1540081/5294835)
(3353805/534871,185761/15245685)
(361/176,-121/760)
(1/2,-2/9)
(-1089/304,128/1881)
(-5,1/45)
(3353805/534871,-1540081/5294835)
(-1540081/235326,185761/15245685)
(361/176,128/1881)
(-1540081/235326,149058/534871)
(-5,1/5)
(1/2,1/5)
(320/209,-121/760)
(9/2,1/45)
(320/209,361/3960)
(185761/677586,149058/534871)
#
# (a,b,c,d) = (-253,1,2,0) and D = -8100:
#
(185761/15245685,-84244437643/13141780470)
(361/3960,190649/75240)
(-121/760,5013/16720)
(-121/760,-1841/8360)
(-1540081/5294835,-38444456867/13141780470)
(1/45,-214/45)
(128/1881,84259/30096)
(1/5,27/10)
(-2/9,37/18)
(128/1881,-7753/2736)
(185761/15245685,42082187326/6570890235)
(1/5,-14/5)
(1/45,427/90)
(-2/9,-35/18)
(-1540081/5294835,20177848694/6570890235)
(361/3960,-35287/13680)
(149058/534871,-1015998173/292039566)
(149058/534871,975305339/292039566)
#
# (a,b,c,d) = (-16,2,5,0) and D = -8100:
#
(361/1584,-16075/15048)
(-1540081/2117934,-1384879033/1314178047)
(320/1881,82211/75240)
(-5/9,-31/45)
(1/18,-86/45)
(1/2,1)
(-5/9,41/45)
(1/2,-6/5)
(-121/304,-51/2090)
(1/18,17/9)
(-121/304,307/1672)
(361/1584,18379/18810)
(372645/534871,-1097383841/730098915)
(185761/6098274,16800849734/6570890235)
(185761/6098274,-3376182545/1314178047)
(-1540081/2117934,8835635686/6570890235)
(372645/534871,893919671/730098915)
(320/1881,-87331/75240)
#
# (a,b,c,d) = (-9,3,6,0) and D = -8100:
#
(-2/3,-1/2)
(128/627,2969/3344)
(-363/760,821/25080)
(185761/5081895,-3132025541/1460197830)
(-1540081/1764945,2666703304/2190296745)
(-1540081/1764945,-1140722029/1460197830)
(185761/5081895,4658006816/2190296745)
(361/1320,-46177/50160)
(-363/760,10337/50160)
(1/15,47/30)
(-2/3,5/6)
(361/1320,6553/8360)
(128/627,-9931/10032)
(3/5,-16/15)
(3/5,23/30)
(447174/534871,-1178769509/876118698)
(1/15,-8/5)
(447174/534871,812534003/876118698)
#
# (a,b,c,d) = (-2025,0,1,0) and D = -8100:
#
(-1/9,4)
(64/1881,-9419/1672)
(-121/1520,-1739/3344)
(-121/1520,1739/3344)
(-1/9,-4)
(1/90,-19/2)
(1/10,11/2)
(74529/534871,-995651756/146019783)
(1/10,-11/2)
(1/90,19/2)
(-1540081/10589670,-1751114539/292039566)
(361/7920,-17099/3344)
(74529/534871,995651756/146019783)
(-1540081/10589670,1751114539/292039566)
(361/7920,17099/3344)
(64/1881,9419/1672)
(185761/30491370,-3742418051/292039566)
(185761/30491370,3742418051/292039566)
#
# (a,b,c,d) = (0,6,15,0) and D = -8100:
#
(1117935/534871,-1540081/1764945)
(185761/2032758,-1540081/1764945)
(1/6,-2/3)
(-5/3,1/15)
(185761/2032758,447174/534871)
(-5/3,3/5)
(1/6,3/5)
(361/528,128/627)
(3/2,1/15)
(-363/304,128/627)
(361/528,-363/760)
(3/2,-2/3)
(320/627,-363/760)
(-1540081/705978,185761/5081895)
(-363/304,361/1320)
(320/627,361/1320)
(-1540081/705978,447174/534871)
(1117935/534871,185761/5081895)
#
# (a,b,c,d) = (1,19,90,0) and D = -8100:
#
(-1089/152,11467/15048)
(185761/338793,-263180744/1314178047)
(1,-19/90)
(640/209,-6451/16720)
(9,-91/90)
(361/88,-819/1672)
(6707610/534871,-18391838291/13141780470)
(-1089/152,112931/150480)
(-1540081/117663,2114704691/1460197830)
(9,-8/9)
(-1540081/117663,1728122768/1314178047)
(6707610/534871,-16400534779/13141780470)
(1,0)
(185761/338793,123401179/1460197830)
(-10,91/90)
(640/209,-39221/150480)
(-10,11/10)
(361/88,-56611/150480)
#
# (a,b,c,d) = (0,5,18,0) and D = -8100:
#
(128/209,361/1584)
(185761/1693965,-1540081/2117934)
(-1540081/588315,185761/6098274)
(9/5,-5/9)
(-2,1/2)
(1/5,-5/9)
(128/209,-121/304)
(9/5,1/18)
(-1089/760,361/1584)
(185761/1693965,372645/534871)
(361/440,320/1881)
(1/5,1/2)
(361/440,-121/304)
(-2,1/18)
(-1540081/588315,372645/534871)
(-1089/760,320/1881)
(1341522/534871,-1540081/2117934)
(1341522/534871,185761/6098274)
#
# (a,b,c,d) = (-2,1,10,0) and D = -8100:
#
(-10/9,-31/90)
(361/792,-16075/30096)
(1,-3/5)
(1/9,-43/45)
(745290/534871,893919671/1460197830)
(640/1881,82211/150480)
(1/9,17/18)
(185761/3049137,-3376182545/2628356094)
(-1540081/1058967,-1384879033/2628356094)
(640/1881,-87331/150480)
(1,1/2)
(-121/152,-51/4180)
(-10/9,41/90)
(-121/152,307/3344)
(745290/534871,-1097383841/1460197830)
(361/792,18379/37620)
(-1540081/1058967,4417817843/6570890235)
(185761/3049137,8400424867/6570890235)
#
# (a,b,c,d) = (0,9,10,0) and D = -8100:
#
(-1540081/1058967,670761/534871)
(1/9,9/10)
(361/792,-1089/1520)
(-10/9,9/10)
(185761/3049137,670761/534871)
(-1540081/1058967,185761/3387930)
(640/1881,-1089/1520)
(640/1881,361/880)
(-121/152,64/209)
(-10/9,1/10)
(1/9,-1)
(-121/152,361/880)
(185761/3049137,-1540081/1176630)
(745290/534871,-1540081/1176630)
(1,1/10)
(1,-1)
(361/792,64/209)
(745290/534871,185761/3387930)
#
# (a,b,c,d) = (6,27,30,0) and D = -8100:
#
(1/3,1/6)
(185761/1016379,-446298497/876118698)
(-10/3,49/30)
(361/264,-7883/10032)
(2235870/534871,-7244647129/4380593490)
(185761/1016379,755462783/2190296745)
(640/627,-13621/50160)
(3,-7/6)
(640/627,-32459/50160)
(2235870/534871,-9235950641/4380593490)
(-1540081/352989,1545005015/876118698)
(1/3,-7/15)
(-1540081/352989,4738069807/2190296745)
(361/264,-5579/12540)
(3,-23/15)
(-363/152,13259/12540)
(-363/152,10955/10032)
(-10/3,41/30)
#
# (a,b,c,d) = (14,71,90,0) and D = -8100:
#
(9,-65/18)
(6707610/534871,-64011150559/13141780470)
(9,-157/45)
(1,-1/2)
(-10,39/10)
(640/209,-191179/150480)
(-1540081/117663,3720748957/730098915)
(361/88,-5221/3344)
(185761/338793,-261858067/730098915)
(640/209,-19149/16720)
(185761/338793,-27743633/375479442)
(-10,359/90)
(-1089/152,106531/37620)
(-1540081/117663,1963559879/375479442)
(6707610/534871,-66002454071/13141780470)
(1,-13/45)
(-1089/152,84877/30096)
(361/88,-63011/37620)
#
# (a,b,c,d) = (8,38,45,0) and D = -8100:
#
(320/209,-6451/8360)
(-5,11/5)
(185761/677586,-526361488/1314178047)
(9/2,-91/45)
(3353805/534871,-18391838291/6570890235)
(1/2,0)
(-1540081/235326,3456245536/1314178047)
(185761/677586,123401179/730098915)
(-1089/304,112931/75240)
(3353805/534871,-16400534779/6570890235)
(320/209,-39221/75240)
(-5,91/45)
(361/176,-56611/75240)
(-1540081/235326,2114704691/730098915)
(9/2,-16/9)
(-1089/304,11467/7524)
(361/176,-819/836)
(1/2,-19/45)
#
# (a,b,c,d) = (0,1,90,0) and D = -8100:
#
(1,1/10)
(-1540081/117663,185761/30491370)
(9,1/90)
(640/209,361/7920)
(1,-1/9)
(-10,1/90)
(185761/338793,74529/534871)
(9,-1/9)
(640/209,-121/1520)
(-1089/152,64/1881)
(185761/338793,-1540081/10589670)
(-1540081/117663,74529/534871)
(361/88,64/1881)
(361/88,-121/1520)
(-10,1/10)
(6707610/534871,-1540081/10589670)
(-1089/152,361/7920)
(6707610/534871,185761/30491370)
#
# (a,b,c,d) = (-2024,1,1,0) and D = -8097:
#
#
# (a,b,c,d) = (1,9,1,-3) and D = -8096:
#
(25355/9593,49506/9593)
(-4/11,-31/33)
(-6943/8048,2109/8048)
(-5/8,13/24)
(649/1004,-1115/1004)
(1/2,1/2)
(-661/424,95/424)
(204835/367607,113404/367607)
(1409/621,-436/1863)
(-1,-2)
(-331359863/345568192,471618885/345568192)
(1321/269,-148/269)
(367/502,63/502)
(857/892,-1355/892)
(146/61,-221/61)
(1/4,-3/4)
(54361/103031,80290/103031)
(-2/3,7/9)
(1,0)
(-257/178,39/178)
(515/44,-777/44)
(-1861/274,211/274)
(-2,3)
(23/38,39/38)
(15452/7619,-1533/7619)
#
# (a,b,c,d) = (-2024,0,1,0) and D = -8096:
#
(169/790,-50652/5135)
(1089/12070,-1045508/199155)
(-1/10,16/5)
(4/25,381/50)
(4/25,-381/50)
(1,-45)
(5476/72065,26582207/5332810)
(81/553,35281/4977)
(1/58,-222/29)
(256/10745,1128947/171920)
(81/553,-35281/4977)
(-1/7,-41/7)
(121/1258,-37338/6919)
(5476/72065,-26582207/5332810)
(-1/10,-16/5)
(1,45)
(16/1945,-85827/7780)
(25/694,9564/1735)
(25/694,-9564/1735)
(-25/314,-408/785)
(361/5270,-245756/50065)
(-289/3263,-118797/55471)
(-900/1799,-1212301/53970)
(256/10745,-1128947/171920)
(1/26,-70/13)
(-25/314,408/785)
(361/5270,245756/50065)
(-1/7,41/7)
(1/26,70/13)
(4900/2249,15431557/157430)
(1/58,222/29)
(16/1945,85827/7780)
(4900/2249,-15431557/157430)
(121/1258,37338/6919)
(169/790,50652/5135)
(-289/3263,118797/55471)
(-900/1799,1212301/53970)
(1089/12070,1045508/199155)
#
# (a,b,c,d) = (-253,0,2,0) and D = -8096:
#
(1089/6035,-522754/199155)
(25/347,4782/1735)
(169/395,25326/5135)
(-578/3263,118797/110942)
(8/25,381/100)
(121/629,18669/6919)
(1/29,-111/29)
(2,-45/2)
(1/29,111/29)
(169/395,-25326/5135)
(121/629,-18669/6919)
(8/25,-381/100)
(-578/3263,-118797/110942)
(25/347,-4782/1735)
(1089/6035,522754/199155)
(-1/5,8/5)
(162/553,35281/9954)
(361/2635,-122878/50065)
(9800/2249,-15431557/314860)
(-25/157,204/785)
(512/10745,1128947/343840)
(-1800/1799,-1212301/107940)
(-2/7,41/14)
(1/13,-35/13)
(2,45/2)
(32/1945,-85827/15560)
(-1/5,-8/5)
(32/1945,85827/15560)
(1/13,35/13)
(-2/7,-41/14)
(512/10745,-1128947/343840)
(-25/157,-204/785)
(10952/72065,26582207/10665620)
(9800/2249,15431557/314860)
(10952/72065,-26582207/10665620)
(361/2635,122878/50065)
(-1800/1799,1212301/107940)
(162/553,-35281/9954)
#
# (a,b,c,d) = (1,5,-8,-4) and D = -8096:
#
(13919/7619,16985/15238)
(1,1/2)
(1/9,-13/18)
(-3,1/2)
(134651/103031,-25929/206062)
(70129511/172784096,-200744687/172784096)
(-1/12,-7/12)
(318239/367607,91431/735214)
(-825/137,-518/137)
(-1/2,1/2)
(-233/502,441/502)
(-109/89,-74/89)
(-43/33,19/66)
(-249/446,553/446)
(31/19,-4/19)
(1,-5/2)
(1173/269,1469/538)
(-2417/4024,-2263/4024)
(-75/61,367/122)
(-283/212,-189/212)
(1,0)
(3791/1863,4663/3726)
(-131/22,323/22)
(215/251,76/251)
(74861/9593,-24151/19186)
#
# (a,b,c,d) = (-2023,1,1,0) and D = -8093:
#
(-25/259,548/185)
(9/343,922/147)
(9/343,-6481/1029)
(-25/259,-3711/1295)
#
# (a,b,c,d) = (1,10,5,-2) and D = -8092:
#
(1,0)
(-31/44,45/88)
#
# (a,b,c,d) = (-2023,0,1,0) and D = -8092:
#
(225/1369,-160028/20535)
(225/1369,160028/20535)
#
# (a,b,c,d) = (-2022,1,1,0) and D = -8089:
#
(-1/6,-7)
(-1/6,43/6)
#
# (a,b,c,d) = (-2022,0,1,0) and D = -8088:
#
#
# (a,b,c,d) = (-5,5,7,0) and D = -8085:
#
(4/7,51/98)
(4/7,-13/14)
#
# (a,b,c,d) = (-2021,1,1,0) and D = -8085:
#
(4/49,-501/98)
(4/49,493/98)
#
# (a,b,c,d) = (3,5,-6,-4) and D = -8084:
#
(1,-2)
#
# (a,b,c,d) = (-2021,0,1,0) and D = -8084:
#
#
# (a,b,c,d) = (-2020,1,1,0) and D = -8081:
#
#
# (a,b,c,d) = (-2020,0,1,0) and D = -8080:
#
#
# (a,b,c,d) = (-252,2,2,0) and D = -8080:
#
#
# (a,b,c,d) = (-31,3,4,0) and D = -8080:
#
#
# (a,b,c,d) = (-2019,1,1,0) and D = -8077:
#
(1/83,757/83)
(1/83,-758/83)
#
# (a,b,c,d) = (-2019,0,1,0) and D = -8076:
#
(-363131136/647735015,-310493222763517/12343238445840)
(9/205,-3176/615)
(-363131136/647735015,310493222763517/12343238445840)
(9/205,3176/615)
#
# (a,b,c,d) = (-2018,1,1,0) and D = -8073:
#
#
# (a,b,c,d) = (-74,3,3,0) and D = -8073:
#
#
# (a,b,c,d) = (-2018,0,1,0) and D = -8072:
#
(4/689,-18089/1378)
(4/689,18089/1378)
#
# (a,b,c,d) = (-2017,1,1,0) and D = -8069:
#
(81/8497,-784295/76473)
(1/2335,112831/2335)
(1936/25705,5580779/1131020)
(105625/239279,-1563407208/77765675)
(4/41,441/82)
(81/8497,783566/76473)
(1/29,162/29)
(169/155,-99793/2015)
(23409/141895,167719112/21709935)
(-25/169,5229/845)
(1/29,-163/29)
(23409/141895,-171300689/21709935)
(44944/5935865,-14473016621/1258403380)
(64/265,23141/2120)
(4/41,-449/82)
(-4/47,163/94)
(-4/47,-155/94)
(-1/5,-43/5)
(1/2335,-112832/2335)
(169/155,97596/2015)
(1/37,-230/37)
(-1/5,44/5)
(-25/169,-5104/845)
(841/9035,1379727/262015)
(841/9035,-1404116/262015)
(1936/25705,-5665963/1131020)
(44944/5935865,14463488493/1258403380)
(64/265,-23653/2120)
(105625/239279,1529079083/77765675)
(1/37,229/37)
#
# (a,b,c,d) = (1,7,-1,-6) and D = -8069:
#
(-557/313,-602/313)
(7/37,-65/111)
(-1,1)
(586187/197,-83494/197)
(245/3322,-3709/6644)
(941/1267,-1178/1267)
(-718579/952454,3046849/5714724)
(-259/251,218/753)
(-37/31,17/62)
(287/37,-314/37)
(29447/8417,-4095/8417)
(2296369/1225994,-553625/2451988)
(5023/6233,9253/12466)
(-7,1)
(-175/86,-377/172)
(-6603095/5343389,1458116/5343389)
(1,0)
(7/8,1/16)
(1,-7/6)
(1,1)
(-10457/26268,-101725/157608)
#
# (a,b,c,d) = (-252,1,2,0) and D = -8068:
#
(1/7,17/7)
(289/26796,775223/113883)
(1,11)
(-1/6,-2/3)
(-1/6,3/4)
(289/26796,-295557/43384)
(-529/2604,-27463/17112)
(-225/448,10897/1920)
(1/7,-5/2)
(-225/448,-9113/1680)
(8/297,5123/1188)
(-529/2604,8517/4991)
(1,-23/2)
(8/297,-571/132)
#
# (a,b,c,d) = (-2017,0,1,0) and D = -8068:
#
(1/2,45/2)
(-1/12,-17/12)
(-529/5208,-396649/119784)
(4/297,5131/594)
(1/14,-69/14)
(289/53592,12408481/911064)
(289/53592,-12408481/911064)
(1/14,69/14)
(-1/12,17/12)
(4/297,-5131/594)
(-529/5208,396649/119784)
(1/2,-45/2)
(-225/896,149183/13440)
(-225/896,-149183/13440)
#
# (a,b,c,d) = (-2016,1,1,0) and D = -8065:
#
#
# (a,b,c,d) = (-252,0,2,0) and D = -8064:
#
#
# (a,b,c,d) = (-2016,0,1,0) and D = -8064:
#
#
# (a,b,c,d) = (-2015,1,1,0) and D = -8061:
#
(9/127,-1889/381)
(9/127,1862/381)
(9/25,241/15)
(9/25,-1232/75)
(-10404/127751,1085843/1002354)
(81/6913,-18583/2007)
(81/6913,575344/62217)
(-10404/127751,-421121/420342)
#
# (a,b,c,d) = (-2015,0,1,0) and D = -8060:
#
#
# (a,b,c,d) = (-2014,1,1,0) and D = -8057:
#
(-49/496,10893/3472)
(256/1241,186909/19856)
(1/32,93/16)
(256/1241,-191005/19856)
(1/32,-187/32)
(-49/496,-5275/1736)
#
# (a,b,c,d) = (1,4,-9,-5) and D = -8057:
#
(2/9,-7/9)
(-2137/2407,-6832/12035)
(1,0)
(2,1)
(-199/317,387/317)
#
# (a,b,c,d) = (-2014,0,1,0) and D = -8056:
#
#
# (a,b,c,d) = (-2013,1,1,0) and D = -8053:
#
(25/99,512/45)
(25/99,-1919/165)
#
# (a,b,c,d) = (-2013,0,1,0) and D = -8052:
#
#
# (a,b,c,d) = (-2012,1,1,0) and D = -8049:
#
#
# (a,b,c,d) = (-2012,0,1,0) and D = -8048:
#
#
# (a,b,c,d) = (-251,2,2,0) and D = -8048:
#
#
# (a,b,c,d) = (-2011,1,1,0) and D = -8045:
#
#
# (a,b,c,d) = (-2011,0,1,0) and D = -8044:
#
(64/33,22961/264)
(64/33,-22961/264)
#
# (a,b,c,d) = (-2010,1,1,0) and D = -8041:
#
(1/38,119/19)
(25281/163780,-19403711/2604102)
(1/38,-239/38)
(25281/163780,190017431/26041020)
#
# (a,b,c,d) = (-2010,0,1,0) and D = -8040:
#
#
# (a,b,c,d) = (-2009,1,1,0) and D = -8037:
#
(1/7,-7)
(1/7,48/7)
#
# (a,b,c,d) = (-2009,0,1,0) and D = -8036:
#
#
# (a,b,c,d) = (-251,1,2,0) and D = -8036:
#
#
# (a,b,c,d) = (-2008,1,1,0) and D = -8033:
#
(1/22,56/11)
(1/22,-113/22)
(-5625/13244,4763774/248325)
(-5625/13244,-18633221/993300)
#
# (a,b,c,d) = (-2008,0,1,0) and D = -8032:
#
(9/58,-644/87)
(9/58,644/87)
#
# (a,b,c,d) = (-251,0,2,0) and D = -8032:
#
(9/29,322/87)
(9/29,-322/87)
#
# (a,b,c,d) = (-2007,1,1,0) and D = -8029:
#
(-1/3,-44/3)
(-1/3,15)
(1156/10425,-2077273/354450)
(1156/10425,679323/118150)
#
# (a,b,c,d) = (-74,2,3,0) and D = -8028:
#
(147/9193,880531/193053)
(-12/23,-317/138)
(27/241,-4013/2169)
(27/241,3851/2169)
(147/9193,-882589/193053)
(-3/11,-23/33)
(-3/11,29/33)
(-12/23,365/138)
#
# (a,b,c,d) = (-2007,0,1,0) and D = -8028:
#
(49/9193,-881560/64351)
(49/9193,881560/64351)
(-4/23,-341/46)
(9/241,3932/723)
(-4/23,341/46)
(9/241,-3932/723)
(-1/11,26/11)
(-1/11,-26/11)
#
# (a,b,c,d) = (-16,1,5,0) and D = -8025:
#
(5/4,-12/5)
(5/4,43/20)
#
# (a,b,c,d) = (-2006,1,1,0) and D = -8025:
#
(1/4,45/4)
(1/4,-23/2)
#
# (a,b,c,d) = (-2006,0,1,0) and D = -8024:
#
(-7569/73325,-21808673/6379275)
(-7569/73325,21808673/6379275)
#
# (a,b,c,d) = (-2005,1,1,0) and D = -8021:
#
#
# (a,b,c,d) = (-2005,0,1,0) and D = -8020:
#
#
# (a,b,c,d) = (3,4,-7,-3) and D = -8017:
#
(1,-1/3)
#
# (a,b,c,d) = (-2004,1,1,0) and D = -8017:
#
#
# (a,b,c,d) = (-2004,0,1,0) and D = -8016:
#
(81/805,-39833/7245)
(81/805,39833/7245)
#
# (a,b,c,d) = (-250,2,2,0) and D = -8016:
#
(162/805,-41291/14490)
(162/805,7675/2898)
#
# (a,b,c,d) = (-2003,1,1,0) and D = -8013:
#
(1/43,285/43)
(1/43,-286/43)
#
# (a,b,c,d) = (-2003,0,1,0) and D = -8012:
#
#
# (a,b,c,d) = (-2002,1,1,0) and D = -8009:
#
(169/83846,-24279891/1089998)
(169/83846,1734121/77857)
#
# (a,b,c,d) = (-2002,0,1,0) and D = -8008:
#
#
# (a,b,c,d) = (-2001,1,1,0) and D = -8005:
#
(9/109,1646/327)
(9/109,-1673/327)
#
# (a,b,c,d) = (-2001,0,1,0) and D = -8004:
#
(-9/80,-973/240)
(1/100,1001/100)
(1/100,-1001/100)
(-9/80,973/240)
(-49/20,15343/140)
(-49/20,-15343/140)
#
# (a,b,c,d) = (-250,1,2,0) and D = -8004:
#
(1/50,5)
(-49/10,-375/7)
(1/50,-501/100)
(-49/10,7843/140)
(-9/40,-473/240)
(-9/40,25/12)
#
# (a,b,c,d) = (-74,1,3,0) and D = -8001:
#
(12/25,367/150)
(-25/2,321/5)
(12/25,-391/150)
(1/6,29/18)
(-25/2,-1801/30)
(-1/4,-5/12)
(1/6,-5/3)
(-1/4,1/2)
(121/7880,-202067/43340)
(-3481/6780,3007793/1200060)
(-3481/6780,-467069/200010)
(121/7880,1211071/260040)
(2209/80608,-39721589/11365728)
(2209/80608,6602961/1894288)
#
# (a,b,c,d) = (-2000,1,1,0) and D = -8001:
#
(121/23640,454318/32505)
(-1/12,-4/3)
(2209/241824,-7441309/710358)
(4/25,-383/50)
(-3481/20340,440900/60003)
(-25/6,-2764/15)
(121/23640,-727175/52008)
(1/18,44/9)
(-3481/20340,-8612621/1200060)
(-1/12,17/12)
(4/25,15/2)
(-25/6,5653/30)
(2209/241824,118957121/11365728)
(1/18,-89/18)
#
# (a,b,c,d) = (-2,0,10,0) and D = -8000:
#
(-5/2,-11/10)
(1/2,1/2)
(-18/19,-31/114)
(-5/2,11/10)
(605/502,16873/27610)
(1/2,-1/2)
(-18/19,31/114)
(605/502,-16873/27610)
(3481/47882,-3314555/2825038)
(3481/47882,3314555/2825038)
#
# (a,b,c,d) = (1,10,20,0) and D = -8000:
#
(1,-1/2)
(3481/23941,777294/1412519)
(605/251,-12537/13805)
(-5,9/5)
(-5,7/10)
(3481/23941,-1759967/2825038)
(605/251,-8201/27610)
(-36/19,77/228)
(1,0)
(-36/19,139/228)
#
# (a,b,c,d) = (-31,2,4,0) and D = -8000:
#
(121/251,-4551/2761)
(3481/119705,-41534627/14125190)
(121/251,7771/5522)
(-1,3)
(3481/119705,20664624/7062595)
(1/5,-13/10)
(1/5,6/5)
(-36/95,883/1140)
(-1,-5/2)
(-36/95,-667/1140)
#
# (a,b,c,d) = (-2000,0,1,0) and D = -8000:
#
(-1/4,-11)
(-9/95,155/57)
(121/1004,16873/2761)
(1/20,-5)
(3481/478820,-16572775/1412519)
(3481/478820,16572775/1412519)
(121/1004,-16873/2761)
(-1/4,11)
(1/20,5)
(-9/95,-155/57)
#
# (a,b,c,d) = (-16,0,5,0) and D = -8000:
#
(1/4,-1)
(3481/95764,-3314555/1412519)
(-9/19,31/57)
(-5/4,11/5)
(3481/95764,3314555/1412519)
(-5/4,-11/5)
(-9/19,-31/57)
(605/1004,-16873/13805)
(1/4,1)
(605/1004,16873/13805)
#
# (a,b,c,d) = (-250,0,2,0) and D = -8000:
#
(1/10,5/2)
(1/10,-5/2)
(-18/95,155/114)
(121/502,16873/5522)
(-1/2,-11/2)
(3481/239410,16572775/2825038)
(-1/2,11/2)
(3481/239410,-16572775/2825038)
(-18/95,-155/114)
(121/502,-16873/5522)
#
# (a,b,c,d) = (-1999,1,1,0) and D = -7997:
#
#
# (a,b,c,d) = (-1999,0,1,0) and D = -7996:
#
(-2500/19551,-4874543/977550)
(-2500/19551,4874543/977550)
#
# (a,b,c,d) = (-1998,1,1,0) and D = -7993:
#
#
# (a,b,c,d) = (-1998,0,1,0) and D = -7992:
#
(1/3,15)
(-100/591,14109/1970)
(-100/591,-14109/1970)
(1/3,-15)
#
# (a,b,c,d) = (-74,0,3,0) and D = -7992:
#
(1,-5)
(1,5)
(-100/197,-4703/1970)
(-100/197,4703/1970)
#
# (a,b,c,d) = (-1997,1,1,0) and D = -7989:
#
#
# (a,b,c,d) = (-1997,0,1,0) and D = -7988:
#
#
# (a,b,c,d) = (-1996,1,1,0) and D = -7985:
#
(-4/31,317/62)
(25/26,-5649/130)
(25/26,2762/65)
(-4/31,-309/62)
(9/64,1297/192)
(9/64,-331/48)
#
# (a,b,c,d) = (-249,2,2,0) and D = -7984:
#
#
# (a,b,c,d) = (-1996,0,1,0) and D = -7984:
#
#
# (a,b,c,d) = (-1995,1,1,0) and D = -7981:
#
(441/403,-418382/8463)
(441/403,409121/8463)
#
# (a,b,c,d) = (-1995,0,1,0) and D = -7980:
#
#
# (a,b,c,d) = (-1994,1,1,0) and D = -7977:
#
(-1/8,-19/4)
(-1/8,39/8)
#
# (a,b,c,d) = (-1994,0,1,0) and D = -7976:
#
(1/23,119/23)
(1/23,-119/23)
(-13924/101695,65811809/12000010)
(-13924/101695,-65811809/12000010)
#
# (a,b,c,d) = (-1993,1,1,0) and D = -7973:
#
#
# (a,b,c,d) = (-249,1,2,0) and D = -7972:
#
(1/6,-31/12)
(1/3,-4)
(-18/113,127/678)
(27889/195534,-162827753/65308356)
(27889/195534,26361715/10884726)
(1/6,5/2)
(45000/18409,-154065923/5522700)
(1/153,-2677/306)
(1/153,446/51)
(43218/456187,336007027/134118978)
(43218/456187,-342360073/134118978)
(-18/113,-73/678)
(1/3,23/6)
(45000/18409,147315923/5522700)
#
# (a,b,c,d) = (-1993,0,1,0) and D = -7972:
#
(27889/391068,-320998043/65308356)
(21609/456187,-339183550/67059489)
(22500/18409,150690923/2761350)
(1/12,-61/12)
(1/306,5353/306)
(1/306,-5353/306)
(1/12,61/12)
(-9/113,100/339)
(22500/18409,-150690923/2761350)
(21609/456187,339183550/67059489)
(27889/391068,320998043/65308356)
(-9/113,-100/339)
(1/6,-47/6)
(1/6,47/6)
#
# (a,b,c,d) = (-1992,1,1,0) and D = -7969:
#
(-1/10,16/5)
(-1/10,-31/10)
#
# (a,b,c,d) = (-1992,0,1,0) and D = -7968:
#
(1/14833,1806523/14833)
(1/14833,-1806523/14833)
#
# (a,b,c,d) = (-249,0,2,0) and D = -7968:
#
(2/14833,-1806523/29666)
(2/14833,1806523/29666)
#
# (a,b,c,d) = (-1991,1,1,0) and D = -7965:
#
(-4/39,265/78)
(-4/39,-257/78)
#
# (a,b,c,d) = (-73,3,3,0) and D = -7965:
#
(-4/13,-25/26)
(-4/13,33/26)
#
# (a,b,c,d) = (-1991,0,1,0) and D = -7964:
#
(1/5,-46/5)
(1/5,46/5)
#
# (a,b,c,d) = (-1990,1,1,0) and D = -7961:
#
(4/49,491/98)
(4/49,-499/98)
#
# (a,b,c,d) = (-1990,0,1,0) and D = -7960:
#
(-25/309,1261/1545)
(-25/309,-1261/1545)
#
# (a,b,c,d) = (-1989,1,1,0) and D = -7957:
#
(-1/9,4)
(5041/149787,-394168/69509)
(-1/9,-35/9)
(-256/1287,-13439/1584)
(-256/1287,19867/2288)
(5041/149787,59949793/10634877)
#
# (a,b,c,d) = (-1989,0,1,0) and D = -7956:
#
#
# (a,b,c,d) = (-1988,1,1,0) and D = -7953:
#
(484/1417,472455/31174)
(-225/1526,69934/11445)
(-1/2,-22)
(1/328,-5941/328)
(-1/2,45/2)
(484/1417,-483103/31174)
(1/328,1485/82)
(-225/1526,-19499/3270)
(7921/31828,-32295645/2832692)
(7921/31828,7897669/708173)
#
# (a,b,c,d) = (-31,1,4,0) and D = -7952:
#
(1/4,-5/4)
(1296/10249,1058005/737928)
(1/4,19/16)
(1/2,3/2)
(1/58,883/232)
(1369/86,134823/3182)
(-625/1924,50773/192400)
(-169/328,-5079/4264)
(-169/328,22513/17056)
(1/58,-221/58)
(-16/47,-137/376)
(-16/47,169/376)
(-625/1924,-8787/48100)
(1369/86,-589945/12728)
(12544/6001,-8195209/1344224)
(6241/9664,5568445/3053824)
(1296/10249,-1081333/737928)
(6241/9664,-1515371/763456)
(1/2,-13/8)
(12544/6001,7492745/1344224)
#
# (a,b,c,d) = (-248,2,2,0) and D = -7952:
#
(6241/19328,-1515371/381728)
(1/4,3)
(1/8,19/8)
(-169/656,22513/8528)
(-8/47,-137/188)
(6272/6001,-8195209/672112)
(648/10249,1058005/368964)
(1/116,883/116)
(648/10249,-1081333/368964)
(1/116,-221/29)
(-8/47,169/188)
(1/4,-13/4)
(6272/6001,7492745/672112)
(1369/172,134823/1591)
(6241/19328,5568445/1526912)
(1369/172,-589945/6364)
(-169/656,-5079/2132)
(-625/3848,50773/96200)
(1/8,-5/2)
(-625/3848,-8787/24050)
#
# (a,b,c,d) = (-1988,0,1,0) and D = -7952:
#
(1369/344,-1129237/6364)
(1/232,-1767/116)
(1/8,-25/4)
(1/16,39/8)
(1/232,1767/116)
(6241/38656,-11629929/1526912)
(-625/7696,-85921/96200)
(-4/47,153/94)
(-169/1312,42829/8528)
(1/8,25/4)
(1/16,-39/8)
(-625/7696,85921/96200)
(-169/1312,-42829/8528)
(324/10249,1069669/184482)
(1369/344,1129237/6364)
(324/10249,-1069669/184482)
(-4/47,-153/94)
(3136/6001,-7843977/336056)
(3136/6001,7843977/336056)
(6241/38656,11629929/1526912)
#
# (a,b,c,d) = (-1987,1,1,0) and D = -7949:
#
#
# (a,b,c,d) = (-1987,0,1,0) and D = -7948:
#
(-400/3519,-289121/70380)
(25/249,-6818/1245)
(-400/3519,289121/70380)
(25/249,6818/1245)
#
# (a,b,c,d) = (2,6,-5,-4) and D = -7948:
#
(-1,-1)
(-109/29,31/29)
(997/1463,2143/5852)
(3/2,-23/8)
(-35042097/43683052,249753677/174732208)
#
# (a,b,c,d) = (-1986,1,1,0) and D = -7945:
#
(-400/111,-352537/2220)
(-400/111,120179/740)
#
# (a,b,c,d) = (-1986,0,1,0) and D = -7944:
#
(4/313,-5549/626)
(4/313,5549/626)
(-10404/125255,16475923/12776010)
(-10404/125255,-16475923/12776010)
#
# (a,b,c,d) = (-1985,1,1,0) and D = -7941:
#
#
# (a,b,c,d) = (-1985,0,1,0) and D = -7940:
#
(-25/154,5231/770)
(-25/154,-5231/770)
#
# (a,b,c,d) = (-248,1,2,0) and D = -7940:
#
(-25/77,-2553/770)
(-25/77,1339/385)
#
# (a,b,c,d) = (-1984,1,1,0) and D = -7937:
#
(-9/8,-1189/24)
(-9/8,152/3)
#
# (a,b,c,d) = (-31,0,4,0) and D = -7936:
#
(16/825,-23699/6600)
(16/825,23699/6600)
(-1/3,1/3)
(-1/3,-1/3)
#
# (a,b,c,d) = (-30,4,4,0) and D = -7936:
#
(-1/3,1/2)
(16/825,-7921/2200)
(-1/3,-1/6)
(16/825,4727/1320)
#
# (a,b,c,d) = (-248,0,2,0) and D = -7936:
#
(-1/6,2/3)
(-1/6,-2/3)
(8/825,-23699/3300)
(8/825,23699/3300)
#
# (a,b,c,d) = (-1984,0,1,0) and D = -7936:
#
(-1/12,4/3)
(4/825,23699/1650)
(-1/12,-4/3)
(4/825,-23699/1650)
#
# (a,b,c,d) = (-1983,1,1,0) and D = -7933:
#
(-1/7,41/7)
(-1/7,-40/7)
#
# (a,b,c,d) = (-1983,0,1,0) and D = -7932:
#
#
# (a,b,c,d) = (-1982,1,1,0) and D = -7929:
#
#
# (a,b,c,d) = (-1982,0,1,0) and D = -7928:
#
#
# (a,b,c,d) = (-1981,1,1,0) and D = -7925:
#
(289/20999,-3053276/356983)
(100/1561,-10937/2230)
(100/1561,75559/15610)
(-1,-44)
(1/61,-479/61)
(1/61,478/61)
(7921/15851,-31794921/1410739)
(289/20999,3048363/356983)
(-1/11,26/11)
(-1/11,-25/11)
(7921/15851,31089952/1410739)
(-1,45)
#
# (a,b,c,d) = (1,2,-12,-1) and D = -7925:
#
(-10/27,13/27)
(-7/41,72/41)
(3/2,1/2)
(-112034/29283,-42427/29283)
(1057/428,-221/428)
(-7653/3887,1810/3887)
(0,-1)
(1,0)
(-151/292,-133/292)
#
# (a,b,c,d) = (-1981,0,1,0) and D = -7924:
#
#
# (a,b,c,d) = (-1980,1,1,0) and D = -7921:
#
(1296/61321,-15349573/2207556)
(2809/41652,2675743/551889)
(-169/1908,5801/2756)
(2809/41652,-1205761/245284)
(1296/61321,15302917/2207556)
(-169/1908,-12503/6201)
#
# (a,b,c,d) = (0,1,89,0) and D = -7921:
#
(1296/689,-169/1908)
(2809/468,-169/1908)
(1296/689,2809/41652)
(2809/468,1296/61321)
(-15041/1908,1296/61321)
(-15041/1908,2809/41652)
#
# (a,b,c,d) = (-247,2,2,0) and D = -7920:
#
(1/57,16/3)
(8/9,341/36)
(98/669,-23759/9366)
(-1/3,11/3)
(98/669,22387/9366)
(-1/3,-10/3)
(8/9,-373/36)
(-50/299,-1801/2990)
(121/233,-15684/2563)
(1/57,-305/57)
(-50/299,177/230)
(121/233,14353/2563)
#
# (a,b,c,d) = (-73,2,3,0) and D = -7920:
#
(4/3,37/6)
(49/223,7348/4683)
(1/38,135/38)
(49/223,-2678/1561)
(1/38,-407/114)
(-1/2,-13/6)
(4/3,-127/18)
(-75/299,-1676/4485)
(-75/299,2426/4485)
(363/466,-64067/15378)
(-1/2,5/2)
(363/466,56081/15378)
#
# (a,b,c,d) = (-9,2,6,0) and D = -7920:
#
(98/223,-8377/9366)
(1/19,-34/19)
(-150/299,2801/8970)
(8/3,103/36)
(8/3,-15/4)
(363/233,13022/7689)
(363/233,-17015/7689)
(1/19,101/57)
(-1,-1)
(-1,4/3)
(-150/299,-1301/8970)
(98/223,2335/3122)
#
# (a,b,c,d) = (-1980,0,1,0) and D = -7920:
#
(-1/6,-7)
(-25/299,2051/1495)
(-1/6,7)
(1/114,-203/19)
(4/9,119/6)
(121/466,-30037/2563)
(4/9,-119/6)
(121/466,30037/2563)
(1/114,203/19)
(49/669,7691/1561)
(-25/299,-2051/1495)
(49/669,-7691/1561)
#
# (a,b,c,d) = (-1979,1,1,0) and D = -7917:
#
(-7921/15833,-30947374/1409137)
(1,44)
(1,-45)
(-1369/17177,126082/635549)
(-7921/15833,31652343/1409137)
(-1369/17177,-75429/635549)
#
# (a,b,c,d) = (-1979,0,1,0) and D = -7916:
#
#
# (a,b,c,d) = (-1978,1,1,0) and D = -7913:
#
#
# (a,b,c,d) = (-1978,0,1,0) and D = -7912:
#
#
# (a,b,c,d) = (-1977,1,1,0) and D = -7909:
#
(-49/615,19/1435)
(-49/615,286/4305)
#
# (a,b,c,d) = (-1977,0,1,0) and D = -7908:
#
(1/19,94/19)
(-35344/170183,-286982509/31994404)
(1/19,-94/19)
(-35344/170183,286982509/31994404)
#
# (a,b,c,d) = (-247,1,2,0) and D = -7908:
#
(-70688/170183,-1134971/259064)
(2/19,-5/2)
(-70688/170183,293627181/63988808)
(2/19,93/38)
#
# (a,b,c,d) = (-1976,1,1,0) and D = -7905:
#
#
# (a,b,c,d) = (-1976,0,1,0) and D = -7904:
#
(-49/430,-6184/1505)
(-6937956/72872375,522422239429/191945835750)
(1/17,-83/17)
(1/17,83/17)
(-49/430,6184/1505)
(9/118,-878/177)
(-6937956/72872375,-522422239429/191945835750)
(9/118,878/177)
#
# (a,b,c,d) = (-247,0,2,0) and D = -7904:
#
(-13875912/72872375,-522422239429/383891671500)
(9/59,-439/177)
(2/17,83/34)
(2/17,-83/34)
(9/59,439/177)
(-49/215,-3092/1505)
(-13875912/72872375,522422239429/383891671500)
(-49/215,3092/1505)
#
# (a,b,c,d) = (-1975,1,1,0) and D = -7901:
#
(1/11,-58/11)
(1/11,57/11)
(-13225/159181,-22379378/18305815)
(-13225/159181,23900253/18305815)
#
# (a,b,c,d) = (-1975,0,1,0) and D = -7900:
#
(1/21,-106/21)
(-44944/137319,420370621/29111628)
(1/21,106/21)
(36/5161,-370891/30966)
(-4/39,-259/78)
(-4/39,259/78)
(1/9,52/9)
(36/5161,370891/30966)
(1/9,-52/9)
(-44944/137319,-420370621/29111628)
#
# (a,b,c,d) = (-15,4,5,0) and D = -7900:
#
(5/9,-62/45)
(5/21,-116/105)
(-20/39,-179/390)
(-224720/137319,171883967/48519380)
(5/21,32/35)
(180/5161,368731/154830)
(180/5161,-373051/154830)
(5/9,14/15)
(-20/39,113/130)
(-224720/137319,-325089341/145558140)
#
# (a,b,c,d) = (-1974,1,1,0) and D = -7897:
#
(1/68,281/34)
(1/68,-563/68)
(140625/2256376,4094064251/846141000)
(140625/2256376,-44114879/9001500)
#
# (a,b,c,d) = (-1974,0,1,0) and D = -7896:
#
(-1/5,-43/5)
(-1/5,43/5)
#
# (a,b,c,d) = (-73,1,3,0) and D = -7893:
#
#
# (a,b,c,d) = (-1973,1,1,0) and D = -7893:
#
#
# (a,b,c,d) = (2,0,-10,-1) and D = -7892:
#
(0,-1)
(-450/973,527/973)
(-117/175,89/175)
(54657/23821,23435/23821)
#
# (a,b,c,d) = (-1973,0,1,0) and D = -7892:
#
(22500/196729,173457683/29509350)
(9/43,-1232/129)
(9/43,1232/129)
(22500/196729,-173457683/29509350)
#
# (a,b,c,d) = (-4,7,7,0) and D = -7889:
#
(-55447/31540,-3382699/4912355)
(-55447/31540,48074277/19649420)
(7/2,10/7)
(7/2,-69/14)
#
# (a,b,c,d) = (-1972,1,1,0) and D = -7889:
#
(-7921/31540,-7612513/701765)
(1/2,-45/2)
(-7921/31540,31155021/2807060)
(1/2,22)
#
# (a,b,c,d) = (-1972,0,1,0) and D = -7888:
#
#
# (a,b,c,d) = (-246,2,2,0) and D = -7888:
#
#
# (a,b,c,d) = (-1971,1,1,0) and D = -7885:
#
#
# (a,b,c,d) = (-73,0,3,0) and D = -7884:
#
#
# (a,b,c,d) = (-1971,0,1,0) and D = -7884:
#
#
# (a,b,c,d) = (1,8,-3,-3) and D = -7881:
#
(25481/19581,31850/19581)
(-593/1159,657/1159)
(-3149/527,-4039/527)
(-2/3,1/3)
(1,0)
(64/29,-7/29)
(30367/43229,-69433/43229)
#
# (a,b,c,d) = (-1970,1,1,0) and D = -7881:
#
(49/11440,611761/40040)
(1/10,27/5)
(-11881/147620,-1740481/3218116)
(1/10,-11/2)
(-11881/147620,4998717/8045290)
(49/11440,-244773/16016)
#
# (a,b,c,d) = (-1970,0,1,0) and D = -7880:
#
#
# (a,b,c,d) = (-1969,1,1,0) and D = -7877:
#
#
# (a,b,c,d) = (-1969,0,1,0) and D = -7876:
#
(-9/98,703/294)
(4447881/304397800,-5327115578173/641974960200)
(-9/98,-703/294)
(4447881/304397800,5327115578173/641974960200)
#
# (a,b,c,d) = (-246,1,2,0) and D = -7876:
#
(-9/49,365/294)
(-9/49,-169/147)
(4447881/152198900,-2668248079601/641974960200)
(4447881/152198900,664716874643/160493740050)
#
# (a,b,c,d) = (1,5,-10,-1) and D = -7873:
#
(-1413/65,217/65)
(-17401/29299,-17180/29299)
(13/5,8/5)
(140/127,73/127)
(-32/143,305/143)
(-1/5,9/5)
(589/1775,-6301/1775)
(2763/8015,-29492/8015)
(0,-1)
(35/41,9/41)
(1,0)
(-695196/624079,-485335/624079)
#
# (a,b,c,d) = (-1968,1,1,0) and D = -7873:
#
(-9/68,268/51)
(-1/12,-5/4)
(-25/204,4781/1020)
(289/4688592,-634517765/4981629)
(-400/711,-350413/14220)
(289/4688592,3384093109/26568688)
(-400/711,119471/4740)
(64/1377,55663/11016)
(169/732,-8380/793)
(9/1912,10450/717)
(-1/12,4/3)
(64/1377,-18725/3672)
(1/48,-7)
(-9/68,-1045/204)
(9/1912,-83627/5736)
(-25/204,-388/85)
(1/48,335/48)
(169/732,98363/9516)
#
# (a,b,c,d) = (-1968,0,1,0) and D = -7872:
#
#
# (a,b,c,d) = (-246,0,2,0) and D = -7872:
#
#
# (a,b,c,d) = (-1967,1,1,0) and D = -7869:
#
#
# (a,b,c,d) = (-1967,0,1,0) and D = -7868:
#
#
# (a,b,c,d) = (-1966,1,1,0) and D = -7865:
#
#
# (a,b,c,d) = (-1966,0,1,0) and D = -7864:
#
#
# (a,b,c,d) = (-1965,1,1,0) and D = -7861:
#
(16/113,3049/452)
(16/113,-3113/452)
#
# (a,b,c,d) = (-1965,0,1,0) and D = -7860:
#
#
# (a,b,c,d) = (-72,3,3,0) and D = -7857:
#
(1/12,2)
(1/12,-25/12)
(2401/4584,-27719/9359)
(2401/4584,547607/224616)
#
# (a,b,c,d) = (-2,5,9,0) and D = -7857:
#
(1/4,11/18)
(1/4,-3/4)
(2401/1528,34701/74872)
(2401/1528,-450277/336924)
#
# (a,b,c,d) = (-1964,1,1,0) and D = -7857:
#
(1/36,55/9)
(1/36,-221/36)
(2401/13752,-1379177/168462)
(2401/13752,5399059/673848)
#
# (a,b,c,d) = (-1964,0,1,0) and D = -7856:
#
(-30976/99127,-239582341/17446352)
(-30976/99127,239582341/17446352)
#
# (a,b,c,d) = (-245,2,2,0) and D = -7856:
#
(-61952/99127,-228678789/34892704)
(-61952/99127,5111957/712096)
#
# (a,b,c,d) = (-1963,1,1,0) and D = -7853:
#
(1/13,64/13)
(1/13,-5)
(-1849/19513,2271502/839059)
(-1849/19513,-168615/64543)
#
# (a,b,c,d) = (-1963,0,1,0) and D = -7852:
#
(-1/3,44/3)
(-1/3,-44/3)
#
# (a,b,c,d) = (-1962,1,1,0) and D = -7849:
#
#
# (a,b,c,d) = (-1962,0,1,0) and D = -7848:
#
(-16/71,2771/284)
(-16/71,-2771/284)
#
# (a,b,c,d) = (-1961,1,1,0) and D = -7845:
#
#
# (a,b,c,d) = (-245,1,2,0) and D = -7844:
#
(961/20860,-309029/92380)
(-225/868,9583/3720)
(961/20860,859323/258664)
(49/869,18422/6083)
(-225/868,-31853/13020)
(1/2,-23/4)
(-2048/11935,-604049/763840)
(-1/5,8/5)
(-2048/11935,19131/21824)
(1/2,11/2)
(1/475,-14641/950)
(-1/5,-3/2)
(2/7,-7/2)
(1/475,1464/95)
(2/7,47/14)
(49/869,-37187/12166)
#
# (a,b,c,d) = (-1961,0,1,0) and D = -7844:
#
(1/4,45/4)
(-225/1736,-130787/26040)
(1/4,-45/4)
(49/1738,-74031/12166)
(-1/10,31/10)
(961/41720,8623021/1293320)
(1/950,-29281/950)
(-1024/11935,-636817/381920)
(-1/10,-31/10)
(1/950,29281/950)
(-1024/11935,636817/381920)
(1/7,-48/7)
(1/7,48/7)
(961/41720,-8623021/1293320)
(-225/1736,130787/26040)
(49/1738,74031/12166)
#
# (a,b,c,d) = (-1960,1,1,0) and D = -7841:
#
#
# (a,b,c,d) = (-245,0,2,0) and D = -7840:
#
#
# (a,b,c,d) = (-1960,0,1,0) and D = -7840:
#
#
# (a,b,c,d) = (-1959,1,1,0) and D = -7837:
#
(-89401/18249,-1169832886/5456451)
(-89401/18249,398854595/1818817)
#
# (a,b,c,d) = (-1959,0,1,0) and D = -7836:
#
#
# (a,b,c,d) = (-1958,1,1,0) and D = -7833:
#
(-1369/398,2266815/14726)
(-1369/398,-1108081/7363)
#
# (a,b,c,d) = (-1958,0,1,0) and D = -7832:
#
#
# (a,b,c,d) = (-1957,1,1,0) and D = -7829:
#
(36/289,-10853/1734)
(36/289,10637/1734)
#
# (a,b,c,d) = (2,5,-6,-5) and D = -7828:
#
(1/2,-1)
(-4/19,-51/95)
(-21151/29308,7291/14654)
#
# (a,b,c,d) = (-1957,0,1,0) and D = -7828:
#
(1/63,502/63)
(1/63,-502/63)
#
# (a,b,c,d) = (1,9,2,-3) and D = -7825:
#
(-1/27,-19/27)
(-10/9,13/9)
(1,0)
(269/497,156/497)
(-2/3,5/9)
#
# (a,b,c,d) = (-1956,1,1,0) and D = -7825:
#
(-289/36,18313/51)
(25/104,-1423/130)
(841/6984,404765/67512)
(-289/36,-214843/612)
(-1/4,11)
(-1/4,-43/4)
(25/104,5567/520)
(841/6984,-309671/50634)
(16/1881,27199/2508)
(16/1881,-81661/7524)
#
# (a,b,c,d) = (-30,3,4,0) and D = -7824:
#
(-4/11,31/44)
(10609/16297,-3604361/1678591)
(9/85,-409/255)
(-13689/14213,4945909/1662921)
(192721/93208,101283419/20459156)
(361/2020,23311/19190)
(1/115,-617/115)
(-1/2,11/8)
(-13689/14213,-14978797/6651684)
(10609/16297,11139263/6714364)
(1/115,493/92)
(9/85,311/204)
(-4/11,-19/44)
(361/2020,-41413/30704)
(192721/93208,-1064080909/163673248)
(-1/2,-1)
#
# (a,b,c,d) = (-1956,0,1,0) and D = -7824:
#
(-1/8,19/4)
(-13689/56852,34762433/3325842)
(1/460,4933/230)
(9/340,3191/510)
(192721/372832,-1874348261/81836624)
(10609/65188,25556707/3357182)
(10609/65188,-25556707/3357182)
(192721/372832,1874348261/81836624)
(-1/8,-19/4)
(9/340,-3191/510)
(1/460,-4933/230)
(-13689/56852,-34762433/3325842)
(-1/11,-25/11)
(-1/11,25/11)
(361/8080,393553/76760)
(361/8080,-393553/76760)
#
# (a,b,c,d) = (-244,2,2,0) and D = -7824:
#
(361/4040,-100103/38380)
(-13689/28426,-135905/27261)
(192721/186416,-8028495/670792)
(10609/32594,-13324717/3357182)
(1/230,-2467/230)
(361/4040,193347/76760)
(192721/186416,894871871/81836624)
(9/170,791/255)
(-1/4,5/2)
(9/170,-1609/510)
(1/230,1233/115)
(-1/4,-9/4)
(-2/11,-23/22)
(10609/32594,6115995/1678591)
(-13689/28426,18182023/3325842)
(-2/11,27/22)
#
# (a,b,c,d) = (-1955,1,1,0) and D = -7821:
#
(25/1519,-59522/7595)
(25/1519,59397/7595)
#
# (a,b,c,d) = (-1955,0,1,0) and D = -7820:
#
(1/101,1016/101)
(1/101,-1016/101)
(4129024/102480761,-1101774343501/208240906352)
(4129024/102480761,1101774343501/208240906352)
#
# (a,b,c,d) = (-1954,1,1,0) and D = -7817:
#
(4/73,-721/146)
(4/73,713/146)
#
# (a,b,c,d) = (-1954,0,1,0) and D = -7816:
#
(-1/9,35/9)
(-16/7,2829/28)
(4/57,557/114)
(1/15,73/15)
(1/95,-927/95)
(1/95,927/95)
(1/15,-73/15)
(4/57,-557/114)
(-16/7,-2829/28)
(381924/8885065,28465465211/5490970170)
(-21316/183855,-112740697/26842830)
(15625/431,86336079/53875)
(4/185,2541/370)
(289/1007,-219513/17119)
(11478544/109585305,2066685816131/371275013340)
(-144/503,75547/6036)
(-144/503,-75547/6036)
(11478544/109585305,-2066685816131/371275013340)
(289/1007,219513/17119)
(-1/9,-35/9)
(4/185,-2541/370)
(15625/431,-86336079/53875)
(-21316/183855,112740697/26842830)
(381924/8885065,-28465465211/5490970170)
#
# (a,b,c,d) = (1,3,-10,-6) and D = -7816:
#
(-647/982,1101/982)
(1/4,-3/4)
(37/18,-7/18)
(5/3,2/3)
(-1/3,-4/9)
(-310571/3799,64470/3799)
(331711/237357,-630422/237357)
(62209/34716,25213/34716)
(-241/443,252/443)
(-2695/1208,597/1208)
(-7/2,-3/2)
(-2111/5764,-7625/17292)
(-7/6,13/6)
(1175/1056,379/1056)
(1,0)
(-851/283,-366/283)
(-26323/17928,6713/17928)
#
# (a,b,c,d) = (-1953,1,1,0) and D = -7813:
#
(1/3,44/3)
(4096/84777,-27398827/5425728)
(1/3,-15)
(4096/84777,1292223/258368)
#
# (a,b,c,d) = (-9,1,6,0) and D = -7812:
#
(-1/2,1/4)
(25/964,36629/14460)
(-1/2,-1/6)
(25/964,-24461/9640)
#
# (a,b,c,d) = (-8,5,6,0) and D = -7812:
#
(-1/2,5/12)
(25/964,-73633/28920)
(25/964,3042/1205)
(-1/2,0)
#
# (a,b,c,d) = (-244,1,2,0) and D = -7812:
#
(-1/6,2/3)
(25/2892,-27503/3615)
(-1/6,-7/12)
(25/2892,219899/28920)
#
# (a,b,c,d) = (-72,2,3,0) and D = -7812:
#
(-1/4,-1/3)
(25/1928,36629/7230)
(-1/4,1/2)
(25/1928,-24461/4820)
#
# (a,b,c,d) = (-1953,0,1,0) and D = -7812:
#
(-1/12,-5/4)
(25/5784,146641/9640)
(-1/12,5/4)
(25/5784,-146641/9640)
#
# (a,b,c,d) = (-1952,1,1,0) and D = -7809:
#
#
# (a,b,c,d) = (-244,0,2,0) and D = -7808:
#
(-32/167,1827/1336)
(-32/167,-1827/1336)
#
# (a,b,c,d) = (-1952,0,1,0) and D = -7808:
#
(-16/167,1827/668)
(-16/167,-1827/668)
#
# (a,b,c,d) = (-1951,1,1,0) and D = -7805:
#
#
# (a,b,c,d) = (-1951,0,1,0) and D = -7804:
#
(4/33,-401/66)
(4/33,401/66)
#
# (a,b,c,d) = (-1950,1,1,0) and D = -7801:
#
#
# (a,b,c,d) = (-1950,0,1,0) and D = -7800:
#
#
# (a,b,c,d) = (-1949,1,1,0) and D = -7797:
#
(-9/11,-1178/33)
(-9/11,1205/33)
#
# (a,b,c,d) = (2,4,-10,1) and D = -7796:
#
(0,1)
(-396/793,-527/793)
#
# (a,b,c,d) = (-1949,0,1,0) and D = -7796:
#
#
# (a,b,c,d) = (-1948,1,1,0) and D = -7793:
#
(1/14,-69/14)
(1/14,34/7)
#
# (a,b,c,d) = (-243,2,2,0) and D = -7792:
#
(1/33,-45/11)
(1/33,134/33)
#
# (a,b,c,d) = (-1948,0,1,0) and D = -7792:
#
(1/66,-269/33)
(1/66,269/33)
#
# (a,b,c,d) = (-1947,1,1,0) and D = -7789:
#
(-25/151,5257/755)
(-25/151,-5132/755)
#
# (a,b,c,d) = (-1947,0,1,0) and D = -7788:
#
(4,-353/2)
(4,353/2)
#
# (a,b,c,d) = (-72,1,3,0) and D = -7785:
#
(27/136,1943/1224)
(1/2,5/2)
(-4225/1732,-3899239/337740)
(27/136,-253/153)
(4/203,-5015/1218)
(4/203,1669/406)
(-4225/1732,347822/28145)
(1/2,-8/3)
#
# (a,b,c,d) = (-1946,1,1,0) and D = -7785:
#
(1/6,23/3)
(9/136,985/204)
(4/609,2147/174)
(-4225/5196,12246967/337740)
(-4225/5196,-5986171/168870)
(4/609,-15037/1218)
(9/136,-1997/408)
(1/6,-47/6)
#
# (a,b,c,d) = (-1946,0,1,0) and D = -7784:
#
(50893956/193017745,16239550246919/1376988592830)
(50893956/193017745,-16239550246919/1376988592830)
(-9/17,-1189/51)
(-9/17,1189/51)
#
# (a,b,c,d) = (-1945,1,1,0) and D = -7781:
#
(-8281/77185,25770016/7023835)
(1/5,-46/5)
(1/5,9)
(-8281/77185,-5003289/1404767)
#
# (a,b,c,d) = (-1945,0,1,0) and D = -7780:
#
#
# (a,b,c,d) = (-243,1,2,0) and D = -7780:
#
#
# (a,b,c,d) = (-1944,1,1,0) and D = -7777:
#
#
# (a,b,c,d) = (2,9,0,-3) and D = -7776:
#
(-179/236,47/118)
(-18665/14942,5359/14942)
(1/2,-1)
(1/2,1/2)
#
# (a,b,c,d) = (1,6,-6,-4) and D = -7776:
#
(-6653/7471,-6006/7471)
(1,0)
(-1/2,3/4)
(-85/236,-273/472)
#
# (a,b,c,d) = (-243,0,2,0) and D = -7776:
#
(-1,11)
(968/1945,-477251/85580)
(-1,-11)
(968/1945,477251/85580)
#
# (a,b,c,d) = (-9,0,6,0) and D = -7776:
#
(-3,-11/3)
(2904/1945,-477251/256740)
(-3,11/3)
(2904/1945,477251/256740)
#
# (a,b,c,d) = (-72,0,3,0) and D = -7776:
#
(1452/1945,477251/128370)
(-3/2,-22/3)
(1452/1945,-477251/128370)
(-3/2,22/3)
#
# (a,b,c,d) = (-1944,0,1,0) and D = -7776:
#
(-1/2,-22)
(-1/2,22)
(484/1945,477251/42790)
(484/1945,-477251/42790)
#
# (a,b,c,d) = (-1943,1,1,0) and D = -7773:
#
#
# (a,b,c,d) = (-1943,0,1,0) and D = -7772:
#
(-1/7,-40/7)
(-1/7,40/7)
#
# (a,b,c,d) = (-1942,1,1,0) and D = -7769:
#
(16/257,4961/1028)
(1/152,937/76)
(841/5540,569517/80330)
(1/152,-1875/152)
(16/257,-5025/1028)
(841/5540,-1163423/160660)
#
# (a,b,c,d) = (-1942,0,1,0) and D = -7768:
#
#
# (a,b,c,d) = (-1941,1,1,0) and D = -7765:
#
(25/5481,405754/27405)
(25/5481,-135293/9135)
#
# (a,b,c,d) = (-1941,0,1,0) and D = -7764:
#
#
# (a,b,c,d) = (-1940,1,1,0) and D = -7761:
#
(121/17176,2251137/188936)
(121/17176,-563117/47234)
#
# (a,b,c,d) = (-242,2,2,0) and D = -7760:
#
(4608/3289,-5095907/315744)
(4608/3289,423049/28704)
#
# (a,b,c,d) = (-1940,0,1,0) and D = -7760:
#
(2304/3289,-4874723/157872)
(2304/3289,4874723/157872)
#
# (a,b,c,d) = (1,8,0,-4) and D = -7760:
#
(1,0)
(-155/229,144/229)
#
# (a,b,c,d) = (-1939,1,1,0) and D = -7757:
#
(-900/239,-1175491/7170)
(-900/239,1202491/7170)
#
# (a,b,c,d) = (-1939,0,1,0) and D = -7756:
#
#
# (a,b,c,d) = (-1938,1,1,0) and D = -7753:
#
(2704/922737,-886465705/47982324)
(2116/46169,10757641/2123774)
(9/946,-14567/1419)
(-40401/19106,-176721979/1920153)
(-125316/850751,-1766302579/301165854)
(-83521/110346,-349989619/10629998)
(1000000/2502009,43703084723/2502009000)
(4/153,-643/102)
(25/356,-4373/890)
(-121/766,-53963/8426)
(-1/6,-41/6)
(-49/82,7627/287)
(1/8,-25/4)
(1000000/2502009,-876531073/49059000)
(2116/46169,-10854977/2123774)
(16/113,3031/452)
(25/269244,-139707347/1346220)
(1/8,49/8)
(-125316/850751,1810664443/301165854)
(-121/766,27647/4213)
(430336/924473,-12601329811/606454288)
(-1/6,7)
(16/113,-3095/452)
(-49/82,-14911/574)
(-40401/19106,361564559/3840306)
(4/153,113/18)
(4/161,-2077/322)
(-1/12,-7/6)
(-361/298,-149249/2831)
(-1089/13328,193145/219912)
(4/161,2069/322)
(-361/298,305357/5662)
(25/269244,23284537/224370)
(-1089/13328,-20609/25872)
(-1/12,5/4)
(9/946,29107/2838)
(25/356,8621/1780)
(430336/924473,12319029395/606454288)
(-83521/110346,537053213/15944997)
(2704/922737,295441699/15994108)
#
# (a,b,c,d) = (1,6,-7,-3) and D = -7753:
#
(-734/711,185/711)
(-5/3,-4/3)
(-33092/4189,4773/4189)
(-4148/395,1793/1185)
(14173945/13828713,-166184/13828713)
(1,-3)
(-1/5,-3/5)
(-1328/2445,3641/2445)
(64/19,-9/19)
(1,2/3)
(-11/27,19/27)
(-115/57,-91/57)
(-244/603,1393/1809)
(3529/249,8255/747)
(-2/3,1/3)
(1,0)
(530/2183,-2199/2183)
#
# (a,b,c,d) = (-1938,0,1,0) and D = -7752:
#
#
# (a,b,c,d) = (-71,3,3,0) and D = -7749:
#
(3025/7033,-965223/386815)
(1/13,-28/13)
(1/13,27/13)
(3025/7033,798848/386815)
#
# (a,b,c,d) = (-1937,1,1,0) and D = -7749:
#
(3025/21099,-617039/89265)
(1/39,-248/39)
(1/39,19/3)
(3025/21099,7855132/1160445)
#
# (a,b,c,d) = (-1937,0,1,0) and D = -7748:
#
(-1,44)
(-9/29,-1178/87)
(4/17,-359/34)
(-1,-44)
(-9/29,1178/87)
(4/17,359/34)
#
# (a,b,c,d) = (-242,1,2,0) and D = -7748:
#
(-2,45/2)
(-2,-43/2)
(-18/29,1205/174)
(-18/29,-1151/174)
(8/17,351/68)
(8/17,-367/68)
#
# (a,b,c,d) = (-1936,1,1,0) and D = -7745:
#
(-289/944,13543/1003)
(-289/944,-211775/16048)
#
# (a,b,c,d) = (1,6,-5,-5) and D = -7745:
#
(-13/21,17/21)
(1,0)
#
# (a,b,c,d) = (0,2,44,0) and D = -7744:
#
#
# (a,b,c,d) = (0,1,88,0) and D = -7744:
#
#
# (a,b,c,d) = (0,8,11,0) and D = -7744:
#
#
# (a,b,c,d) = (0,4,22,0) and D = -7744:
#
#
# (a,b,c,d) = (12,65,88,0) and D = -7744:
#
#
# (a,b,c,d) = (-30,2,4,0) and D = -7744:
#
#
# (a,b,c,d) = (-242,0,2,0) and D = -7744:
#
#
# (a,b,c,d) = (-1936,0,1,0) and D = -7744:
#
#
# (a,b,c,d) = (-3,5,8,0) and D = -7744:
#
#
# (a,b,c,d) = (10,42,44,0) and D = -7744:
#
#
# (a,b,c,d) = (-1935,1,1,0) and D = -7741:
#
#
# (a,b,c,d) = (-1935,0,1,0) and D = -7740:
#
(1,-44)
(1,44)
#
# (a,b,c,d) = (-1934,1,1,0) and D = -7737:
#
#
# (a,b,c,d) = (-1934,0,1,0) and D = -7736:
#
(1/283,-4761/283)
(1/283,4761/283)
#
# (a,b,c,d) = (-1933,1,1,0) and D = -7733:
#
#
# (a,b,c,d) = (-1933,0,1,0) and D = -7732:
#
#
# (a,b,c,d) = (-1932,1,1,0) and D = -7729:
#
(1/12,-61/12)
(1/12,5)
#
# (a,b,c,d) = (-1932,0,1,0) and D = -7728:
#
#
# (a,b,c,d) = (-241,2,2,0) and D = -7728:
#
#
# (a,b,c,d) = (-1931,1,1,0) and D = -7725:
#
(1/25,132/25)
(289/3115,274746/52955)
(-1/5,43/5)
(2809/175,6468109/9275)
(36/505,14687/3030)
(36/505,-14903/3030)
(-1/5,-42/5)
(-18769/134411,102975576/18414307)
(-1/11,-24/11)
(6241/1850719,-2518078854/146206801)
(289/3115,-279659/52955)
(1/25,-133/25)
(2809/175,-6616986/9275)
(-18769/134411,-100404223/18414307)
(2401/184591,79417302/9044959)
(2401/184591,-79534951/9044959)
(-1/11,25/11)
(6241/1850719,2517585815/146206801)
#
# (a,b,c,d) = (-15,3,5,0) and D = -7725:
#
(1/5,-28/25)
(289/623,48071/52955)
(289/623,-12562/10591)
(-1,2)
(31205/1850719,2514134542/731034005)
(2809/35,-61273/371)
(36/101,-3283/3030)
(36/101,527/606)
(-5/11,32/55)
(-1,-7/5)
(2809/35,1085194/9275)
(31205/1850719,-2521530127/731034005)
(-93845/134411,-82404752/92071535)
(12005/184591,-80358494/45224795)
(-5/11,-17/55)
(-93845/134411,120975047/92071535)
(1/5,1)
(12005/184591,78593759/45224795)
#
# (a,b,c,d) = (-1931,0,1,0) and D = -7724:
#
#
# (a,b,c,d) = (-1930,1,1,0) and D = -7721:
#
(9/100,769/150)
(-16641/128960,-81087641/16635840)
(-16641/128960,8323433/1663584)
(-1/10,31/10)
(4/65,627/130)
(-1225/3496,-1850883/122360)
(-144/335,15307/804)
(9/100,-313/60)
(-1/10,-3)
(-144/335,-74807/4020)
(4/65,-127/26)
(-1225/3496,946879/61180)
#
# (a,b,c,d) = (1,5,-6,-7) and D = -7721:
#
(-11/73,-36/73)
(29443/12443,-4709/12443)
(-443/269,577/269)
(569/319,350/319)
(3850213/4383501,432173/4383501)
(-2312/1263,455/1263)
(4/9,-7/9)
(-15409/1137,-9734/1137)
(-2,-9/7)
(-314/331,387/331)
(1,0)
(215441/17557,-258823/122899)
(-73/37,14/37)
#
# (a,b,c,d) = (-1930,0,1,0) and D = -7720:
#
(64/969,-37627/7752)
(64/969,37627/7752)
#
# (a,b,c,d) = (-1929,1,1,0) and D = -7717:
#
(153664/1572061593,-62331064890557/616248144456)
(-16/199,179/796)
(-16/199,-115/796)
(153664/1572061593,20777001551423/205416048152)
#
# (a,b,c,d) = (-241,1,2,0) and D = -7716:
#
#
# (a,b,c,d) = (-1929,0,1,0) and D = -7716:
#
#
# (a,b,c,d) = (-1928,1,1,0) and D = -7713:
#
#
# (a,b,c,d) = (-1928,0,1,0) and D = -7712:
#
(-484/1927,-459827/42394)
(1/2,-22)
(-484/1927,459827/42394)
(1/2,22)
#
# (a,b,c,d) = (-241,0,2,0) and D = -7712:
#
(1,-11)
(1,11)
(-968/1927,459827/84788)
(-968/1927,-459827/84788)
#
# (a,b,c,d) = (-1927,1,1,0) and D = -7709:
#
(-196/1655,-98519/23170)
(-196/1655,101263/23170)
#
# (a,b,c,d) = (1,3,-11,-2) and D = -7709:
#
(1,0)
(-3/11,14/11)
#
# (a,b,c,d) = (-1927,0,1,0) and D = -7708:
#
(-4/39,253/78)
(-4/39,-253/78)
#
# (a,b,c,d) = (-1926,1,1,0) and D = -7705:
#
(-169/1836,-6073/2652)
(400/5889,-576287/117780)
(1/24,125/24)
(-169/1836,28427/11934)
(-9/44,581/66)
(400/5889,189429/39260)
(1/24,-21/4)
(-9/44,-1135/132)
(-63001/38064,-114347073/1592344)
(-63001/38064,701895689/9554064)
#
# (a,b,c,d) = (-1926,0,1,0) and D = -7704:
#
(1/27,49/9)
(1/75,-217/25)
(-283024/3483975,390936719/617824900)
(9604/12825,13776961/418950)
(4/33,-133/22)
(4/33,133/22)
(-283024/3483975,-390936719/617824900)
(1/75,217/25)
(9604/12825,-13776961/418950)
(1/27,-49/9)
#
# (a,b,c,d) = (-71,2,3,0) and D = -7704:
#
(1/9,16/9)
(-283024/1161325,-240367951/1853474700)
(1/25,72/25)
(9604/4275,12835769/1256850)
(1/9,-50/27)
(4/11,125/66)
(-283024/1161325,180501829/617824900)
(1/25,-218/75)
(4/11,-47/22)
(9604/4275,-4906051/418950)
#
# (a,b,c,d) = (-1925,1,1,0) and D = -7701:
#
#
# (a,b,c,d) = (1,6,-8,-2) and D = -7700:
#
(-1/3,2/3)
(1,0)
#
# (a,b,c,d) = (-1925,0,1,0) and D = -7700:
#
(4,351/2)
(4,-351/2)
#
# (a,b,c,d) = (-1924,1,1,0) and D = -7697:
#
#
# (a,b,c,d) = (-240,2,2,0) and D = -7696:
#
(-1/6,2/3)
(49/6420,-90982/11235)
(-1/6,-1/2)
(49/6420,24239/2996)
#
# (a,b,c,d) = (-30,1,4,0) and D = -7696:
#
(-1/3,1/3)
(-1/3,-1/4)
(49/3210,-45491/11235)
(49/3210,24239/5992)
#
# (a,b,c,d) = (-1924,0,1,0) and D = -7696:
#
(49/12840,727513/44940)
(-1/12,-7/6)
(49/12840,-727513/44940)
(-1/12,7/6)
#
# (a,b,c,d) = (-1923,1,1,0) and D = -7693:
#
(1/9,-52/9)
(1/9,17/3)
#
# (a,b,c,d) = (-1923,0,1,0) and D = -7692:
#
(146689/9237217,-28182373690/3537854111)
(146689/9237217,28182373690/3537854111)
(16/73,-2875/292)
(16/73,2875/292)
#
# (a,b,c,d) = (-1922,1,1,0) and D = -7689:
#
(9/58,625/87)
(9/58,-1277/174)
#
# (a,b,c,d) = (-1922,0,1,0) and D = -7688:
#
#
# (a,b,c,d) = (2,16,31,0) and D = -7688:
#
#
# (a,b,c,d) = (-1921,1,1,0) and D = -7685:
#
#
# (a,b,c,d) = (-240,1,2,0) and D = -7684:
#
#
# (a,b,c,d) = (-1921,0,1,0) and D = -7684:
#
#
# (a,b,c,d) = (-1920,1,1,0) and D = -7681:
#
(-49/418,-12193/2926)
(-49/418,6268/1463)
#
# (a,b,c,d) = (-29,4,4,0) and D = -7680:
#
(1/19,-42/19)
(1/19,41/19)
#
# (a,b,c,d) = (-240,0,2,0) and D = -7680:
#
(1/38,-83/19)
(1/38,83/19)
#
# (a,b,c,d) = (-1920,0,1,0) and D = -7680:
#
(1/76,-166/19)
(1/76,166/19)
#
# (a,b,c,d) = (-30,0,4,0) and D = -7680:
#
(1/19,83/38)
(1/19,-83/38)
#
# (a,b,c,d) = (-71,1,3,0) and D = -7677:
#
(-1/3,-11/9)
(-1/3,4/3)
(-1,5)
(2883/14137,2083385/1314741)
(2883/14137,-2172758/1314741)
(3/181,-2437/543)
(-1,-14/3)
(3/181,2434/543)
(4/19,181/114)
(4/19,-63/38)
#
# (a,b,c,d) = (-1919,1,1,0) and D = -7677:
#
(1/181,2435/181)
(-1/9,35/9)
(-1/9,-34/9)
(-1/3,-43/3)
(961/14137,-2142967/438247)
(1/181,-2436/181)
(4/57,-559/114)
(-1/3,44/3)
(961/14137,2113176/438247)
(4/57,29/6)
#
# (a,b,c,d) = (-1919,0,1,0) and D = -7676:
#
(-4/31,305/62)
(-4/31,-305/62)
#
# (a,b,c,d) = (-1918,1,1,0) and D = -7673:
#
(1/104,1061/104)
(-27225/40796,-97163321/3365670)
(21904/3337,140362693/493876)
(-16/7,405/4)
(1/28,11/2)
(3964081/30244864,189832037323/30108762112)
(9/76,671/114)
(-93025/206504,1253297419/62983720)
(256/73,-181445/1168)
(-12383361/91251188,859842096781/160556465286)
(10609/20552,47403315/2116856)
(256/73,177349/1168)
(1/124,-691/62)
(-1/8,-37/8)
(4225/88984,-14639699/2891980)
(-121/1492,-4055/8206)
(1/124,1381/124)
(-16/151,-2069/604)
(-16/151,2133/604)
(-12383361/91251188,-239443878029/45873275796)
(-121/1492,9441/16412)
(-93025/206504,-612462397/31491860)
(-27225/40796,28402681/961620)
(3964081/30244864,-387556559917/60217524224)
(-49/608,-395/2128)
(9/76,-1369/228)
(-49/608,1133/4256)
(-1/8,19/4)
(-16/7,-2771/28)
(10609/20552,-3464003/151204)
(1/104,-531/52)
(4225/88984,4143539/826280)
(21904/3337,-143604485/493876)
(1/28,-155/28)
#
# (a,b,c,d) = (1,7,-2,-5) and D = -7673:
#
(2/3,1/3)
(593/209,-79/209)
(-533/331,703/331)
(-59/201,-124/201)
(-1063/1577,4816/7885)
(-166/197,63/197)
(-21327/31229,102364/156145)
(-24019/16109,-26307/16109)
(-493/191,-532/191)
(1,-7/5)
(1,0)
(2/11,-7/11)
(-3,4)
(146612726/108134301,153468175/108134301)
(4469263/6481519,1637287/6481519)
(-426/913,-3193/4565)
(1,1)
(325266/1434253,-943001/1434253)
(-39261/19939,6175/19939)
#
# (a,b,c,d) = (-1918,0,1,0) and D = -7672:
#
(-1444/17127,-866627/650826)
(-1444/17127,866627/650826)
(1/11,-57/11)
(1/11,57/11)
#
# (a,b,c,d) = (-1917,1,1,0) and D = -7669:
#
#
# (a,b,c,d) = (1,9,3,-3) and D = -7668:
#
(1,0)
(-5/7,4/7)
#
# (a,b,c,d) = (-1917,0,1,0) and D = -7668:
#
(16/57,945/76)
(16/57,-945/76)
#
# (a,b,c,d) = (-71,0,3,0) and D = -7668:
#
(16/19,315/76)
(16/19,-315/76)
#
# (a,b,c,d) = (-1916,1,1,0) and D = -7665:
#
(-7921/61064,27271701/5434696)
(-7921/61064,-6641683/1358674)
(1/4,-45/4)
(1/4,11)
#
# (a,b,c,d) = (3,5,-6,-3) and D = -7665:
#
(-114839/21567,16396/7189)
(-514/405,83/135)
(-2,5)
(-1,-1)
#
# (a,b,c,d) = (-239,2,2,0) and D = -7664:
#
(1/5,-14/5)
(-162/995,7217/17910)
(-162/995,-4301/17910)
(1/5,13/5)
#
# (a,b,c,d) = (-1916,0,1,0) and D = -7664:
#
(1/10,-27/5)
(-81/995,-5759/8955)
(-81/995,5759/8955)
(1/10,27/5)
#
# (a,b,c,d) = (-1915,1,1,0) and D = -7661:
#
#
# (a,b,c,d) = (-1915,0,1,0) and D = -7660:
#
#
# (a,b,c,d) = (-1914,1,1,0) and D = -7657:
#
(289/5568,-156749/31552)
(289/5568,8023/1632)
#
# (a,b,c,d) = (-1914,0,1,0) and D = -7656:
#
#
# (a,b,c,d) = (-1913,1,1,0) and D = -7653:
#
(1/7,-48/7)
(1/7,47/7)
#
# (a,b,c,d) = (-239,1,2,0) and D = -7652:
#
(-1/2,-21/4)
(1849/7684,1942815/660824)
(-1/2,11/2)
(1849/7684,-1011161/330412)
#
# (a,b,c,d) = (-1913,0,1,0) and D = -7652:
#
(-1/4,43/4)
(1849/15368,3965137/660824)
(-1/4,-43/4)
(1849/15368,-3965137/660824)
#
# (a,b,c,d) = (-1912,1,1,0) and D = -7649:
#
(9/430,-4504/645)
(9/430,8981/1290)
#
# (a,b,c,d) = (-1912,0,1,0) and D = -7648:
#
(1/18,-44/9)
(1/18,44/9)
(-1936/10647,-3559093/468468)
(-1936/10647,3559093/468468)
#
# (a,b,c,d) = (-239,0,2,0) and D = -7648:
#
(-3872/10647,-3559093/936936)
(1/9,-22/9)
(-3872/10647,3559093/936936)
(1/9,22/9)
#
# (a,b,c,d) = (-1911,1,1,0) and D = -7645:
#
(-4/39,85/26)
(-4/39,-19/6)
#
# (a,b,c,d) = (-5,4,7,0) and D = -7644:
#
(-9/5,-16/15)
(992016/1141615,-1787889367/1591867956)
(-9/5,44/21)
(992016/1141615,712465013/1137048540)
#
# (a,b,c,d) = (-1911,0,1,0) and D = -7644:
#
(-9/35,-166/15)
(-9/35,166/15)
(992016/7991305,-6963350963/1137048540)
(992016/7991305,6963350963/1137048540)
#
# (a,b,c,d) = (-70,3,3,0) and D = -7641:
#
(49/20,-919/70)
(16/35,43/20)
(3/280,4681/840)
(363/1048,-73333/34584)
(-1/4,-1/4)
(-1/4,1/2)
(3/16,-41/24)
(3/280,-67/12)
(3/16,73/48)
(363/1048,30677/17292)
(-72075/178976,-63657509/41611920)
(49/20,299/28)
(16/35,-73/28)
(-72075/178976,22975699/11889120)
#
# (a,b,c,d) = (-1910,1,1,0) and D = -7641:
#
(1/280,937/56)
(121/1048,-68009/11528)
(16/105,593/84)
(49/60,14827/420)
(1/16,77/16)
(-24025/178976,145934393/27741280)
(16/105,-3029/420)
(-24025/178976,-71105259/13870640)
(49/60,-1517/42)
(1/280,-2343/140)
(-1/12,-13/12)
(1/16,-39/8)
(-1/12,7/6)
(121/1048,33339/5764)
#
# (a,b,c,d) = (1,6,-9,-1) and D = -7641:
#
(181/103,-21/103)
(-3/11,7/11)
(-33/71,28/71)
(3199/2479,2232/2479)
(3/13,-31/13)
(4,3)
(0,-1)
(1,0)
(-113125/34121,-85371/34121)
#
# (a,b,c,d) = (-1910,0,1,0) and D = -7640:
#
#
# (a,b,c,d) = (-1909,1,1,0) and D = -7637:
#
(25/401,-9774/2005)
(25/401,9649/2005)
#
# (a,b,c,d) = (-1909,0,1,0) and D = -7636:
#
(1/131,-1500/131)
(1/131,1500/131)
(-64/295,-21789/2360)
(256/2945,239937/47120)
(256/2945,-239937/47120)
(1/3,-44/3)
(-64/295,21789/2360)
(1/3,44/3)
#
# (a,b,c,d) = (1,6,-4,-6) and D = -7636:
#
(7/3,-1/3)
(-112232717/18585283,17409000/18585283)
(-5/7,3/7)
(-7/9,8/9)
(4417/5893,5107/17679)
(-5017/1799,-12304/5397)
(1,0)
#
# (a,b,c,d) = (-1908,1,1,0) and D = -7633:
#
(1/72,17/2)
(1/72,-613/72)
#
# (a,b,c,d) = (-238,2,2,0) and D = -7632:
#
#
# (a,b,c,d) = (-1908,0,1,0) and D = -7632:
#
#
# (a,b,c,d) = (-1907,1,1,0) and D = -7629:
#
#
# (a,b,c,d) = (-1907,0,1,0) and D = -7628:
#
(-4/47,-135/94)
(18769/494021,-364935568/67680877)
(-1/11,24/11)
(-4/47,135/94)
(9/13,-1180/39)
(4/41,-437/82)
(1/2993,-163742/2993)
(4/41,437/82)
(-3055504/37205983,-53817793969/65036058284)
(1/113,1202/113)
(-11236/1711,-52010681/181366)
(289/817,-215814/13889)
(256/20273,2892073/324368)
(25/361,-8766/1805)
(25/361,8766/1805)
(16/193,-3873/772)
(7744/34417,-30436599/3028696)
(289/817,215814/13889)
(7744/34417,30436599/3028696)
(16/193,3873/772)
(1/113,-1202/113)
(256/20273,-2892073/324368)
(9/13,1180/39)
(-1/11,-24/11)
(18769/494021,364935568/67680877)
(-11236/1711,52010681/181366)
(-3055504/37205983,53817793969/65036058284)
(1/2993,163742/2993)
#
# (a,b,c,d) = (2,1,-10,1) and D = -7628:
#
(0,1)
(-13289/67824,-38287/33912)
(4813/3654,23783/1827)
(-873/1856,-527/928)
(-2/5,-3/5)
(1/18,11/9)
(616/293,-235/293)
(-235898/19023,92767/19023)
(1957/680,499/340)
(2,1)
(33371/21298,-6079/10649)
(7/8,1/4)
(1579118/973497,-579967/973497)
(-333/356,-107/178)
(-19/58,15/29)
(-5/2,1)
#
# (a,b,c,d) = (-1906,1,1,0) and D = -7625:
#
#
# (a,b,c,d) = (-14,5,5,0) and D = -7625:
#
#
# (a,b,c,d) = (-1906,0,1,0) and D = -7624:
#
#
# (a,b,c,d) = (-1905,1,1,0) and D = -7621:
#
(81/1945,-18371/3501)
(81/1945,91126/17505)
#
# (a,b,c,d) = (-1905,0,1,0) and D = -7620:
#
(1/34,-203/34)
(1/34,203/34)
(41209/204544,376656827/41522432)
(41209/204544,-376656827/41522432)
#
# (a,b,c,d) = (-238,1,2,0) and D = -7620:
#
(1/17,-3)
(41209/102272,2708025/610624)
(1/17,101/34)
(41209/102272,-192511127/41522432)
#
# (a,b,c,d) = (-1904,1,1,0) and D = -7617:
#
#
# (a,b,c,d) = (-1904,0,1,0) and D = -7616:
#
#
# (a,b,c,d) = (-238,0,2,0) and D = -7616:
#
#
# (a,b,c,d) = (-1903,1,1,0) and D = -7613:
#
(-1/7,-39/7)
(-1/7,40/7)
#
# (a,b,c,d) = (-1903,0,1,0) and D = -7612:
#
#
# (a,b,c,d) = (-1902,1,1,0) and D = -7609:
#
(169/2370,-75539/15405)
(169/2370,49627/10270)
#
# (a,b,c,d) = (-1902,0,1,0) and D = -7608:
#
(-4/23,-331/46)
(-4/23,331/46)
#
# (a,b,c,d) = (-1901,1,1,0) and D = -7605:
#
#
# (a,b,c,d) = (-1901,0,1,0) and D = -7604:
#
(-9/77,964/231)
(-9/77,-964/231)
#
# (a,b,c,d) = (2,3,-10,1) and D = -7604:
#
(0,1)
(-1197/26,-389/13)
(-819/1676,-527/838)
#
# (a,b,c,d) = (-1900,1,1,0) and D = -7601:
#
(1/20,-5)
(95481/887500,-61949921/10969500)
(-1225/14824,-115981/129710)
(4/97,1013/194)
(-39601/144040,343092699/28663960)
(1/20,99/20)
(16/185,-3789/740)
(1/320,1431/80)
(4/97,-1021/194)
(-18225/149144,-89243621/20134440)
(95481/887500,379811099/68559375)
(-18225/149144,22925999/5033610)
(-961/7982,1100219/247442)
(-1/2,-43/2)
(-39601/144040,-16760605/1433198)
(49/2314,-56242/8099)
(16/185,745/148)
(-1225/14824,506799/518840)
(-121/1394,13154/7667)
(-961/7982,-535214/123721)
(-1838736/649415,109934114291/880606740)
(28561/398278,-17379359/3542578)
(28561/398278,162690506/33654491)
(-1/2,22)
(-121/1394,-24977/15334)
(841/3380,213795/19604)
(49/2314,112141/16198)
(1/320,-1145/64)
(-1838736/649415,-21488157655/176121348)
(841/3380,-273341/24505)
#
# (a,b,c,d) = (1,9,4,-3) and D = -7601:
#
(106/161,-143/161)
(-34864/11711,4275/11711)
(-1,1)
(157597/190567,-196035/190567)
(61,156)
(584/923,1407/923)
(-10/271,-193/271)
(-10/13,23/39)
(-59/11,7/11)
(-2824/7181,-8439/7181)
(47/93,314/279)
(84668/43061,-94671/43061)
(431/2041,-1358/2041)
(1,0)
(-17/13,3/13)
(-59378/14433,196819/43299)
(-85/53,38/159)
(11/17,3/17)
#
# (a,b,c,d) = (-15,2,5,0) and D = -7600:
#
(816080/3453369,2234010959/2325268460)
(-36/67,-1213/2010)
(816080/3453369,-7361425517/6975805380)
(125/974,30257/24350)
(1/6,-7/6)
(-1/2,7/10)
(1,-2)
(1/9,-62/45)
(16/85,71/68)
(-20/31,-263/310)
(5/6,41/30)
(-1/2,-1/2)
(-36/67,329/402)
(9/1670,6103/1002)
(605/254,51503/13970)
(125/974,-31507/24350)
(1/6,11/10)
(1,8/5)
(605/254,-64813/13970)
(289/177,-16022/5015)
(289/177,7648/3009)
(1/9,4/3)
(22801/36814,6094807/5558914)
(9/1670,-152629/25050)
(-20/31,343/310)
(16/85,-1903/1700)
(22801/36814,-37359937/27794570)
(5/6,-17/10)
#
# (a,b,c,d) = (-1900,0,1,0) and D = -7600:
#
(-1/10,-3)
(16/425,1839/340)
(1/45,-61/9)
(1/6,23/3)
(1/45,61/9)
(1/5,9)
(1/30,17/3)
(22801/184070,16958493/2779457)
(16/425,-1839/340)
(9/8350,-76301/2505)
(121/254,-29079/1397)
(289/885,-43153/3009)
(121/254,29079/1397)
(163216/3453369,-7031729197/1395161076)
(9/8350,76301/2505)
(-4/31,-303/62)
(22801/184070,-16958493/2779457)
(1/30,-17/3)
(1/5,-9)
(1/6,-23/3)
(-1/10,3)
(-36/335,-1429/402)
(-36/335,1429/402)
(25/974,-15441/2435)
(-4/31,303/62)
(163216/3453369,7031729197/1395161076)
(25/974,15441/2435)
(289/885,43153/3009)
#
# (a,b,c,d) = (-237,2,2,0) and D = -7600:
#
(2/45,101/30)
(1/3,-4)
(22801/92035,40674757/13897285)
(2/5,-47/10)
(9/4175,-190766/12525)
(578/885,-75197/10030)
(-1/5,8/5)
(-8/31,319/124)
(2/5,43/10)
(9/4175,190739/12525)
(1/3,11/3)
(-72/335,7577/4020)
(121/127,-15205/1397)
(2/45,-307/90)
(22801/92035,-558452/175915)
(32/425,-9323/3400)
(1/15,-43/15)
(-8/31,-287/124)
(1/15,14/5)
(-72/335,-6713/4020)
(25/487,-7783/2435)
(121/127,13874/1397)
(25/487,7658/2435)
(32/425,9067/3400)
(326432/3453369,-7163607725/2790322152)
(326432/3453369,2299950223/930107384)
(-1/5,-7/5)
(578/885,205939/30090)
#
# (a,b,c,d) = (-1,6,10,0) and D = -7600:
#
(-1,0)
(2/9,-67/90)
(1/3,7/15)
(-40/31,-63/620)
(578/177,2735/6018)
(-40/31,543/620)
(-72/67,545/804)
(605/127,4557/6985)
(1/3,-2/3)
(2,3/10)
(-72/67,-133/4020)
(5/3,4/15)
(5/3,-19/15)
(32/85,291/680)
(125/487,6783/12175)
(9/835,-38191/12525)
(22801/18407,662964/2779457)
(-1,3/5)
(32/85,-2223/3400)
(125/487,-8658/12175)
(605/127,-24522/6985)
(2,-3/2)
(9/835,7622/2505)
(1632160/3453369,-9009907117/13951610760)
(578/177,-72631/30090)
(22801/18407,-13643673/13897285)
(1632160/3453369,5053551277/13951610760)
(2/9,11/18)
#
# (a,b,c,d) = (-1899,1,1,0) and D = -7597:
#
#
# (a,b,c,d) = (-70,2,3,0) and D = -7596:
#
(8836/16515,-896207/310482)
(4/35,123/70)
(1/67,949/201)
(4/35,-11/6)
(3/13,61/39)
(-49152/168935,-10625561/12974208)
(1/67,-317/67)
(3610000/60340267,-824791742933/343939521900)
(3/13,-67/39)
(8836/16515,11781937/4657230)
(-49152/168935,65710717/64871040)
(3610000/60340267,270357914311/114646507300)
#
# (a,b,c,d) = (-1899,0,1,0) and D = -7596:
#
(4/105,-377/70)
(4/105,377/70)
(8836/49545,-12612521/1552410)
(-16384/168935,-59419261/21623680)
(1/13,64/13)
(1/201,950/67)
(1/201,-950/67)
(1/13,-64/13)
(8836/49545,12612521/1552410)
(-16384/168935,59419261/21623680)
(3610000/181020801,817932742933/114646507300)
(3610000/181020801,-817932742933/114646507300)
#
# (a,b,c,d) = (-1898,1,1,0) and D = -7593:
#
(1/52,-189/26)
(-25/26,-207/5)
(1/52,29/4)
(-25/26,5507/130)
#
# (a,b,c,d) = (-1898,0,1,0) and D = -7592:
#
(4/49,-489/98)
(4/49,489/98)
#
# (a,b,c,d) = (-1897,1,1,0) and D = -7589:
#
#
# (a,b,c,d) = (-1897,0,1,0) and D = -7588:
#
(1681/23088,4617157/946608)
(175561/832182,-3292587355/348684258)
(425390625/3116337016,419869956443939/64274450955000)
(9/358,-6875/1074)
(-1/6,-41/6)
(425390625/3116337016,-419869956443939/64274450955000)
(175561/832182,3292587355/348684258)
(1/99,-986/99)
(1681/23088,-4617157/946608)
(-576/6767,-229447/162408)
(1/228,-3443/228)
(9/358,6875/1074)
(-1/6,41/6)
(1849/66138,-17357845/2843934)
(-1/12,-13/12)
(-81/26,31751/234)
(-81/26,-31751/234)
(-54289/57609,550762808/13422897)
(1/228,3443/228)
(1849/66138,17357845/2843934)
(-576/6767,229447/162408)
(-54289/57609,-550762808/13422897)
(1/99,986/99)
(-25/216,-4423/1080)
(-25/216,4423/1080)
(-1/12,13/12)
#
# (a,b,c,d) = (-237,1,2,0) and D = -7588:
#
(1681/11544,-781013/315536)
(-1152/6767,243271/324816)
(-1/6,-1/2)
(-108578/57609,-179371157/8948598)
(-1/3,-10/3)
(9/179,1712/537)
(-81/13,8120/117)
(175561/416091,804756824/174342129)
(1849/33069,2879723/947978)
(175561/416091,-561024569/116228086)
(425390625/1558168508,-107160909521141/32137225477500)
(-1152/6767,-215623/324816)
(-25/108,379/180)
(-1/6,7/12)
(2/99,985/198)
(2/99,-329/66)
(1681/11544,1137059/473304)
(1849/33069,-4359338/1421967)
(1/114,1721/228)
(9/179,-3451/1074)
(1/114,-287/38)
(425390625/1558168508,2601875156983/813600645000)
(-25/108,-2149/1080)
(-1/3,7/2)
(-108578/57609,563412145/26845794)
(-81/13,-15511/234)
#
# (a,b,c,d) = (-1896,1,1,0) and D = -7585:
#
(-3481/41154,1103201/809362)
(-3481/41154,-1552112/1214043)
#
# (a,b,c,d) = (-1896,0,1,0) and D = -7584:
#
(1/22,56/11)
(729/4033,-894509/108891)
(-3136/6215,-7631149/348040)
(49/3130,87874/10955)
(1/22,-56/11)
(-3136/6215,7631149/348040)
(49/3130,-87874/10955)
(729/4033,894509/108891)
#
# (a,b,c,d) = (-237,0,2,0) and D = -7584:
#
(-6272/6215,-7631149/696080)
(49/1565,-43937/10955)
(1458/4033,894509/217782)
(1458/4033,-894509/217782)
(1/11,-28/11)
(1/11,28/11)
(49/1565,43937/10955)
(-6272/6215,7631149/696080)
#
# (a,b,c,d) = (-1895,1,1,0) and D = -7581:
#
(1/163,-2082/163)
(1/163,2081/163)
#
# (a,b,c,d) = (-1895,0,1,0) and D = -7580:
#
#
# (a,b,c,d) = (-1894,1,1,0) and D = -7577:
#
#
# (a,b,c,d) = (-1894,0,1,0) and D = -7576:
#
#
# (a,b,c,d) = (-1893,1,1,0) and D = -7573:
#
(841/1683,-1075640/48807)
(-1,44)
(-1,-43)
(-513611569/1822879927,506277307745306/41311927785601)
(841/1683,350417/16269)
(25/11679,-420739/19465)
(438244/11926673,42934719731/7895457526)
(289/1767,223852/30039)
(1/33,194/33)
(1/17,-83/17)
(289/3113,-277894/52921)
(289/1767,-76255/10013)
(-513611569/1822879927,-494637328757059/41311927785601)
(-3025/19329,-2212927/354365)
(1/33,-65/11)
(438244/11926673,-43224837259/7895457526)
(25/11679,1262092/58395)
(-64/319,21793/2552)
(-49/423,12298/2961)
(-64/319,-21281/2552)
(-36/407,-4465/2442)
(-3025/19329,6805156/1063095)
(289/3113,272981/52921)
(-36/407,4681/2442)
(-49/423,-3985/987)
(1/17,82/17)
#
# (a,b,c,d) = (1,4,-8,-7) and D = -7573:
#
(-1/4,-13/28)
(-5/2,1/2)
(4961/3601,-7378/3601)
(-176/269,133/269)
(14431/15311,4774/15311)
(-10/7,17/49)
(2,1)
(-12616/14227,-7973/14227)
(-253/227,360/227)
(5973/4628,-665/4628)
(107/155,-1206/1085)
(-313/487,344/487)
(1,0)
(3/10,-7/10)
(-4210/463,-2161/463)
(-39189/50,7441/50)
#
# (a,b,c,d) = (1,5,-7,-5) and D = -7572:
#
(1,0)
(-6,1)
(-29/27,8/27)
(-26/43,207/215)
#
# (a,b,c,d) = (-1893,0,1,0) and D = -7572:
#
(126736/454057,1986723349/161644292)
(361/31831,5686882/604789)
(361/31831,-5686882/604789)
(1/31,-178/31)
(126736/454057,-1986723349/161644292)
(1/31,178/31)
#
# (a,b,c,d) = (0,3,29,0) and D = -7569:
#
(100/21,1/70)
(-49/10,1/70)
(29/210,100/203)
(-49/10,100/203)
(29/210,-147/290)
(100/21,-147/290)
#
# (a,b,c,d) = (0,1,87,0) and D = -7569:
#
(100/7,-49/290)
(29/70,-49/290)
(-147/10,1/210)
(-147/10,100/609)
(100/7,1/210)
(29/70,100/609)
#
# (a,b,c,d) = (-70,1,3,0) and D = -7569:
#
(1/70,-29/6)
(100/203,4947/2030)
(1/70,169/35)
(-147/290,7297/3045)
(-147/290,-2713/1218)
(100/203,-2263/870)
#
# (a,b,c,d) = (10,59,87,0) and D = -7569:
#
(100/7,-30029/6090)
(29/70,53/2030)
(-147/10,103/21)
(100/7,-333/70)
(-147/10,30841/6090)
(29/70,-187/609)
#
# (a,b,c,d) = (-1892,1,1,0) and D = -7569:
#
(-49/290,-6954/1015)
(1/210,-1522/105)
(1/210,3043/210)
(-49/290,14251/2030)
(100/609,45523/6090)
(100/609,-46523/6090)
#
# (a,b,c,d) = (-29,3,4,0) and D = -7568:
#
#
# (a,b,c,d) = (2,0,-10,-2) and D = -7568:
#
#
# (a,b,c,d) = (-1892,0,1,0) and D = -7568:
#
#
# (a,b,c,d) = (-236,2,2,0) and D = -7568:
#
#
# (a,b,c,d) = (-1891,1,1,0) and D = -7565:
#
(1,43)
(-841/1681,1070594/48749)
(1,-44)
(-841/1681,-1046205/48749)
#
# (a,b,c,d) = (-1891,0,1,0) and D = -7564:
#
(-4/15,-343/30)
(-4/15,343/30)
#
# (a,b,c,d) = (-1890,1,1,0) and D = -7561:
#
#
# (a,b,c,d) = (-1890,0,1,0) and D = -7560:
#
#
# (a,b,c,d) = (-70,0,3,0) and D = -7560:
#
#
# (a,b,c,d) = (-1889,1,1,0) and D = -7557:
#
#
# (a,b,c,d) = (-236,1,2,0) and D = -7556:
#
(-289/1784,-515/7582)
(1/4,3)
(-2/5,43/10)
(-2401/14600,-62499/178850)
(-169/229,-46393/5954)
(1/23,-79/23)
(361/6815,806047/258970)
(-289/1784,9033/60656)
(1/23,157/46)
(-169/229,24295/2977)
(1/4,-25/8)
(361/6815,-406453/129485)
(-2401/14600,617641/1430800)
(-2/5,-41/10)
#
# (a,b,c,d) = (-1889,0,1,0) and D = -7556:
#
(361/13630,1618953/258970)
(1/8,-49/8)
(-289/3568,13153/60656)
(-1/5,42/5)
(1/46,315/46)
(1/8,49/8)
(-1/5,-42/5)
(-2401/29200,-1117633/1430800)
(1/46,-315/46)
(-289/3568,-13153/60656)
(361/13630,-1618953/258970)
(-169/458,94983/5954)
(-169/458,-94983/5954)
(-2401/29200,1117633/1430800)
#
# (a,b,c,d) = (-1888,1,1,0) and D = -7553:
#
#
# (a,b,c,d) = (-236,0,2,0) and D = -7552:
#
#
# (a,b,c,d) = (-1888,0,1,0) and D = -7552:
#
#
# (a,b,c,d) = (-1887,1,1,0) and D = -7549:
#
#
# (a,b,c,d) = (-1887,0,1,0) and D = -7548:
#
(-81/287,31292/2583)
(-81/287,-31292/2583)
(1296/32809,6278869/1181124)
(1296/32809,-6278869/1181124)
#
# (a,b,c,d) = (-1886,1,1,0) and D = -7545:
#
#
# (a,b,c,d) = (-1886,0,1,0) and D = -7544:
#
#
# (a,b,c,d) = (-1885,1,1,0) and D = -7541:
#
#
# (a,b,c,d) = (2,2,-10,1) and D = -7540:
#
(0,1)
(637/803,129/803)
(19,11)
(-1520/1469,669/1469)
#
# (a,b,c,d) = (-1885,0,1,0) and D = -7540:
#
(6400/160809,-68209877/12864720)
(-1/9,34/9)
(-1/9,-34/9)
(19881/156751,136615994/22101891)
(6400/160809,68209877/12864720)
(19881/156751,-136615994/22101891)
#
# (a,b,c,d) = (1,7,-8,-1) and D = -7537:
#
(8,-1)
(11,10)
(-43/55,14/55)
(-161/481,1359/481)
(11581/6431,-1225/6431)
(-56/263,377/263)
(0,-1)
(-7414921/6228395,-7154892/6228395)
(63/85,26/85)
(14873/41107,-134197/41107)
(8563/3515,-75224/3515)
(-266/185,43/185)
(-1,-1)
(1953/1849,1592/1849)
(-7/19,-13/19)
(1,0)
(157/131,133/131)
(2253431/559873,-278306/559873)
(-14750170/2682817,-13419197/2682817)
(-765/1501,539/1501)
#
# (a,b,c,d) = (-1884,1,1,0) and D = -7537:
#
(-169/976,-89263/12688)
(47961/185518,-234067226/20314221)
(1/92,-221/23)
(100/1209,-20309/4030)
(1/26,139/26)
(346921/7805832,-23645555473/4597635048)
(121/1098,33806/6039)
(121/1098,-22981/4026)
(-32041/340938,76184314/30513951)
(1/26,-70/13)
(196/2921,-199135/40894)
(-841/3348,263249/24273)
(8649/7228,8629679/168051)
(-9/62,-526/93)
(-1444/4087,-2340071/155306)
(1/2,43/2)
(100/1209,59927/12090)
(196/2921,196391/40894)
(1/92,883/92)
(4/489,-10823/978)
(-9/62,1079/186)
(47961/185518,457630993/40628442)
(1/2,-22)
(346921/7805832,1953434917/383136254)
(-32041/340938,-48877763/20342634)
(-1/12,-1)
(-1444/4087,2394943/155306)
(625/201624,-90544693/5040600)
(-169/976,22865/3172)
(625/201624,7544089/420050)
(65025/410626,-774643499/104709630)
(65025/410626,379031062/52354815)
(4/489,3605/326)
(-841/3348,-342869/32364)
(8649/7228,-35323073/672204)
(-1/12,13/12)
#
# (a,b,c,d) = (-235,2,2,0) and D = -7536:
#
(-9/55,-38/165)
(-9/55,13/33)
#
# (a,b,c,d) = (-1884,0,1,0) and D = -7536:
#
(-9/110,103/165)
(-9/110,-103/165)
#
# (a,b,c,d) = (2,3,-9,-1) and D = -7533:
#
(-30/61,29/61)
(3,-1)
(4053/4688,-229/2344)
(-3/2,-1)
(0,-1)
(-1953/1325,727/1325)
(220705230/52938301,140288009/52938301)
#
# (a,b,c,d) = (-69,3,3,0) and D = -7533:
#
(300/721,-52019/21630)
(-3/11,-19/33)
(300/721,43019/21630)
(-27/23,56/9)
(-27/23,-1045/207)
(-104907/155933,-247590658/87478413)
(3/19,89/57)
(-3/11,28/33)
(-104907/155933,306443485/87478413)
(3/19,-98/57)
#
# (a,b,c,d) = (-1883,1,1,0) and D = -7533:
#
(-9/23,-1153/69)
(100/721,6717/1030)
(-9/23,1180/69)
(-34969/155933,-273747470/29159471)
(1/19,93/19)
(-1/11,-23/11)
(1/19,-94/19)
(-34969/155933,280286673/29159471)
(100/721,-48019/7210)
(-1/11,24/11)
#
# (a,b,c,d) = (-1883,0,1,0) and D = -7532:
#
(196/233,-119125/3262)
(196/233,119125/3262)
#
# (a,b,c,d) = (-1882,1,1,0) and D = -7529:
#
(-4/47,133/94)
(-4/47,-125/94)
#
# (a,b,c,d) = (2,5,-8,-1) and D = -7528:
#
(0,-1)
(-711/1330,283/665)
#
# (a,b,c,d) = (-1882,0,1,0) and D = -7528:
#
#
# (a,b,c,d) = (-15,1,5,0) and D = -7525:
#
(1/3,-1)
(-841/1401,188294/203145)
(1/3,14/15)
(-841/1401,-10927/13543)
#
# (a,b,c,d) = (-1881,1,1,0) and D = -7525:
#
(-841/7005,297564/67715)
(-841/7005,-868303/203145)
(1/15,-73/15)
(1/15,24/5)
#
# (a,b,c,d) = (-235,1,2,0) and D = -7524:
#
(2/115,1233/230)
(-1/4,19/8)
(1369/15560,293121/115144)
(2/115,-247/46)
(1225/5447,-1111239/381290)
(-9,599/6)
(1225/5447,534182/190645)
(-9,-286/3)
(-1/4,-9/4)
(1369/15560,-2981863/1151440)
#
# (a,b,c,d) = (-1881,0,1,0) and D = -7524:
#
(-9/2,1171/6)
(-1/8,37/8)
(-9/2,-1171/6)
(1225/10894,-2179603/381290)
(1225/10894,2179603/381290)
(-1/8,-37/8)
(1/115,-1234/115)
(1369/31120,-5913073/1151440)
(1/115,1234/115)
(1369/31120,5913073/1151440)
#
# (a,b,c,d) = (-1880,1,1,0) and D = -7521:
#
#
# (a,b,c,d) = (-1880,0,1,0) and D = -7520:
#
(1/14,34/7)
(1/14,-34/7)
(-1156/10759,1287949/365806)
(-1156/10759,-1287949/365806)
#
# (a,b,c,d) = (-235,0,2,0) and D = -7520:
#
(1/7,17/7)
(1/7,-17/7)
(-2312/10759,-1287949/731612)
(-2312/10759,1287949/731612)
#
# (a,b,c,d) = (-1879,1,1,0) and D = -7517:
#
#
# (a,b,c,d) = (-1879,0,1,0) and D = -7516:
#
#
# (a,b,c,d) = (-1878,1,1,0) and D = -7513:
#
#
# (a,b,c,d) = (-1878,0,1,0) and D = -7512:
#
#
# (a,b,c,d) = (-1877,1,1,0) and D = -7509:
#
(9/31,1169/93)
(9/31,-1196/93)
#
# (a,b,c,d) = (-1877,0,1,0) and D = -7508:
#
(-49/397,12580/2779)
(-49/397,-12580/2779)
#
# (a,b,c,d) = (-1876,1,1,0) and D = -7505:
#
#
# (a,b,c,d) = (1,1,-12,-4) and D = -7504:
#
(31/7,-8/7)
(1,0)
(-109/2,333/2)
(-1/2,1/2)
(-625/3572,-1783/3572)
#
# (a,b,c,d) = (2,4,-8,-2) and D = -7504:
#
(-47/14,15/14)
(3/4,1/4)
(775/4,557/4)
(-1/2,1/2)
(-2941/7144,-4191/7144)
#
# (a,b,c,d) = (-234,2,2,0) and D = -7504:
#
(-2/3,-41/6)
(14792/45105,27895207/7758060)
(1058/6525,80111/33350)
(-2/3,15/2)
(1058/6525,-769667/300150)
(14792/45105,-10146477/2586020)
#
# (a,b,c,d) = (-1876,0,1,0) and D = -7504:
#
(529/6525,745333/150075)
(-1/3,43/3)
(7396/45105,29167319/3879030)
(-1/3,-43/3)
(7396/45105,-29167319/3879030)
(529/6525,-745333/150075)
#
# (a,b,c,d) = (-1875,1,1,0) and D = -7501:
#
(1/23,118/23)
(-6241/7245,-7031737/190785)
(-6241/7245,4317650/114471)
(1/23,-119/23)
#
# (a,b,c,d) = (-1875,0,1,0) and D = -7500:
#
#
# (a,b,c,d) = (-15,0,5,0) and D = -7500:
#
#
# (a,b,c,d) = (-1874,1,1,0) and D = -7497:
#
(258064/49981633,-353469721279/25390669564)
(258064/49981633,353338624767/25390669564)
(-4/47,-123/94)
(-4/47,131/94)
#
# (a,b,c,d) = (-1874,0,1,0) and D = -7496:
#
(49/527,19153/3689)
(49/527,-19153/3689)
#
# (a,b,c,d) = (-1873,1,1,0) and D = -7493:
#
(1/79,-704/79)
(1/79,703/79)
#
# (a,b,c,d) = (-234,1,2,0) and D = -7492:
#
#
# (a,b,c,d) = (-1873,0,1,0) and D = -7492:
#
#
# (a,b,c,d) = (-1872,1,1,0) and D = -7489:
#
#
# (a,b,c,d) = (-1,2,12,0) and D = -7488:
#
(1/29,-271/174)
(-363/233,-2131/7689)
(3,2/3)
(-1,0)
(3/337,6185/2022)
(-2700/2159,-65611/388620)
(16/27,79/216)
(4/51,-635/612)
(1,1/3)
(-25/23,-19/230)
(4/3,-7/12)
(3/337,-3094/1011)
(1/29,45/29)
(-1849/101,91538/13029)
(-363/233,8255/15378)
(-2700/2159,146611/388620)
(4/3,13/36)
(-1849/101,-34523/8686)
(1,-1/2)
(-1,1/6)
(147/79,-1249/1659)
(147/79,1469/3318)
(4/51,209/204)
(-25/23,91/345)
(3,-7/6)
(16/27,-301/648)
#
# (a,b,c,d) = (-234,0,2,0) and D = -7488:
#
(-1/6,-1/2)
(1/6,5/2)
(-121/466,12517/5126)
(2/9,17/6)
(2/153,631/102)
(1/174,541/58)
(1/174,-541/58)
(2/153,-631/102)
(2/9,-17/6)
(-121/466,-12517/5126)
(1/6,-5/2)
(1/674,-12373/674)
(-1849/606,-286645/8686)
(49/158,3967/1106)
(8/81,-269/108)
(1/674,12373/674)
(-1/6,1/2)
(1/2,11/2)
(-25/138,239/230)
(-1849/606,286645/8686)
(-25/138,-239/230)
(-450/2159,106111/64770)
(-450/2159,-106111/64770)
(8/81,269/108)
(1/2,-11/2)
(49/158,-3967/1106)
#
# (a,b,c,d) = (-29,2,4,0) and D = -7488:
#
(-900/2159,119611/129540)
(-121/233,3462/2563)
(49/79,906/553)
(1/3,7/6)
(1/87,811/174)
(49/79,-2155/1106)
(4/153,-1897/612)
(-25/69,-148/345)
(16/81,-839/648)
(1/337,-6187/674)
(-121/233,-5593/5126)
(-1/3,1/3)
(-1/3,-1/6)
(1,-3)
(4/9,47/36)
(1/337,3093/337)
(1/3,-4/3)
(16/81,775/648)
(-25/69,421/690)
(-900/2159,-92611/129540)
(-1849/303,-195107/13029)
(4/9,-55/36)
(1/87,-14/3)
(-1849/303,469721/26058)
(1,5/2)
(4/153,1889/612)
#
# (a,b,c,d) = (-69,2,3,0) and D = -7488:
#
(1/51,70/17)
(1/4,19/12)
(-363/932,54061/30756)
(-1/4,-1/4)
(-363/932,-46075/30756)
(147/316,14839/6636)
(3/4,-47/12)
(-1849/404,1226087/52116)
(-675/2159,116236/97155)
(-1/4,5/12)
(-25/92,-277/460)
(3/1348,-49495/4044)
(147/316,-16897/6636)
(3/4,41/12)
(4/27,-277/162)
(1/3,-2)
(4/27,29/18)
(3/1348,49489/4044)
(1/4,-7/4)
(-675/2159,-95986/97155)
(-1849/404,-355691/17372)
(1/116,-2165/348)
(-25/92,47/60)
(1/51,-632/153)
(1/116,721/116)
(1/3,16/9)
#
# (a,b,c,d) = (1,10,12,0) and D = -7488:
#
(16/27,109/648)
(-2700/2159,308611/388620)
(-363/233,16241/15378)
(-363/233,1862/7689)
(3,-1/3)
(-25/23,193/690)
(147/79,-589/3318)
(1/29,134/87)
(-1849/101,55445/26058)
(3/337,6179/2022)
(3,-13/6)
(1,-5/6)
(4/51,611/612)
(1/29,-91/58)
(-1,1/3)
(-1849/101,57015/4343)
(1,0)
(-2700/2159,96389/388620)
(-1,1/2)
(4/51,-217/204)
(16/27,-143/216)
(4/3,-37/36)
(4/3,-1/12)
(-25/23,72/115)
(147/79,-2278/1659)
(3/337,-3097/1011)
#
# (a,b,c,d) = (-8,4,6,0) and D = -7488:
#
(2/51,209/102)
(147/158,1469/1659)
(-1/2,1/3)
(2/3,-7/6)
(-1350/2159,-65611/194310)
(-1849/202,183076/13029)
(3/2,-7/3)
(147/158,-2498/1659)
(-363/466,-4262/7689)
(-25/46,-19/115)
(3/674,-6188/1011)
(-1849/202,-34523/4343)
(-25/46,182/345)
(3/2,4/3)
(1/58,-271/87)
(1/58,90/29)
(8/27,79/108)
(-1/2,0)
(2/3,13/18)
(-1350/2159,146611/194310)
(3/674,6185/1011)
(1/2,2/3)
(1/2,-1)
(2/51,-635/306)
(8/27,-301/324)
(-363/466,8255/7689)
#
# (a,b,c,d) = (-1872,0,1,0) and D = -7488:
#
(49/316,3967/553)
(1/1348,12373/337)
(4/81,269/54)
(-225/2159,106111/32385)
(1/153,-631/51)
(1/12,-5)
(-25/276,239/115)
(1/348,-541/29)
(1/4,11)
(-225/2159,-106111/32385)
(4/81,-269/54)
(49/316,-3967/553)
(-1849/1212,286645/4343)
(-1849/1212,-286645/4343)
(1/4,-11)
(-121/932,-12517/2563)
(-121/932,12517/2563)
(1/9,-17/3)
(1/348,541/29)
(1/153,631/51)
(-25/276,-239/115)
(-1/12,-1)
(1/12,5)
(1/1348,-12373/337)
(1/9,17/3)
(-1/12,1)
#
# (a,b,c,d) = (-1871,1,1,0) and D = -7485:
#
#
# (a,b,c,d) = (-1871,0,1,0) and D = -7484:
#
(9/73,-1324/219)
(9/73,1324/219)
#
# (a,b,c,d) = (-1870,1,1,0) and D = -7481:
#
(1/1058,-17207/529)
(1/110,577/55)
(-529/1516,528941/34868)
(29929/1723412,2270939097/298150276)
(-225/596,146917/8940)
(-1/4,-21/2)
(9/292,5111/876)
(4/17,349/34)
(359178304/8043257345,-782513737708543/152435813202440)
(-3254416/29466175,-38848963891/10631395940)
(178929/2544592,5176546307/1076362416)
(-3249/35258,2299783/1004853)
(-225/596,-71771/4470)
(-1/4,43/4)
(36/145,1879/174)
(-64/775,-4723/6200)
(-64/775,1047/1240)
(-1089/230,-1536173/7590)
(-3254416/29466175,200115785919/53156979700)
(-297025/1251676,6940117707/682163420)
(178929/2544592,-2626116637/538181208)
(3481/159620,-6449037/941758)
(25/176,-541/80)
(289/2,-107463/17)
(289/2,210013/34)
(49/680,22947/4760)
(-1/10,-29/10)
(25/176,2913/440)
(1/110,-21/2)
(1681/20480,4145709/839680)
(-81/110,-2831/90)
(9/292,-2569/438)
(36/145,-9611/870)
(1681/20480,-421463/83968)
(64/10063169,31922885919/80505352)
(1/158,993/79)
(710649/1115620,-238493111/8549706)
(-16/127,2401/508)
(81/34000,73753/3600)
(1/158,-1987/158)
(289/33542,-6149171/570214)
(710649/1115620,25635165103/940467660)
(4/17,-21/2)
(361/2456,-324057/46664)
(1/1058,34413/1058)
(81796/1567505,439248289/89661286)
(-1/10,3)
(49/680,-137/28)
(-81/110,3187/99)
(81796/1567505,-2219635101/448306430)
(-1089/230,157211/759)
(-297025/1251676,-199359973/20063630)
(81/34000,-3134867/153000)
(361/2456,158599/23332)
(64/10063169,-31922886431/80505352)
(3481/159620,64284991/9417580)
(-16/127,-2337/508)
(359178304/8043257345,9125959888131/1793362508264)
(-529/1516,-258387/17434)
(-3249/35258,-259669/118218)
(289/33542,3072129/285107)
(29929/1723412,-1138058407/149075138)
#
# (a,b,c,d) = (1,1,-12,-5) and D = -7481:
#
(1193/2105,-15561/10525)
(16/15,-7/75)
(-288446/95215,77409/95215)
(-6826/7785,-3097/7785)
(-70607/63143,128614/315715)
(4/3,1/3)
(-23/17,56/17)
(136/25,-333/25)
(508/425,559/2125)
(-101/195,103/195)
(15313631/15238375,1422601/15238375)
(-26/9,7/9)
(-52/103,109/103)
(2408911/5614063,-33422247/28070315)
(-13/59,-27/59)
(-474911/283815,-159842/283815)
(7177/1105,-1881/1105)
(1,0)
(-1,2/5)
(118460089/78903945,-25130981/78903945)
(-997/1763,855/1763)
(-1901/289,2502/1445)
(1937/1425,-373/1425)
(1/5,-4/5)
(11/27,-31/27)
(29/5,9/5)
(-2/35,-19/35)
(-968763881/1521699855,11155274237/7608499275)
#
# (a,b,c,d) = (-1870,0,1,0) and D = -7480:
#
(4/9,-347/18)
(25/291,-7339/1455)
(-9/101,577/303)
(-9/101,-577/303)
(25/291,7339/1455)
(4/9,347/18)
#
# (a,b,c,d) = (-1869,1,1,0) and D = -7477:
#
(1/21,5)
(1/21,-106/21)
#
# (a,b,c,d) = (-1869,0,1,0) and D = -7476:
#
#
# (a,b,c,d) = (1,1,-12,-3) and D = -7473:
#
(-82/29,333/29)
(1,0)
#
# (a,b,c,d) = (-1868,1,1,0) and D = -7473:
#
#
# (a,b,c,d) = (-233,2,2,0) and D = -7472:
#
#
# (a,b,c,d) = (-1868,0,1,0) and D = -7472:
#
#
# (a,b,c,d) = (-1867,1,1,0) and D = -7469:
#
(16641/3349207,6128958286/432047703)
(16641/3349207,-6131104975/432047703)
#
# (a,b,c,d) = (-1867,0,1,0) and D = -7468:
#
(4356/4009,-12424949/264594)
(4356/4009,12424949/264594)
#
# (a,b,c,d) = (-1866,1,1,0) and D = -7465:
#
(-169/1756,-29423/11414)
(-169/1756,61043/22828)
#
# (a,b,c,d) = (1,3,-10,-5) and D = -7465:
#
(1,0)
(-6/7,13/7)
#
# (a,b,c,d) = (-1866,0,1,0) and D = -7464:
#
(1/7,47/7)
(1/7,-47/7)
#
# (a,b,c,d) = (2,7,-4,-3) and D = -7464:
#
#
# (a,b,c,d) = (-1865,1,1,0) and D = -7461:
#
(-841/4965,1005724/143985)
(1936/12505,-795673/110044)
(1/663,17071/663)
(-25/9,-5336/45)
(1/3,43/3)
(-25/9,5461/45)
(1/3,-44/3)
(1/663,-17072/663)
(1936/12505,3893181/550220)
(-841/4965,-196267/28797)
#
# (a,b,c,d) = (-69,1,3,0) and D = -7461:
#
(1/221,-1897/221)
(1,-5)
(-841/1655,114457/47995)
(-25/3,-193/5)
(-841/1655,-318982/143985)
(1,14/3)
(1/221,5690/663)
(5808/12505,3807997/1650660)
(-25/3,1862/45)
(5808/12505,-4063549/1650660)
#
# (a,b,c,d) = (-1865,0,1,0) and D = -7460:
#
#
# (a,b,c,d) = (-233,1,2,0) and D = -7460:
#
#
# (a,b,c,d) = (-1864,1,1,0) and D = -7457:
#
(-49/446,-11257/3122)
(-49/446,5800/1561)
#
# (a,b,c,d) = (-233,0,2,0) and D = -7456:
#
(-2/7,39/14)
(-2/7,-39/14)
(1352/11865,1498717/616980)
(1352/11865,-1498717/616980)
#
# (a,b,c,d) = (-1864,0,1,0) and D = -7456:
#
(676/11865,-1498717/308490)
(-1/7,39/7)
(676/11865,1498717/308490)
(-1/7,-39/7)
#
# (a,b,c,d) = (1,5,-9,-2) and D = -7453:
#
(1,1/2)
(146789/11849,-23053/11849)
(1,0)
(1,-5)
#
# (a,b,c,d) = (-1863,1,1,0) and D = -7453:
#
(-121/1053,-562/143)
(-121/1053,46853/11583)
(-25/291,-684/485)
(-25/291,2177/1455)
(1/57,144/19)
(1/57,-433/57)
#
# (a,b,c,d) = (-1863,0,1,0) and D = -7452:
#
#
# (a,b,c,d) = (-69,0,3,0) and D = -7452:
#
#
# (a,b,c,d) = (-1862,1,1,0) and D = -7449:
#
(1/10,53/10)
(121/1720,-92249/18920)
(1/10,-27/5)
(-10404/114695,-3389449/1671270)
(121/1720,45459/9460)
(-10404/114695,24787351/11698890)
#
# (a,b,c,d) = (-1862,0,1,0) and D = -7448:
#
(4/961,-29793/1922)
(4/961,29793/1922)
#
# (a,b,c,d) = (-1861,1,1,0) and D = -7445:
#
(-12769/149149,-22882575/16853837)
(1024/8441,-1628813/270112)
(1/11,56/11)
(1/11,-57/11)
(1024/8441,1596045/270112)
(-12769/149149,24325472/16853837)
(2025/28891,-6336064/1300095)
(2025/28891,6244939/1300095)
#
# (a,b,c,d) = (-1861,0,1,0) and D = -7444:
#
#
# (a,b,c,d) = (1,4,-10,-2) and D = -7444:
#
(1,0)
(-59/217,207/217)
#
# (a,b,c,d) = (2,7,-3,-4) and D = -7441:
#
(14291/12838,-2463/12838)
(2,-1/2)
(5/4,-1/4)
(1/2,-1)
(-289/208,-339/208)
(-11/14,3/7)
(-10,-23/2)
(-17477/23684,5345/11842)
(18046738/24817469,-64258465/49634938)
(-29899/29737,47197/118948)
(269/304,-1851/1216)
(43/104,-47/52)
#
# (a,b,c,d) = (-1860,1,1,0) and D = -7441:
#
(169/3000,62861/13000)
(-9/110,86/165)
(-1/12,-11/12)
(529/199320,-1483243/76406)
(441/4720,25493/4956)
(16/81,941/108)
(169/3000,-9539/1950)
(-9/110,-29/66)
(441/4720,-519121/99120)
(1/666,5729/222)
(529/199320,88982413/4584360)
(1/666,-8594/333)
(-1/12,1)
(16/81,-2887/324)
#
# (a,b,c,d) = (-1860,0,1,0) and D = -7440:
#
(2116/178321,75418439/8202766)
(-1/11,23/11)
(2116/178321,-75418439/8202766)
(-1/11,-23/11)
#
# (a,b,c,d) = (-232,2,2,0) and D = -7440:
#
(4232/178321,-75613111/16405532)
(-2/11,25/22)
(-2/11,-21/22)
(4232/178321,2593923/565708)
#
# (a,b,c,d) = (-29,1,4,0) and D = -7440:
#
(-4/11,25/44)
(-4/11,-21/44)
(8464/178321,2593923/1131416)
(8464/178321,-75613111/32811064)
#
# (a,b,c,d) = (-1859,1,1,0) and D = -7437:
#
#
# (a,b,c,d) = (-1859,0,1,0) and D = -7436:
#
#
# (a,b,c,d) = (-1858,1,1,0) and D = -7433:
#
(25/626,16501/3130)
(25/626,-8313/1565)
#
# (a,b,c,d) = (-1858,0,1,0) and D = -7432:
#
(-36/47,9305/282)
(-36/47,-9305/282)
#
# (a,b,c,d) = (-1857,1,1,0) and D = -7429:
#
(1/35,-212/35)
(1/35,211/35)
(19881/108955,124645148/15362655)
(19881/108955,-127448369/15362655)
#
# (a,b,c,d) = (-1857,0,1,0) and D = -7428:
#
(9/406,8263/1218)
(9/406,-8263/1218)
(-16/191,799/764)
(-1/2,-43/2)
(2809/33088,-8796845/1753664)
(-1/2,43/2)
(2809/33088,8796845/1753664)
(-16/191,-799/764)
#
# (a,b,c,d) = (-232,1,2,0) and D = -7428:
#
(-32/191,863/1528)
(9/203,71/21)
(-1,-21/2)
(-1,11)
(2809/16544,270249/109604)
(9/203,-4145/1218)
(-32/191,-735/1528)
(2809/16544,-4472861/1753664)
#
# (a,b,c,d) = (-1856,1,1,0) and D = -7425:
#
(9/124,-1819/372)
(-1/6,-20/3)
(-1/6,41/6)
(9/124,448/93)
#
# (a,b,c,d) = (1,3,-12,1) and D = -7425:
#
(0,1)
(-259/29,-117/29)
(1,0)
(-1162629/494017,230866/494017)
(-9/23,-13/23)
#
# (a,b,c,d) = (-68,3,3,0) and D = -7425:
#
(-1/2,5/2)
(27/124,-1927/1116)
(-1/2,-2)
(27/124,421/279)
#
# (a,b,c,d) = (-28,4,4,0) and D = -7424:
#
#
# (a,b,c,d) = (-232,0,2,0) and D = -7424:
#
#
# (a,b,c,d) = (-1856,0,1,0) and D = -7424:
#
#
# (a,b,c,d) = (-29,0,4,0) and D = -7424:
#
#
# (a,b,c,d) = (-1855,1,1,0) and D = -7421:
#
(1/5,-9)
(1/5,44/5)
#
# (a,b,c,d) = (-1855,0,1,0) and D = -7420:
#
(1/29,162/29)
(1/29,-162/29)
#
# (a,b,c,d) = (-1854,1,1,0) and D = -7417:
#
(-16/183,-393/244)
(1/6,15/2)
(-16/183,1243/732)
(1/6,-23/3)
(961/7458,-1450333/231198)
(961/7458,236757/38533)
#
# (a,b,c,d) = (-1854,0,1,0) and D = -7416:
#
#
# (a,b,c,d) = (-1853,1,1,0) and D = -7413:
#
#
# (a,b,c,d) = (-1853,0,1,0) and D = -7412:
#
#
# (a,b,c,d) = (-1852,1,1,0) and D = -7409:
#
#
# (a,b,c,d) = (-1852,0,1,0) and D = -7408:
#
#
# (a,b,c,d) = (-231,2,2,0) and D = -7408:
#
#
# (a,b,c,d) = (-1851,1,1,0) and D = -7405:
#
(4489/139851,-54027178/9370017)
(-1/9,34/9)
(-1/9,-11/3)
(4489/139851,17908805/3123339)
#
# (a,b,c,d) = (1,2,-11,-6) and D = -7404:
#
(1,0)
(-8707/14732,29419/29464)
(1,-2)
(-85/26,333/52)
(1,1/6)
#
# (a,b,c,d) = (-1851,0,1,0) and D = -7404:
#
(1/349,6520/349)
(1/349,-6520/349)
(234256/49422145,-347476296479/23920318180)
(-4/47,121/94)
(-169/1535,-72922/19955)
(-169/1535,72922/19955)
(-4/47,-121/94)
(234256/49422145,347476296479/23920318180)
#
# (a,b,c,d) = (-1850,1,1,0) and D = -7401:
#
#
# (a,b,c,d) = (-1850,0,1,0) and D = -7400:
#
(-1,43)
(7396/14801,27416999/1272886)
(7396/14801,-27416999/1272886)
(-1,-43)
#
# (a,b,c,d) = (-14,4,5,0) and D = -7400:
#
(-5,53/5)
(36980/14801,21056439/6364430)
(-5,-33/5)
(36980/14801,-33777559/6364430)
#
# (a,b,c,d) = (-1849,1,1,0) and D = -7397:
#
(4/209,-3045/418)
(4/209,3037/418)
#
# (a,b,c,d) = (-231,1,2,0) and D = -7396:
#
(-18/65,-1009/390)
(8/129,499/172)
(-31329/66220,-56994437/11720940)
(-82418/438213,73690115/59304826)
(5625/36593,-6818704/2744475)
(98/387,-5647/1806)
(98/387,16255/5418)
(9/86,-641/258)
(121/24780,787993/77880)
(169/645,-17903/5590)
(1/63,101/18)
(1/63,-118/21)
(169/645,25756/8385)
(-81/301,-6730/2709)
(-529/2775,27728/21275)
(2738/74175,6756017/1829650)
(56169/375347,213280778/88957239)
(-529/2775,-154201/127650)
(-18/65,1063/390)
(25/1677,48548/8385)
(-81/301,2027/774)
(9/86,1255/516)
(56169/375347,-62839087/25416354)
(1849/48111,2496950/689591)
(-31329/66220,1552391/304440)
(121/24780,-919547/90860)
(25/1677,-32407/5590)
(39200/83721,117709019/23441880)
(2738/74175,-20369357/5488950)
(-1/6,1/2)
(39200/83721,-3733243/710360)
(1849/48111,-2151601/591078)
(-1/6,-5/12)
(5625/36593,13215533/5488950)
(8/129,-1513/516)
(-82418/438213,-204339491/177914478)
#
# (a,b,c,d) = (0,2,43,0) and D = -7396:
#
(-43/12,9/86)
(79507/96222,56169/375347)
(-31329/3080,39200/83721)
(25/78,-18/65)
(9/4,-1/6)
(5203/49560,39200/83721)
(-387/65,25/1677)
(169/30,-18/65)
(1369/1725,-529/2775)
(-81/14,1/63)
(-81/14,98/387)
(-22747/5550,2738/74175)
(49/9,1/63)
(4/3,9/86)
(43/126,98/387)
(43/126,-81/301)
(-31329/3080,121/24780)
(-387/65,169/645)
(-41209/10191,56169/375347)
(56169/17458,1849/48111)
(1369/1725,5625/36593)
(-22747/5550,5625/36593)
(-41209/10191,1849/48111)
(4/3,-1/6)
(-43/12,8/129)
(19600/1947,-31329/66220)
(169/30,25/1677)
(5625/1702,2738/74175)
(5625/1702,-529/2775)
(49/9,-81/301)
(19600/1947,121/24780)
(25/78,169/645)
(9/4,8/129)
(79507/96222,-82418/438213)
(5203/49560,-31329/66220)
(56169/17458,-82418/438213)
#
# (a,b,c,d) = (1,4,-9,-4) and D = -7396:
#
(-10/11,7/22)
(-23/16,-13/16)
(127/262,-361/262)
(31/16,-5/16)
(-11,2)
(-1/2,-1/2)
(239/131,122/131)
(-1/2,1/2)
(-605/262,117/262)
(-170743/40232,-90675/40232)
(-1/2,9/8)
(-1/44,-27/44)
(5/2,-13/2)
(41/44,13/44)
(1,0)
(-50641/40232,130709/40232)
(17/2,9/2)
(27673/5029,-20017/20116)
#
# (a,b,c,d) = (-1849,0,1,0) and D = -7396:
#
(-9/65,-1036/195)
(4/129,35/6)
(-81/602,643/126)
(-529/5550,-320569/127650)
(56169/750694,20149655/4137546)
(1849/96222,30042907/4137546)
(121/49560,11033233/545160)
(1849/96222,-30042907/4137546)
(-1/12,-11/12)
(56169/750694,-20149655/4137546)
(1369/74175,-472528/63825)
(-529/5550,320569/127650)
(-9/65,1036/195)
(49/387,386/63)
(4/129,-35/6)
(-41209/438213,4946626/2068773)
(1/126,-1415/126)
(5625/73186,-624487/127650)
(169/1290,-2447/390)
(1369/74175,472528/63825)
(25/3354,4519/390)
(-81/602,-643/126)
(-1/12,11/12)
(1/126,1415/126)
(19600/83721,2801233/272580)
(9/172,59/12)
(121/49560,-11033233/545160)
(9/172,-59/12)
(19600/83721,-2801233/272580)
(-31329/132440,-5430767/545160)
(-31329/132440,5430767/545160)
(25/3354,-4519/390)
(169/1290,2447/390)
(5625/73186,624487/127650)
(-41209/438213,-4946626/2068773)
(49/387,-386/63)
#
# (a,b,c,d) = (21,85,86,0) and D = -7396:
#
(56169/8729,-555687425/177914478)
(39200/1947,-1829777/181720)
(8/3,-715/516)
(2738/1725,-29713/42550)
(169/15,-15766/2795)
(5203/24780,220301/1674420)
(56169/8729,-956540/295539)
(-43/6,611/172)
(98/9,-28769/5418)
(5203/24780,-2649673/7813960)
(-82418/10191,5550449/1379182)
(98/9,-229/42)
(8/3,-5/4)
(-43/6,911/258)
(43/63,-845/1806)
(-81/7,52/9)
(-774/65,99721/16770)
(9/2,-13/6)
(-22747/2775,11037454/2744475)
(39200/1947,-230438767/23441880)
(-82418/10191,706114669/177914478)
(9/2,-1177/516)
(-774/65,97649/16770)
(25/39,-71/390)
(25/39,-1262/2795)
(169/15,-2143/390)
(2738/1725,-4778033/5488950)
(79507/48111,-11451464/12708177)
(79507/48111,-43425863/59304826)
(43/63,-80/387)
(-31329/1540,395993/38940)
(5625/851,-204854/63825)
(-22747/2775,7465159/1829650)
(5625/851,-18241931/5488950)
(-31329/1540,232957019/23441880)
(-81/7,30661/5418)
#
# (a,b,c,d) = (0,1,86,0) and D = -7396:
#
(2738/1725,5625/73186)
(8/3,-1/12)
(43/63,-81/602)
(98/9,-81/602)
(-22747/2775,5625/73186)
(-22747/2775,1369/74175)
(9/2,-1/12)
(-774/65,25/3354)
(5203/24780,-31329/132440)
(9/2,4/129)
(98/9,1/126)
(-31329/1540,19600/83721)
(56169/8729,-41209/438213)
(-81/7,1/126)
(-43/6,4/129)
(5625/851,-529/5550)
(5203/24780,19600/83721)
(-774/65,169/1290)
(39200/1947,121/49560)
(8/3,9/172)
(25/39,169/1290)
(5625/851,1369/74175)
(25/39,-9/65)
(169/15,25/3354)
(39200/1947,-31329/132440)
(79507/48111,56169/750694)
(-82418/10191,1849/96222)
(43/63,49/387)
(2738/1725,-529/5550)
(-82418/10191,56169/750694)
(56169/8729,1849/96222)
(-43/6,9/172)
(-31329/1540,121/49560)
(79507/48111,-41209/438213)
(-81/7,49/387)
(169/15,-9/65)
#
# (a,b,c,d) = (-1848,1,1,0) and D = -7393:
#
(4/17,347/34)
(4/17,-355/34)
(-219024/1778183,-333015143/75653604)
(-219024/1778183,3765669805/832189644)
#
# (a,b,c,d) = (-231,0,2,0) and D = -7392:
#
(2,-43/2)
(2,43/2)
#
# (a,b,c,d) = (-1848,0,1,0) and D = -7392:
#
(1,-43)
(1,43)
#
# (a,b,c,d) = (-1847,1,1,0) and D = -7389:
#
(-1/5,42/5)
(-1/5,-41/5)
#
# (a,b,c,d) = (1,1,-12,-2) and D = -7388:
#
(-55/56,333/56)
(1,0)
#
# (a,b,c,d) = (-1847,0,1,0) and D = -7388:
#
#
# (a,b,c,d) = (-1846,1,1,0) and D = -7385:
#
(-49/584,-4075/4088)
(-49/584,2209/2044)
#
# (a,b,c,d) = (-1846,0,1,0) and D = -7384:
#
(289/251,-211125/4267)
(289/251,211125/4267)
#
# (a,b,c,d) = (-1845,1,1,0) and D = -7381:
#
#
# (a,b,c,d) = (-1845,0,1,0) and D = -7380:
#
(49/351,5378/819)
(49/351,-5378/819)
#
# (a,b,c,d) = (-68,2,3,0) and D = -7380:
#
(49/117,5035/2457)
(49/117,-1907/819)
#
# (a,b,c,d) = (-1844,1,1,0) and D = -7377:
#
(-1/8,37/8)
(841/39406,-7904465/1142774)
(5329/122128,11409633/2228836)
(5329/122128,-46027549/8915344)
(841/39406,3940038/571387)
(-1/8,-9/2)
#
# (a,b,c,d) = (-1844,0,1,0) and D = -7376:
#
#
# (a,b,c,d) = (-230,2,2,0) and D = -7376:
#
#
# (a,b,c,d) = (-1843,1,1,0) and D = -7373:
#
#
# (a,b,c,d) = (-1843,0,1,0) and D = -7372:
#
#
# (a,b,c,d) = (-1842,1,1,0) and D = -7369:
#
(9/340,-6389/1020)
(9/340,3181/510)
#
# (a,b,c,d) = (-1842,0,1,0) and D = -7368:
#
#
# (a,b,c,d) = (-1841,1,1,0) and D = -7365:
#
(25/31,5304/155)
(25/31,-5429/155)
#
# (a,b,c,d) = (-1841,0,1,0) and D = -7364:
#
(-169/2050,16463/26650)
(1/2,-43/2)
(27556/33497,-196364477/5560502)
(9/148,2141/444)
(36/337,-11143/2022)
(36/337,11143/2022)
(9/148,-2141/444)
(-289/817,-209504/13889)
(27556/33497,196364477/5560502)
(-289/817,209504/13889)
(1/2,43/2)
(-1/10,-29/10)
(-169/2050,-16463/26650)
(-729/7097,596476/191619)
(25/1331,48854/6655)
(-1/10,29/10)
(-27225/87314,-191008441/14406810)
(441/8275,851194/173775)
(49/506,18605/3542)
(961/800,1278439/24800)
(16/1985,-88481/7940)
(1/44,-295/44)
(441/8275,-851194/173775)
(1/44,295/44)
(16/1985,88481/7940)
(961/800,-1278439/24800)
(49/506,-18605/3542)
(-27225/87314,191008441/14406810)
(25/1331,-48854/6655)
(-1849/7360,3352453/316480)
(-1849/7360,-3352453/316480)
(-729/7097,-596476/191619)
#
# (a,b,c,d) = (-230,1,2,0) and D = -7364:
#
(1/22,-37/11)
(55112/33497,-200938773/11121004)
(-27225/43657,-46629079/7203405)
(-1458/7097,-576793/383238)
(9/74,-271/111)
(72/337,-11359/4044)
(50/1331,-48979/13310)
(32/1985,88417/15880)
(-578/817,214417/27778)
(1,-11)
(-27225/43657,97750283/14406810)
(-1/5,3/2)
(961/400,156081/6200)
(50/1331,48729/13310)
(882/8275,841933/347550)
(1/22,147/44)
(9/74,1057/444)
(49/253,397/154)
(-1849/3680,85799/15824)
(-169/1025,-7133/26650)
(1,21/2)
(49/253,-4737/1771)
(961/400,-130823/4960)
(-1849/3680,-71151/13760)
(-578/817,-204591/27778)
(-1458/7097,616159/383238)
(882/8275,-172091/69510)
(55112/33497,191790181/11121004)
(-169/1025,933/2665)
(32/1985,-17709/3176)
(72/337,10927/4044)
(-1/5,-7/5)
#
# (a,b,c,d) = (-1840,1,1,0) and D = -7361:
#
(-9409/113680,-94119/137837)
(1/8,-49/8)
(1/8,6)
(-9409/113680,8442193/11026960)
#
# (a,b,c,d) = (-230,0,2,0) and D = -7360:
#
#
# (a,b,c,d) = (-1840,0,1,0) and D = -7360:
#
#
# (a,b,c,d) = (-1839,1,1,0) and D = -7357:
#
(169/737,-97421/9581)
(169/737,95224/9581)
#
# (a,b,c,d) = (-1839,0,1,0) and D = -7356:
#
#
# (a,b,c,d) = (-1838,1,1,0) and D = -7353:
#
(49/1506,30047/5271)
(-1882384/941183,112017377695/1291303076)
(4,-347/2)
(-121801/461718,-887042669/80569791)
(49/918,-15817/3213)
(49/918,31291/6426)
(4,339/2)
(49/1506,-60437/10542)
(-1/12,11/12)
(-1/12,-5/6)
(49/21912,-3243773/153384)
(-1882384/941183,-109434746847/1291303076)
(-121801/461718,1816593887/161139582)
(49/21912,1621715/76692)
#
# (a,b,c,d) = (-68,1,3,0) and D = -7353:
#
(49/502,6639/3514)
(12,-355/6)
(-1/4,-1/4)
(12,331/6)
(49/7304,-270343/38346)
(49/306,5158/3213)
(49/306,-209/126)
(-1/4,1/3)
(-121801/153906,309850406/80569791)
(-5647152/941183,-106852115999/3873909228)
(49/7304,360343/51128)
(-121801/153906,-192397421/53713194)
(-5647152/941183,114600008543/3873909228)
(49/502,-10130/5271)
#
# (a,b,c,d) = (-1838,0,1,0) and D = -7352:
#
#
# (a,b,c,d) = (-1837,1,1,0) and D = -7349:
#
(-1/11,-2)
(225/19591,-2747611/293865)
(-1/11,23/11)
(225/19591,249476/26715)
#
# (a,b,c,d) = (-1837,0,1,0) and D = -7348:
#
#
# (a,b,c,d) = (-1836,1,1,0) and D = -7345:
#
#
# (a,b,c,d) = (-1836,0,1,0) and D = -7344:
#
#
# (a,b,c,d) = (-68,0,3,0) and D = -7344:
#
#
# (a,b,c,d) = (-7,6,6,0) and D = -7344:
#
#
# (a,b,c,d) = (-229,2,2,0) and D = -7344:
#
#
# (a,b,c,d) = (-1835,1,1,0) and D = -7341:
#
(1/13,-64/13)
(-324/503,252503/9054)
(-16129/162305,11909349/4122547)
(1/13,63/13)
(-324/503,-246671/9054)
(-16129/162305,-57498362/20612735)
#
# (a,b,c,d) = (-1835,0,1,0) and D = -7340:
#
(1/41,266/41)
(1/41,-266/41)
#
# (a,b,c,d) = (-1834,1,1,0) and D = -7337:
#
#
# (a,b,c,d) = (-1834,0,1,0) and D = -7336:
#
(36/193,9631/1158)
(36/193,-9631/1158)
#
# (a,b,c,d) = (-1833,1,1,0) and D = -7333:
#
(-1/3,-14)
(-1/3,43/3)
#
# (a,b,c,d) = (-1833,0,1,0) and D = -7332:
#
(1/16,77/16)
(1/16,-77/16)
#
# (a,b,c,d) = (-229,1,2,0) and D = -7332:
#
(1/8,19/8)
(1/8,-39/16)
#
# (a,b,c,d) = (-1832,1,1,0) and D = -7329:
#
(9/16,-1171/48)
(9/16,143/6)
#
# (a,b,c,d) = (-1832,0,1,0) and D = -7328:
#
#
# (a,b,c,d) = (-229,0,2,0) and D = -7328:
#
#
# (a,b,c,d) = (-1831,1,1,0) and D = -7325:
#
#
# (a,b,c,d) = (-1831,0,1,0) and D = -7324:
#
#
# (a,b,c,d) = (-1830,1,1,0) and D = -7321:
#
(144/817,-78391/9804)
(144/817,76663/9804)
#
# (a,b,c,d) = (-1830,0,1,0) and D = -7320:
#
#
# (a,b,c,d) = (-67,3,3,0) and D = -7317:
#
#
# (a,b,c,d) = (-1829,1,1,0) and D = -7317:
#
#
# (a,b,c,d) = (-1829,0,1,0) and D = -7316:
#
#
# (a,b,c,d) = (-1828,1,1,0) and D = -7313:
#
(1/4,43/4)
(1/4,-11)
#
# (a,b,c,d) = (-228,2,2,0) and D = -7312:
#
(-242/19,59569/418)
(-78961/300842,108785003/42268301)
(-1/2,11/2)
(1/16,-47/16)
(-242/19,-2855/22)
(49/204,-1459/476)
(-1/6,-1/3)
(-21025/72092,-28047841/10453340)
(18/109,-1675/654)
(18/109,1567/654)
(961/2016,103301/20832)
(-78961/300842,-195381965/84536602)
(961/2016,-169847/31248)
(1/16,23/8)
(-1/6,1/2)
(25/6132,169739/15330)
(49/204,2017/714)
(8/233,3557/932)
(25/6132,-113201/10220)
(-1/2,-5)
(-21025/72092,15548233/5226670)
(8/233,-3589/932)
#
# (a,b,c,d) = (-28,3,4,0) and D = -7312:
#
(36/109,1459/1308)
(16/233,-3621/1864)
(49/102,3691/2856)
(-21025/36046,-3124902/2613335)
(-484/19,64893/836)
(-484/19,-48921/836)
(-78961/150421,239758047/169073204)
(961/1008,2501/1116)
(-1/3,1/3)
(25/3066,-42466/7665)
(961/1008,-369485/124992)
(-78961/150421,-43298481/42268301)
(16/233,3525/1864)
(1/8,-3/2)
(25/3066,48479/8760)
(1/8,45/32)
(-1/3,-1/12)
(-1,3)
(36/109,-1783/1308)
(49/102,-590/357)
(-1,-9/4)
(-21025/36046,34145091/20906680)
#
# (a,b,c,d) = (-1828,0,1,0) and D = -7312:
#
(49/408,8411/1428)
(-1/4,-21/2)
(1/32,-93/16)
(-21025/144184,-59144307/10453340)
(25/12264,679081/30660)
(-121/19,-56907/209)
(-121/19,56907/209)
(25/12264,-679081/30660)
(-21025/144184,59144307/10453340)
(1/32,93/16)
(-1/12,-5/6)
(49/408,-8411/1428)
(-1/12,5/6)
(4/233,-3573/466)
(-78961/601684,412951971/84536602)
(9/109,-1621/327)
(961/4032,649597/62496)
(961/4032,-649597/62496)
(-1/4,21/2)
(9/109,1621/327)
(-78961/601684,-412951971/84536602)
(4/233,3573/466)
#
# (a,b,c,d) = (-1827,1,1,0) and D = -7309:
#
(144/7633,-671815/91596)
(4/33,-395/66)
(4/33,129/22)
(-256/1071,24799/2448)
(-4/15,-111/10)
(-256/1071,-18833/1904)
(144/7633,670087/91596)
(-4/15,341/30)
#
# (a,b,c,d) = (-1827,0,1,0) and D = -7308:
#
#
# (a,b,c,d) = (-1826,1,1,0) and D = -7305:
#
#
# (a,b,c,d) = (-1826,0,1,0) and D = -7304:
#
#
# (a,b,c,d) = (-1825,1,1,0) and D = -7301:
#
(-1/7,-38/7)
(-4/31,-291/62)
(958441/11603333,-56765263201/11359663007)
(1/10115,-203460/2023)
(1/10115,1017299/10115)
(9/175,2573/525)
(-4/31,299/62)
(-1/7,39/7)
(289/3857,316033/65569)
(121/2135,-114531/23485)
(289/3857,-320946/65569)
(121/2135,22640/4697)
(958441/11603333,55826949462/11359663007)
(9/175,-104/21)
#
# (a,b,c,d) = (-5,3,7,0) and D = -7301:
#
(-1,-4/7)
(-1,1)
(1/1445,20761/1445)
(289/551,-52868/65569)
(9/25,47/75)
(1/1445,-29066/2023)
(121/305,2854/4697)
(121/305,-2609/3355)
(958441/1657619,-1349967359/1622809001)
(958441/1657619,6634830296/11359663007)
(-28/31,-211/434)
(-28/31,379/434)
(289/551,5447/9367)
(9/25,-82/105)
#
# (a,b,c,d) = (-1825,0,1,0) and D = -7300:
#
#
# (a,b,c,d) = (-228,1,2,0) and D = -7300:
#
#
# (a,b,c,d) = (-1824,1,1,0) and D = -7297:
#
(1/18,-44/9)
(-30625/157716,74283109/9200100)
(1/18,29/6)
(-30625/157716,-54372488/6900075)
#
# (a,b,c,d) = (-1824,0,1,0) and D = -7296:
#
#
# (a,b,c,d) = (-228,0,2,0) and D = -7296:
#
#
# (a,b,c,d) = (-1823,1,1,0) and D = -7293:
#
#
# (a,b,c,d) = (-1823,0,1,0) and D = -7292:
#
#
# (a,b,c,d) = (-1822,1,1,0) and D = -7289:
#
(1860496/6533345,-110878040271/8911482580)
(-4/7,345/14)
(-4/7,-337/14)
(1860496/6533345,108340323727/8911482580)
#
# (a,b,c,d) = (-1822,0,1,0) and D = -7288:
#
(1/3,43/3)
(1/3,-43/3)
#
# (a,b,c,d) = (-1821,1,1,0) and D = -7285:
#
(1/9,50/9)
(1/9,-17/3)
#
# (a,b,c,d) = (-1821,0,1,0) and D = -7284:
#
#
# (a,b,c,d) = (-1820,1,1,0) and D = -7281:
#
(-4/23,-319/46)
(-4/23,327/46)
#
# (a,b,c,d) = (-1820,0,1,0) and D = -7280:
#
(1/74,319/37)
(1/74,-319/37)
#
# (a,b,c,d) = (-227,2,2,0) and D = -7280:
#
(1/37,-160/37)
(1/37,159/37)
#
# (a,b,c,d) = (-1819,1,1,0) and D = -7277:
#
(1/7,46/7)
(1/7,-47/7)
#
# (a,b,c,d) = (-1819,0,1,0) and D = -7276:
#
(-1849/19435,2039016/835705)
(-1849/19435,-2039016/835705)
#
# (a,b,c,d) = (1,2,-11,-5) and D = -7273:
#
(368472/246875,-4320587/1234375)
(1,0)
(-143/79,333/79)
(242/217,-571/217)
(-3,7)
#
# (a,b,c,d) = (-1818,1,1,0) and D = -7273:
#
(361/195288,-43152215/1855236)
(-1/12,5/6)
(361/195288,28765857/1236824)
(-1/12,-3/4)
#
# (a,b,c,d) = (-67,2,3,0) and D = -7272:
#
(4/51,-649/306)
(-1/3,-10/9)
(49/69,1544/483)
(-1/3,4/3)
(49/69,-5318/1449)
(4/51,211/102)
#
# (a,b,c,d) = (-1818,0,1,0) and D = -7272:
#
(49/207,4975/483)
(4/153,641/102)
(-1/9,-11/3)
(-1/9,11/3)
(4/153,-641/102)
(49/207,-4975/483)
#
# (a,b,c,d) = (-1817,1,1,0) and D = -7269:
#
(9/1255,44461/3765)
(9/1255,-44488/3765)
#
# (a,b,c,d) = (-227,1,2,0) and D = -7268:
#
#
# (a,b,c,d) = (-1817,0,1,0) and D = -7268:
#
#
# (a,b,c,d) = (-1816,1,1,0) and D = -7265:
#
#
# (a,b,c,d) = (-1816,0,1,0) and D = -7264:
#
(1681/45342,5045906/929511)
(-361/135,292289/2565)
(-9/95,683/285)
(1/222,-1654/111)
(400/5529,-534083/110580)
(-1/6,-20/3)
(400/5529,534083/110580)
(-9/95,-683/285)
(-361/135,-292289/2565)
(-1/6,20/3)
(1681/45342,-5045906/929511)
(1/222,1654/111)
#
# (a,b,c,d) = (-227,0,2,0) and D = -7264:
#
(1/111,-827/111)
(1681/22671,2522953/929511)
(-1/3,10/3)
(-1/3,-10/3)
(-722/135,292289/5130)
(800/5529,534083/221160)
(1681/22671,-2522953/929511)
(-722/135,-292289/5130)
(800/5529,-534083/221160)
(1/111,827/111)
(-18/95,683/570)
(-18/95,-683/570)
#
# (a,b,c,d) = (-1815,1,1,0) and D = -7261:
#
#
# (a,b,c,d) = (-1,4,11,0) and D = -7260:
#
(16/131,-5107/5764)
(-1,4/11)
(-1,0)
(16/131,441/524)
#
# (a,b,c,d) = (-1815,0,1,0) and D = -7260:
#
(-1/11,-2)
(-1/11,2)
(16/1441,-4979/524)
(16/1441,4979/524)
#
# (a,b,c,d) = (-1814,1,1,0) and D = -7257:
#
(7225/29044,13157589/1234370)
(-1/2,43/2)
(7225/29044,-26929303/2468740)
(-1/2,-21)
#
# (a,b,c,d) = (-1814,0,1,0) and D = -7256:
#
#
# (a,b,c,d) = (-1813,1,1,0) and D = -7253:
#
(-522729/4528979,-1814121526/467778831)
(-522729/4528979,13076783749/3274451817)
#
# (a,b,c,d) = (-4,6,7,0) and D = -7252:
#
#
# (a,b,c,d) = (-1813,0,1,0) and D = -7252:
#
#
# (a,b,c,d) = (1,1,-12,-1) and D = -7249:
#
(-7/17,8/17)
(-49/131,65/131)
(-28/83,333/83)
(-21/31,-13/31)
(-154/89,43/89)
(997/313,-247/313)
(-3,-1)
(-80941/41159,21925/41159)
(15/11,4/11)
(-323764/842831,-396815/842831)
(4,-1)
(10058544/8674931,-1375283/8674931)
(0,-1)
(-24947/31417,-13237/31417)
(-5871/12191,5302/12191)
(-876211/1423421,10555344/1423421)
(1,0)
(-91/41,-31/41)
#
# (a,b,c,d) = (-1812,1,1,0) and D = -7249:
#
(1/12,59/12)
(1/14,-34/7)
(16/1505,-58481/6020)
(36/2545,-128827/15270)
(361/17220,-760637/109060)
(-25/54,5369/270)
(-49/40,14771/280)
(2401/36800,-8714453/1803200)
(169/368,92695/4784)
(625/8226,-335783/68550)
(-64/87,22037/696)
(-49/40,-3607/70)
(-64/87,-7175/232)
(169/368,-23723/1196)
(36/2545,128611/15270)
(1/42,-46/7)
(303601/2502780,672036269/114919315)
(303601/2502780,-8231719379/1379031780)
(-16/151,2027/604)
(-1/10,29/10)
(1/14,67/14)
(-484/7,-447967/154)
(361/17220,568763/81795)
(1/12,-5)
(-12321/145070,9515462/8051385)
(625/8226,495862/102825)
(-1/10,-14/5)
(-25/54,-874/45)
(-12321/145070,-17663293/16102770)
(-484/7,458615/154)
(16/1505,58417/6020)
(1/42,275/42)
(2401/36800,2149201/450800)
(-16/151,-13/4)
#
# (a,b,c,d) = (-226,2,2,0) and D = -7248:
#
#
# (a,b,c,d) = (-1812,0,1,0) and D = -7248:
#
#
# (a,b,c,d) = (-67,1,3,0) and D = -7245:
#
#
# (a,b,c,d) = (-1811,1,1,0) and D = -7245:
#
#
# (a,b,c,d) = (-1811,0,1,0) and D = -7244:
#
(1/5,44/5)
(1/17,-82/17)
(-36/431,-2105/2586)
(-7744/71815,21694643/6319720)
(1/17,82/17)
(1/5,-44/5)
(4/353,-6641/706)
(4/353,6641/706)
(-7744/71815,-21694643/6319720)
(-36/431,2105/2586)
(-26896/162775,-175848661/26695100)
(-26896/162775,175848661/26695100)
#
# (a,b,c,d) = (1,8,1,-4) and D = -7244:
#
(253/313,-342/313)
(-354/487,433/974)
(-2/3,-7/6)
(1462/1057,4617/2114)
(3/2,19/8)
(2841/5029,1862/5029)
(-155/211,549/844)
(1,0)
(2281/2937,-3116/2937)
(-215/171,169/684)
(15565/2793,-1982/2793)
#
# (a,b,c,d) = (-1810,1,1,0) and D = -7241:
#
(1/316,-2809/158)
(1/316,5617/316)
#
# (a,b,c,d) = (-1810,0,1,0) and D = -7240:
#
(16/16121,2046861/64484)
(16/16121,-2046861/64484)
#
# (a,b,c,d) = (-1809,1,1,0) and D = -7237:
#
#
# (a,b,c,d) = (-67,0,3,0) and D = -7236:
#
(1/5,-8/5)
(-8427/33680,-1375019/5355120)
(-1/4,-1/4)
(4/779,12553/1558)
(-25/88,-349/440)
(1/2,5/2)
(1/200,-1633/200)
(-256/685,16357/10960)
(-256/685,-16357/10960)
(1/2,-5/2)
(-25/88,349/440)
(4/779,-12553/1558)
(1/5,8/5)
(-8427/33680,1375019/5355120)
(2666689/133324400,889037777279/217718745200)
(12769/280988,86264495/31751644)
(121/401,-7814/4411)
(27/22,-1153/198)
(-5041/1810,-1690837/128510)
(1/200,1633/200)
(1587/11899,-1397330/821031)
(-1/4,1/4)
(3/10,53/30)
(3/10,-53/30)
(1587/11899,1397330/821031)
(-5041/1810,1690837/128510)
(27/22,1153/198)
(121/401,7814/4411)
(12769/280988,-86264495/31751644)
(3/148,-1801/444)
(3/148,1801/444)
(2666689/133324400,-889037777279/217718745200)
#
# (a,b,c,d) = (-226,1,2,0) and D = -7236:
#
(-1/6,5/12)
(1/5,13/5)
(12769/421482,387468779/95254932)
(1/5,-27/10)
(-512/2055,151309/65760)
(2/15,-73/30)
(1/3,-23/6)
(1/74,-901/148)
(1/300,1837/150)
(242/1203,68995/26466)
(-1/6,-1/3)
(-5041/2715,3893861/192765)
(-512/2055,-143117/65760)
(1/3,11/3)
(8/2337,112969/9348)
(-5041/2715,-7429811/385530)
(1/74,225/37)
(242/1203,-71657/26466)
(8/2337,-112985/9348)
(1/300,-7349/600)
(2666689/199986600,-1000711837331/163289058900)
(1058/11899,-1409497/547354)
(2666689/199986600,3998492646187/653156235600)
(1058/11899,1385163/547354)
(-25/132,-377/330)
(-2809/16840,190487/446260)
(-2809/16840,-613071/1785040)
(-25/132,1633/1320)
(12769/421482,-97227919/23813733)
(2/15,71/30)
(9/11,-295/33)
(9/11,563/66)
#
# (a,b,c,d) = (-8,3,6,0) and D = -7236:
#
(-1/2,1/4)
(12769/140494,-10963424/7937911)
(3/5,11/15)
(-1/2,0)
(-8427/16840,-17563/5355120)
(27/11,-349/99)
(12769/140494,42410799/31751644)
(242/401,-9145/8822)
(1,-3/2)
(3174/11899,1287827/1642062)
(-25/44,-14/55)
(3/74,-905/444)
(2666689/66662200,442341537071/217718745200)
(-8427/16840,84841/334695)
(2/5,-9/10)
(1,1)
(-512/685,-12261/21920)
(-5041/905,512187/64255)
(1/100,102/25)
(8/779,12545/3116)
(1/100,-817/200)
(-512/685,20453/21920)
(3174/11899,-1506833/1642062)
(-25/44,237/440)
(2666689/66662200,-27918515013/13607421575)
(242/401,6483/8822)
(8/779,-12561/3116)
(3/74,224/111)
(2/5,7/10)
(-5041/905,-666463/128510)
(3/5,-31/30)
(27/11,455/198)
#
# (a,b,c,d) = (-1809,0,1,0) and D = -7236:
#
(4/2337,-37659/1558)
(121/1203,-23442/4411)
(1/600,-4899/200)
(9/22,1153/66)
(121/1203,23442/4411)
(12769/842964,258793485/31751644)
(1/600,4899/200)
(-1/12,-3/4)
(-256/2055,-49071/10960)
(4/2337,37659/1558)
(1/15,-24/5)
(2666689/399973200,2667113331837/217718745200)
(-25/264,1047/440)
(-256/2055,49071/10960)
(-2809/33680,-1375019/1785040)
(-5041/5430,-5072511/128510)
(1/10,53/10)
(1/148,-1801/148)
(-1/12,3/4)
(1/6,-15/2)
(9/22,-1153/66)
(-2809/33680,1375019/1785040)
(529/11899,-1397330/273677)
(1/15,24/5)
(529/11899,1397330/273677)
(2666689/399973200,-2667113331837/217718745200)
(1/6,15/2)
(1/148,1801/148)
(1/10,-53/10)
(-5041/5430,5072511/128510)
(12769/842964,-258793485/31751644)
(-25/264,-1047/440)
#
# (a,b,c,d) = (-1808,1,1,0) and D = -7233:
#
#
# (a,b,c,d) = (-226,0,2,0) and D = -7232:
#
(2450/11881,-2236221/831670)
(9/104,803/312)
(9/104,-803/312)
(2450/11881,2236221/831670)
(-1/4,9/4)
(-1/4,-9/4)
#
# (a,b,c,d) = (-28,2,4,0) and D = -7232:
#
(-1/2,-1)
(4900/11881,-2407721/1663340)
(-1/2,5/4)
(4900/11881,2064721/1663340)
(9/52,-415/312)
(9/52,97/78)
#
# (a,b,c,d) = (-1808,0,1,0) and D = -7232:
#
(9/208,803/156)
(1225/11881,-2236221/415835)
(1225/11881,2236221/415835)
(9/208,-803/156)
(-1/8,9/2)
(-1/8,-9/2)
#
# (a,b,c,d) = (-2,7,8,0) and D = -7232:
#
(-1,1)
(9/26,-31/39)
(9800/11881,-3436721/3326680)
(9800/11881,1035721/3326680)
(-1,-1/8)
(9/26,307/624)
#
# (a,b,c,d) = (-1807,1,1,0) and D = -7229:
#
(-1,43)
(-27225/109931,-185211503/18138615)
(-27225/109931,189703628/18138615)
(-1,-42)
#
# (a,b,c,d) = (-1807,0,1,0) and D = -7228:
#
#
# (a,b,c,d) = (-1806,1,1,0) and D = -7225:
#
(-168921/1234676,1323499073/253725918)
(71824/556905,-309070777/49750180)
(-168921/1234676,-2577571615/507451836)
(-4/15,-331/30)
(-4/15,113/10)
(73441/9362580,-9556790071/845753060)
(9/34,-589/51)
(71824/556905,907963499/149250540)
(1/510,3839/170)
(1/510,-5759/255)
(9/34,1151/102)
(73441/9362580,14325233851/1268629590)
#
# (a,b,c,d) = (14,69,85,0) and D = -7225:
#
(45/2,-4589/510)
(-68/3,4759/510)
(1/6,101/510)
(-844605/72628,356757071/74625270)
(-68/3,925/102)
(1221008/111381,-2221184477/507451836)
(-844605/72628,11822412781/2537259180)
(73441/110148,-1023818029/2537259180)
(1/6,-1/3)
(1221008/111381,-11472957551/2537259180)
(45/2,-139/15)
(73441/110148,-2055619/14925054)
#
# (a,b,c,d) = (0,5,17,0) and D = -7225:
#
(9/2,1/102)
(9/2,-4/3)
(-68/15,1/102)
(73441/550740,-844605/1234676)
(1/30,45/34)
(-168921/72628,71824/111381)
(-68/15,45/34)
(73441/550740,71824/111381)
(1221008/556905,73441/1872516)
(1/30,-4/3)
(-168921/72628,73441/1872516)
(1221008/556905,-844605/1234676)
#
# (a,b,c,d) = (-14,3,5,0) and D = -7225:
#
(73441/1872516,1140446005/507451836)
(1/102,-461/102)
(1/102,1151/255)
(45/34,-1367/510)
(45/34,481/255)
(-844605/1234676,-1045792949/1268629590)
(-4/3,79/30)
(71824/111381,30928867/29850108)
(-4/3,-11/6)
(-844605/1234676,3132983863/2537259180)
(71824/111381,-212390831/149250540)
(73441/1872516,-2880968779/1268629590)
#
# (a,b,c,d) = (0,1,85,0) and D = -7225:
#
(-68/3,9/34)
(73441/110148,71824/556905)
(45/2,1/510)
(73441/110148,-168921/1234676)
(1/6,-4/15)
(-844605/72628,73441/9362580)
(1221008/111381,73441/9362580)
(45/2,-4/15)
(1/6,9/34)
(1221008/111381,-168921/1234676)
(-68/3,1/510)
(-844605/72628,71824/556905)
#
# (a,b,c,d) = (2,2,-9,-3) and D = -7224:
#
(-1/2,-1/2)
(356/243,-125/243)
(-58/97,51/97)
#
# (a,b,c,d) = (-1806,0,1,0) and D = -7224:
#
(-1/5,-41/5)
(-1/5,41/5)
(6724/72865,30592463/5974930)
(6724/72865,-30592463/5974930)
#
# (a,b,c,d) = (-1805,1,1,0) and D = -7221:
#
(1,42)
(1,-43)
#
# (a,b,c,d) = (4,18,19,0) and D = -7220:
#
(19/11,-115/209)
(19/11,-227/209)
#
# (a,b,c,d) = (2,8,-2,-3) and D = -7220:
#
#
# (a,b,c,d) = (-1805,0,1,0) and D = -7220:
#
(1/11,56/11)
(1/11,-56/11)
#
# (a,b,c,d) = (-1804,1,1,0) and D = -7217:
#
#
# (a,b,c,d) = (-1804,0,1,0) and D = -7216:
#
(1/390,-3851/195)
(1/390,3851/195)
#
# (a,b,c,d) = (-225,2,2,0) and D = -7216:
#
(1/195,-642/65)
(1/195,385/39)
#
# (a,b,c,d) = (-1803,1,1,0) and D = -7213:
#
#
# (a,b,c,d) = (-1803,0,1,0) and D = -7212:
#
(484/889,-452909/19558)
(484/889,452909/19558)
#
# (a,b,c,d) = (-66,3,3,0) and D = -7209:
#
#
# (a,b,c,d) = (-1802,1,1,0) and D = -7209:
#
#
# (a,b,c,d) = (-1802,0,1,0) and D = -7208:
#
(1/47,-325/47)
(1/47,325/47)
#
# (a,b,c,d) = (-1801,1,1,0) and D = -7205:
#
(1/18571,-2530772/18571)
(1/18571,2530771/18571)
#
# (a,b,c,d) = (-225,1,2,0) and D = -7204:
#
(1/10,-5/2)
(-10609/63410,2904751/6531230)
(-15625/1752,-13488951/146000)
(-841/4824,220283/279792)
(1/10,49/20)
(-10609/63410,-943355/2612492)
(-8/7,-331/28)
(1/12,-21/8)
(-1089/1780,773087/117480)
(-15625/1752,21209989/219000)
(1/12,31/12)
(-841/4824,-10883/15544)
(-8/7,347/28)
(-1089/1780,-73715/11748)
#
# (a,b,c,d) = (-1801,0,1,0) and D = -7204:
#
(-10609/126820,-10526277/13062460)
(-841/9648,416177/279792)
(1/24,125/24)
(1/20,99/20)
(1/20,-99/20)
(-4/7,339/14)
(-1089/3560,1510237/117480)
(-15625/3504,82886831/438000)
(-1089/3560,-1510237/117480)
(1/24,-125/24)
(-15625/3504,-82886831/438000)
(-10609/126820,10526277/13062460)
(-4/7,-339/14)
(-841/9648,-416177/279792)
#
# (a,b,c,d) = (-1800,1,1,0) and D = -7201:
#
(-169/1668,-62531/21684)
(-169/1668,5394/1807)
(64/7305,-208329/19480)
(64/7305,124895/11688)
(-1/12,3/4)
(-1/12,-2/3)
#
# (a,b,c,d) = (-225,0,2,0) and D = -7200:
#
#
# (a,b,c,d) = (-1800,0,1,0) and D = -7200:
#
#
# (a,b,c,d) = (-1799,1,1,0) and D = -7197:
#
#
# (a,b,c,d) = (-1799,0,1,0) and D = -7196:
#
(1/25,132/25)
(1/25,-132/25)
(7744/3425,-28905071/301400)
(7744/3425,28905071/301400)
#
# (a,b,c,d) = (-1798,1,1,0) and D = -7193:
#
(36/697,20447/4182)
(36/697,-20663/4182)
(1/2,21)
(-7225/28756,25888903/2444260)
(3481/66062,9490119/1948829)
(1/2,-43/2)
(-25/304,3/760)
(-7225/28756,-12637389/1222130)
(-25/304,119/1520)
(3481/66062,-661573/134402)
#
# (a,b,c,d) = (-1798,0,1,0) and D = -7192:
#
#
# (a,b,c,d) = (-1797,1,1,0) and D = -7189:
#
(1089/3565,-1556279/117645)
(1089/3565,1520342/117645)
#
# (a,b,c,d) = (-1797,0,1,0) and D = -7188:
#
#
# (a,b,c,d) = (-1796,1,1,0) and D = -7185:
#
#
# (a,b,c,d) = (-1796,0,1,0) and D = -7184:
#
(1/77,-677/77)
(1/77,677/77)
#
# (a,b,c,d) = (-224,2,2,0) and D = -7184:
#
(2/77,-97/22)
(2/77,675/154)
#
# (a,b,c,d) = (-28,1,4,0) and D = -7184:
#
(4/77,-97/44)
(4/77,675/308)
#
# (a,b,c,d) = (-1795,1,1,0) and D = -7181:
#
(4/185,507/74)
(4/185,-2543/370)
#
# (a,b,c,d) = (-1795,0,1,0) and D = -7180:
#
(3600/127489,-46431487/7649340)
(3600/127489,46431487/7649340)
#
# (a,b,c,d) = (-1794,1,1,0) and D = -7177:
#
(-400/3871,242383/77420)
(-400/3871,-234383/77420)
#
# (a,b,c,d) = (-1794,0,1,0) and D = -7176:
#
(25/439,-10613/2195)
(25/439,10613/2195)
#
# (a,b,c,d) = (-1793,1,1,0) and D = -7173:
#
(-1/11,2)
(1849/172447,-6520952/674111)
(1849/172447,71650965/7415221)
(-1/11,-21/11)
#
# (a,b,c,d) = (-224,1,2,0) and D = -7172:
#
#
# (a,b,c,d) = (-1793,0,1,0) and D = -7172:
#
#
# (a,b,c,d) = (-1792,1,1,0) and D = -7169:
#
(1/40,32/5)
(1/40,-257/40)
(29241/220720,-14888624/2358945)
(29241/220720,233217773/37743120)
#
# (a,b,c,d) = (-27,4,4,0) and D = -7168:
#
(1/2,-7/4)
(25/74,-1043/740)
(25/74,793/740)
(1/2,5/4)
(-1/3,0)
(4/753,6885/1004)
(22201/26042,-21309395/7760516)
(-1/3,1/3)
(4/753,-20671/3012)
(22201/26042,14693497/7760516)
#
# (a,b,c,d) = (-224,0,2,0) and D = -7168:
#
(25/148,-459/185)
(-1/6,-1/3)
(22201/52084,-9000723/1940129)
(1/4,-3)
(25/148,459/185)
(-1/6,1/3)
(22201/52084,9000723/1940129)
(1/4,3)
(2/753,-20663/1506)
(2/753,20663/1506)
#
# (a,b,c,d) = (-3,4,8,0) and D = -7168:
#
(1,1/2)
(22201/13021,-3077168/1940129)
(25/37,-146/185)
(22201/13021,2846387/3880258)
(25/37,167/370)
(8/753,-6893/2008)
(-2/3,1/12)
(8/753,20647/6024)
(1,-1)
(-2/3,1/4)
#
# (a,b,c,d) = (-28,0,4,0) and D = -7168:
#
(22201/26042,-9000723/3880258)
(-1/3,1/6)
(25/74,-459/370)
(1/2,3/2)
(1/2,-3/2)
(25/74,459/370)
(-1/3,-1/6)
(22201/26042,9000723/3880258)
(4/753,-20663/3012)
(4/753,20663/3012)
#
# (a,b,c,d) = (-1792,0,1,0) and D = -7168:
#
(1/8,-6)
(1/753,20663/753)
(25/296,-918/185)
(1/753,-20663/753)
(22201/104168,18001446/1940129)
(-1/12,-2/3)
(22201/104168,-18001446/1940129)
(1/8,6)
(-1/12,2/3)
(25/296,918/185)
#
# (a,b,c,d) = (-1791,1,1,0) and D = -7165:
#
#
# (a,b,c,d) = (-1791,0,1,0) and D = -7164:
#
(-196/2343,8321/10934)
(-1/3,-14)
(784/4785,328739/44660)
(33124/490281,142572775/29743714)
(33124/490281,-142572775/29743714)
(81/2305,-114884/20745)
(784/4785,-328739/44660)
(-1/3,14)
(-196/2343,-8321/10934)
(81/2305,114884/20745)
#
# (a,b,c,d) = (-66,2,3,0) and D = -7164:
#
(243/2305,-117071/62235)
(243/2305,112697/62235)
(784/1595,306787/133980)
(33124/163427,-4503071/2703974)
(-196/781,-169/994)
(784/1595,-10627/4060)
(-1,-13/3)
(-1,5)
(-196/781,11065/32802)
(33124/163427,136544207/89231142)
#
# (a,b,c,d) = (-1790,1,1,0) and D = -7161:
#
#
# (a,b,c,d) = (-1790,0,1,0) and D = -7160:
#
(1/19,-93/19)
(1/19,93/19)
#
# (a,b,c,d) = (-1789,1,1,0) and D = -7157:
#
(-25/229,-3931/1145)
(400/281,334429/5620)
(-25/229,4056/1145)
(400/281,-342429/5620)
(25/239,-6513/1195)
(25/239,6388/1195)
#
# (a,b,c,d) = (-1789,0,1,0) and D = -7156:
#
#
# (a,b,c,d) = (-1788,1,1,0) and D = -7153:
#
(100/8721,-816019/87210)
(100/8721,271673/29070)
#
# (a,b,c,d) = (-1788,0,1,0) and D = -7152:
#
(-169/107,92893/1391)
(-4/47,-103/94)
(1/37,-229/37)
(1/37,229/37)
(-4/47,103/94)
(-169/107,-92893/1391)
(209764/1344913,-4351502137/615970154)
(209764/1344913,4351502137/615970154)
#
# (a,b,c,d) = (-223,2,2,0) and D = -7152:
#
(-8/47,-87/188)
(2/37,-231/74)
(-8/47,119/188)
(-338/107,-88499/2782)
(-338/107,97287/2782)
(419528/1344913,18651831/5524396)
(419528/1344913,-4543645961/1231940308)
(2/37,227/74)
#
# (a,b,c,d) = (-1787,1,1,0) and D = -7149:
#
#
# (a,b,c,d) = (2,2,-9,-4) and D = -7148:
#
(1,-1/4)
(-41/53,93/53)
(-47/1299,-785/1299)
(4556723/1254504,9517565/5018016)
#
# (a,b,c,d) = (-1787,0,1,0) and D = -7148:
#
(-1/7,-38/7)
(-1/7,38/7)
#
# (a,b,c,d) = (-1786,1,1,0) and D = -7145:
#
(-1/4,21/2)
(-1/4,-41/4)
#
# (a,b,c,d) = (-1786,0,1,0) and D = -7144:
#
#
# (a,b,c,d) = (-1785,1,1,0) and D = -7141:
#
(-1/9,11/3)
(-1/9,-32/9)
#
# (a,b,c,d) = (-223,1,2,0) and D = -7140:
#
(-961/523,-614201/32426)
(-961/523,321996/16213)
(1/2,-11/2)
(-9/13,290/39)
(2/151,1855/302)
(2/151,-1857/302)
(1/2,21/4)
(-9/13,-553/78)
#
# (a,b,c,d) = (-1785,0,1,0) and D = -7140:
#
(1/151,1856/151)
(-961/1046,1258193/32426)
(1/151,-1856/151)
(-9/26,1133/78)
(1/4,-43/4)
(1/4,43/4)
(-9/26,-1133/78)
(-961/1046,-1258193/32426)
#
# (a,b,c,d) = (-1784,1,1,0) and D = -7137:
#
(-49729/79772,473430183/17789156)
(25/21336,-389573/13335)
(4/9,-343/18)
(1/22,-56/11)
(25/21336,3116459/106680)
(4/9,335/18)
(-289/186,-205055/3162)
(-49729/79772,-115585154/4447289)
(-1/12,-7/12)
(1/22,111/22)
(-1/12,2/3)
(-289/186,104984/1581)
#
# (a,b,c,d) = (-66,1,3,0) and D = -7137:
#
(-1/4,-1/6)
(-149187/79772,-451251049/53367468)
(25/7112,-346301/35560)
(-289/62,71627/3162)
(25/7112,519389/53340)
(-1/4,1/4)
(4/3,109/18)
(4/3,-13/2)
(3/22,5/3)
(-149187/79772,22023625/2425794)
(-289/62,-11119/527)
(3/22,-113/66)
#
# (a,b,c,d) = (-1784,0,1,0) and D = -7136:
#
(-1/10,-14/5)
(196/9545,939707/133630)
(-1/10,14/5)
(196/9545,-939707/133630)
#
# (a,b,c,d) = (-223,0,2,0) and D = -7136:
#
(-1/5,7/5)
(-1/5,-7/5)
(392/9545,-939707/267260)
(392/9545,939707/267260)
#
# (a,b,c,d) = (-1783,1,1,0) and D = -7133:
#
(16/193,-3839/772)
(16/193,3775/772)
#
# (a,b,c,d) = (-1783,0,1,0) and D = -7132:
#
(4/17,-345/34)
(4/17,345/34)
#
# (a,b,c,d) = (-1782,1,1,0) and D = -7129:
#
#
# (a,b,c,d) = (-2,4,9,0) and D = -7128:
#
(-16/7,47/28)
(-16/7,-167/252)
#
# (a,b,c,d) = (-66,0,3,0) and D = -7128:
#
(-16/21,-295/84)
(-16/21,295/84)
#
# (a,b,c,d) = (-1782,0,1,0) and D = -7128:
#
(-16/63,295/28)
(-16/63,-295/28)
#
# (a,b,c,d) = (-13,5,5,0) and D = -7125:
#
#
# (a,b,c,d) = (-1781,1,1,0) and D = -7125:
#
#
# (a,b,c,d) = (-1781,0,1,0) and D = -7124:
#
#
# (a,b,c,d) = (-1780,1,1,0) and D = -7121:
#
#
# (a,b,c,d) = (-1780,0,1,0) and D = -7120:
#
(49/309,15457/2163)
(49/309,-15457/2163)
#
# (a,b,c,d) = (-222,2,2,0) and D = -7120:
#
(98/309,14771/4326)
(98/309,-5381/1442)
#
# (a,b,c,d) = (1,7,-3,-4) and D = -7117:
#
(-29/43,-37/43)
(-1763/565,248/565)
(-25850/47107,-72371/94214)
(-1223/4255,-2717/4255)
(-451/767,522/767)
(25/7,27/7)
(2/5,-9/10)
(1,-7/4)
(1,0)
(-46/77,79/154)
(2143/2893,518/2893)
(1,1)
#
# (a,b,c,d) = (-1779,1,1,0) and D = -7117:
#
(4/1233,-43301/2466)
(1/3,14)
(-84681/100223,1051271999/29164893)
(-84681/100223,-1026629828/29164893)
(-49/591,-1532/4137)
(-49/591,625/1379)
(1/27,146/27)
(4/1233,14431/822)
(-9/101,530/303)
(1/3,-43/3)
(-121/219,-55384/2409)
(-9/101,-503/303)
(-121/219,18905/803)
(1/27,-49/9)
#
# (a,b,c,d) = (-1779,0,1,0) and D = -7116:
#
#
# (a,b,c,d) = (-1778,1,1,0) and D = -7113:
#
#
# (a,b,c,d) = (-1778,0,1,0) and D = -7112:
#
#
# (a,b,c,d) = (-1777,1,1,0) and D = -7109:
#
#
# (a,b,c,d) = (-222,1,2,0) and D = -7108:
#
(1/186,3587/372)
(-9/52,55/78)
(-1/6,-1/4)
(1/186,-299/31)
(-1/6,1/3)
(-9/52,-193/312)
#
# (a,b,c,d) = (-1777,0,1,0) and D = -7108:
#
(-9/104,413/312)
(-9/104,-413/312)
(-1/12,-7/12)
(-1/12,7/12)
(1/372,-7175/372)
(1/372,7175/372)
#
# (a,b,c,d) = (-1776,1,1,0) and D = -7105:
#
(-1/6,-13/2)
(-1/6,20/3)
#
# (a,b,c,d) = (-1776,0,1,0) and D = -7104:
#
(4/73,-709/146)
(4/73,709/146)
#
# (a,b,c,d) = (-222,0,2,0) and D = -7104:
#
(8/73,709/292)
(8/73,-709/292)
#
# (a,b,c,d) = (-1775,1,1,0) and D = -7101:
#
#
# (a,b,c,d) = (-65,3,3,0) and D = -7101:
#
#
# (a,b,c,d) = (-14,2,5,0) and D = -7100:
#
#
# (a,b,c,d) = (-1775,0,1,0) and D = -7100:
#
#
# (a,b,c,d) = (-1774,1,1,0) and D = -7097:
#
(1/118,-1283/118)
(1/118,641/59)
#
# (a,b,c,d) = (-1774,0,1,0) and D = -7096:
#
(169/2915,182571/37895)
(169/2915,-182571/37895)
#
# (a,b,c,d) = (-1773,1,1,0) and D = -7093:
#
#
# (a,b,c,d) = (-1773,0,1,0) and D = -7092:
#
(-3600/31871,-7095617/1912260)
(1/7,46/7)
(256/15337,-1907189/245392)
(1/7,-46/7)
(256/15337,1907189/245392)
(-3600/31871,7095617/1912260)
#
# (a,b,c,d) = (1,4,-8,-6) and D = -7092:
#
(-113/127,180/127)
(-1,1/3)
(-37/5,7/5)
(31493/45845,-56948/45845)
(1,0)
(-2009/1825,-1201/1825)
#
# (a,b,c,d) = (-1772,1,1,0) and D = -7089:
#
(-136900/902759,-1926950039/334020830)
(-136900/902759,1977603039/334020830)
(5041/117520,42833701/8343920)
(5041/117520,-10797903/2085980)
(-1/8,9/2)
(-1/8,-35/8)
#
# (a,b,c,d) = (1,2,-11,-4) and D = -7088:
#
(3/2,1/2)
(-25/32,283/128)
(-457/50,-171/50)
(-439/41,1270/41)
(1,0)
(31/10,-7/10)
(-5/3,-2/3)
(1075741/1102261,-3144670/1102261)
(-1/2,1/2)
(2/5,-13/10)
(317/54,-73/54)
(1/6,-5/6)
(-3/4,-7/16)
(-947/379,-1447/1516)
(1025131/998227,-33394/998227)
(-2465/5074,-2191/5074)
(-55/41,16/41)
(733/655,-279/2620)
(-8941/26042,-11799/26042)
(-13981/18404,28135/73616)
(-2,1/2)
(-58/53,333/106)
(381/158,139/158)
(-911/210270,-131633/210270)
#
# (a,b,c,d) = (-221,2,2,0) and D = -7088:
#
(512/2329,197629/74528)
(1/31,-123/31)
(-2/11,23/22)
(98/197,14015/2758)
(-25/113,-942/565)
(49/23,-3782/161)
(-3528/17303,-152615/111804)
(9/83,-619/249)
(8/41,411/164)
(-49/181,-3001/1267)
(-2/11,-19/22)
(3872/236113,114616409/20777944)
(2/13,61/26)
(-200/1199,8951/23980)
(8/41,-443/164)
(98/197,-15387/2758)
(-3528/17303,2280347/1453452)
(18/7381,-634177/44286)
(512/2329,-12589/4384)
(-1,-10)
(-1,11)
(1/31,122/31)
(18/7381,634069/44286)
(3872/236113,-6762185/1222232)
(1/19,-60/19)
(-200/1199,-4951/23980)
(2/13,-5/2)
(-49/181,3344/1267)
(9/83,592/249)
(32/17,151/8)
(1/19,59/19)
(-25/113,1067/565)
(32/17,-2823/136)
(49/23,3439/161)
#
# (a,b,c,d) = (-1772,0,1,0) and D = -7088:
#
(1/38,-119/19)
(9/7381,-634123/22143)
(-100/1199,6951/11990)
(256/2329,205821/37264)
(1/62,-245/31)
(1936/236113,-114786777/10388972)
(9/166,-1211/249)
(-49/362,-6345/1267)
(-1/11,-21/11)
(-1/2,-21)
(256/2329,-205821/37264)
(-25/226,-2009/565)
(-1/11,21/11)
(-100/1199,-6951/11990)
(9/7381,634123/22143)
(49/197,14701/1379)
(-1764/17303,2132171/726726)
(16/17,2695/68)
(9/166,1211/249)
(1936/236113,114786777/10388972)
(-25/226,2009/565)
(1/13,-63/13)
(-1/2,21)
(4/41,-427/82)
(-49/362,6345/1267)
(1/62,245/31)
(4/41,427/82)
(1/38,119/19)
(1/13,63/13)
(49/46,7221/161)
(16/17,-2695/68)
(-1764/17303,-2132171/726726)
(49/46,-7221/161)
(49/197,-14701/1379)
#
# (a,b,c,d) = (1,3,-11,-1) and D = -7088:
#
(140329/147232,27789/147232)
(-553/3032,5235/3032)
(-1/6,7/6)
(7/4,3/4)
(-14/25,157/25)
(-98497/105135,33136/105135)
(-1/2,-1/2)
(-1027/2537,1164/2537)
(1115/212,-217/212)
(9/79,-130/79)
(-9/32,19/32)
(103/82,39/82)
(-6614/13021,5185/13021)
(-4/3,1/3)
(-10509751/2204522,2068929/2204522)
(-3769/5240,-2653/5240)
(-43/20,9/20)
(1,0)
(4249/82,-831/82)
(-134/27,-61/27)
(949/256,-183/256)
(-1125313/1996454,-991737/1996454)
(0,-1)
(-13/5,-6/5)
#
# (a,b,c,d) = (-1771,1,1,0) and D = -7085:
#
#
# (a,b,c,d) = (-1771,0,1,0) and D = -7084:
#
(1/9,50/9)
(-10000/120951,-1261093/12095100)
(1/9,-50/9)
(-10000/120951,1261093/12095100)
#
# (a,b,c,d) = (2,2,-9,-2) and D = -7084:
#
(-1,1/2)
(31/23,-145/23)
(277/341,-15/341)
#
# (a,b,c,d) = (-1770,1,1,0) and D = -7081:
#
(169/190680,-16653047/495768)
(-1/12,7/12)
(169/190680,13877173/413140)
(-1/12,-1/2)
#
# (a,b,c,d) = (-1770,0,1,0) and D = -7080:
#
#
# (a,b,c,d) = (-1769,1,1,0) and D = -7077:
#
(-4/47,101/94)
(-4/47,-93/94)
#
# (a,b,c,d) = (-1769,0,1,0) and D = -7076:
#
(9/187,2798/561)
(9/187,-2798/561)
#
# (a,b,c,d) = (-221,1,2,0) and D = -7076:
#
(18/187,-2825/1122)
(18/187,163/66)
#
# (a,b,c,d) = (-1768,1,1,0) and D = -7073:
#
(49/302,15177/2114)
(49/302,-7760/1057)
#
# (a,b,c,d) = (-1768,0,1,0) and D = -7072:
#
(2401/111162,-18695582/2723469)
(2401/111162,18695582/2723469)
#
# (a,b,c,d) = (-221,0,2,0) and D = -7072:
#
(2401/55581,9347791/2723469)
(2401/55581,-9347791/2723469)
#
# (a,b,c,d) = (-1767,1,1,0) and D = -7069:
#
(-841/7785,773366/225765)
(-841/7785,-249659/75255)
(1/5,-44/5)
(1/5,43/5)
#
# (a,b,c,d) = (-1767,0,1,0) and D = -7068:
#
#
# (a,b,c,d) = (1,5,-8,-3) and D = -7065:
#
(-206/529,441/529)
(1,0)
#
# (a,b,c,d) = (-1766,1,1,0) and D = -7065:
#
#
# (a,b,c,d) = (-1766,0,1,0) and D = -7064:
#
(-16/175,-1369/700)
(-16/175,1369/700)
#
# (a,b,c,d) = (-1765,1,1,0) and D = -7061:
#
(-1/5,-8)
(-1/5,41/5)
#
# (a,b,c,d) = (1,3,-10,-4) and D = -7060:
#
(31/13,-6/13)
(-8243/5332,-3925/5332)
(-17545/28067,-13188/28067)
(-1/2,1/2)
(-51/130,-61/130)
(1,0)
(-5/8,13/8)
#
# (a,b,c,d) = (-1765,0,1,0) and D = -7060:
#
(784/1569,-924337/43932)
(625/5459,-770448/136475)
(625/5459,770448/136475)
(-1,-42)
(-1,42)
(784/1569,924337/43932)
(4/321,-5761/642)
(4/321,5761/642)
#
# (a,b,c,d) = (-1764,1,1,0) and D = -7057:
#
(1/6,-15/2)
(1/6,22/3)
#
# (a,b,c,d) = (2,5,-7,-2) and D = -7057:
#
(15/16,-1/8)
(43/746,-1299/1492)
(-1/2,1/2)
(5653/4,4787/4)
#
# (a,b,c,d) = (-5,2,7,0) and D = -7056:
#
(-7/12,13/84)
(-86247/139859,-14168818/108670443)
(121/40,6683/3080)
(-7/12,1/84)
(104329/576756,-1210080713/1304045316)
(104329/576756,163240597/186292188)
(1/4,3/4)
(7/1320,-9593/1848)
(1/3,2/3)
(-100/33,-4979/2310)
(-86247/139859,33315652/108670443)
(187489/430236,-972658363/1304045316)
(1/4,-23/28)
(187489/430236,115756127/186292188)
(121/40,-267/88)
(1/3,-16/21)
(-100/33,997/330)
(7/1320,47951/9240)
#
# (a,b,c,d) = (15,71,84,0) and D = -7056:
#
(4,-7/4)
(3,-101/84)
(104329/48063,-184902907/186292188)
(-7,62/21)
(4,-137/84)
(7/110,-283/616)
(104329/48063,-30507128/36223481)
(7/110,937/2310)
(-400/11,6667/440)
(3,-4/3)
(-1034964/139859,4102017877/1304045316)
(-1034964/139859,4054533407/1304045316)
(-400/11,143993/9240)
(363/10,-28751/1848)
(187489/35853,-422325257/186292188)
(-7,83/28)
(363/10,-4991/330)
(187489/35853,-77991598/36223481)
#
# (a,b,c,d) = (-220,2,2,0) and D = -7056:
#
(121/140,-1469/154)
(-200/231,-3623/420)
(2/21,-107/42)
(-24642/139859,26477497/31048698)
(1/14,19/7)
(1/660,11989/660)
(1/14,-39/14)
(1/660,-109/6)
(104329/2018646,2041820147/652022658)
(-1/6,-1/6)
(104329/2018646,-1037759207/326011329)
(-1/6,1/3)
(187489/1505826,-800336857/326011329)
(121/140,13359/1540)
(2/21,103/42)
(-24642/139859,-21006973/31048698)
(187489/1505826,1519490977/652022658)
(-200/231,43853/4620)
#
# (a,b,c,d) = (0,3,28,0) and D = -7056:
#
(104329/144189,187489/1003884)
(-400/33,363/280)
(4/3,-1/4)
(1,-1/4)
(121/10,-100/77)
(-7/3,3/28)
(7/330,-100/77)
(121/10,1/440)
(187489/107559,-36963/139859)
(4/3,3/28)
(187489/107559,104329/1345764)
(7/330,363/280)
(1,1/7)
(-7/3,1/7)
(-344988/139859,104329/1345764)
(-400/33,1/440)
(104329/144189,-36963/139859)
(-344988/139859,187489/1003884)
#
# (a,b,c,d) = (1,10,21,0) and D = -7056:
#
(-7/4,37/84)
(1,-10/21)
(-7/4,11/28)
(3/4,-37/84)
(104329/192252,-186872939/434681772)
(7/440,-16021/9240)
(3/4,1/12)
(363/40,-3997/1320)
(187489/143412,-15536449/186292188)
(104329/192252,31948021/186292188)
(-258741/139859,167343490/326011329)
(363/40,-11951/9240)
(-258741/139859,119859020/326011329)
(7/440,5317/3080)
(1,0)
(-100/11,3007/2310)
(-100/11,333/110)
(187489/143412,-234357409/434681772)
#
# (a,b,c,d) = (-1,1,12,0) and D = -7056:
#
(4/7,-37/84)
(363/70,3007/2310)
(-1,0)
(-147852/139859,-15536449/186292188)
(4/7,11/28)
(104329/336441,167343490/326011329)
(3/7,37/84)
(1/110,333/110)
(1/110,-3997/1320)
(-400/77,5317/3080)
(3/7,-10/21)
(363/70,-16021/9240)
(-1,1/12)
(104329/336441,-234357409/434681772)
(-400/77,-11951/9240)
(187489/250971,119859020/326011329)
(187489/250971,-186872939/434681772)
(-147852/139859,31948021/186292188)
#
# (a,b,c,d) = (-1764,0,1,0) and D = -7056:
#
(121/280,4007/220)
(-100/231,-1993/110)
(-1/12,1/2)
(-100/231,1993/110)
(1/28,11/2)
(104329/4037292,196063741/31048698)
(-12321/139859,23742235/15524349)
(-12321/139859,-23742235/15524349)
(121/280,-4007/220)
(1/1320,-7993/220)
(-1/12,-1/2)
(1/1320,7993/220)
(1/21,5)
(1/28,-11/2)
(104329/4037292,-196063741/31048698)
(187489/3011652,148579271/31048698)
(1/21,-5)
(187489/3011652,-148579271/31048698)
#
# (a,b,c,d) = (5,41,84,0) and D = -7056:
#
(-400/11,11999/1320)
(-7,12/7)
(7/110,-69/154)
(7/110,3853/9240)
(3,-2/3)
(-1034964/139859,2331318347/1304045316)
(3,-67/84)
(187489/35853,-75712213/62097396)
(-7,143/84)
(4,-11/12)
(104329/48063,-28227743/62097396)
(-400/11,26669/3080)
(-1034964/139859,2378802817/1304045316)
(187489/35853,-434633936/326011329)
(363/10,-599/66)
(104329/48063,-197211586/326011329)
(4,-29/28)
(363/10,-79853/9240)
#
# (a,b,c,d) = (-8,2,6,0) and D = -7056:
#
(-73926/139859,31948021/93146094)
(2/7,11/14)
(3/14,-20/21)
(3/14,37/42)
(363/140,-16021/4620)
(-200/77,-11951/4620)
(187489/501942,-186872939/217340886)
(1/220,-3997/660)
(2/7,-37/42)
(-73926/139859,-15536449/93146094)
(-1/2,0)
(-200/77,5317/1540)
(363/140,3007/1155)
(-1/2,1/6)
(104329/672882,-234357409/217340886)
(1/220,333/55)
(104329/672882,334686980/326011329)
(187489/501942,239718040/326011329)
#
# (a,b,c,d) = (4,26,42,0) and D = -7056:
#
(363/20,-23951/4620)
(3/2,-1/3)
(-7/2,15/14)
(2,-1/2)
(3/2,-25/42)
(363/20,-1997/330)
(2,-31/42)
(104329/96126,-17286695/93146094)
(187489/71706,-64771165/93146094)
(-200/11,1333/220)
(7/220,1317/1540)
(-517482/139859,770468761/652022658)
(-517482/139859,722984291/652022658)
(-7/2,23/21)
(104329/96126,-52845101/108670443)
(-200/11,24007/4620)
(187489/71706,-100329571/108670443)
(7/220,-2021/2310)
#
# (a,b,c,d) = (0,4,21,0) and D = -7056:
#
(-7/4,1/7)
(-7/4,4/21)
(187489/143412,-49284/139859)
(-258741/139859,104329/1009323)
(-100/11,121/70)
(363/40,-400/231)
(-258741/139859,187489/752913)
(187489/143412,104329/1009323)
(363/40,1/330)
(104329/192252,-49284/139859)
(1,1/7)
(7/440,-400/231)
(104329/192252,187489/752913)
(-100/11,1/330)
(1,-1/3)
(3/4,-1/3)
(7/440,121/70)
(3/4,4/21)
#
# (a,b,c,d) = (-65,2,3,0) and D = -7056:
#
(1/7,-12/7)
(187489/1003884,666309019/434681772)
(-36963/139859,27845128/46573047)
(-36963/139859,-19639342/46573047)
(363/280,-60091/9240)
(1/440,-5329/440)
(363/280,10421/1848)
(-1/4,-1/12)
(104329/1345764,903731369/434681772)
(-100/77,14951/2310)
(-1/4,1/4)
(3/28,151/84)
(1/7,34/21)
(3/28,-157/84)
(1/440,3197/264)
(187489/1003884,-2161292531/1304045316)
(-100/77,-4317/770)
(104329/1345764,-2778590641/1304045316)
#
# (a,b,c,d) = (0,6,14,0) and D = -7056:
#
(7/660,363/140)
(-200/33,1/220)
(104329/288378,-73926/139859)
(-7/6,2/7)
(187489/215118,104329/672882)
(2/3,3/14)
(-172494/139859,104329/672882)
(-200/33,363/140)
(-172494/139859,187489/501942)
(1/2,-1/2)
(121/20,1/220)
(2/3,-1/2)
(187489/215118,-73926/139859)
(104329/288378,187489/501942)
(1/2,2/7)
(121/20,-200/77)
(-7/6,3/14)
(7/660,-200/77)
#
# (a,b,c,d) = (0,1,84,0) and D = -7056:
#
(4,1/28)
(-7,1/28)
(7/110,-100/231)
(7/110,121/280)
(187489/35853,-12321/139859)
(4,-1/12)
(-1034964/139859,187489/3011652)
(3,1/21)
(3,-1/12)
(104329/48063,187489/3011652)
(187489/35853,104329/4037292)
(-1034964/139859,104329/4037292)
(-400/11,121/280)
(363/10,1/1320)
(-7,1/21)
(104329/48063,-12321/139859)
(363/10,-100/231)
(-400/11,1/1320)
#
# (a,b,c,d) = (0,7,12,0) and D = -7056:
#
(-400/77,121/40)
(-1,1/3)
(104329/336441,-86247/139859)
(187489/250971,104329/576756)
(363/70,7/1320)
(104329/336441,187489/430236)
(4/7,1/4)
(4/7,-7/12)
(1/110,-100/33)
(-147852/139859,187489/430236)
(363/70,-100/33)
(-1,1/4)
(187489/250971,-86247/139859)
(3/7,-7/12)
(3/7,1/3)
(-147852/139859,104329/576756)
(-400/77,7/1320)
(1/110,121/40)
#
# (a,b,c,d) = (1,11,28,0) and D = -7056:
#
(-7/3,10/21)
(7/330,11951/9240)
(4/3,-37/84)
(121/10,-333/110)
(104329/144189,-119859020/326011329)
(187489/107559,-167343490/326011329)
(4/3,-1/12)
(104329/144189,15536449/186292188)
(-400/33,3997/1320)
(7/330,-3007/2310)
(187489/107559,-31948021/186292188)
(1,-11/28)
(-7/3,37/84)
(-400/33,16021/9240)
(1,0)
(-344988/139859,234357409/434681772)
(-344988/139859,186872939/434681772)
(121/10,-5317/3080)
#
# (a,b,c,d) = (9,55,84,0) and D = -7056:
#
(3,-11/12)
(-7,193/84)
(3,-22/21)
(-400/11,5333/440)
(187489/35853,-256312767/144893924)
(-1034964/139859,3135485375/1304045316)
(363/10,-15973/1320)
(104329/48063,-113859357/144893924)
(7/110,-4189/9240)
(187489/35853,-77079844/46573047)
(7/110,317/770)
(-7,16/7)
(4,-115/84)
(-1034964/139859,3182969845/1304045316)
(-400/11,108007/9240)
(4,-5/4)
(363/10,-26951/2310)
(104329/48063,-29595374/46573047)
#
# (a,b,c,d) = (0,2,42,0) and D = -7056:
#
(-7/2,2/21)
(3/2,-1/6)
(-517482/139859,104329/2018646)
(-200/11,121/140)
(3/2,2/21)
(-7/2,1/14)
(7/220,121/140)
(2,-1/6)
(363/20,1/660)
(187489/71706,-24642/139859)
(104329/96126,187489/1505826)
(7/220,-200/231)
(2,1/14)
(187489/71706,104329/2018646)
(104329/96126,-24642/139859)
(363/20,-200/231)
(-200/11,1/660)
(-517482/139859,187489/1505826)
#
# (a,b,c,d) = (-27,3,4,0) and D = -7056:
#
(187489/752913,-186872939/144893924)
(121/70,3007/770)
(104329/1009323,167343490/108670443)
(4/21,-37/28)
(4/21,33/28)
(-1/3,1/4)
(1/330,999/110)
(-1/3,0)
(-49284/139859,31948021/62097396)
(-49284/139859,-15536449/62097396)
(1/7,37/28)
(1/330,-3997/440)
(121/70,-16021/3080)
(1/7,-10/7)
(104329/1009323,-234357409/144893924)
(-400/231,15951/3080)
(187489/752913,119859020/108670443)
(-400/231,-11951/3080)
#
# (a,b,c,d) = (-1763,1,1,0) and D = -7053:
#
(-100/119,-41471/1190)
(16/337,-6777/1348)
(-4/47,99/94)
(-4/47,-91/94)
(-100/119,42471/1190)
(16/337,6713/1348)
#
# (a,b,c,d) = (1,8,-2,-3) and D = -7053:
#
(1,0)
(1,-2)
(-61813/175547,-407470/526641)
(-7919/13201,12670/13201)
(1,4/3)
#
# (a,b,c,d) = (-1763,0,1,0) and D = -7052:
#
(1,42)
(1,-42)
#
# (a,b,c,d) = (-1762,1,1,0) and D = -7049:
#
#
# (a,b,c,d) = (-1762,0,1,0) and D = -7048:
#
#
# (a,b,c,d) = (-1761,1,1,0) and D = -7045:
#
#
# (a,b,c,d) = (-220,1,2,0) and D = -7044:
#
#
# (a,b,c,d) = (-1761,0,1,0) and D = -7044:
#
#
# (a,b,c,d) = (-1760,1,1,0) and D = -7041:
#
(-4/23,321/46)
(-4/23,-313/46)
(1607824/21008545,-25963206051/5327767012)
(1607824/21008545,127777309423/26638835060)
#
# (a,b,c,d) = (-1760,0,1,0) and D = -7040:
#
#
# (a,b,c,d) = (-220,0,2,0) and D = -7040:
#
#
# (a,b,c,d) = (-1759,1,1,0) and D = -7037:
#
(-121/1393,21002/15323)
(-121/1393,-19671/15323)
#
# (a,b,c,d) = (-1759,0,1,0) and D = -7036:
#
(-100/1071,23033/10710)
(-100/1071,-23033/10710)
#
# (a,b,c,d) = (-1758,1,1,0) and D = -7033:
#
(-1/12,-5/12)
(-1/12,1/2)
(121/189528,-13751891/347468)
(121/189528,82510015/2084808)
#
# (a,b,c,d) = (1,5,-6,-6) and D = -7032:
#
(1,0)
(-287/358,387/358)
#
# (a,b,c,d) = (-1758,0,1,0) and D = -7032:
#
#
# (a,b,c,d) = (-1757,1,1,0) and D = -7029:
#
#
# (a,b,c,d) = (-65,1,3,0) and D = -7029:
#
#
# (a,b,c,d) = (-1757,0,1,0) and D = -7028:
#
(1/23,118/23)
(1/23,-118/23)
#
# (a,b,c,d) = (2,0,-10,-3) and D = -7028:
#
(1,-1/3)
(-2,1)
(-3550/8639,22909/25917)
(-61/35,31/35)
#
# (a,b,c,d) = (-1756,1,1,0) and D = -7025:
#
(4/1745,-72899/3490)
(4/1745,72891/3490)
(-676/1655,-724697/43030)
(121/6020,-117767/16555)
(-49/580,-3221/4060)
(1/10,26/5)
(-2601/17696,1275599/225624)
(-1/10,14/5)
(16/25,2653/100)
(-676/1655,742273/43030)
(1/16,-77/16)
(81/9214,884611/82926)
(-2601/17696,-4969745/902496)
(1/16,19/4)
(-1/10,-27/10)
(1/10,-53/10)
(-49/580,891/1015)
(121/6020,469737/66220)
(81/9214,-442670/41463)
(16/25,-2717/100)
#
# (a,b,c,d) = (-14,1,5,0) and D = -7025:
#
(-13005/17696,383407/322320)
(405/9214,-443399/207315)
(-1/2,-1/2)
(1/2,1)
(16/5,-569/100)
(5/16,-79/80)
(-676/331,-137909/43030)
(4/349,2915/698)
(1/2,-11/10)
(-1/2,3/5)
(405/9214,883153/414630)
(4/349,-14583/3490)
(16/5,101/20)
(5/16,37/40)
(121/1204,2669/1892)
(-49/116,85/406)
(-13005/17696,-4704443/4512480)
(-49/116,-507/4060)
(-676/331,31097/8606)
(121/1204,-47373/33110)
#
# (a,b,c,d) = (-219,2,2,0) and D = -7024:
#
(1,10)
(1,-11)
(-98/195,-13427/2730)
(-98/195,4933/910)
#
# (a,b,c,d) = (-1756,0,1,0) and D = -7024:
#
(-49/195,-14113/1365)
(-49/195,14113/1365)
(1/2,-21)
(1/2,21)
#
# (a,b,c,d) = (-1755,1,1,0) and D = -7021:
#
#
# (a,b,c,d) = (-65,0,3,0) and D = -7020:
#
(4/43,-167/86)
(4/43,167/86)
#
# (a,b,c,d) = (-1755,0,1,0) and D = -7020:
#
(4/129,-501/86)
(4/129,501/86)
#
# (a,b,c,d) = (-1754,1,1,0) and D = -7017:
#
#
# (a,b,c,d) = (-1754,0,1,0) and D = -7016:
#
(3721/59983,17498091/3658963)
(3721/59983,-17498091/3658963)
#
# (a,b,c,d) = (-1753,1,1,0) and D = -7013:
#
#
# (a,b,c,d) = (-219,1,2,0) and D = -7012:
#
(-3481/18444,-388985/362732)
(-1/6,1/4)
(-1/6,-1/6)
(9/71,502/213)
(9/32,607/192)
(9/779,-30767/4674)
(25/23628,-1712141/78760)
(1/51,515/102)
(1250/2871,656419/143550)
(1/6,-5/2)
(9/71,-1031/426)
(-49/33,2449/154)
(-3481/18444,2539289/2176392)
(25/33,-2693/330)
(25/33,428/55)
(9/32,-317/96)
(9/779,15370/2337)
(-12321/7942,29296877/1763124)
(32/81,-947/216)
(-2/9,11/6)
(32/81,2713/648)
(1250/2871,-229223/47850)
(-2/9,-31/18)
(-12321/7942,-13964623/881562)
(1/51,-86/17)
(25/23628,2568149/118140)
(-49/33,-3502/231)
(1/6,29/12)
#
# (a,b,c,d) = (-1753,0,1,0) and D = -7012:
#
(1/12,59/12)
(1/102,1031/102)
(625/2871,-672044/71775)
(-1/12,5/12)
(-3481/36888,-4873199/2176392)
(-49/66,-14351/462)
(9/1558,-61507/4674)
(9/1558,61507/4674)
(-49/66,14351/462)
(-3481/36888,4873199/2176392)
(25/47256,-10272721/236280)
(-1/9,32/9)
(25/47256,10272721/236280)
(1/12,-59/12)
(1/102,-1031/102)
(625/2871,672044/71775)
(-12321/15884,57226123/1763124)
(25/66,-5261/330)
(9/142,2035/426)
(16/81,2777/324)
(9/64,1241/192)
(9/64,-1241/192)
(-1/12,-5/12)
(16/81,-2777/324)
(9/142,-2035/426)
(-1/9,-32/9)
(25/66,5261/330)
(-12321/15884,-57226123/1763124)
#
# (a,b,c,d) = (-1752,1,1,0) and D = -7009:
#
#
# (a,b,c,d) = (-219,0,2,0) and D = -7008:
#
#
# (a,b,c,d) = (-1752,0,1,0) and D = -7008:
#
#
# (a,b,c,d) = (-1751,1,1,0) and D = -7005:
#
(-1/11,21/11)
(-1/11,-20/11)
(1681/168751,69347266/6918791)
(1681/168751,-69416187/6918791)
#
# (a,b,c,d) = (-1751,0,1,0) and D = -7004:
#
#
# (a,b,c,d) = (-1750,1,1,0) and D = -7001:
#
(729/3850,-17345/2079)
(729/3850,121081/14850)
#
# (a,b,c,d) = (-1750,0,1,0) and D = -7000:
#
(1/555,2615/111)
(1/555,-2615/111)
#
# (a,b,c,d) = (-14,0,5,0) and D = -7000:
#
(1/111,523/111)
(1/111,-523/111)
#
# (a,b,c,d) = (-1749,1,1,0) and D = -6997:
#
(-1/3,-41/3)
(121/1677,29246/6149)
(-16/79,2615/316)
(1/1437,54473/1437)
(-1369/15477,-286096/190883)
(-1/7,38/7)
(-25/129,-1652/215)
(-16/79,-2551/316)
(16/6401,512095/25604)
(-25/129,5081/645)
(961/7961,1419334/246791)
(961/7961,-1449125/246791)
(36/817,-25147/4902)
(121/1677,-89069/18447)
(-1/3,14)
(625/11151,1338899/278775)
(1/11,-56/11)
(16/6401,-512159/25604)
(1/11,5)
(1/1793,6902/163)
(1/1793,-75923/1793)
(625/11151,-451508/92925)
(36/817,24931/4902)
(1/1437,-18158/479)
(-1/7,-37/7)
(-1369/15477,82631/52059)
#
# (a,b,c,d) = (1,2,-12,1) and D = -6997:
#
(0,1)
(-93/32,-37/32)
(19/259,360/259)
(219/179,-28/179)
(-577/155,126/155)
(15/14,-1/14)
(-1/2,-1/2)
(475309/717400,5631733/717400)
(-3/37,28/37)
(-46/119,-65/119)
(-126/109,37/109)
(829/4,325/4)
(-28/5,-11/5)
(1,0)
(-1141344/610001,-471727/610001)
(-21546/34579,-16613/34579)
(-8587/644,1853/644)
#
# (a,b,c,d) = (-1749,0,1,0) and D = -6996:
#
#
# (a,b,c,d) = (-64,3,3,0) and D = -6993:
#
(-1/4,0)
(-1/4,1/4)
(1/776,1560/97)
(1/776,-12481/776)
#
# (a,b,c,d) = (-1748,1,1,0) and D = -6993:
#
(-1/12,-1/3)
(1/2328,-112325/2328)
(-1/12,5/12)
(1/2328,28081/582)
#
# (a,b,c,d) = (-218,2,2,0) and D = -6992:
#
#
# (a,b,c,d) = (-1748,0,1,0) and D = -6992:
#
#
# (a,b,c,d) = (-1747,1,1,0) and D = -6989:
#
(4/25,-361/50)
(4/25,353/50)
#
# (a,b,c,d) = (-1747,0,1,0) and D = -6988:
#
(-529/6363,31544/146349)
(-529/6363,-31544/146349)
#
# (a,b,c,d) = (-1746,1,1,0) and D = -6985:
#
(-4/39,233/78)
(-4/39,-75/26)
(12100/127161,7899601/1554190)
(12100/127161,-72427409/13987710)
#
# (a,b,c,d) = (-1746,0,1,0) and D = -6984:
#
(-4/47,89/94)
(-4/47,-89/94)
(126736/46895425,321146503199/16694771300)
(126736/46895425,-321146503199/16694771300)
#
# (a,b,c,d) = (-1745,1,1,0) and D = -6981:
#
#
# (a,b,c,d) = (-218,1,2,0) and D = -6980:
#
(-1/2,21/4)
(1/7,-17/7)
(1/13,-35/13)
(72/9169,-878239/110028)
(1/13,69/26)
(-1/2,-5)
(19321/11752,13694891/816764)
(72/9169,877807/110028)
(1/7,33/14)
(19321/11752,-57465183/3267056)
#
# (a,b,c,d) = (-1745,0,1,0) and D = -6980:
#
(19321/23504,112244747/3267056)
(1/26,-139/26)
(-1/4,-41/4)
(36/9169,-878023/55014)
(36/9169,878023/55014)
(19321/23504,-112244747/3267056)
(-1/4,41/4)
(1/14,-67/14)
(1/26,139/26)
(1/14,67/14)
#
# (a,b,c,d) = (-1744,1,1,0) and D = -6977:
#
(1/8,-6)
(625/42536,-1100598/132925)
(-9025/107536,415293/638495)
(-9025/107536,-5787313/10215920)
(-289/688,-12621/731)
(625/42536,8789159/1063400)
(-289/688,206849/11696)
(1/8,47/8)
#
# (a,b,c,d) = (-218,0,2,0) and D = -6976:
#
(-9/10,281/30)
(-8/15,329/60)
(-1/6,1/6)
(-15405625/40426938,604563921233/158675731650)
(-8/15,-329/60)
(3025/9198,1845611/505890)
(1/18,-55/18)
(1/18,55/18)
(-1/6,-1/6)
(-15405625/40426938,-604563921233/158675731650)
(1/1470,39853/1470)
(1/1470,-39853/1470)
(-9/10,-281/30)
(3025/9198,-1845611/505890)
#
# (a,b,c,d) = (-1744,0,1,0) and D = -6976:
#
(1/36,55/9)
(-4/15,-329/30)
(1/2940,39853/735)
(-9/20,281/15)
(-1/12,1/3)
(-15405625/80853876,604563921233/79337865825)
(3025/18396,-1845611/252945)
(3025/18396,1845611/252945)
(-1/12,-1/3)
(-15405625/80853876,-604563921233/79337865825)
(-9/20,-281/15)
(1/2940,-39853/735)
(1/36,-55/9)
(-4/15,329/30)
#
# (a,b,c,d) = (-27,2,4,0) and D = -6976:
#
(1/735,3321/245)
(-1/3,1/6)
(-16/15,-99/40)
(-9/5,77/15)
(1/9,3/2)
(1/735,-19927/1470)
(-1/3,0)
(-16/15,361/120)
(-15405625/20213469,12315388877/5876878950)
(3025/4599,-111777/56210)
(-9/5,-127/30)
(1/9,-14/9)
(-15405625/20213469,-136024210777/79337865825)
(3025/4599,419809/252945)
#
# (a,b,c,d) = (-1743,1,1,0) and D = -6973:
#
(-25/261,1046/435)
(-25/261,-3013/1305)
#
# (a,b,c,d) = (-1743,0,1,0) and D = -6972:
#
#
# (a,b,c,d) = (-1742,1,1,0) and D = -6969:
#
(1/4,-43/4)
(1/4,21/2)
#
# (a,b,c,d) = (-1742,0,1,0) and D = -6968:
#
#
# (a,b,c,d) = (-1741,1,1,0) and D = -6965:
#
(-9/59,-1018/177)
(-9/59,1045/177)
#
# (a,b,c,d) = (-1741,0,1,0) and D = -6964:
#
#
# (a,b,c,d) = (-1740,1,1,0) and D = -6961:
#
(-1/12,1/3)
(49/187800,-20346247/328650)
(49/187800,5425643/87640)
(-1/12,-1/4)
#
# (a,b,c,d) = (-1740,0,1,0) and D = -6960:
#
(196/8401,778471/117614)
(196/8401,-778471/117614)
#
# (a,b,c,d) = (-217,2,2,0) and D = -6960:
#
(392/8401,-25289/7588)
(392/8401,772983/235228)
#
# (a,b,c,d) = (-1739,1,1,0) and D = -6957:
#
#
# (a,b,c,d) = (-1739,0,1,0) and D = -6956:
#
(-121/127,55486/1397)
(-121/127,-55486/1397)
#
# (a,b,c,d) = (-1738,1,1,0) and D = -6953:
#
(-16129/83468,3770489/481838)
(-16129/83468,-80902375/10600436)
#
# (a,b,c,d) = (-1738,0,1,0) and D = -6952:
#
(-4/7,333/14)
(-4/7,-333/14)
#
# (a,b,c,d) = (-1737,1,1,0) and D = -6949:
#
(484/1233,48955/3014)
(1/15,-24/5)
(484/1233,-451243/27126)
(121/669,-58778/7359)
(-9/107,-190/321)
(121/669,19149/2453)
(1/15,71/15)
(-9/107,217/321)
#
# (a,b,c,d) = (-217,1,2,0) and D = -6948:
#
(2/1383,51431/2766)
(1/2604,-433/12)
(-841/2016,504043/116928)
(-1568/4623,-837257/258888)
(-1/3,-19/6)
(25/23,-1336/115)
(25/662,12083/3310)
(289/2568,-213055/87312)
(121/327,14152/3597)
(1/2604,187921/5208)
(169/1176,-37117/15288)
(-1/4,-17/8)
(-1/3,10/3)
(2/67,549/134)
(4232/1593,-4154539/146556)
(9/14,-83/12)
(25/197,2318/985)
(-1568/4623,881161/258888)
(32/249,-4813/1992)
(9/14,277/42)
(1/27,-100/27)
(-1/4,9/4)
(8/441,-1325/252)
(-225/1333,521/1290)
(1/42,55/12)
(2420000/19220089,-14601964491/6040599400)
(1/9,-22/9)
(-1/6,1/6)
(289/2568,104071/43656)
(32/249,4685/1992)
(1/42,-193/42)
(25/662,-24291/6620)
(2/1383,-51433/2766)
(169/1176,10291/4368)
(1/27,199/54)
(2420000/19220089,99551751437/42284195800)
(-512/1791,-148865/57312)
(2/67,-551/134)
(1/9,43/18)
(200/529,-44417/10580)
(-1/6,-1/12)
(200/529,42417/10580)
(121/327,-29635/7194)
(4232/1593,3959867/146556)
(2/3,41/6)
(25/197,-4761/1970)
(2/3,-43/6)
(25/23,2547/230)
(-841/2016,-34261/8352)
(-225/1333,-6388/19995)
(-512/1791,157057/57312)
(8/441,9259/1764)
#
# (a,b,c,d) = (-1737,0,1,0) and D = -6948:
#
(25/46,5219/230)
(-1/12,1/4)
(-256/1791,-50987/9552)
(1/54,133/18)
(1/1383,17144/461)
(1/84,-257/28)
(25/394,-9397/1970)
(25/1324,-48457/6620)
(-1/8,35/8)
(289/5136,140399/29104)
(2116/1593,-1352401/24426)
(1/5208,-125281/1736)
(1/3,14)
(25/1324,48457/6620)
(1/3,-14)
(25/394,9397/1970)
(9/28,1135/84)
(1/84,257/28)
(-1/6,13/2)
(1/54,-133/18)
(-256/1791,50987/9552)
(1/67,-550/67)
(25/46,-5219/230)
(2116/1593,1352401/24426)
(100/529,-43417/5290)
(9/28,-1135/84)
(-225/2666,-28927/39990)
(1210000/19220089,100882751437/21142097900)
(121/654,-19313/2398)
(-1/6,-13/2)
(16/249,1583/332)
(-784/4623,-286403/43148)
(-225/2666,28927/39990)
(4/441,3089/294)
(1/18,29/6)
(-841/4032,327899/38976)
(1/18,-29/6)
(1/5208,125281/1736)
(-1/8,-35/8)
(-841/4032,-327899/38976)
(4/441,-3089/294)
(169/2352,48757/10192)
(-784/4623,286403/43148)
(-1/12,-1/4)
(289/5136,-140399/29104)
(16/249,-1583/332)
(169/2352,-48757/10192)
(121/654,19313/2398)
(1210000/19220089,-100882751437/21142097900)
(1/67,550/67)
(1/1383,-17144/461)
(100/529,43417/5290)
#
# (a,b,c,d) = (-64,2,3,0) and D = -6948:
#
(-784/1541,-264451/129444)
(4/147,1027/294)
(75/46,-2797/345)
(75/1324,24041/9930)
(16/83,-549/332)
(1,-5)
(1/6,14/9)
(-3/8,19/12)
(-256/597,-46891/28656)
(27/28,527/126)
(-1/4,1/6)
(3/67,-553/201)
(75/394,-4886/2955)
(300/529,-46417/15870)
(1/28,-43/14)
(-1/4,0)
(-675/2666,-9401/59985)
(1/461,-5715/461)
(1,13/3)
(-841/1344,11009/3654)
(-256/597,18361/9552)
(4/147,-3097/882)
(169/784,-25477/15288)
(-841/1344,-50585/19488)
(2116/531,418355/24426)
(27/28,-304/63)
(300/529,40417/15870)
(1/6,-5/3)
(16/83,1519/996)
(1/28,64/21)
(-3/8,-4/3)
(75/46,2422/345)
(1/461,17143/1383)
(3630000/19220089,-104875751437/63426293700)
(75/394,4511/2955)
(169/784,970/637)
(1/18,22/9)
(-1/2,7/3)
(-1/2,-2)
(1/18,-67/27)
(121/218,-10322/3597)
(1/1736,-62641/2604)
(75/1324,-12208/4965)
(3630000/19220089,96889751437/63426293700)
(2116/531,-1449737/73278)
(1/1736,5220/217)
(3/67,547/201)
(289/1712,-9082/5457)
(289/1712,22581/14552)
(121/218,2997/1199)
(-675/2666,19526/59985)
(-784/1541,102785/43148)
#
# (a,b,c,d) = (-7,5,6,0) and D = -6948:
#
(-1/2,1/4)
(-675/1333,10849/119970)
(2/461,-17149/2766)
(7260000/19220089,80917751437/126852587400)
(1/14,-131/84)
(2,-19/6)
(-1,-2/3)
(1/14,3/2)
(75/197,-2818/2955)
(1/868,-2983/248)
(1/9,32/27)
(-512/597,-10169/19104)
(1/3,-17/18)
(600/529,-58417/31740)
(121/109,-2164/1199)
(6/67,-565/402)
(-675/1333,19888/59985)
(169/392,1349/2184)
(-1568/1541,-58881/86296)
(-841/672,-14711/16704)
(2/461,5713/922)
(1/868,31319/2604)
(289/856,-13747/14552)
(-1/2,1/6)
(75/662,23291/19860)
(-3/4,25/24)
(75/662,-12583/9930)
(75/23,836/345)
(75/197,3761/5910)
(-1,3/2)
(8/147,3049/1764)
(2,3/2)
(32/83,-1903/1992)
(1/3,2/3)
(-512/597,71467/57312)
(1/9,-23/18)
(4232/531,-613027/48852)
(32/83,421/664)
(-3/4,-5/12)
(8/147,-149/84)
(6/67,535/402)
(-1568/1541,396163/258888)
(75/23,-3547/690)
(27/14,-55/18)
(289/856,57917/87312)
(600/529,28417/31740)
(7260000/19220089,-17263964491/18121798200)
(-841/672,37487/19488)
(4232/531,865721/146556)
(27/14,365/252)
(169/392,-9957/10192)
(121/109,6329/7194)
#
# (a,b,c,d) = (-8,1,6,0) and D = -6948:
#
(-3/4,-2/3)
(1/868,2610/217)
(7260000/19220089,96889751437/126852587400)
(27/14,-152/63)
(75/23,1211/345)
(6/67,547/402)
(75/662,-6104/4965)
(2,-5/2)
(-1/2,1/12)
(75/197,4511/5910)
(-675/1333,-9401/119970)
(27/14,527/252)
(-512/597,18361/19104)
(-1,7/6)
(-3/4,19/24)
(6/67,-553/402)
(75/197,-2443/2955)
(289/856,-4541/5457)
(7260000/19220089,-104875751437/126852587400)
(75/23,-2797/690)
(-1568/1541,-264451/258888)
(-1,-1)
(169/392,-25477/30576)
(-841/672,-50585/38976)
(75/662,24041/19860)
(2/461,-5715/922)
(8/147,1027/588)
(1/9,-67/54)
(1/14,32/21)
(4232/531,418355/48852)
(1/3,-5/6)
(121/109,2997/2398)
(600/529,40417/31740)
(1/868,-62641/5208)
(32/83,-549/664)
(-1/2,0)
(1/3,7/9)
(-512/597,-46891/57312)
(121/109,-5161/3597)
(169/392,485/637)
(-841/672,11009/7308)
(1/14,-43/28)
(-1568/1541,102785/86296)
(289/856,22581/29104)
(2/461,17143/2766)
(2,13/6)
(1/9,11/9)
(-675/1333,9763/59985)
(32/83,1519/1992)
(600/529,-46417/31740)
(8/147,-3097/1764)
(4232/531,-1449737/146556)
#
# (a,b,c,d) = (-1736,1,1,0) and D = -6945:
#
#
# (a,b,c,d) = (-217,0,2,0) and D = -6944:
#
(1/25,-89/25)
(1/25,89/25)
(63368/347225,311576413/123612100)
(63368/347225,-311576413/123612100)
#
# (a,b,c,d) = (-1736,0,1,0) and D = -6944:
#
(1/50,-178/25)
(31684/347225,311576413/61806050)
(1/50,178/25)
(31684/347225,-311576413/61806050)
#
# (a,b,c,d) = (-1735,1,1,0) and D = -6941:
#
#
# (a,b,c,d) = (-1735,0,1,0) and D = -6940:
#
#
# (a,b,c,d) = (2,1,-10,2) and D = -6940:
#
#
# (a,b,c,d) = (-1734,1,1,0) and D = -6937:
#
(-1/12,-1/6)
(-1/12,1/4)
(25/187224,-27003581/312040)
(25/187224,40505309/468060)
#
# (a,b,c,d) = (-1734,0,1,0) and D = -6936:
#
(-36/359,5885/2154)
(-36/359,-5885/2154)
#
# (a,b,c,d) = (-1733,1,1,0) and D = -6933:
#
#
# (a,b,c,d) = (-1733,0,1,0) and D = -6932:
#
#
# (a,b,c,d) = (-1732,1,1,0) and D = -6929:
#
(25/146,-2778/365)
(25/146,5431/730)
#
# (a,b,c,d) = (-27,1,4,0) and D = -6928:
#
(-729/1868,135799/201744)
(1/2922,-315901/11688)
(81/3223,-91598/29007)
(-729/1868,-29029/50436)
(1/51,182/51)
(-16/39,81/104)
(-1/3,0)
(81/3223,365663/116028)
(-16/39,-211/312)
(-1/3,1/12)
(1/51,-243/68)
(2122849/27016638,93714257745/52484322088)
(2122849/27016638,-71058941057/39363241566)
(1/2922,26325/974)
#
# (a,b,c,d) = (-216,2,2,0) and D = -6928:
#
(81/6446,-183196/29007)
(-8/39,81/52)
(1/102,-243/34)
(-1/6,1/6)
(1/5844,-315901/5844)
(-8/39,-211/156)
(-729/3736,135799/100872)
(1/102,364/51)
(-729/3736,-29029/25218)
(-1/6,0)
(1/5844,26325/487)
(2122849/54033276,93714257745/26242161044)
(2122849/54033276,-71058941057/19681620783)
(81/6446,365663/58014)
#
# (a,b,c,d) = (-1732,0,1,0) and D = -6928:
#
(1/11688,631801/5844)
(1/204,1457/102)
(1/204,-1457/102)
(-1/12,-1/6)
(-729/7472,-251915/100872)
(-4/39,-227/78)
(-4/39,227/78)
(-1/12,1/6)
(-729/7472,251915/100872)
(81/12892,-732055/58014)
(81/12892,732055/58014)
(2122849/108066552,565378537463/78726483132)
(2122849/108066552,-565378537463/78726483132)
(1/11688,-631801/5844)
#
# (a,b,c,d) = (-1731,1,1,0) and D = -6925:
#
#
# (a,b,c,d) = (-1731,0,1,0) and D = -6924:
#
(1600/166969,-68278547/6678760)
(-1/11,20/11)
(1600/166969,68278547/6678760)
(-1/11,-20/11)
#
# (a,b,c,d) = (-64,1,3,0) and D = -6921:
#
(1/10,-19/10)
(20667/27700,5842304/1724325)
(-3/2,-20/3)
(-196/93,13129/1302)
(-1/4,0)
(-196/93,-36643/3906)
(1/6920,41544/865)
(1/10,28/15)
(20667/27700,-25084577/6897300)
(100/1083,-63769/32490)
(12769/14620,6505957/1652060)
(-1/4,1/12)
(100/1083,20923/10830)
(12769/14620,-5240192/1239045)
(-3/2,43/6)
(1/6920,-997057/20760)
#
# (a,b,c,d) = (-1730,1,1,0) and D = -6921:
#
(-1/12,1/6)
(-1/2,21)
(100/3249,-190307/32490)
(6889/27700,23941003/2299100)
(12769/43860,5999651/495618)
(1/20760,-1729/12)
(1/20760,2991169/20760)
(-196/279,-112673/3906)
(1/30,-17/3)
(-1/2,-41/2)
(6889/27700,-2451279/229910)
(12769/43860,-61439407/4956180)
(-1/12,-1/12)
(100/3249,189307/32490)
(-196/279,115417/3906)
(1/30,169/30)
#
# (a,b,c,d) = (-1730,0,1,0) and D = -6920:
#
#
# (a,b,c,d) = (-1729,1,1,0) and D = -6917:
#
(1/17,81/17)
(1/17,-82/17)
#
# (a,b,c,d) = (-216,1,2,0) and D = -6916:
#
(1151329/31326600,15541926907/4201680225)
(2/191,2639/382)
(1/23340,-5042737/46680)
(-1/6,0)
(2/191,-2641/382)
(-1/5,-13/10)
(1/109,1609/218)
(1/23340,210114/1945)
(1/109,-805/109)
(-4489/11094,-1960119/495532)
(-1/6,1/12)
(81/2060,-16682/4635)
(1151329/31326600,-83302068843/22408961200)
(-1/5,7/5)
(81/2060,132727/37080)
(-4489/11094,1545280/371649)
#
# (a,b,c,d) = (-1729,0,1,0) and D = -6916:
#
(1/218,-3219/218)
(-1/12,1/12)
(-4489/22188,12061477/1486596)
(1/191,2640/191)
(81/4120,-266183/37080)
(-1/12,-1/12)
(1/46680,10085473/46680)
(1/46680,-10085473/46680)
(1151329/62653200,498577037041/67226883600)
(81/4120,266183/37080)
(-4489/22188,-12061477/1486596)
(1/191,-2640/191)
(1151329/62653200,-498577037041/67226883600)
(-1/10,27/10)
(-1/10,-27/10)
(1/218,3219/218)
#
# (a,b,c,d) = (-1728,1,1,0) and D = -6913:
#
(-1/12,0)
(-1/12,1/12)
(167281/22803672,108897739703/9326701848)
(-169/1572,-5472/1703)
(167281/22803672,-4540256568/388612577)
(1/186648,-80637121/186648)
(1/144,12)
(-169/1572,67861/20436)
(1/186648,3359880/7777)
(1/144,-1729/144)
#
# (a,b,c,d) = (2,12,12,0) and D = -6912:
#
(-1,1/2)
#
# (a,b,c,d) = (-64,0,3,0) and D = -6912:
#
(-1/4,0)
#
# (a,b,c,d) = (-1728,0,1,0) and D = -6912:
#
(-1/12,0)
#
# (a,b,c,d) = (-26,4,4,0) and D = -6912:
#
(-1/3,1/6)
#
# (a,b,c,d) = (-1,0,12,0) and D = -6912:
#
(-1,0)
#
# (a,b,c,d) = (-8,0,6,0) and D = -6912:
#
(-1/2,0)
#
# (a,b,c,d) = (-216,0,2,0) and D = -6912:
#
(-1/6,0)
#
# (a,b,c,d) = (-27,0,4,0) and D = -6912:
#
(-1/3,0)
#
# (a,b,c,d) = (-5,1,7,0) and D = -6909:
#
(25/37,-1014/1295)
(-1008/1727,3457/145068)
(-169/275,173/715)
(4032/2305,-633473/387240)
(1/121,-3522/847)
(-169/275,-3858/25025)
(1,6/7)
(1/121,503/121)
(-1008/1727,8639/145068)
(4032/2305,107341/77448)
(1,-1)
(25/37,127/185)
#
# (a,b,c,d) = (-1727,1,1,0) and D = -6909:
#
(1/7,45/7)
(576/2305,578177/55320)
(1/847,24650/847)
(-169/1925,-33597/25025)
(1/847,-2241/77)
(25/259,6598/1295)
(-144/1727,3455/20724)
(1/7,-46/7)
(-144/1727,-1/12)
(576/2305,-592001/55320)
(-169/1925,3254/2275)
(25/259,-6723/1295)
#
# (a,b,c,d) = (-1727,0,1,0) and D = -6908:
#
(36/313,10547/1878)
(36/313,-10547/1878)
#
# (a,b,c,d) = (-1726,1,1,0) and D = -6905:
#
#
# (a,b,c,d) = (-1726,0,1,0) and D = -6904:
#
#
# (a,b,c,d) = (-1725,1,1,0) and D = -6901:
#
#
# (a,b,c,d) = (3,2,-8,-3) and D = -6901:
#
(-1,2/3)
#
# (a,b,c,d) = (-13,4,5,0) and D = -6900:
#
(-1,2)
(-405/89,-22976/4005)
(4/5,-87/50)
(-180/431,1513/12930)
(-405/89,37556/4005)
(-180/431,2807/12930)
(26896/67133,44612949/55049060)
(1/11,-84/55)
(-1,-6/5)
(1/11,16/11)
(26896/67133,-12451345/11009812)
(4/5,11/10)
#
# (a,b,c,d) = (-1725,0,1,0) and D = -6900:
#
(1/55,82/11)
(-36/431,647/2586)
(-1/5,-8)
(4/25,-71/10)
(1/55,-82/11)
(-81/89,30266/801)
(-81/89,-30266/801)
(4/25,71/10)
(-1/5,8)
(-36/431,-647/2586)
(26896/335665,53434837/11009812)
(26896/335665,-53434837/11009812)
#
# (a,b,c,d) = (-1724,1,1,0) and D = -6897:
#
#
# (a,b,c,d) = (-215,2,2,0) and D = -6896:
#
(2/5,41/10)
(-14792/68335,-18179671/11753620)
(1058/1757,486193/80822)
(1058/1757,-534861/80822)
(2/5,-9/2)
(-14792/68335,4144779/2350724)
(-32/127,-2111/1016)
(-32/127,2367/1016)
#
# (a,b,c,d) = (-1724,0,1,0) and D = -6896:
#
(529/1757,-510527/40411)
(-7396/68335,-19451783/5876810)
(-16/127,2239/508)
(1/5,43/5)
(1/5,-43/5)
(529/1757,510527/40411)
(-16/127,-2239/508)
(-7396/68335,19451783/5876810)
#
# (a,b,c,d) = (-1723,1,1,0) and D = -6893:
#
(-1,42)
(-1,-41)
#
# (a,b,c,d) = (-1723,0,1,0) and D = -6892:
#
#
# (a,b,c,d) = (0,1,83,0) and D = -6889:
#
#
# (a,b,c,d) = (-1722,1,1,0) and D = -6889:
#
#
# (a,b,c,d) = (-1722,0,1,0) and D = -6888:
#
#
# (a,b,c,d) = (1,0,-12,-1) and D = -6885:
#
(-646/83,189/83)
(203/86,-57/86)
(-31/50,21/50)
(-70/137,-57/137)
(-56/349,387/349)
(-7/40,37/40)
(-38/29,-13/29)
(5/4,1/4)
(-1643/9917,-6154/9917)
(-9373/205795,-174332/205795)
(713212/619225,120183/619225)
(313/68,-91/68)
(-56/65,671/65)
(10545/1712,-126467/1712)
(229/5008,-6111/5008)
(1,-12)
(-4595/166,-1311/166)
(-3783/337,1106/337)
(-14/11,5/11)
(1118/443,309/443)
(-2619/1870,-871/1870)
(-102741/92234,-38345/92234)
(1,0)
(1359/1348,-61/1348)
(-7,-2)
(-3/2,1/2)
(-3/5,-2/5)
(-110591/220033,1320204/220033)
(0,-1)
(-326/1195,741/1195)
(-48/127,65/127)
(31855/9071,8984/9071)
#
# (a,b,c,d) = (-1721,1,1,0) and D = -6885:
#
(-121/1449,-1976/15939)
(4/81,-805/162)
(1/49,345/49)
(64/2529,-129199/20232)
(-1/9,-31/9)
(256/3841,290433/61456)
(4/81,797/162)
(-25/81,-5072/405)
(1/9,-50/9)
(64/7641,-668515/61128)
(4/9,329/18)
(-6889/13769,-23381293/1142827)
(49/1611,-66380/11277)
(529/12469,1474942/286787)
(64/7641,668003/61128)
(1,-42)
(-25/81,5197/405)
(-1/9,32/9)
(-841/8991,557194/260739)
(-16/191,-255/764)
(1,41)
(64/2529,128687/20232)
(-9/89,-728/267)
(100/6129,-482117/61290)
(-121/1449,3307/15939)
(49/1611,66037/11277)
(1/9,49/9)
(1/49,-346/49)
(25/189,-5863/945)
(-16/191,319/764)
(-9/89,755/267)
(1/171,2236/171)
(-841/8991,-532805/260739)
(4/9,-337/18)
(2209/233091,-112669483/10955277)
(-1156/6111,-1539445/207774)
(-1156/6111,1578749/207774)
(1/4419,-293756/4419)
(1/171,-2237/171)
(100/6129,481117/61290)
(25/189,5738/945)
(256/3841,-294529/61456)
(529/12469,-1487109/286787)
(-6889/13769,23953080/1142827)
(1/4419,293755/4419)
(2209/233091,112565660/10955277)
#
# (a,b,c,d) = (-63,3,3,0) and D = -6885:
#
(1/3,-2)
(-48/191,1/2292)
(-20667/13769,3748604/489783)
(49/537,-7528/3759)
(-1/3,-1)
(3/49,-50/21)
(-121/483,124/1771)
(1/3,5/3)
(3,37/3)
(64/2547,-74507/20376)
(1/57,248/57)
(64/843,14071/6744)
(-1156/2037,-153581/69258)
(-1/3,4/3)
(-27/89,863/801)
(1587/12469,1426274/860361)
(4/27,-31/18)
(64/2547,24665/6792)
(-25/27,-508/135)
(-27/89,-620/801)
(25/63,194/105)
(3/49,341/147)
(1587/12469,-1535777/860361)
(-121/483,137/759)
(1/57,-83/19)
(2209/77697,12461152/3651759)
(100/2043,17671/6810)
(64/843,-4861/2248)
(4/3,-41/6)
(768/3841,-310913/184368)
(-48/191,575/2292)
(2209/77697,-4188325/1217253)
(100/2043,-54013/20430)
(-20667/13769,-21094145/3428481)
(4/27,85/54)
(3,-46/3)
(-1156/2037,9185/3298)
(-841/2997,24250/28971)
(4/3,11/2)
(-25/27,211/45)
(49/537,2395/1253)
(768/3841,274049/184368)
(-841/2997,-48361/86913)
(25/63,-101/45)
(1/1473,32639/1473)
(1/1473,-10880/491)
#
# (a,b,c,d) = (-1,7,9,0) and D = -6885:
#
(1/491,32636/4419)
(100/681,5557/6810)
(-1,0)
(100/681,-57013/61290)
(4/9,61/162)
(-25/9,-133/405)
(4761/12469,-1864286/2581083)
(2304/3841,163457/553104)
(-81/89,109/2403)
(4,-65/18)
(9/49,314/441)
(-144/191,1729/6876)
(9,-73/9)
(-1156/679,34533/23086)
(-121/161,4952/15939)
(1,2/9)
(1,-1)
(-62001/13769,41678477/10285443)
(-1,7/9)
(-62001/13769,-5655896/10285443)
(-841/999,16213/28971)
(49/179,-8557/11277)
(2304/3841,-421505/553104)
(4761/12469,1097765/2581083)
(4/9,-13/18)
(-121/161,485/1771)
(1/19,-28/19)
(9/49,-377/441)
(2209/25899,12149683/10955277)
(-841/999,24806/260739)
(4,1/2)
(-81/89,1592/2403)
(9,10/9)
(25/21,23/105)
(25/21,-1082/945)
(1/19,245/171)
(1/491,-3627/491)
(49/179,684/1253)
(64/281,12535/20232)
(-144/191,2303/6876)
(-1156/679,-35669/207774)
(2209/25899,-1430716/1217253)
(64/849,-76043/61128)
(64/849,8051/6792)
(64/281,-1791/2248)
(-25/9,112/45)
#
# (a,b,c,d) = (-215,1,2,0) and D = -6884:
#
#
# (a,b,c,d) = (-1721,0,1,0) and D = -6884:
#
#
# (a,b,c,d) = (-1720,1,1,0) and D = -6881:
#
(4/1985,-88443/3970)
(4/1985,17687/794)
#
# (a,b,c,d) = (-1720,0,1,0) and D = -6880:
#
(1/6,22/3)
(1/6,-22/3)
#
# (a,b,c,d) = (-215,0,2,0) and D = -6880:
#
(1/3,11/3)
(1/3,-11/3)
#
# (a,b,c,d) = (-1719,1,1,0) and D = -6877:
#
(1/207,-331/23)
(1/207,2978/207)
#
# (a,b,c,d) = (3,17,23,0) and D = -6877:
#
(1/9,121/207)
(1/9,-2/3)
#
# (a,b,c,d) = (-1719,0,1,0) and D = -6876:
#
#
# (a,b,c,d) = (-1718,1,1,0) and D = -6873:
#
(9/286,-2489/429)
(-225/1166,-132427/17490)
(144/1441,-90991/17292)
(-225/1166,67901/8745)
(144/1441,89263/17292)
(9/286,4951/858)
#
# (a,b,c,d) = (-1718,0,1,0) and D = -6872:
#
(1/43,-285/43)
(1/43,285/43)
#
# (a,b,c,d) = (-1717,1,1,0) and D = -6869:
#
(-4/7,-327/14)
(-4/7,335/14)
(16/3689,-224107/14756)
(16/3689,13179/868)
(1752976/6157025,-98545407631/8151901100)
(1752976/6157025,96224467407/8151901100)
(-196/1375,-100267/19250)
(-196/1375,103011/19250)
#
# (a,b,c,d) = (1,7,-1,-5) and D = -6868:
#
(1,0)
(-239/307,234/307)
#
# (a,b,c,d) = (-1717,0,1,0) and D = -6868:
#
#
# (a,b,c,d) = (-1716,1,1,0) and D = -6865:
#
(361/297414,81096778/2825433)
(361/297414,-4158985/144894)
#
# (a,b,c,d) = (-214,2,2,0) and D = -6864:
#
(-18/107,215/642)
(-18/107,-1/6)
#
# (a,b,c,d) = (-1716,0,1,0) and D = -6864:
#
(-9/107,-161/321)
(-9/107,161/321)
#
# (a,b,c,d) = (-1715,1,1,0) and D = -6861:
#
(1/31,-178/31)
(1/31,177/31)
#
# (a,b,c,d) = (-5,0,7,0) and D = -6860:
#
#
# (a,b,c,d) = (-1715,0,1,0) and D = -6860:
#
#
# (a,b,c,d) = (-1714,1,1,0) and D = -6857:
#
(1/2,-21)
(-6889/27412,-22948987/2275196)
(1/2,41/2)
(-6889/27412,11760387/1137598)
#
# (a,b,c,d) = (-1714,0,1,0) and D = -6856:
#
#
# (a,b,c,d) = (2,4,-7,-4) and D = -6856:
#
(-15978/10745,12113/21490)
(3,-1)
#
# (a,b,c,d) = (-1713,1,1,0) and D = -6853:
#
(-25/271,-2558/1355)
(-25/271,2683/1355)
#
# (a,b,c,d) = (-214,1,2,0) and D = -6852:
#
#
# (a,b,c,d) = (-1713,0,1,0) and D = -6852:
#
#
# (a,b,c,d) = (-1712,1,1,0) and D = -6849:
#
(-12321/134270,-13639684/7451985)
(-12321/134270,28646999/14903970)
#
# (a,b,c,d) = (1,2,-11,-3) and D = -6849:
#
(-89/133,333/133)
(1,0)
#
# (a,b,c,d) = (-1712,0,1,0) and D = -6848:
#
(-1/7,37/7)
(5476/98273,35074223/7272202)
(-1/7,-37/7)
(5476/98273,-35074223/7272202)
#
# (a,b,c,d) = (-214,0,2,0) and D = -6848:
#
(-2/7,-37/14)
(-2/7,37/14)
(10952/98273,35074223/14544404)
(10952/98273,-35074223/14544404)
#
# (a,b,c,d) = (-1711,1,1,0) and D = -6845:
#
(-1/11,-19/11)
(-1/11,20/11)
#
# (a,b,c,d) = (-1711,0,1,0) and D = -6844:
#
(-16/111,2375/444)
(-16/111,-2375/444)
#
# (a,b,c,d) = (-1710,1,1,0) and D = -6841:
#
#
# (a,b,c,d) = (-1710,0,1,0) and D = -6840:
#
#
# (a,b,c,d) = (-63,2,3,0) and D = -6840:
#
#
# (a,b,c,d) = (-1709,1,1,0) and D = -6837:
#
(25/169,-5678/845)
(-15625/149201,57535532/18650125)
(1/13,-63/13)
(-144/1703,13699/20436)
(1/13,62/13)
(-144/1703,-11971/20436)
(-15625/149201,-55582407/18650125)
(25/169,5553/845)
#
# (a,b,c,d) = (-1709,0,1,0) and D = -6836:
#
#
# (a,b,c,d) = (-1708,1,1,0) and D = -6833:
#
#
# (a,b,c,d) = (-213,2,2,0) and D = -6832:
#
(-2/3,-13/2)
(7569/1331,-7132984/115797)
(1/303,1243/101)
(-49/153,1151/357)
(1/303,-3730/303)
(-2/3,43/6)
(7569/1331,6474481/115797)
(-49/153,-3110/1071)
#
# (a,b,c,d) = (2,3,-8,-4) and D = -6832:
#
(1,1/2)
(155/193,53/193)
(-1,1/2)
(51/6283,-7985/12566)
(-3/4,1/2)
(-101/535,-289/535)
#
# (a,b,c,d) = (1,8,2,-4) and D = -6832:
#
(101/535,-679/1070)
(-155/193,261/386)
(-51/6283,-3967/6283)
(-1,1)
(1,0)
(3/4,1/8)
#
# (a,b,c,d) = (-1708,0,1,0) and D = -6832:
#
(-49/306,-6563/1071)
(1/606,-7459/303)
(7569/2662,13607465/115797)
(-1/3,-41/3)
(-1/3,41/3)
(7569/2662,-13607465/115797)
(1/606,7459/303)
(-49/306,6563/1071)
#
# (a,b,c,d) = (-1707,1,1,0) and D = -6829:
#
(169/1485,106211/19305)
(169/1485,-36136/6435)
#
# (a,b,c,d) = (-1707,0,1,0) and D = -6828:
#
#
# (a,b,c,d) = (-1706,1,1,0) and D = -6825:
#
#
# (a,b,c,d) = (-1706,0,1,0) and D = -6824:
#
#
# (a,b,c,d) = (-1705,1,1,0) and D = -6821:
#
(196/108665,-35822289/1521310)
(196/108665,7163909/304262)
#
# (a,b,c,d) = (-213,1,2,0) and D = -6820:
#
#
# (a,b,c,d) = (-1705,0,1,0) and D = -6820:
#
#
# (a,b,c,d) = (-1704,1,1,0) and D = -6817:
#
(-1/4,41/4)
(-1/4,-10)
#
# (a,b,c,d) = (-1704,0,1,0) and D = -6816:
#
(1/10,26/5)
(1/10,-26/5)
#
# (a,b,c,d) = (-213,0,2,0) and D = -6816:
#
(1/5,-13/5)
(1/5,13/5)
#
# (a,b,c,d) = (-63,1,3,0) and D = -6813:
#
#
# (a,b,c,d) = (-1703,1,1,0) and D = -6813:
#
#
# (a,b,c,d) = (-1703,0,1,0) and D = -6812:
#
(-196/199,-113203/2786)
(-196/199,113203/2786)
#
# (a,b,c,d) = (1,1,-12,1) and D = -6809:
#
(0,1)
(-31/39,14/39)
(3,1)
(15/13,-2/13)
(-47/123,-65/123)
(32298/3341,-7999/3341)
(-5007/3781,1516/3781)
(-8113/9,-2749/9)
(26/137,333/137)
(12439/12099,-620/12099)
(883/101,299/101)
(-122822/770783,481115/770783)
(20840021/11337651,6546401/11337651)
(-4,1)
(2/19,31/19)
(-8226/11507,-5089/11507)
(1,0)
(-9207/4181,-3244/4181)
(-3/11,-7/11)
(-19/111,-109/111)
#
# (a,b,c,d) = (-1702,1,1,0) and D = -6809:
#
(196/1145,-121031/16030)
(-38809/112360,158500723/11067460)
(529/12560,-1500533/288880)
(49/58,-7165/203)
(1/20,-99/20)
(-1625625/9092486,82036995713/11592919650)
(-49/332,-6311/1162)
(-1/8,35/8)
(16/169,-3467/676)
(36/265,9793/1590)
(18769/854848,-399374615/58557088)
(-25/106,-2489/265)
(-1625625/9092486,-39982161919/5796459825)
(1/34,101/17)
(1/34,-203/34)
(625/46814,-5078619/585175)
(16/169,3403/676)
(2209/32338,-196609/41078)
(2209/32338,155885/33041)
(-1/10,-13/5)
(1/20,49/10)
(49/58,13987/406)
(-38809/112360,-309356073/22134920)
(529/12560,744183/144440)
(-1/8,-17/4)
(4/1633,-65995/3266)
(18769/854848,21518321/3165248)
(196/1145,118287/16030)
(1936/5977,-3587389/262988)
(625/46814,10141613/1170350)
(36/265,-10009/1590)
(-25/106,5103/530)
(4/1633,2869/142)
(-49/332,12965/2324)
(-1/10,27/10)
(1936/5977,3502205/262988)
#
# (a,b,c,d) = (-1702,0,1,0) and D = -6808:
#
(-25/229,-3819/1145)
(-25/229,3819/1145)
#
# (a,b,c,d) = (-1701,1,1,0) and D = -6805:
#
#
# (a,b,c,d) = (1,0,-12,-2) and D = -6804:
#
(1,-6)
(1,0)
#
# (a,b,c,d) = (-1701,0,1,0) and D = -6804:
#
(-4/47,-71/94)
(-4/47,71/94)
(80656/45812545,310083490079/13010762780)
(80656/45812545,-310083490079/13010762780)
#
# (a,b,c,d) = (-63,0,3,0) and D = -6804:
#
(241968/45812545,-310083490079/39032288340)
(241968/45812545,310083490079/39032288340)
(-12/47,-71/282)
(-12/47,71/282)
#
# (a,b,c,d) = (-1700,1,1,0) and D = -6801:
#
#
# (a,b,c,d) = (-1700,0,1,0) and D = -6800:
#
(1/4,-21/2)
(1/4,21/2)
(-49/376,6059/1316)
(-49/376,-6059/1316)
#
# (a,b,c,d) = (-212,2,2,0) and D = -6800:
#
(1/2,-11/2)
(-49/188,-1429/658)
(1/2,5)
(-49/188,3201/1316)
#
# (a,b,c,d) = (-26,3,4,0) and D = -6800:
#
(-49/94,443/329)
(1,9/4)
(1,-3)
(-49/94,-2515/2632)
#
# (a,b,c,d) = (-1699,1,1,0) and D = -6797:
#
(-4/31,285/62)
(-4/31,-277/62)
#
# (a,b,c,d) = (-1699,0,1,0) and D = -6796:
#
(150544/737385,2489514421/286105380)
(-841/10035,-8248/291015)
(1/33,-194/33)
(150544/737385,-2489514421/286105380)
(-841/10035,8248/291015)
(1/33,194/33)
#
# (a,b,c,d) = (-1698,1,1,0) and D = -6793:
#
(-1/6,-19/3)
(5929/82812,15066971/3188262)
(-1/6,13/2)
(5929/82812,-10196825/2125508)
#
# (a,b,c,d) = (-1698,0,1,0) and D = -6792:
#
#
# (a,b,c,d) = (-1697,1,1,0) and D = -6789:
#
(1/19,92/19)
(1/19,-93/19)
#
# (a,b,c,d) = (-212,1,2,0) and D = -6788:
#
(-2209/13064,48669/153502)
(1/4,23/8)
(1/4,-3)
(-2209/13064,-285529/1228016)
#
# (a,b,c,d) = (-1697,0,1,0) and D = -6788:
#
(1/8,47/8)
(-2209/26128,-674881/1228016)
(1/8,-47/8)
(-2209/26128,674881/1228016)
#
# (a,b,c,d) = (-1696,1,1,0) and D = -6785:
#
#
# (a,b,c,d) = (-212,0,2,0) and D = -6784:
#
#
# (a,b,c,d) = (-1696,0,1,0) and D = -6784:
#
#
# (a,b,c,d) = (-1695,1,1,0) and D = -6781:
#
(1/3,-14)
(1/3,41/3)
#
# (a,b,c,d) = (-1695,0,1,0) and D = -6780:
#
#
# (a,b,c,d) = (-62,3,3,0) and D = -6777:
#
(1/4,3/2)
(-169/584,3489/3796)
(1/4,-7/4)
(-169/584,-4781/7592)
#
# (a,b,c,d) = (-1694,1,1,0) and D = -6777:
#
(1/12,-59/12)
(1/12,29/6)
(-169/1752,-51817/22776)
(-169/1752,27007/11388)
#
# (a,b,c,d) = (-1694,0,1,0) and D = -6776:
#
(9/715,-1741/195)
(1/11,5)
(4/137,1637/274)
(784/737,-82157/1876)
(-100/1111,-1633/1010)
(-100/1111,1633/1010)
(1/11,-5)
(784/737,82157/1876)
(4/137,-1637/274)
(9/715,1741/195)
(-961/3685,109597/10385)
(-961/3685,-109597/10385)
#
# (a,b,c,d) = (1,10,11,0) and D = -6776:
#
(-961/335,3578/10385)
(9/65,-1876/2145)
(44/137,-2077/3014)
(44/137,1197/3014)
(-961/335,258552/114235)
(784/67,-27603/20636)
(-100/101,3367/11110)
(784/67,-17447/1876)
(9/65,146/195)
(1,-10/11)
(1,0)
(-100/101,603/1010)
#
# (a,b,c,d) = (-1693,1,1,0) and D = -6773:
#
(1/29,161/29)
(1/29,-162/29)
#
# (a,b,c,d) = (-1693,0,1,0) and D = -6772:
#
#
# (a,b,c,d) = (-1692,1,1,0) and D = -6769:
#
(361/30,278729/570)
(-9/80,863/240)
(2500/24921,-6536969/1246050)
(2500/24921,712441/138450)
(-9/80,-209/60)
(361/30,-47598/95)
#
# (a,b,c,d) = (-211,2,2,0) and D = -6768:
#
(-2/11,-17/22)
(-2/11,21/22)
#
# (a,b,c,d) = (-1692,0,1,0) and D = -6768:
#
(-1/11,-19/11)
(-1/11,19/11)
#
# (a,b,c,d) = (-1691,1,1,0) and D = -6765:
#
(4,325/2)
(-144/1679,18665/20148)
(-1731856/865919,94864577247/1139549404)
(4,-333/2)
(-1731856/865919,-92585454751/1139549404)
(-144/1679,-16937/20148)
#
# (a,b,c,d) = (-1691,0,1,0) and D = -6764:
#
(-289/455,201798/7735)
(-289/455,-201798/7735)
#
# (a,b,c,d) = (-1690,1,1,0) and D = -6761:
#
(104329/231752,-703379559/37427948)
(104329/231752,1373060851/74855896)
(9/82,661/123)
(9/82,-1349/246)
#
# (a,b,c,d) = (-1690,0,1,0) and D = -6760:
#
(-4/39,17/6)
(1444/10569,192601/30894)
(225/559,10721/645)
(-1/9,31/9)
(-1/9,-31/9)
(576/2041,-44287/3768)
(576/2041,44287/3768)
(225/559,-10721/645)
(1444/10569,-192601/30894)
(-4/39,-17/6)
(1/39,19/3)
(1/39,-19/3)
#
# (a,b,c,d) = (2,12,13,0) and D = -6760:
#
(-13/9,109/117)
(576/157,-38657/48984)
(225/43,-30971/8385)
(-13/9,47/117)
(-4/3,5/6)
(225/43,-733/645)
(1/3,1/3)
(1/3,-25/39)
(-4/3,31/78)
(1444/813,-40141/30894)
(1444/813,-136631/401622)
(576/157,-9787/3768)
#
# (a,b,c,d) = (-1689,1,1,0) and D = -6757:
#
(-121/567,53678/6237)
(-121/567,-17449/2079)
#
# (a,b,c,d) = (-211,1,2,0) and D = -6756:
#
(-1,-10)
(-1,21/2)
(1681/3380,704393/138580)
(1681/3380,-1477707/277160)
#
# (a,b,c,d) = (-1689,0,1,0) and D = -6756:
#
(-1/2,-41/2)
(1681/6760,2886493/277160)
(1681/6760,-2886493/277160)
(-1/2,41/2)
#
# (a,b,c,d) = (-1688,1,1,0) and D = -6753:
#
(-4/47,69/94)
(-4/47,-61/94)
#
# (a,b,c,d) = (-1688,0,1,0) and D = -6752:
#
#
# (a,b,c,d) = (-211,0,2,0) and D = -6752:
#
#
# (a,b,c,d) = (-1687,1,1,0) and D = -6749:
#
#
# (a,b,c,d) = (-1687,0,1,0) and D = -6748:
#
#
# (a,b,c,d) = (-1686,1,1,0) and D = -6745:
#
(1/96,941/96)
(1/96,-157/16)
#
# (a,b,c,d) = (-1686,0,1,0) and D = -6744:
#
#
# (a,b,c,d) = (-1685,1,1,0) and D = -6741:
#
(-1/5,8)
(-1/5,-39/5)
#
# (a,b,c,d) = (-1685,0,1,0) and D = -6740:
#
#
# (a,b,c,d) = (-1684,1,1,0) and D = -6737:
#
(-4/47,-59/94)
(-4/47,67/94)
#
# (a,b,c,d) = (-1684,0,1,0) and D = -6736:
#
#
# (a,b,c,d) = (-210,2,2,0) and D = -6736:
#
#
# (a,b,c,d) = (-1683,1,1,0) and D = -6733:
#
#
# (a,b,c,d) = (-62,2,3,0) and D = -6732:
#
#
# (a,b,c,d) = (-1683,0,1,0) and D = -6732:
#
#
# (a,b,c,d) = (-1682,1,1,0) and D = -6729:
#
#
# (a,b,c,d) = (-1682,0,1,0) and D = -6728:
#
(-900/10199,406549/305970)
(-4/23,-309/46)
(-1,41)
(1/7,45/7)
(-1,-41)
(1/7,-45/7)
(-4/23,309/46)
(-900/10199,-406549/305970)
#
# (a,b,c,d) = (2,2,-9,-1) and D = -6728:
#
(39/40,17/40)
(413223210/203074681,-150872611/203074681)
(-1/2,1/2)
(-201/166,89/166)
(26/33,5/33)
(229/52,131/52)
(0,-1)
(-854/263,327/263)
#
# (a,b,c,d) = (-13,3,5,0) and D = -6725:
#
(1,7/5)
(-289/533,7360/9061)
(1,-2)
(-289/533,-1697/3485)
#
# (a,b,c,d) = (-1681,1,1,0) and D = -6725:
#
(1/5,42/5)
(1/5,-43/5)
(-289/2665,-144696/45305)
(-289/2665,3649/1105)
#
# (a,b,c,d) = (0,2,41,0) and D = -6724:
#
#
# (a,b,c,d) = (20,81,82,0) and D = -6724:
#
#
# (a,b,c,d) = (0,1,82,0) and D = -6724:
#
#
# (a,b,c,d) = (-1681,0,1,0) and D = -6724:
#
#
# (a,b,c,d) = (-210,1,2,0) and D = -6724:
#
#
# (a,b,c,d) = (-1680,1,1,0) and D = -6721:
#
(1024/3345,268133/21408)
(1024/3345,-457811/35680)
#
# (a,b,c,d) = (-26,2,4,0) and D = -6720:
#
(1/4,-5/4)
(25/274,-4643/2740)
(-9/26,-1/6)
(-26896/13439,-20340127/4407992)
(25/274,2259/1370)
(-361/584,-14377/11096)
(4,-45/4)
(-361/584,35613/22192)
(-26896/13439,24751071/4407992)
(1/4,9/8)
(-9/26,53/156)
(4,37/4)
(7569/219466,3943837/1468734)
(7569/219466,-103198265/38187084)
#
# (a,b,c,d) = (-210,0,2,0) and D = -6720:
#
(-13448/13439,22545599/2203996)
(1/8,19/8)
(25/548,9161/2740)
(-361/1168,-64367/22192)
(2,-41/2)
(-9/52,-79/156)
(2,41/2)
(7569/438932,-205738027/38187084)
(-9/52,79/156)
(25/548,-9161/2740)
(1/8,-19/8)
(-13448/13439,-22545599/2203996)
(7569/438932,205738027/38187084)
(-361/1168,64367/22192)
#
# (a,b,c,d) = (-1680,0,1,0) and D = -6720:
#
(-6724/13439,-22545599/1101998)
(25/1096,9161/1370)
(1/16,-19/4)
(1,-41)
(7569/877864,-205738027/19093542)
(-361/2336,64367/11096)
(-361/2336,-64367/11096)
(7569/877864,205738027/19093542)
(1,41)
(1/16,19/4)
(25/1096,-9161/1370)
(-9/104,-79/78)
(-6724/13439,22545599/1101998)
(-9/104,79/78)
#
# (a,b,c,d) = (-3,3,8,0) and D = -6720:
#
(25/137,-596/685)
(8,-53/8)
(1/2,1/2)
(7569/109733,-12982096/9546771)
(-361/292,5309/5548)
(8,29/8)
(-53792/13439,29162015/8815984)
(-53792/13439,-15929183/8815984)
(25/137,4393/5480)
(-361/292,-21895/44384)
(7569/109733,101881259/76374168)
(-9/13,10/39)
(-9/13,1/312)
(1/2,-11/16)
#
# (a,b,c,d) = (-1679,1,1,0) and D = -6717:
#
(1/1207,41933/1207)
(1/1207,-41934/1207)
#
# (a,b,c,d) = (-1679,0,1,0) and D = -6716:
#
#
# (a,b,c,d) = (-1678,1,1,0) and D = -6713:
#
(1/14,-67/14)
(1/14,33/7)
(-361/3052,114105/28994)
(-361/3052,-221351/57988)
#
# (a,b,c,d) = (-4,5,7,0) and D = -6713:
#
(-361/436,-3741/14497)
(-361/436,7037/8284)
(1/2,1/2)
(1/2,-6/7)
#
# (a,b,c,d) = (-1678,0,1,0) and D = -6712:
#
#
# (a,b,c,d) = (-1677,1,1,0) and D = -6709:
#
(25/23349,-27658/905)
(25/23349,3567757/116745)
#
# (a,b,c,d) = (-1677,0,1,0) and D = -6708:
#
#
# (a,b,c,d) = (-62,1,3,0) and D = -6705:
#
(-4/13,77/78)
(85264/1325363,884031925/387005996)
(-4/13,-23/26)
(1323/2116,377567/133308)
(6889/368,-8089277/91632)
(27/514,-5873/2313)
(1/8,-7/4)
(-211600/343957,-1232936789/474660660)
(1/2,-5/2)
(1/8,41/24)
(-211600/343957,443424263/158220220)
(1323/2116,-202675/66654)
(6889/368,1252915/15272)
(27/514,11665/4626)
(1/2,7/3)
(85264/1325363,-2676992863/1161017988)
#
# (a,b,c,d) = (-1676,1,1,0) and D = -6705:
#
(441/2116,96707/11109)
(1/6,43/6)
(6889/1104,23124257/91632)
(441/2116,-396089/44436)
(9/514,-11719/1542)
(-211600/1031871,-3796146367/474660660)
(1/24,31/6)
(6889/1104,-5924011/22908)
(-211600/1031871,3893482367/474660660)
(-4/39,223/78)
(9/514,5846/771)
(1/24,-125/24)
(1/6,-22/3)
(85264/3976089,7981184413/1161017988)
(-4/39,-215/78)
(85264/3976089,-8006081501/1161017988)
#
# (a,b,c,d) = (-209,2,2,0) and D = -6704:
#
(-1/5,7/5)
(-1/5,-6/5)
#
# (a,b,c,d) = (-1676,0,1,0) and D = -6704:
#
(-1/10,-13/5)
(-1/10,13/5)
#
# (a,b,c,d) = (-1675,1,1,0) and D = -6701:
#
(-1/7,37/7)
(-1/7,-36/7)
#
# (a,b,c,d) = (-1675,0,1,0) and D = -6700:
#
#
# (a,b,c,d) = (-1674,1,1,0) and D = -6697:
#
#
# (a,b,c,d) = (-62,0,3,0) and D = -6696:
#
#
# (a,b,c,d) = (-1674,0,1,0) and D = -6696:
#
#
# (a,b,c,d) = (-1673,1,1,0) and D = -6693:
#
(-1/11,-18/11)
(-1/11,19/11)
#
# (a,b,c,d) = (-1673,0,1,0) and D = -6692:
#
(-1681/6688,2765461/274208)
(-1369/1672,-2070697/61864)
(25/844,-25047/4220)
(-1681/6688,-2765461/274208)
(-4/47,57/94)
(3025/47854,-12485817/2631970)
(-157609/1667237,-1384045158/661893089)
(1/2,41/2)
(1/2,-41/2)
(-157609/1667237,1384045158/661893089)
(3025/47854,12485817/2631970)
(-4/47,-57/94)
(1/22,111/22)
(25/844,25047/4220)
(5776/5015417,-11232104269/381171692)
(-1369/1672,2070697/61864)
(1/22,-111/22)
(5776/5015417,11232104269/381171692)
#
# (a,b,c,d) = (-209,1,2,0) and D = -6692:
#
(-1681/3344,-61285/12464)
(3025/23927,-3163048/1315985)
(-1369/836,-505011/30932)
(-315218/1667237,-120134035/120344198)
(-8/47,-49/188)
(1/11,5/2)
(-8/47,65/188)
(25/422,-6293/2110)
(25/422,12461/4220)
(1/11,-28/11)
(3025/23927,6159721/2631970)
(-1681/3344,74589/14432)
(1,-21/2)
(1,10)
(11552/5015417,11231665293/762343384)
(-315218/1667237,1446615931/1323786178)
(-1369/836,5075/296)
(11552/5015417,-1021140295/69303944)
#
# (a,b,c,d) = (-1672,1,1,0) and D = -6689:
#
#
# (a,b,c,d) = (-209,0,2,0) and D = -6688:
#
(289/1359,61460/23103)
(-169/999,2429/12987)
(289/1359,-61460/23103)
(2/9,49/18)
(2/9,-49/18)
(-169/999,-2429/12987)
#
# (a,b,c,d) = (-1672,0,1,0) and D = -6688:
#
(-169/1998,-4858/12987)
(1/9,49/9)
(289/2718,-122920/23103)
(289/2718,122920/23103)
(1/9,-49/9)
(-169/1998,4858/12987)
#
# (a,b,c,d) = (1,5,-7,-4) and D = -6685:
#
(3,2)
(115/11,-19/11)
(-2319/4531,4145/4531)
(-233/457,414/457)
(-2,9/2)
(894/895,973/1790)
(29/35,9/35)
(-309507/580993,-331825/580993)
(-919/4906,-10955/19624)
(1/5,-4/5)
(1,0)
#
# (a,b,c,d) = (-1671,1,1,0) and D = -6685:
#
(196/1401,-125201/19614)
(-9/89,730/267)
(-9/89,-703/267)
(1/51,-367/51)
(-25/111,1679/185)
(18769/10431,-35470121/476349)
(4/81,-803/162)
(18769/10431,103839010/1429047)
(-16/159,-1649/636)
(4/81,265/54)
(196/1401,40819/6538)
(-25/111,-4912/555)
(1/51,122/17)
(-16/159,571/212)
#
# (a,b,c,d) = (-1671,0,1,0) and D = -6684:
#
#
# (a,b,c,d) = (-1670,1,1,0) and D = -6681:
#
(-16641/100880,8274547/1301352)
(-16641/100880,-80598781/13013520)
#
# (a,b,c,d) = (1,4,-9,-3) and D = -6681:
#
(1,0)
(-145/371,387/371)
#
# (a,b,c,d) = (-1670,0,1,0) and D = -6680:
#
(-36/119,-8731/714)
(-36/119,8731/714)
#
# (a,b,c,d) = (-1669,1,1,0) and D = -6677:
#
(4/89,-905/178)
(4/89,897/178)
#
# (a,b,c,d) = (-1669,0,1,0) and D = -6676:
#
#
# (a,b,c,d) = (-1668,1,1,0) and D = -6673:
#
#
# (a,b,c,d) = (-1668,0,1,0) and D = -6672:
#
(70225/667264,-467640919/88412480)
(289/6928,305281/58888)
(-36/23,8821/138)
(1/112,-593/56)
(289/6928,-305281/58888)
(-36/23,-8821/138)
(-25/296,-179/740)
(70225/667264,467640919/88412480)
(-1/8,-17/4)
(1/112,593/56)
(-1/8,17/4)
(-25/296,179/740)
#
# (a,b,c,d) = (-208,2,2,0) and D = -6672:
#
(-25/148,38/185)
(289/3464,18773/7361)
(289/3464,-155097/58888)
(70225/333632,224515647/88412480)
(-1/4,-2)
(70225/333632,-2337743/850120)
(1/56,-297/56)
(1/56,37/7)
(-1/4,9/4)
(-25/148,-27/740)
(-72/23,-8389/276)
(-72/23,9253/276)
#
# (a,b,c,d) = (-26,1,4,0) and D = -6672:
#
(1/28,-297/112)
(-25/74,-27/1480)
(-1/2,-1)
(-144/23,9253/552)
(70225/166816,-2337743/1700240)
(1/28,37/14)
(-144/23,-8389/552)
(-1/2,9/8)
(289/1732,18773/14722)
(70225/166816,224515647/176824960)
(-25/74,19/185)
(289/1732,-155097/117776)
#
# (a,b,c,d) = (1,0,-12,-3) and D = -6669:
#
(-723388/449501,242953/449501)
(-4093/7811,15628/7811)
(-256/311,-117/311)
(-1/2,1/2)
(391/166,105/166)
(1,-4)
(-317/124,-91/124)
(1,0)
(-5041/206,-1407/206)
(-2/13,-7/13)
(10,-3)
#
# (a,b,c,d) = (-61,3,3,0) and D = -6669:
#
(3/25,127/75)
(27/55,-1297/495)
(49/257,-3014/1799)
(49/257,2671/1799)
(-16/61,-1/4)
(206116/31192139,-100626636989/14161231106)
(75/1369,-51472/20535)
(-1,-4)
(27/55,1054/495)
(75/1369,50347/20535)
(-1,5)
(-16/61,125/244)
(3/25,-136/75)
(206116/31192139,100533060325/14161231106)
#
# (a,b,c,d) = (-1667,1,1,0) and D = -6669:
#
(49/771,25411/5397)
(9/55,1162/165)
(206116/93576417,905171849581/42483693318)
(25/1369,-50972/6845)
(1/25,-132/25)
(-1/3,41/3)
(-16/183,-805/732)
(-16/183,869/732)
(25/1369,50847/6845)
(49/771,-25754/5397)
(9/55,-1189/165)
(1/25,131/25)
(206116/93576417,-905265426245/42483693318)
(-1/3,-40/3)
#
# (a,b,c,d) = (-1667,0,1,0) and D = -6668:
#
(1/53,388/53)
(602176/7183673,-27105689197/5574530248)
(1/53,-388/53)
(602176/7183673,27105689197/5574530248)
#
# (a,b,c,d) = (-1666,1,1,0) and D = -6665:
#
(-2808976/32152159,-58414174353/53887018484)
(-2808976/32152159,63122018129/53887018484)
(4/41,415/82)
(4/41,-423/82)
#
# (a,b,c,d) = (-1666,0,1,0) and D = -6664:
#
(1/15,-71/15)
(1/15,71/15)
(-20164/149295,101641177/21199890)
(-20164/149295,-101641177/21199890)
#
# (a,b,c,d) = (-1665,1,1,0) and D = -6661:
#
#
# (a,b,c,d) = (-208,1,2,0) and D = -6660:
#
#
# (a,b,c,d) = (-1665,0,1,0) and D = -6660:
#
#
# (a,b,c,d) = (-1664,1,1,0) and D = -6657:
#
(9/4,-1115/12)
(9/4,272/3)
(729/4342,842581/117234)
(729/4342,-33164/4509)
#
# (a,b,c,d) = (-25,4,4,0) and D = -6656:
#
(-1,3)
(-1,-2)
(100/209,-6927/4180)
(100/209,4927/4180)
#
# (a,b,c,d) = (-208,0,2,0) and D = -6656:
#
(-1/2,5)
(50/209,-5927/2090)
(-1/2,-5)
(50/209,5927/2090)
#
# (a,b,c,d) = (-26,0,4,0) and D = -6656:
#
(-1,-5/2)
(-1,5/2)
(100/209,-5927/4180)
(100/209,5927/4180)
#
# (a,b,c,d) = (-1664,0,1,0) and D = -6656:
#
(-1/4,10)
(-1/4,-10)
(25/209,5927/1045)
(25/209,-5927/1045)
#
# (a,b,c,d) = (-1663,1,1,0) and D = -6653:
#
#
# (a,b,c,d) = (-1663,0,1,0) and D = -6652:
#
(9025/44541,36205286/4231395)
(9025/44541,-36205286/4231395)
(-36/287,7345/1722)
(-36/287,-7345/1722)
#
# (a,b,c,d) = (-1662,1,1,0) and D = -6649:
#
#
# (a,b,c,d) = (-1662,0,1,0) and D = -6648:
#
#
# (a,b,c,d) = (-1661,1,1,0) and D = -6645:
#
#
# (a,b,c,d) = (-1661,0,1,0) and D = -6644:
#
(-49/325,-12692/2275)
(-49/325,12692/2275)
#
# (a,b,c,d) = (-1660,1,1,0) and D = -6641:
#
(-25/226,3857/1130)
(-25/226,-1866/565)
#
# (a,b,c,d) = (-207,2,2,0) and D = -6640:
#
(-1/3,10/3)
(722/5061,147351/64106)
(-1/3,-3)
(722/5061,-469489/192318)
#
# (a,b,c,d) = (-1660,0,1,0) and D = -6640:
#
(-1/6,-19/3)
(-1/6,19/3)
(361/5061,455771/96159)
(361/5061,-455771/96159)
#
# (a,b,c,d) = (1,6,-4,-5) and D = -6637:
#
(-68/31,57/155)
(-313/622,-395/622)
(-2,3)
(67/34,57/34)
(2955209/1116608,-431613/1116608)
(-13/19,16/19)
(12363/9272,-94787/46360)
(-17/19,6/19)
(13,-2)
(-3896/6059,3065/6059)
(3/4,1/4)
(2314/2413,-3641/2413)
(107/404,-1443/2020)
(370929/361513,1436204/1807565)
(2157480337/232007704,1859041947/232007704)
(78359/76712,60573/76712)
(-20897/13243,-18438/13243)
(1,0)
#
# (a,b,c,d) = (-1659,1,1,0) and D = -6637:
#
(4/209,3035/418)
(-474721/2197503,1868931308/216297081)
(-225/1331,-126928/19965)
(4/209,-3043/418)
(1/21,-5)
(25/41,5036/205)
(115600/13099121,6773805583/636243020)
(-1/9,-10/3)
(1/21,104/21)
(4/33,-127/22)
(-256/847,167063/13552)
(-225/1331,130303/19965)
(-474721/2197503,-4251812129/504693189)
(5329/52877,19779079/3860021)
(-256/847,-23281/1936)
(115600/13099121,-47455943081/4453701140)
(4/33,373/66)
(3721/126027,15190606/2562549)
(1/167,2158/167)
(-1/9,31/9)
(5329/52877,-20168096/3860021)
(25/41,-5161/205)
(1/167,-2159/167)
(3721/126027,-45798799/7687647)
#
# (a,b,c,d) = (-1659,0,1,0) and D = -6636:
#
(4/25,-349/50)
(4/25,349/50)
#
# (a,b,c,d) = (-1658,1,1,0) and D = -6633:
#
(1/4,-21/2)
(-6889/52808,-19585795/4383064)
(1/4,41/4)
(-6889/52808,10078791/2191532)
#
# (a,b,c,d) = (-1658,0,1,0) and D = -6632:
#
#
# (a,b,c,d) = (-1657,1,1,0) and D = -6629:
#
(4/65,-621/130)
(4/65,613/130)
#
# (a,b,c,d) = (-207,1,2,0) and D = -6628:
#
#
# (a,b,c,d) = (-1657,0,1,0) and D = -6628:
#
#
# (a,b,c,d) = (-1656,1,1,0) and D = -6625:
#
#
# (a,b,c,d) = (-12,5,5,0) and D = -6625:
#
#
# (a,b,c,d) = (-7,4,6,0) and D = -6624:
#
#
# (a,b,c,d) = (-207,0,2,0) and D = -6624:
#
#
# (a,b,c,d) = (-1656,0,1,0) and D = -6624:
#
#
# (a,b,c,d) = (-61,2,3,0) and D = -6624:
#
#
# (a,b,c,d) = (-1655,1,1,0) and D = -6621:
#
#
# (a,b,c,d) = (-1655,0,1,0) and D = -6620:
#
(-1/11,18/11)
(-1/11,-18/11)
#
# (a,b,c,d) = (-1654,1,1,0) and D = -6617:
#
#
# (a,b,c,d) = (-1654,0,1,0) and D = -6616:
#
(-6724/39615,-20991839/3248430)
(-6724/39615,20991839/3248430)
(1/3,-41/3)
(1/3,41/3)
#
# (a,b,c,d) = (2,3,-8,-3) and D = -6616:
#
(-4/3,5/9)
(5/6,1/3)
(-32576/47793,23357/47793)
#
# (a,b,c,d) = (-1653,1,1,0) and D = -6613:
#
(1/87,-271/29)
(1/87,28/3)
#
# (a,b,c,d) = (-1653,0,1,0) and D = -6612:
#
(-36/407,-3115/2442)
(-36/407,3115/2442)
#
# (a,b,c,d) = (-1652,1,1,0) and D = -6609:
#
(-10609/122180,12751923/12584540)
(1/10,51/10)
(1/10,-26/5)
(-10609/122180,-2914799/3146135)
#
# (a,b,c,d) = (-1652,0,1,0) and D = -6608:
#
(25/29,5083/145)
(25/29,-5083/145)
#
# (a,b,c,d) = (-206,2,2,0) and D = -6608:
#
(50/29,4833/290)
(50/29,-5333/290)
#
# (a,b,c,d) = (-1651,1,1,0) and D = -6605:
#
#
# (a,b,c,d) = (-1651,0,1,0) and D = -6604:
#
(100/4209,-276073/42090)
(100/4209,276073/42090)
#
# (a,b,c,d) = (1,3,-10,-3) and D = -6601:
#
(-88/57,-43/57)
(46,21)
(-1,1/3)
(-17/93,-154/279)
(-73/17,15/17)
(-4/9,13/9)
(1/7,-19/21)
(-3434/2967,-1813/2967)
(17504/32849,-65379/32849)
(-523/203,111/203)
(1,0)
(-29378081/82285713,63970918/82285713)
(-2/3,7/3)
#
# (a,b,c,d) = (-1650,1,1,0) and D = -6601:
#
(-1/10,13/5)
(-1/10,-5/2)
(-29929/132660,9422711/1043190)
(2277081/32969920,-236926762579/49751609280)
(25/564,-14387/2820)
(-19210689/14426180,3462158869937/63229946940)
(-484/2455,84085/10802)
(25/564,2377/470)
(1369/54534,-2154259/336293)
(2277081/32969920,23349064735/4975160928)
(36/121,797/66)
(289/15780,132655/17884)
(-961/11280,12415/23312)
(289/15780,-997369/134130)
(1369/54534,12874901/2017758)
(100/15089,1853437/150890)
(-346921/3815944,-322722383/204326456)
(36/121,-8983/726)
(-961/11280,-78217/174840)
(1/18,-29/6)
(100/15089,-1854437/150890)
(-19210689/14426180,-337795842005/6322994694)
(1369/8150,43199/6031)
(1/8,-47/8)
(1369/8150,-2210603/301550)
(-346921/3815944,1877141341/1123795508)
(-169/1468,-68197/19084)
(1/18,43/9)
(-29929/132660,-13474795/1530012)
(-169/1468,35197/9542)
(-484/2455,-409777/54010)
(1/8,23/4)
#
# (a,b,c,d) = (-13,2,5,0) and D = -6600:
#
#
# (a,b,c,d) = (-1650,0,1,0) and D = -6600:
#
#
# (a,b,c,d) = (-61,1,3,0) and D = -6597:
#
#
# (a,b,c,d) = (-1649,1,1,0) and D = -6597:
#
#
# (a,b,c,d) = (-1649,0,1,0) and D = -6596:
#
(9/259,4310/777)
(1/98,-971/98)
(1/98,971/98)
(9/259,-4310/777)
(1/140,1657/140)
(1/140,-1657/140)
#
# (a,b,c,d) = (-206,1,2,0) and D = -6596:
#
(1/70,-829/140)
(1/70,207/35)
(18/259,-4337/1554)
(1/49,-243/49)
(1/49,485/98)
(18/259,4283/1554)
#
# (a,b,c,d) = (-1648,1,1,0) and D = -6593:
#
(-1/2,-20)
(-1/2,41/2)
#
# (a,b,c,d) = (-1648,0,1,0) and D = -6592:
#
(1/17,-81/17)
(1/17,81/17)
#
# (a,b,c,d) = (-206,0,2,0) and D = -6592:
#
(2/17,81/34)
(2/17,-81/34)
#
# (a,b,c,d) = (-1647,1,1,0) and D = -6589:
#
#
# (a,b,c,d) = (-61,0,3,0) and D = -6588:
#
(12/97,1009/582)
(3/13,-62/39)
(3/13,62/39)
(-75/119,-4904/1785)
(12/97,-1009/582)
(-75/119,4904/1785)
#
# (a,b,c,d) = (-1647,0,1,0) and D = -6588:
#
(1/13,-62/13)
(4/97,-1009/194)
(-25/119,-4904/595)
(1/13,62/13)
(4/97,1009/194)
(-25/119,4904/595)
#
# (a,b,c,d) = (1,6,-3,-6) and D = -6588:
#
(-7/5,3/10)
(-7/8,15/16)
(-343/59,-597/118)
(50833/32665,43134/32665)
(1,0)
(-37/11,6/11)
#
# (a,b,c,d) = (-1646,1,1,0) and D = -6585:
#
#
# (a,b,c,d) = (-1646,0,1,0) and D = -6584:
#
(2209/74563,-20791491/3504461)
(16/145,-3129/580)
(-851929/4057717,30837264791/3745272791)
(676/7385,-954589/192010)
(1/59,455/59)
(36/337,10727/2022)
(178084/1039745,-3228036097/438772390)
(81/3427,-202787/30843)
(-1/5,39/5)
(16/10817,1125023/43268)
(16/10817,-1125023/43268)
(81/3427,202787/30843)
(178084/1039745,3228036097/438772390)
(1/59,-455/59)
(676/7385,954589/192010)
(-69622336/819854215,2101238777651/6840863569960)
(16/145,3129/580)
(2209/74563,20791491/3504461)
(1/35,211/35)
(828100/11340449,48919935793/10319808590)
(47089/3555995,6718465543/771650915)
(1024/5713,1397799/182816)
(-5625/20069,16878079/1505175)
(-121/461,-53085/5071)
(-4/47,39/94)
(-69622336/819854215,-2101238777651/6840863569960)
(-1/5,-39/5)
(-851929/4057717,-30837264791/3745272791)
(-4/47,-39/94)
(-121/461,53085/5071)
(-5625/20069,-16878079/1505175)
(1024/5713,-1397799/182816)
(47089/3555995,-6718465543/771650915)
(828100/11340449,-48919935793/10319808590)
(1/35,-211/35)
(36/337,-10727/2022)
#
# (a,b,c,d) = (1,6,-5,-4) and D = -6584:
#
(-11/13,4/13)
(10,-3/2)
(593/713,84/713)
(249/169,-490/169)
(-1/8,-19/32)
(-6/11,17/22)
(-20697/18407,-18848/18407)
(473/527,1323/2108)
(-2/3,7/6)
(3161/4929,-6686/4929)
(3455/4304,8301/17216)
(-30803/35653,10818/35653)
(1,3/4)
(-1075/5382,-12617/21528)
(1,0)
(11764471/9255016,37959765/37020064)
(1,-2)
(-86201/36639,-74092/36639)
(-9839/3841,-8442/3841)
#
# (a,b,c,d) = (-1645,1,1,0) and D = -6581:
#
#
# (a,b,c,d) = (-1645,0,1,0) and D = -6580:
#
#
# (a,b,c,d) = (-1644,1,1,0) and D = -6577:
#
(-169/222,45062/1443)
(-169/222,-29309/962)
#
# (a,b,c,d) = (-205,2,2,0) and D = -6576:
#
#
# (a,b,c,d) = (-1644,0,1,0) and D = -6576:
#
#
# (a,b,c,d) = (-1643,1,1,0) and D = -6573:
#
(9,1081/3)
(9,-1108/3)
#
# (a,b,c,d) = (-1643,0,1,0) and D = -6572:
#
#
# (a,b,c,d) = (-1642,1,1,0) and D = -6569:
#
(1/32,-93/16)
(137641/628160,-2153963309/233047360)
(1/32,185/32)
(137641/628160,1051449249/116523680)
#
# (a,b,c,d) = (-1642,0,1,0) and D = -6568:
#
#
# (a,b,c,d) = (-1641,1,1,0) and D = -6565:
#
(-1,41)
(-1,-40)
#
# (a,b,c,d) = (-1641,0,1,0) and D = -6564:
#
#
# (a,b,c,d) = (-205,1,2,0) and D = -6564:
#
#
# (a,b,c,d) = (0,1,81,0) and D = -6561:
#
#
# (a,b,c,d) = (2,15,27,0) and D = -6561:
#
#
# (a,b,c,d) = (3,0,-9,-3) and D = -6561:
#
#
# (a,b,c,d) = (-2,3,9,0) and D = -6561:
#
#
# (a,b,c,d) = (0,9,9,0) and D = -6561:
#
#
# (a,b,c,d) = (0,3,27,0) and D = -6561:
#
#
# (a,b,c,d) = (-1640,1,1,0) and D = -6561:
#
#
# (a,b,c,d) = (-60,3,3,0) and D = -6561:
#
#
# (a,b,c,d) = (4,21,27,0) and D = -6561:
#
#
# (a,b,c,d) = (-1640,0,1,0) and D = -6560:
#
(-9/86,-374/129)
(-9/86,374/129)
#
# (a,b,c,d) = (-205,0,2,0) and D = -6560:
#
(-9/43,187/129)
(-9/43,-187/129)
#
# (a,b,c,d) = (1,4,-8,-5) and D = -6557:
#
(-22/17,-13/17)
(42002/18737,22451/18737)
(-1/2,-1/2)
(96332/108777,19171/108777)
(-1459/348,277/348)
(-4116912/3676679,1194701/3676679)
(-104/193,567/965)
(-4/3,1/3)
(3967/11662,-10385/11662)
(-199/281,360/281)
(-224926/227,42233/227)
(253/2004,-1339/2004)
(-87/32,17/32)
(1,2/5)
(1,0)
(157373/715310,-2692079/3576550)
(-11247/3032,109981/15160)
(1,-2)
(409/244,-63/244)
(24/7,13/7)
(-2481/1016,-1369/1016)
#
# (a,b,c,d) = (-1639,1,1,0) and D = -6557:
#
(121/3337,199493/36707)
(-729/1457,-785134/39339)
(1/23,117/23)
(1,-41)
(-4/47,37/94)
(-13924/71423,-62903659/8427914)
(1/11,-5)
(-16/103,-2339/412)
(1/11,54/11)
(-25/251,3193/1255)
(-4/47,-29/94)
(4/313,5543/626)
(289/5459,-452178/92803)
(289/5459,447265/92803)
(-13924/71423,5867881/766174)
(49/277,14461/1939)
(1,40)
(1/23,-118/23)
(49/277,-14804/1939)
(-16/103,2403/412)
(121/3337,-200824/36707)
(-729/1457,804817/39339)
(-25/251,-3068/1255)
(4/313,-5551/626)
#
# (a,b,c,d) = (-1639,0,1,0) and D = -6556:
#
(576/10465,-1208017/251160)
(32041/20685,232211762/3702615)
(25/861,25766/4305)
(4/9,-325/18)
(196/1313,-120849/18382)
(25/861,-25766/4305)
(841/18561,2714660/538269)
(4/9,325/18)
(841/18561,-2714660/538269)
(-1/7,-36/7)
(32041/20685,-232211762/3702615)
(576/10465,1208017/251160)
(-64/535,-16629/4280)
(1/2553,128996/2553)
(3249/12565,7628606/716205)
(-1690000/7545951,86495451407/9809736300)
(1/5,42/5)
(-5476/57967,8622951/4289558)
(196/1313,120849/18382)
(4/177,2377/354)
(-784/7215,-643609/202020)
(-1/7,36/7)
(-784/7215,643609/202020)
(4/177,-2377/354)
(1/5,-42/5)
(3249/12565,-7628606/716205)
(1/2553,-128996/2553)
(-5476/57967,-8622951/4289558)
(-1690000/7545951,-86495451407/9809736300)
(-64/535,16629/4280)
#
# (a,b,c,d) = (1,2,-11,-2) and D = -6556:
#
(-125/467,536/467)
(-215/737,1036/737)
(-3/5,2/5)
(-1,-1/2)
(28649/15625,10478/15625)
(-29/110,199/220)
(381/85,-86/85)
(-1/10,-13/20)
(4027/3620,-737/7240)
(327/310,-37/620)
(-31/80,333/160)
(1,0)
(11,-5/2)
(-31/25,-14/25)
(-2230709471/4843852145,12259787126/4843852145)
#
# (a,b,c,d) = (-1638,1,1,0) and D = -6553:
#
#
# (a,b,c,d) = (-1638,0,1,0) and D = -6552:
#
(1521/22411,4125493/874029)
(1521/22411,-4125493/874029)
#
# (a,b,c,d) = (1,4,-10,-1) and D = -6549:
#
(-193/678,-403/678)
(-2/13,-9/13)
(63/8,-11/8)
(-1404/271,-775/271)
(-209180/298363,-170163/298363)
(17329/8334,-2765/8334)
(42140/22173,22427/22173)
(74/53,-9/53)
(1,0)
(-1241/4959,-3038/4959)
(-32679/23986,7355/23986)
(-217/351,122/351)
(-91/461,414/461)
(-25825/62478,28397/62478)
(-2/3,1/3)
(49/4,27/4)
(279/199,140/199)
(-1099694/72631,192357/72631)
(13/6,7/6)
(455/348,-4723/348)
(0,-1)
(2007/10127,-22766/10127)
(1/9,-14/9)
(-5/16,9/16)
(-1679/1996,603/1996)
(-10431/21286,8579/21286)
(-711/89,-392/89)
(1143/44486,-48683/44486)
(468/241,-73/241)
(7969/8664,2347/8664)
(-368343/2157548,-1455293/2157548)
(8066/351,4445/351)
#
# (a,b,c,d) = (-1637,1,1,0) and D = -6549:
#
(49/1255,-46747/8785)
(-3844/26015,8801891/1612930)
(-9/77,-845/231)
(9,-1106/3)
(2116/34777,-7636321/1599742)
(64/793,-30717/6344)
(1/835,24128/835)
(81/1285,54334/11565)
(9/85,1331/255)
(4/25,343/50)
(4/1705,70399/3410)
(-1926544/20566175,56185374159/28545850900)
(1225/158719,-63278172/5555165)
(1/7,44/7)
(-3844/26015,-8563563/1612930)
(9/3175,178892/9525)
(4/25,-351/50)
(1296/13369,2416627/481284)
(25/379,-9008/1895)
(1/7,-45/7)
(-169/1037,-81288/13481)
(9/85,-1358/255)
(1225/158719,63235297/5555165)
(81/1285,-55063/11565)
(400/889,-328787/17780)
(273529/1824355,-6362644168/954137665)
(4/1705,-70407/3410)
(-9/77,872/231)
(-1/11,18/11)
(169/493,-90667/6409)
(-169/1037,83485/13481)
(-4/47,35/94)
(3721/78715,23804576/4801615)
(1/835,-24129/835)
(-4/47,-27/94)
(1296/13369,-2463283/481284)
(-1/11,-17/11)
(2116/34777,7538985/1599742)
(169/493,88470/6409)
(-1926544/20566175,-53511331087/28545850900)
(273529/1824355,6219588501/954137665)
(9,1079/3)
(-4734976/1315223,-411747803829/2861925248)
(1/145,1746/145)
(25/379,8883/1895)
(1/145,-1747/145)
(9/3175,-178919/9525)
(-4734976/1315223,422051111605/2861925248)
(64/793,30205/6344)
(400/889,320787/17780)
(3721/78715,-24031557/4801615)
(49/1255,46404/8785)
#
# (a,b,c,d) = (-1637,0,1,0) and D = -6548:
#
#
# (a,b,c,d) = (-1636,1,1,0) and D = -6545:
#
#
# (a,b,c,d) = (-1636,0,1,0) and D = -6544:
#
(-841/8520,297767/123540)
(-841/8520,-297767/123540)
(1/12,-29/6)
(1/12,29/6)
#
# (a,b,c,d) = (-204,2,2,0) and D = -6544:
#
(1/6,7/3)
(-841/4260,80539/61770)
(-841/4260,-45563/41180)
(1/6,-5/2)
#
# (a,b,c,d) = (-25,3,4,0) and D = -6544:
#
(1/3,-4/3)
(-841/2130,185467/247080)
(1/3,13/12)
(-841/2130,-5615/12354)
#
# (a,b,c,d) = (-1635,1,1,0) and D = -6541:
#
#
# (a,b,c,d) = (-1635,0,1,0) and D = -6540:
#
#
# (a,b,c,d) = (-1634,1,1,0) and D = -6537:
#
(-1/8,-33/8)
(-1/8,17/4)
#
# (a,b,c,d) = (-1634,0,1,0) and D = -6536:
#
#
# (a,b,c,d) = (-1633,1,1,0) and D = -6533:
#
#
# (a,b,c,d) = (-1633,0,1,0) and D = -6532:
#
(-1849/19272,-1779037/828696)
(1/27,-146/27)
(1/6,43/6)
(1/6,-43/6)
(-441/3944,-280547/82824)
(1/48,-335/48)
(1/27,146/27)
(1/48,335/48)
(-441/3944,280547/82824)
(-1849/19272,1779037/828696)
(112225/1170336,-1977648959/392062560)
(112225/1170336,1977648959/392062560)
#
# (a,b,c,d) = (-204,1,2,0) and D = -6532:
#
(2/27,-49/18)
(112225/585168,40417783/16335940)
(112225/585168,-1007622167/392062560)
(-441/1972,-7979/4872)
(-441/1972,18113/10353)
(-1849/9636,-283255/276232)
(2/27,145/54)
(1/3,-11/3)
(-1849/9636,116159/103587)
(1/3,7/2)
(1/24,-7/2)
(1/24,167/48)
#
# (a,b,c,d) = (-1632,1,1,0) and D = -6529:
#
(-729/2900,-192472/19575)
(1/2,-41/2)
(1/2,20)
(-729/2900,789571/78300)
#
# (a,b,c,d) = (-204,0,2,0) and D = -6528:
#
(-8/47,-25/188)
(-8/47,25/188)
#
# (a,b,c,d) = (-1632,0,1,0) and D = -6528:
#
(-4/47,25/94)
(-4/47,-25/94)
#
# (a,b,c,d) = (-13,1,5,0) and D = -6525:
#
#
# (a,b,c,d) = (-1631,1,1,0) and D = -6525:
#
#
# (a,b,c,d) = (-1631,0,1,0) and D = -6524:
#
#
# (a,b,c,d) = (-1630,1,1,0) and D = -6521:
#
(1/88,-827/88)
(1/88,413/44)
#
# (a,b,c,d) = (-1630,0,1,0) and D = -6520:
#
(-4/31,273/62)
(-4/31,-273/62)
#
# (a,b,c,d) = (-3,7,7,0) and D = -6517:
#
#
# (a,b,c,d) = (-1629,1,1,0) and D = -6517:
#
#
# (a,b,c,d) = (-1629,0,1,0) and D = -6516:
#
(-1/9,10/3)
(-1/9,-10/3)
(400/13761,-548747/91740)
(400/13761,548747/91740)
#
# (a,b,c,d) = (-60,2,3,0) and D = -6516:
#
(-1/3,-1)
(400/4587,60083/30580)
(400/4587,-556747/275220)
(-1/3,11/9)
#
# (a,b,c,d) = (-1628,1,1,0) and D = -6513:
#
#
# (a,b,c,d) = (-1628,0,1,0) and D = -6512:
#
(4/49,471/98)
(4/49,-471/98)
#
# (a,b,c,d) = (-203,2,2,0) and D = -6512:
#
(8/49,-487/196)
(8/49,65/28)
#
# (a,b,c,d) = (-1627,1,1,0) and D = -6509:
#
#
# (a,b,c,d) = (-1627,0,1,0) and D = -6508:
#
(-1/3,-40/3)
(100/1809,86873/18090)
(100/1809,-86873/18090)
(-1/3,40/3)
#
# (a,b,c,d) = (1,1,-12,2) and D = -6508:
#
(-457/3074,1783/3074)
(-29,-10)
(-1/2,-1/2)
(1,0)
(-8369/1948,2071/1948)
(53/164,333/164)
#
# (a,b,c,d) = (-1626,1,1,0) and D = -6505:
#
(9/154,1093/231)
(9/154,-2213/462)
#
# (a,b,c,d) = (-1626,0,1,0) and D = -6504:
#
#
# (a,b,c,d) = (-1625,1,1,0) and D = -6501:
#
(9/1585,63098/4755)
(9/1585,-12625/951)
#
# (a,b,c,d) = (-1,5,10,0) and D = -6500:
#
(-1,0)
(-1,1/2)
(5/28,-223/280)
(-2178/73,93883/4818)
(-2178/73,-22009/4818)
(5/28,99/140)
#
# (a,b,c,d) = (-203,1,2,0) and D = -6500:
#
(-2178/365,1484587/24090)
(1/28,-211/56)
(1/28,15/4)
(-1/5,13/10)
(-1/5,-6/5)
(-2178/365,-1412713/24090)
#
# (a,b,c,d) = (-13,0,5,0) and D = -6500:
#
(5/56,421/280)
(-1/2,-1/2)
(-1089/73,-57946/2409)
(-1/2,1/2)
(-1089/73,57946/2409)
(5/56,-421/280)
#
# (a,b,c,d) = (-1625,0,1,0) and D = -6500:
#
(-1089/365,-289730/2409)
(1/56,421/56)
(-1/10,-5/2)
(-1/10,5/2)
(1/56,-421/56)
(-1089/365,289730/2409)
#
# (a,b,c,d) = (-1624,1,1,0) and D = -6497:
#
(-1/4,-39/4)
(-1/4,10)
#
# (a,b,c,d) = (-1624,0,1,0) and D = -6496:
#
(9/190,-1418/285)
(9/190,1418/285)
#
# (a,b,c,d) = (-203,0,2,0) and D = -6496:
#
(9/95,709/285)
(9/95,-709/285)
#
# (a,b,c,d) = (-1623,1,1,0) and D = -6493:
#
(1/9,-49/9)
(1/9,16/3)
(-9409/110313,-2662565/10700361)
(-9409/110313,1191746/3566787)
#
# (a,b,c,d) = (-1623,0,1,0) and D = -6492:
#
(-4/47,-7/94)
(-4/47,7/94)
#
# (a,b,c,d) = (-60,1,3,0) and D = -6489:
#
(-12/47,13/282)
(519168/314785,559398403/78570336)
(-1/2,-2)
(-1/2,13/6)
(1/20,-13/5)
(121/174,-1054/319)
(519168/314785,-3012965903/392851680)
(-82369/163494,307828547/140768334)
(-12/47,11/282)
(529/10680,-10693/4094)
(529/10680,1912573/736920)
(1/20,31/12)
(121/174,17641/5742)
(-82369/163494,-15788258/7820463)
#
# (a,b,c,d) = (-1622,1,1,0) and D = -6489:
#
(1/60,-467/60)
(121/522,-55585/5742)
(-1/6,-37/6)
(529/32040,-5762053/736920)
(-4/47,3/94)
(-1/6,19/3)
(-4/47,5/94)
(-82369/490482,-876205835/140768334)
(1/60,233/30)
(-82369/490482,449922869/70384167)
(529/32040,2874943/368460)
(121/522,27127/2871)
(173056/314785,2868983311/130950560)
(173056/314785,-2940974607/130950560)
#
# (a,b,c,d) = (-1622,0,1,0) and D = -6488:
#
#
# (a,b,c,d) = (-1621,1,1,0) and D = -6485:
#
#
# (a,b,c,d) = (-1621,0,1,0) and D = -6484:
#
#
# (a,b,c,d) = (-1620,1,1,0) and D = -6481:
#
#
# (a,b,c,d) = (-6,6,6,0) and D = -6480:
#
(6936/157201,-63055511/32069004)
(-6/11,1/66)
(-6/11,35/66)
(6936/157201,61640567/32069004)
#
# (a,b,c,d) = (-202,2,2,0) and D = -6480:
#
(2312/157201,-62426647/10689668)
(-2/11,-15/22)
(-2/11,19/22)
(2312/157201,62269431/10689668)
#
# (a,b,c,d) = (-1620,0,1,0) and D = -6480:
#
(-1/11,-17/11)
(-1/11,17/11)
(1156/157201,62348039/5344834)
(1156/157201,-62348039/5344834)
#
# (a,b,c,d) = (1,0,-12,-4) and D = -6480:
#
(1,-3)
(1,0)
(-431/793,1191/793)
#
# (a,b,c,d) = (-60,0,3,0) and D = -6480:
#
(3468/157201,62348039/16034502)
(3468/157201,-62348039/16034502)
(-3/11,17/33)
(-3/11,-17/33)
#
# (a,b,c,d) = (-1619,1,1,0) and D = -6477:
#
#
# (a,b,c,d) = (-1619,0,1,0) and D = -6476:
#
#
# (a,b,c,d) = (-1618,1,1,0) and D = -6473:
#
#
# (a,b,c,d) = (-1618,0,1,0) and D = -6472:
#
#
# (a,b,c,d) = (-1617,1,1,0) and D = -6469:
#
(4/105,-161/30)
(4/105,373/70)
#
# (a,b,c,d) = (-202,1,2,0) and D = -6468:
#
(1/2,-21/4)
(1/2,5)
#
# (a,b,c,d) = (-1617,0,1,0) and D = -6468:
#
(1/4,41/4)
(1/4,-41/4)
#
# (a,b,c,d) = (-1616,1,1,0) and D = -6465:
#
(9/4,-1099/12)
(9/4,268/3)
(-42419169/37703624,-1370808452746/30695462889)
(-42419169/37703624,11242743669665/245563703112)
#
# (a,b,c,d) = (-202,0,2,0) and D = -6464:
#
#
# (a,b,c,d) = (2,2,-10,2) and D = -6464:
#
#
# (a,b,c,d) = (-1616,0,1,0) and D = -6464:
#
#
# (a,b,c,d) = (-25,2,4,0) and D = -6464:
#
#
# (a,b,c,d) = (-1615,1,1,0) and D = -6461:
#
(9/79,-1306/237)
(9/79,1279/237)
#
# (a,b,c,d) = (-1615,0,1,0) and D = -6460:
#
#
# (a,b,c,d) = (-1614,1,1,0) and D = -6457:
#
(121/1362,12121/2497)
(121/1362,-74057/14982)
#
# (a,b,c,d) = (-1614,0,1,0) and D = -6456:
#
#
# (a,b,c,d) = (-1613,1,1,0) and D = -6453:
#
(-9/53,-1000/159)
(9/61,1171/183)
(-9/53,1027/159)
(-36/23,8783/138)
(1/489,-10814/489)
(1/3,40/3)
(-36/23,-8567/138)
(1/3,-41/3)
(9/61,-1198/183)
(1/489,10813/489)
#
# (a,b,c,d) = (-59,3,3,0) and D = -6453:
#
(1/163,1201/163)
(-108/23,-7703/414)
(1,-5)
(1,4)
(27/61,-1306/549)
(1/163,-1202/163)
(27/61,1063/549)
(-27/53,-892/477)
(-108/23,9647/414)
(-27/53,1135/477)
#
# (a,b,c,d) = (1,6,-6,-3) and D = -6453:
#
(-32/37,-31/37)
(10/7,-1/7)
(-1/2,1/2)
(-73/44,-63/44)
(-16/101,-63/101)
(-11/25,18/25)
(1,0)
(149837/183464,25627/183464)
(-23971/12545,64498/12545)
#
# (a,b,c,d) = (-1613,0,1,0) and D = -6452:
#
(-4/31,-271/62)
(4/89,-899/178)
(4/89,899/178)
(1175056/26525057,-145874953151/28753161788)
(1175056/26525057,145874953151/28753161788)
(-4/31,271/62)
#
# (a,b,c,d) = (1,5,-5,-7) and D = -6452:
#
(3,2)
(-157/143,180/143)
(-85443/76459,98258/76459)
(-33799/27105,8792/27105)
(1/3,-2/3)
(1,0)
#
# (a,b,c,d) = (-1612,1,1,0) and D = -6449:
#
(49/49786,-358349/11242)
(49/49786,5554238/174251)
#
# (a,b,c,d) = (-201,2,2,0) and D = -6448:
#
(-7187761/12881069,-181007580542/34534145989)
(1/7,-17/7)
(1/7,16/7)
(-242/987,15395/7238)
(-7187761/12881069,200277967783/34534145989)
(-242/987,-40861/21714)
#
# (a,b,c,d) = (-1612,0,1,0) and D = -6448:
#
(1/14,-33/7)
(-7187761/25762138,381285548325/34534145989)
(-121/987,43523/10857)
(-7187761/25762138,-381285548325/34534145989)
(1/14,33/7)
(-121/987,-43523/10857)
#
# (a,b,c,d) = (-1611,1,1,0) and D = -6445:
#
#
# (a,b,c,d) = (-1611,0,1,0) and D = -6444:
#
(144/193,69409/2316)
(144/193,-69409/2316)
#
# (a,b,c,d) = (-1610,1,1,0) and D = -6441:
#
(441/940,-377371/19740)
(-256/2807,-67941/44912)
(441/940,36811/1974)
(-256/2807,10291/6416)
(1/28,-11/2)
(1/28,153/28)
#
# (a,b,c,d) = (-1610,0,1,0) and D = -6440:
#
(4,-321/2)
(4,321/2)
#
# (a,b,c,d) = (-1609,1,1,0) and D = -6437:
#
#
# (a,b,c,d) = (-201,1,2,0) and D = -6436:
#
(-338/1413,-68125/36738)
(-338/1413,24173/12246)
#
# (a,b,c,d) = (-1609,0,1,0) and D = -6436:
#
(-169/1413,-70322/18369)
(-169/1413,70322/18369)
#
# (a,b,c,d) = (-1608,1,1,0) and D = -6433:
#
#
# (a,b,c,d) = (-201,0,2,0) and D = -6432:
#
(-25/127,-739/635)
(-1,10)
(2/73,625/146)
(-25/127,739/635)
(-1,-10)
(2/73,-625/146)
#
# (a,b,c,d) = (-1608,0,1,0) and D = -6432:
#
(-25/254,1478/635)
(1/73,625/73)
(-1/2,20)
(-25/254,-1478/635)
(1/73,-625/73)
(-1/2,-20)
#
# (a,b,c,d) = (-1607,1,1,0) and D = -6429:
#
(-1/5,-38/5)
(-1/5,39/5)
#
# (a,b,c,d) = (-1607,0,1,0) and D = -6428:
#
#
# (a,b,c,d) = (1,7,-4,-3) and D = -6425:
#
(1,-7/3)
(1,0)
(1,1)
(-11152/5745,5047/17235)
#
# (a,b,c,d) = (-1606,1,1,0) and D = -6425:
#
(1/26,-139/26)
(76729/122876,-431765715/17018326)
(-100/319,-3561/290)
(-49/556,2153/1946)
(-100/319,40171/3190)
(1/26,69/13)
(-49/556,-3963/3892)
(76729/122876,842277497/34036652)
#
# (a,b,c,d) = (-1606,0,1,0) and D = -6424:
#
(1/267,4363/267)
(1/267,-4363/267)
#
# (a,b,c,d) = (-1605,1,1,0) and D = -6421:
#
#
# (a,b,c,d) = (-1605,0,1,0) and D = -6420:
#
(1/19,-92/19)
(12996/66409,-61772203/7570626)
(1/19,92/19)
(-6241/68609,-8197526/5420111)
(12996/66409,61772203/7570626)
(-6241/68609,8197526/5420111)
#
# (a,b,c,d) = (2,4,-8,-1) and D = -6420:
#
(0,-1)
(-342/629,283/629)
(1501/615,-457/615)
(-19/13,-15/13)
(-247/1089,1093/1089)
#
# (a,b,c,d) = (-1604,1,1,0) and D = -6417:
#
(-22801/139808,129329907/21111008)
(1/16,75/16)
(1/16,-19/4)
(-22801/139808,-31471739/5277752)
#
# (a,b,c,d) = (-25,1,4,0) and D = -6416:
#
(2916/205,-165535/4428)
(1/2,11/8)
(-529/1540,1065/7084)
(-36/83,-719/996)
(-36/83,827/996)
(1/2,-3/2)
(-529/1540,-9133/141680)
(-2401/1510,-222655/59192)
(-69169/88924,45836349/23387012)
(1/29,78/29)
(1/5,6/5)
(-2401/1510,307731/73990)
(2916/205,748943/22140)
(1/5,-5/4)
(1/29,-313/116)
(-69169/88924,-165153949/93548048)
#
# (a,b,c,d) = (-1604,0,1,0) and D = -6416:
#
(1/8,-23/4)
(-9/83,773/249)
(1/116,-625/58)
(1/20,49/10)
(-529/6160,-30433/70840)
(729/205,-788309/5535)
(1/116,625/58)
(729/205,788309/5535)
(-2401/6040,-2344199/147980)
(1/20,-49/10)
(-529/6160,30433/70840)
(-9/83,-773/249)
(1/8,23/4)
(-2401/6040,2344199/147980)
(-69169/355696,348499345/46774024)
(-69169/355696,-348499345/46774024)
#
# (a,b,c,d) = (-200,2,2,0) and D = -6416:
#
(1/58,-313/58)
(1/58,156/29)
(-69169/177848,45836349/11693506)
(-2401/3020,-222655/29596)
(-2401/3020,307731/36995)
(-18/83,827/498)
(1/10,12/5)
(1458/205,748943/11070)
(1/4,11/4)
(-18/83,-719/498)
(-529/3080,1065/3542)
(-69169/177848,-165153949/46774024)
(-529/3080,-9133/70840)
(1/10,-5/2)
(1/4,-3)
(1458/205,-165535/2214)
#
# (a,b,c,d) = (-1603,1,1,0) and D = -6413:
#
(22201/367339,-37244713/7819073)
(-1/11,17/11)
(-625/319,633421/7975)
(-1/11,-16/11)
(1/143,-1711/143)
(-36/407,-2609/2442)
(16/649,16699/2596)
(-36/407,2825/2442)
(1/187,-2558/187)
(24025/1120691,-1197588761/173707105)
(-625/319,-617796/7975)
(-1/7,-5)
(16/649,-16763/2596)
(-1/7,36/7)
(1/143,1710/143)
(24025/1120691,1193864886/173707105)
(-255025/2706979,-2534814431/1367024395)
(22201/367339,257405042/54733511)
(1/187,2557/187)
(-255025/2706979,2663602056/1367024395)
#
# (a,b,c,d) = (-1,3,11,0) and D = -6413:
#
(-11/7,-19/77)
(1/13,-157/143)
(-625/29,-33436/7975)
(-1,0)
(-11/7,52/77)
(1/17,21/17)
(24025/101881,103116626/173707105)
(244211/367339,-313640175/602068621)
(-1,3/11)
(244211/367339,204477858/602068621)
(-36/37,7/222)
(-255025/246089,429473096/1367024395)
(-625/29,7301/725)
(16/59,-147/236)
(-255025/246089,-3919111/124274945)
(16/59,1425/2596)
(24025/101881,-10389841/15791555)
(1/17,-234/187)
(1/13,14/13)
(-36/37,571/2442)
#
# (a,b,c,d) = (-1603,0,1,0) and D = -6412:
#
(-25/19,-5004/95)
(-25/19,5004/95)
#
# (a,b,c,d) = (-1602,1,1,0) and D = -6409:
#
#
# (a,b,c,d) = (-1602,0,1,0) and D = -6408:
#
#
# (a,b,c,d) = (-59,2,3,0) and D = -6408:
#
#
# (a,b,c,d) = (-1601,1,1,0) and D = -6405:
#
(16,-2593/4)
(16,2529/4)
#
# (a,b,c,d) = (-1601,0,1,0) and D = -6404:
#
(1/10,-51/10)
(121/7192,612243/79112)
(-1/8,-33/8)
(9/178,2609/534)
(-1054729/12309742,-3635929201/12642105034)
(121/2960,169619/32560)
(-1,40)
(-289/3280,57937/55760)
(121/2960,-169619/32560)
(-1/8,33/8)
(121/7192,-612243/79112)
(9/178,-2609/534)
(-289/3280,-57937/55760)
(-1054729/12309742,3635929201/12642105034)
(1/10,51/10)
(-1,-40)
#
# (a,b,c,d) = (-200,1,2,0) and D = -6404:
#
(-2,-39/2)
(9/89,-659/267)
(1/5,5/2)
(121/1480,-17095/6512)
(-289/1640,6285/11152)
(9/89,1291/534)
(121/3596,-306787/79112)
(-2,41/2)
(-1054729/6154871,1179783971/6321052517)
(121/1480,5259/2035)
(-1/4,-2)
(1/5,-13/5)
(-1054729/6154871,-1276361259/12642105034)
(121/3596,38182/9889)
(-1/4,17/8)
(-289/1640,-1657/3485)
#
# (a,b,c,d) = (1,8,-1,-3) and D = -6401:
#
(88/135,329/405)
(1,0)
(4,-7)
(115/433,-1057/1299)
(-593/1015,603/1015)
#
# (a,b,c,d) = (-1600,1,1,0) and D = -6401:
#
(-204304/1462543,3289316951/661069436)
(2401/138020,-10310045/1352596)
(2401/138020,12858144/1690745)
(-1/10,5/2)
(-204304/1462543,-3196971543/661069436)
(-1/10,-12/5)
#
# (a,b,c,d) = (-12,4,5,0) and D = -6400:
#
#
# (a,b,c,d) = (-200,0,2,0) and D = -6400:
#
#
# (a,b,c,d) = (0,4,20,0) and D = -6400:
#
#
# (a,b,c,d) = (-25,0,4,0) and D = -6400:
#
#
# (a,b,c,d) = (-2,6,8,0) and D = -6400:
#
#
# (a,b,c,d) = (9,38,40,0) and D = -6400:
#
#
# (a,b,c,d) = (0,1,80,0) and D = -6400:
#
#
# (a,b,c,d) = (0,5,16,0) and D = -6400:
#
#
# (a,b,c,d) = (3,22,40,0) and D = -6400:
#
#
# (a,b,c,d) = (-24,4,4,0) and D = -6400:
#
#
# (a,b,c,d) = (2,18,40,0) and D = -6400:
#
#
# (a,b,c,d) = (-1600,0,1,0) and D = -6400:
#
#
# (a,b,c,d) = (0,8,10,0) and D = -6400:
#
#
# (a,b,c,d) = (3,31,80,0) and D = -6400:
#
#
# (a,b,c,d) = (3,16,20,0) and D = -6400:
#
#
# (a,b,c,d) = (-3,2,8,0) and D = -6400:
#
#
# (a,b,c,d) = (0,2,40,0) and D = -6400:
#
#
# (a,b,c,d) = (-1599,1,1,0) and D = -6397:
#
(-1/9,-29/9)
(-1/9,10/3)
#
# (a,b,c,d) = (-1599,0,1,0) and D = -6396:
#
(1,40)
(1,-40)
#
# (a,b,c,d) = (2,5,-6,-3) and D = -6396:
#
(-4964/8417,-5739/8417)
(4/3,-1/3)
(-1/2,1)
(-4841/23836,-7291/11918)
#
# (a,b,c,d) = (-1598,1,1,0) and D = -6393:
#
#
# (a,b,c,d) = (-1598,0,1,0) and D = -6392:
#
#
# (a,b,c,d) = (-1597,1,1,0) and D = -6389:
#
(1/5,41/5)
(1/5,-42/5)
#
# (a,b,c,d) = (-1597,0,1,0) and D = -6388:
#
#
# (a,b,c,d) = (-1596,1,1,0) and D = -6385:
#
(-9/44,-1025/132)
(-9/44,263/33)
#
# (a,b,c,d) = (-1596,0,1,0) and D = -6384:
#
#
# (a,b,c,d) = (-199,2,2,0) and D = -6384:
#
#
# (a,b,c,d) = (-1595,1,1,0) and D = -6381:
#
(4/385,687/70)
(-2209/15645,741578/147063)
(4/385,-1513/154)
(1/15,14/3)
(1/45,-61/9)
(1/45,304/45)
(25/21,4931/105)
(-2209/15645,-3604067/735315)
(25/21,-5056/105)
(1/15,-71/15)
#
# (a,b,c,d) = (-59,1,3,0) and D = -6381:
#
(1/5,-8/5)
(1/15,-34/15)
(12/385,-7573/2310)
(25/7,534/35)
(-2209/5215,1270571/735315)
(25/7,-1727/105)
(12/385,7549/2310)
(1/5,23/15)
(-2209/5215,-388916/245105)
(1/15,101/45)
#
# (a,b,c,d) = (-1595,0,1,0) and D = -6380:
#
#
# (a,b,c,d) = (-1594,1,1,0) and D = -6377:
#
(-16/47,2567/188)
(-16/47,-2503/188)
#
# (a,b,c,d) = (-1594,0,1,0) and D = -6376:
#
(4/17,327/34)
(4/17,-327/34)
#
# (a,b,c,d) = (-1593,1,1,0) and D = -6373:
#
#
# (a,b,c,d) = (-59,0,3,0) and D = -6372:
#
(3/7,-44/21)
(3/7,44/21)
#
# (a,b,c,d) = (-199,1,2,0) and D = -6372:
#
(2/7,-45/14)
(2/7,43/14)
#
# (a,b,c,d) = (-7,3,6,0) and D = -6372:
#
(6/7,5/6)
(6/7,-53/42)
#
# (a,b,c,d) = (-1593,0,1,0) and D = -6372:
#
(1/7,-44/7)
(1/7,44/7)
#
# (a,b,c,d) = (-1592,1,1,0) and D = -6369:
#
#
# (a,b,c,d) = (-199,0,2,0) and D = -6368:
#
(1,10)
(-800/1591,312827/63640)
(-800/1591,-312827/63640)
(1,-10)
#
# (a,b,c,d) = (-1592,0,1,0) and D = -6368:
#
(1/2,20)
(1/2,-20)
(-400/1591,312827/31820)
(-400/1591,-312827/31820)
#
# (a,b,c,d) = (-1591,1,1,0) and D = -6365:
#
#
# (a,b,c,d) = (-1591,0,1,0) and D = -6364:
#
#
# (a,b,c,d) = (-1590,1,1,0) and D = -6361:
#
(1/6,-43/6)
(-7225/75036,-2167927/1063010)
(-7225/75036,13621687/6378060)
(1/6,7)
#
# (a,b,c,d) = (-1590,0,1,0) and D = -6360:
#
(4,319/2)
(1/91,-869/91)
(1/91,869/91)
(4,-319/2)
#
# (a,b,c,d) = (-1589,1,1,0) and D = -6357:
#
(-16/23,-2517/92)
(-16/23,2581/92)
#
# (a,b,c,d) = (-1589,0,1,0) and D = -6356:
#
(169/935,-92126/12155)
(169/935,92126/12155)
#
# (a,b,c,d) = (-1588,1,1,0) and D = -6353:
#
(4/41,-417/82)
(4/41,409/82)
#
# (a,b,c,d) = (-1588,0,1,0) and D = -6352:
#
#
# (a,b,c,d) = (-198,2,2,0) and D = -6352:
#
#
# (a,b,c,d) = (-1587,1,1,0) and D = -6349:
#
(6241/38175,-21257806/3015825)
(6241/38175,6921589/1005275)
(-1/3,-13)
(-1/3,40/3)
#
# (a,b,c,d) = (2,14,23,0) and D = -6348:
#
(-4,43/46)
(9/47,-1735/3243)
(9/47,59/141)
(23552/154297,55347283/113562592)
(23552/154297,-65898579/113562592)
(-4,3/2)
(-23/11,145/253)
(49/71,23/497)
(49/71,-5331/11431)
(-23/11,177/253)
#
# (a,b,c,d) = (-1587,0,1,0) and D = -6348:
#
(-4/23,-13/2)
(49/1633,-2930/497)
(-1/11,-16/11)
(49/1633,2930/497)
(1024/154297,60622931/4937504)
(1024/154297,-60622931/4937504)
(9/1081,-1546/141)
(-4/23,13/2)
(-1/11,16/11)
(9/1081,1546/141)
#
# (a,b,c,d) = (-1586,1,1,0) and D = -6345:
#
#
# (a,b,c,d) = (-58,3,3,0) and D = -6345:
#
#
# (a,b,c,d) = (-1586,0,1,0) and D = -6344:
#
#
# (a,b,c,d) = (-1585,1,1,0) and D = -6341:
#
(1/13,-62/13)
(-1681/15145,2048481/620945)
(-1681/15145,-395912/124189)
(1/13,61/13)
#
# (a,b,c,d) = (-198,1,2,0) and D = -6340:
#
(-1/2,5)
(25/393,-1893/655)
(169/708,50111/18408)
(-1/3,-3)
(1369/9672,-1706473/715728)
(-2592/13871,-76117/90792)
(2/11,53/22)
(-1/2,-19/4)
(-1/3,19/6)
(-2592/13871,930599/998712)
(25/393,11233/3930)
(169/708,-4359/1534)
(1369/9672,137985/59644)
(2/11,-5/2)
#
# (a,b,c,d) = (-1585,0,1,0) and D = -6340:
#
(1369/19344,-3362293/715728)
(-1/6,-37/6)
(25/786,22591/3930)
(-1/4,-39/4)
(169/1416,102419/18408)
(-1/4,39/4)
(-1296/13871,883943/499356)
(-1/6,37/6)
(-1296/13871,-883943/499356)
(25/786,-22591/3930)
(1/11,-54/11)
(1369/19344,3362293/715728)
(169/1416,-102419/18408)
(1/11,54/11)
#
# (a,b,c,d) = (-1584,1,1,0) and D = -6337:
#
#
# (a,b,c,d) = (-1584,0,1,0) and D = -6336:
#
(4/97,1007/194)
(4/97,-1007/194)
#
# (a,b,c,d) = (-198,0,2,0) and D = -6336:
#
(8/97,-1007/388)
(8/97,1007/388)
#
# (a,b,c,d) = (-1583,1,1,0) and D = -6333:
#
#
# (a,b,c,d) = (-1583,0,1,0) and D = -6332:
#
(1/1037,33394/1037)
(1/1037,-33394/1037)
#
# (a,b,c,d) = (-1582,1,1,0) and D = -6329:
#
#
# (a,b,c,d) = (-1582,0,1,0) and D = -6328:
#
#
# (a,b,c,d) = (-1581,1,1,0) and D = -6325:
#
#
# (a,b,c,d) = (-1581,0,1,0) and D = -6324:
#
(-36/383,4193/2298)
(-36/383,-4193/2298)
#
# (a,b,c,d) = (-1580,1,1,0) and D = -6321:
#
(1/58,-222/29)
(1/58,443/58)
#
# (a,b,c,d) = (-197,2,2,0) and D = -6320:
#
#
# (a,b,c,d) = (-1580,0,1,0) and D = -6320:
#
#
# (a,b,c,d) = (-1579,1,1,0) and D = -6317:
#
#
# (a,b,c,d) = (-1579,0,1,0) and D = -6316:
#
#
# (a,b,c,d) = (-1578,1,1,0) and D = -6313:
#
(1/12,19/4)
(1/12,-29/6)
#
# (a,b,c,d) = (-1578,0,1,0) and D = -6312:
#
#
# (a,b,c,d) = (-1577,1,1,0) and D = -6309:
#
#
# (a,b,c,d) = (-1577,0,1,0) and D = -6308:
#
#
# (a,b,c,d) = (-197,1,2,0) and D = -6308:
#
#
# (a,b,c,d) = (-1576,1,1,0) and D = -6305:
#
(-729/5576,671131/150552)
(1/4,10)
(-729/5576,-81431/18819)
(1/4,-41/4)
#
# (a,b,c,d) = (-1576,0,1,0) and D = -6304:
#
(-1/10,12/5)
(16/945,-29161/3780)
(-1/10,-12/5)
(16/945,29161/3780)
#
# (a,b,c,d) = (-197,0,2,0) and D = -6304:
#
(32/945,29161/7560)
(-1/5,6/5)
(-1/5,-6/5)
(32/945,-29161/7560)
#
# (a,b,c,d) = (-1575,1,1,0) and D = -6301:
#
#
# (a,b,c,d) = (-1575,0,1,0) and D = -6300:
#
(1/9,16/3)
(1/9,-16/3)
#
# (a,b,c,d) = (-58,2,3,0) and D = -6300:
#
(1/3,5/3)
(1/3,-17/9)
#
# (a,b,c,d) = (-1574,1,1,0) and D = -6297:
#
(1681/56842,-6929811/1165261)
(1681/56842,13790701/2330522)
(-225/974,-64363/7305)
(16/121,-2899/484)
(1/46,157/23)
(16/121,2835/484)
(1/46,-315/46)
(-225/974,132101/14610)
#
# (a,b,c,d) = (-1574,0,1,0) and D = -6296:
#
(49/1355,51701/9485)
(49/1355,-51701/9485)
#
# (a,b,c,d) = (-1573,1,1,0) and D = -6293:
#
#
# (a,b,c,d) = (1,7,-2,-4) and D = -6292:
#
(-15/89,-56/89)
(1,0)
(-5/8,-7/8)
(-41/64,45/64)
(-465/728,373/728)
#
# (a,b,c,d) = (-1573,0,1,0) and D = -6292:
#
(-6400/37671,-18944483/3013680)
(-225/29,133856/435)
(-64/183,20155/1464)
(625/114579,38789392/2864475)
(-64/183,-20155/1464)
(625/114579,-38789392/2864475)
(1/3,40/3)
(-6400/37671,18944483/3013680)
(-225/29,-133856/435)
(1/3,-40/3)
#
# (a,b,c,d) = (1,5,-6,-5) and D = -6289:
#
(-52/77,387/385)
(1,0)
#
# (a,b,c,d) = (-1572,1,1,0) and D = -6289:
#
#
# (a,b,c,d) = (-24,3,4,0) and D = -6288:
#
(-49/26,-2875/728)
(-49/26,488/91)
#
# (a,b,c,d) = (-1572,0,1,0) and D = -6288:
#
(-49/104,6779/364)
(-49/104,-6779/364)
#
# (a,b,c,d) = (-196,2,2,0) and D = -6288:
#
(-49/52,-1609/182)
(-49/52,3561/364)
#
# (a,b,c,d) = (-1571,1,1,0) and D = -6285:
#
(-1/11,-15/11)
(-1/11,16/11)
#
# (a,b,c,d) = (-1571,0,1,0) and D = -6284:
#
#
# (a,b,c,d) = (-1570,1,1,0) and D = -6281:
#
#
# (a,b,c,d) = (-1570,0,1,0) and D = -6280:
#
(-1/9,29/9)
(3364/119601,42078359/6936858)
(-1/9,-29/9)
(3364/119601,-42078359/6936858)
#
# (a,b,c,d) = (-1569,1,1,0) and D = -6277:
#
(1/41,265/41)
(1/41,-266/41)
#
# (a,b,c,d) = (-196,1,2,0) and D = -6276:
#
(-625/3568,9743/22300)
(9/20,-563/120)
(-2/5,39/10)
(9/20,67/15)
(-2/5,-37/10)
(1/35,293/70)
(-625/3568,-62319/178400)
(1/35,-21/5)
(7225/2303,241977/7990)
(7225/2303,-6235499/195755)
#
# (a,b,c,d) = (-1569,0,1,0) and D = -6276:
#
(-625/7136,-140263/178400)
(9/40,-1099/120)
(1/70,587/70)
(-1/5,38/5)
(1/70,-587/70)
(9/40,1099/120)
(-625/7136,140263/178400)
(-1/5,-38/5)
(7225/4606,-24327871/391510)
(7225/4606,24327871/391510)
#
# (a,b,c,d) = (-58,1,3,0) and D = -6273:
#
(-3/8,-31/24)
(-3/2,41/6)
(108/409,11575/7362)
(-3/2,-19/3)
(-3/8,17/12)
(108/409,-12223/7362)
(1457427/8309602,-13979689469/8687688891)
(1457427/8309602,929088011/599150958)
(3/154,-1913/462)
(3/154,955/231)
#
# (a,b,c,d) = (-1568,1,1,0) and D = -6273:
#
(1/154,-956/77)
(485809/8309602,13641080596/2895896297)
(485809/8309602,-3945824295/827398942)
(1/154,273/22)
(-1/8,33/8)
(-1/2,20)
(-1/2,-39/2)
(-1/8,-4)
(36/409,11791/2454)
(36/409,-12007/2454)
#
# (a,b,c,d) = (-1568,0,1,0) and D = -6272:
#
(-1/7,5)
(-1/7,-5)
(100/1841,-12623/2630)
(100/1841,12623/2630)
#
# (a,b,c,d) = (2,12,14,0) and D = -6272:
#
(-2,1/2)
(200/263,-24623/36820)
(-2,17/14)
(200/263,89/5260)
#
# (a,b,c,d) = (-196,0,2,0) and D = -6272:
#
(200/1841,-12623/5260)
(200/1841,12623/5260)
(-2/7,-5/2)
(-2/7,5/2)
#
# (a,b,c,d) = (-4,4,7,0) and D = -6272:
#
(-1,1)
(-1,-3/7)
(100/263,-2089/2630)
(100/263,10623/18410)
#
# (a,b,c,d) = (-1567,1,1,0) and D = -6269:
#
(1/17,80/17)
(1/17,-81/17)
(-25921/129625,-156398733/20869625)
(-25921/129625,160572014/20869625)
#
# (a,b,c,d) = (-1567,0,1,0) and D = -6268:
#
(361/197,271530/3743)
(361/197,-271530/3743)
#
# (a,b,c,d) = (1,6,-7,-2) and D = -6268:
#
(1,0)
(-5/14,19/28)
#
# (a,b,c,d) = (-1566,1,1,0) and D = -6265:
#
(-169/1356,-35041/8814)
(-169/1356,24093/5876)
(16/9,2501/36)
(16/9,-285/4)
#
# (a,b,c,d) = (-1566,0,1,0) and D = -6264:
#
(4/33,123/22)
(4/33,-123/22)
(-26896/312015,-3215517/17056820)
(-26896/312015,3215517/17056820)
#
# (a,b,c,d) = (-58,0,3,0) and D = -6264:
#
(4/11,41/22)
(-26896/104005,-1071839/17056820)
(4/11,-41/22)
(-26896/104005,1071839/17056820)
#
# (a,b,c,d) = (-1565,1,1,0) and D = -6261:
#
#
# (a,b,c,d) = (-1565,0,1,0) and D = -6260:
#
#
# (a,b,c,d) = (-1564,1,1,0) and D = -6257:
#
#
# (a,b,c,d) = (-195,2,2,0) and D = -6256:
#
(-8/15,109/20)
(1/9,-22/9)
(1922/7845,261643/97278)
(-9/43,191/129)
(-9/43,-164/129)
(841/7869,179048/76067)
(-8/15,-59/12)
(841/7869,-561533/228201)
(-3698/7515,1078361/215430)
(-3698/7515,-583411/129258)
(1922/7845,-475793/162130)
(1/9,7/3)
#
# (a,b,c,d) = (-1564,0,1,0) and D = -6256:
#
(-9/86,355/129)
(-1849/7515,-3076069/323145)
(-4/15,311/30)
(1/18,-43/9)
(961/7845,1367797/243195)
(961/7845,-1367797/243195)
(841/15738,-1098677/228201)
(1/18,43/9)
(-9/86,-355/129)
(-4/15,-311/30)
(841/15738,1098677/228201)
(-1849/7515,3076069/323145)
#
# (a,b,c,d) = (-1563,1,1,0) and D = -6253:
#
(5476/9513,-16251185/703962)
(5476/9513,5281987/234654)
#
# (a,b,c,d) = (-1563,0,1,0) and D = -6252:
#
#
# (a,b,c,d) = (-1562,1,1,0) and D = -6249:
#
(-48841/40700,-421154733/8994700)
(-48841/40700,19634027/408850)
(1/22,-111/22)
(1/22,5)
#
# (a,b,c,d) = (-1562,0,1,0) and D = -6248:
#
#
# (a,b,c,d) = (-1561,1,1,0) and D = -6245:
#
(-1,-39)
(-1,40)
#
# (a,b,c,d) = (-1561,0,1,0) and D = -6244:
#
(25/351,-8224/1755)
(1/30,-169/30)
(-841/9750,40741/282750)
(-841/9750,-40741/282750)
(1/30,169/30)
(25/351,8224/1755)
(-9/20,1063/60)
(-9/20,-1063/60)
#
# (a,b,c,d) = (-195,1,2,0) and D = -6244:
#
(1/15,14/5)
(50/351,623/270)
(-841/4875,-4088/141375)
(-9/10,-259/30)
(-9/10,109/12)
(50/351,-2783/1170)
(-841/4875,167/1450)
(1/15,-17/6)
#
# (a,b,c,d) = (1,7,-10,1) and D = -6241:
#
(0,1)
(-4/17,9/17)
(418941/162809,-48292/162809)
(13/17,4/17)
(-9/17,-13/17)
(48292/162809,467233/162809)
(-1,-1)
(1,0)
(-467233/162809,-418941/162809)
#
# (a,b,c,d) = (0,1,79,0) and D = -6241:
#
(16/39,9/52)
(-169/12,16/3081)
(16/39,-169/948)
(711/52,16/3081)
(711/52,-169/948)
(-169/12,9/52)
#
# (a,b,c,d) = (-1560,1,1,0) and D = -6241:
#
(16/3081,-13159/948)
(9/52,-22/3)
(-169/948,6902/1027)
(9/52,1117/156)
(-169/948,-80627/12324)
(16/3081,57001/4108)
#
# (a,b,c,d) = (-1560,0,1,0) and D = -6240:
#
(-361/4031,-88837/76589)
(-361/4031,88837/76589)
#
# (a,b,c,d) = (-195,0,2,0) and D = -6240:
#
(-722/4031,-88837/153178)
(-722/4031,88837/153178)
#
# (a,b,c,d) = (1,3,-9,-6) and D = -6237:
#
(-5/7,3/7)
(-7/5,12/5)
(-156029/44662,68229/89324)
(7,-3/2)
(-37315/3563,-16713/3563)
(1,0)
(-181/443,-399/886)
(-27433/151976,-146703/303952)
#
# (a,b,c,d) = (-1559,1,1,0) and D = -6237:
#
(1,-40)
(-16/167,1347/668)
(81/1411,-60679/12699)
(208849/1412623,4078168133/645568711)
(208849/1412623,-4173612126/645568711)
(1,39)
(81/1411,59950/12699)
(1/37,228/37)
(1/37,-229/37)
(-16/167,-1283/668)
#
# (a,b,c,d) = (-57,3,3,0) and D = -6237:
#
(626547/1412623,-4555388098/1936706133)
(243/1411,-63595/38097)
(3,35/3)
(3,-44/3)
(-48/167,1603/2004)
(-48/167,-1027/2004)
(243/1411,57034/38097)
(626547/1412623,3696392161/1936706133)
(3/37,-233/111)
(3/37,224/111)
#
# (a,b,c,d) = (-1559,0,1,0) and D = -6236:
#
#
# (a,b,c,d) = (-1558,1,1,0) and D = -6233:
#
(1/8,45/8)
(-8281/95632,1791653/4351256)
(1/8,-23/4)
(-8281/95632,-2829735/8702512)
#
# (a,b,c,d) = (-1558,0,1,0) and D = -6232:
#
(-25/21,4933/105)
(-25/21,-4933/105)
#
# (a,b,c,d) = (-1557,1,1,0) and D = -6229:
#
#
# (a,b,c,d) = (-1557,0,1,0) and D = -6228:
#
#
# (a,b,c,d) = (-12,3,5,0) and D = -6225:
#
(9/224,7459/3360)
(9/224,-377/168)
#
# (a,b,c,d) = (-1556,1,1,0) and D = -6225:
#
(9/1120,9371/840)
(9/1120,-37511/3360)
#
# (a,b,c,d) = (1,5,-9,-1) and D = -6224:
#
(3,2)
(-38/157,117/157)
(-8/17,7/17)
(-434/297,-307/297)
(-459927/321079,91346/321079)
(-207137/1583661,-1179406/1583661)
(0,-1)
(1,0)
(499/249,-70/249)
(-2667/3949,1256/3949)
#
# (a,b,c,d) = (-1556,0,1,0) and D = -6224:
#
(4/73,-699/146)
(-1/11,-15/11)
(1/5,-41/5)
(64/553,-24021/4424)
(-1521/1715,-2338829/66885)
(-1521/1715,2338829/66885)
(64/553,24021/4424)
(-1/11,15/11)
(1/5,41/5)
(4/73,699/146)
#
# (a,b,c,d) = (-194,2,2,0) and D = -6224:
#
(128/553,-25045/8848)
(2/5,-43/10)
(2/5,39/10)
(8/73,-715/292)
(8/73,683/292)
(-3042/1715,2457467/133770)
(-2/11,-13/22)
(128/553,22997/8848)
(-2/11,17/22)
(-3042/1715,-2220191/133770)
#
# (a,b,c,d) = (-1555,1,1,0) and D = -6221:
#
#
# (a,b,c,d) = (-1555,0,1,0) and D = -6220:
#
(1/21,-104/21)
(-43264/66759,-354439021/13885872)
(-25/279,-1606/1395)
(1/21,104/21)
(-25/279,1606/1395)
(-43264/66759,354439021/13885872)
(36/121,-8621/726)
(36/121,8621/726)
#
# (a,b,c,d) = (-1554,1,1,0) and D = -6217:
#
(36/97,-8677/582)
(36/97,8461/582)
#
# (a,b,c,d) = (-1554,0,1,0) and D = -6216:
#
#
# (a,b,c,d) = (-1553,1,1,0) and D = -6213:
#
(-144/1343,47935/16116)
(-144/1343,-46207/16116)
#
# (a,b,c,d) = (-1553,0,1,0) and D = -6212:
#
(-49/538,5195/3766)
(-49/538,-5195/3766)
#
# (a,b,c,d) = (-194,1,2,0) and D = -6212:
#
(-49/269,2769/3766)
(-49/269,-1213/1883)
#
# (a,b,c,d) = (-1552,1,1,0) and D = -6209:
#
(25/1304,-5926/815)
(25/1304,47283/6520)
(1/2,-20)
(-196/55,109481/770)
(-1/10,-23/10)
(-6241/24820,4818484/490195)
(-121/1018,-20252/5599)
(9/88,1333/264)
(-121/1018,41835/11198)
(1/2,39/2)
(145161/1880740,837203492/179140485)
(-1/10,12/5)
(9/88,-170/33)
(588289/2532650,9001459812/971271275)
(145161/1880740,-3404120309/716561940)
(-6241/24820,-18780897/1960780)
(588289/2532650,-18454137287/1942542550)
(-196/55,-106737/770)
#
# (a,b,c,d) = (1,2,-11,-1) and D = -6209:
#
(-268/357,-169/357)
(-9983/4609,2394/4609)
(-9/101,-77/101)
(-32218/15197,-13239/15197)
(14/9,5/9)
(20839/7491,-4559/7491)
(-9/17,7/17)
(-211/173,63/173)
(1991/327,-448/327)
(-329/1509,3379/1509)
(73/33,28/33)
(-35/187,333/187)
(0,-1)
(1,0)
#
# (a,b,c,d) = (-194,0,2,0) and D = -6208:
#
(1/12,-31/12)
(961/264,-293423/8184)
(1/12,31/12)
(961/264,293423/8184)
#
# (a,b,c,d) = (-24,2,4,0) and D = -6208:
#
(1/6,-4/3)
(1/6,5/4)
(961/132,16477/1023)
(961/132,-53869/2728)
#
# (a,b,c,d) = (-1552,0,1,0) and D = -6208:
#
(961/528,-293423/4092)
(961/528,293423/4092)
(1/24,31/6)
(1/24,-31/6)
#
# (a,b,c,d) = (-3,1,8,0) and D = -6208:
#
(1/3,5/8)
(961/66,16477/2046)
(961/66,-53869/5456)
(1/3,-2/3)
#
# (a,b,c,d) = (-1551,1,1,0) and D = -6205:
#
(-16/111,-2201/444)
(-16/111,755/148)
#
# (a,b,c,d) = (-1551,0,1,0) and D = -6204:
#
(1089/4753,1452736/156849)
(1089/4753,-1452736/156849)
#
# (a,b,c,d) = (-1550,1,1,0) and D = -6201:
#
(1/10,-51/10)
(1/10,5)
#
# (a,b,c,d) = (-1550,0,1,0) and D = -6200:
#
#
# (a,b,c,d) = (-1549,1,1,0) and D = -6197:
#
(1/7,-44/7)
(1/7,43/7)
(-841/9373,-300987/271817)
(-841/9373,325376/271817)
#
# (a,b,c,d) = (-1549,0,1,0) and D = -6196:
#
#
# (a,b,c,d) = (-1548,1,1,0) and D = -6193:
#
(-81/932,-3275/8388)
(625/3144,-215799/26200)
(4/201,-957/134)
(-1/6,-6)
(-1/6,37/6)
(4/201,2863/402)
(-81/932,1001/2097)
(625/3144,157943/19650)
#
# (a,b,c,d) = (-1548,0,1,0) and D = -6192:
#
(-9/26,-527/39)
(676/4137,-246983/35854)
(-1/3,-13)
(1/78,115/13)
(1/78,-115/13)
(-49/507,-2399/1183)
(1/6,7)
(-49/507,2399/1183)
(13225/250341,46271713/9596405)
(-1/3,13)
(-9/26,527/39)
(676/4137,246983/35854)
(13225/250341,-46271713/9596405)
(1/6,-7)
(36/697,-20269/4182)
(36/697,20269/4182)
#
# (a,b,c,d) = (-57,2,3,0) and D = -6192:
#
(1/26,-77/26)
(1/2,-5/2)
(-27/26,1135/234)
(-1,-4)
(676/1379,76469/35854)
(1/2,13/6)
(13225/83447,-47792588/28789215)
(108/697,-20917/12546)
(1/26,229/78)
(-49/169,914/1183)
(676/1379,-264559/107562)
(-1,14/3)
(-27/26,-973/234)
(108/697,19621/12546)
(13225/83447,14916946/9596405)
(-49/169,-2056/3549)
#
# (a,b,c,d) = (-7,2,6,0) and D = -6192:
#
(26450/83447,-16437821/19192810)
(1/13,-58/39)
(216/697,18973/25092)
(-27/13,304/117)
(1352/1379,-13435/10244)
(-2,5/2)
(1352/1379,211831/215124)
(-98/169,3085/7098)
(26450/83447,6175709/8225490)
(1/13,19/13)
(216/697,-21565/25092)
(-2,-11/6)
(-98/169,-571/2366)
(-27/13,-223/117)
(1,-4/3)
(1,1)
#
# (a,b,c,d) = (-193,2,2,0) and D = -6192:
#
(26450/250341,135773389/57578430)
(-2/3,41/6)
(-2/3,-37/6)
(-9/13,-250/39)
(-98/507,-6511/7098)
(1/39,172/39)
(-98/507,7883/7098)
(1352/4137,705797/215124)
(-9/13,277/39)
(1352/4137,-776101/215124)
(1/39,-173/39)
(1/3,-11/3)
(1/3,10/3)
(72/697,-20701/8364)
(72/697,19837/8364)
(26450/250341,-141856889/57578430)
#
# (a,b,c,d) = (-1547,1,1,0) and D = -6189:
#
(9/871,1978/201)
(9/325,457/75)
(9/325,-5968/975)
(9/871,-25741/2613)
#
# (a,b,c,d) = (-1547,0,1,0) and D = -6188:
#
#
# (a,b,c,d) = (-1546,1,1,0) and D = -6185:
#
(81/5536,206267/24912)
(-25/286,469/715)
(169/2954,181221/38402)
(1/44,147/22)
(-4/31,267/62)
(15625/6116,75826461/764500)
(16/18209,2457105/72836)
(7569/107536,21710245/4677816)
(25/284,3399/710)
(961/50786,-11519697/1574366)
(-81/866,-12761/7794)
(-81/866,6745/3897)
(100/449,-40957/4490)
(169/2954,-91709/19201)
(100/449,39957/4490)
(1/14,-33/7)
(-25/286,-813/1430)
(-1/4,39/4)
(4624/181049,77864781/12311332)
(-289/424,97725/3604)
(16/89,2621/356)
(-9/56,-481/84)
(20164/52481,-114663045/7452302)
(16/89,-2685/356)
(-196/1111,-99975/15554)
(-1/4,-19/2)
(-9/104,-35/312)
(900/241,1048211/7230)
(-4/31,-259/62)
(961/50786,5744953/787183)
(16384/485009,346645191/62081152)
(-9/56,989/168)
(1/86,-799/86)
(4624/181049,-78179213/12311332)
(25/284,-6923/1420)
(1/44,-295/44)
(25281/68944,157086791/10962096)
(27556/58649,-182719281/9735734)
(-9/104,31/156)
(27556/58649,178144985/9735734)
(81/5536,-413263/49824)
(7569/107536,-44078993/9355632)
(1/86,399/43)
(76650025/61969023116,15425994208039539/542538797380580)
(-289/424,-190537/7208)
(25281/68944,-80553235/5481048)
(1/2054,-46545/1027)
(16/18209,-2457169/72836)
(293764/7071761,-19900215965/3832894462)
(-196/1111,102719/15554)
(1/14,65/14)
(16384/485009,-348742343/62081152)
(20164/52481,111799757/7452302)
(1/2054,93089/2054)
(76650025/61969023116,-7713332639504207/271269398690290)
(900/241,-1075211/7230)
(15625/6116,-38889793/382250)
(293764/7071761,19740995877/3832894462)
#
# (a,b,c,d) = (1,7,0,-5) and D = -6185:
#
(-6091/1461,896/1461)
(-23767201/20743329,5914145/20743329)
(1451/1961,315/1961)
(-18883/25785,-26116/25785)
(-1307/1623,670/1623)
(1113218/138703,-161135/138703)
(1061/279,-151/279)
(-478/551,441/551)
(-1,1)
(626/1003,373/1003)
(-34/25,7/25)
(-131/3,19/3)
(-256803914/240594507,262285861/240594507)
(-59/43,63/43)
(758/101,-837/101)
(1/3,-2/3)
(-50462/29397,8827/29397)
(8/5,-9/5)
(1,0)
(13/15,1/15)
(17/23,18/23)
(-7017317/7695865,6713091/7695865)
(764/1165,703/1165)
(26867/55709,-41778/55709)
(-101/885,-527/885)
(20396/8383,-2747/8383)
(461656411/721360473,399755218/721360473)
(274/129,-305/129)
(-4,-5)
(44096/6077,55071/6077)
(241/27,301/27)
#
# (a,b,c,d) = (2,3,-8,-2) and D = -6184:
#
#
# (a,b,c,d) = (-1546,0,1,0) and D = -6184:
#
#
# (a,b,c,d) = (-1545,1,1,0) and D = -6181:
#
(4/57,529/114)
(4/57,-179/38)
#
# (a,b,c,d) = (-1545,0,1,0) and D = -6180:
#
(-25/284,1111/1420)
(-25/284,-1111/1420)
#
# (a,b,c,d) = (-193,1,2,0) and D = -6180:
#
(-25/142,309/710)
(-25/142,-493/1420)
#
# (a,b,c,d) = (-1544,1,1,0) and D = -6177:
#
#
# (a,b,c,d) = (-1544,0,1,0) and D = -6176:
#
(9/49,1115/147)
(-49/286,-6290/1001)
(25/14,-2456/35)
(9/49,-1115/147)
(25/14,2456/35)
(-49/286,6290/1001)
#
# (a,b,c,d) = (-193,0,2,0) and D = -6176:
#
(-49/143,3145/1001)
(25/7,1228/35)
(18/49,-1115/294)
(25/7,-1228/35)
(18/49,1115/294)
(-49/143,-3145/1001)
#
# (a,b,c,d) = (-1543,1,1,0) and D = -6173:
#
#
# (a,b,c,d) = (-1543,0,1,0) and D = -6172:
#
(4/33,367/66)
(4/33,-367/66)
#
# (a,b,c,d) = (-1542,1,1,0) and D = -6169:
#
(25/224,2941/560)
(25/224,-6007/1120)
#
# (a,b,c,d) = (-1542,0,1,0) and D = -6168:
#
#
# (a,b,c,d) = (-1541,1,1,0) and D = -6165:
#
(-1/11,-14/11)
(1/69,-25/3)
(-676/159,698797/4134)
(1/69,574/69)
(-1/9,29/9)
(146689/2424039,188835739/40365519)
(-1/11,15/11)
(146689/2424039,-4399403884/928406937)
(-676/159,-681221/4134)
(-1/9,-28/9)
#
# (a,b,c,d) = (-57,1,3,0) and D = -6165:
#
(1/23,-64/23)
(-676/53,79597/1378)
(-1/3,-1)
(-3/11,16/33)
(1/23,191/69)
(-3/11,-13/33)
(146689/808013,-1485195257/928406937)
(146689/808013,25070410/16287841)
(-1/3,10/9)
(-676/53,-221215/4134)
#
# (a,b,c,d) = (-1541,0,1,0) and D = -6164:
#
#
# (a,b,c,d) = (-1540,1,1,0) and D = -6161:
#
(4/49,461/98)
(4/49,-67/14)
#
# (a,b,c,d) = (-24,1,4,0) and D = -6160:
#
#
# (a,b,c,d) = (-1540,0,1,0) and D = -6160:
#
#
# (a,b,c,d) = (-192,2,2,0) and D = -6160:
#
#
# (a,b,c,d) = (-1539,1,1,0) and D = -6157:
#
#
# (a,b,c,d) = (-1539,0,1,0) and D = -6156:
#
(4/9,35/2)
(4/9,-35/2)
#
# (a,b,c,d) = (-57,0,3,0) and D = -6156:
#
(4/3,-35/6)
(4/3,35/6)
#
# (a,b,c,d) = (-2,2,9,0) and D = -6156:
#
(4,-43/18)
(4,3/2)
#
# (a,b,c,d) = (1,4,-7,-7) and D = -6153:
#
(-253/191,333/191)
(16/15,7/15)
(23433/7783,-4447/7783)
(150/181,-217/181)
(1,0)
(-119520615/21180439,-64812943/21180439)
#
# (a,b,c,d) = (-1538,1,1,0) and D = -6153:
#
(-12321/115478,-35884567/12818058)
(-12321/115478,18626099/6409029)
(1/64,513/64)
(1/64,-257/32)
#
# (a,b,c,d) = (-1538,0,1,0) and D = -6152:
#
(1/31,-177/31)
(1/31,177/31)
(13924/60233,66109307/7107494)
(13924/60233,-66109307/7107494)
#
# (a,b,c,d) = (-1537,1,1,0) and D = -6149:
#
#
# (a,b,c,d) = (-192,1,2,0) and D = -6148:
#
(1/21,-23/7)
(1/21,137/42)
#
# (a,b,c,d) = (-1537,0,1,0) and D = -6148:
#
(1/42,-275/42)
(1/42,275/42)
#
# (a,b,c,d) = (-1536,1,1,0) and D = -6145:
#
(-169/354,-84755/4602)
(-169/354,14492/767)
#
# (a,b,c,d) = (-3,0,8,0) and D = -6144:
#
(98/457,9913/12796)
(2,5/4)
(512/505,23053/32320)
(81/239,2761/4302)
(549152/83425,705266257/174858800)
(549152/83425,-705266257/174858800)
(12769/1247,1767455/281822)
(512/505,-23053/32320)
(98/457,-9913/12796)
(1089/1007,-49475/66462)
(1/5,4/5)
(1089/1007,49475/66462)
(9/5,-17/15)
(2,-5/4)
(-200/191,4127/7640)
(8/25,-131/200)
(12769/1247,-1767455/281822)
(81/239,-2761/4302)
(-18/23,-73/276)
(-18/23,73/276)
(-1,1/2)
(8/25,131/200)
(-200/191,-4127/7640)
(-1,-1/2)
(1/5,-4/5)
(9/5,17/15)
#
# (a,b,c,d) = (-23,4,4,0) and D = -6144:
#
(1/10,31/20)
(9/10,-163/60)
(12769/2494,-8512717/563644)
(1089/2014,161963/132924)
(-9/23,50/69)
(1/10,-33/20)
(1,2)
(4/25,123/100)
(1089/2014,-233837/132924)
(1,-3)
(-100/191,-3127/3820)
(-1/2,-3/4)
(4/25,-139/100)
(274576/83425,561388433/87429400)
(49/457,-5128/3199)
(256/505,-27149/16160)
(81/478,-11773/8604)
(49/457,4785/3199)
(12769/2494,5626923/563644)
(9/10,109/60)
(81/478,10315/8604)
(256/505,18957/16160)
(-1/2,5/4)
(-100/191,5127/3820)
(274576/83425,-849144081/87429400)
(-9/23,-1/3)
#
# (a,b,c,d) = (-192,0,2,0) and D = -6144:
#
(12769/4988,3534910/140911)
(1/20,16/5)
(9/20,68/15)
(-1/4,-2)
(49/914,9913/3199)
(-50/191,-4127/1910)
(128/505,-23053/8080)
(81/956,5522/2151)
(128/505,23053/8080)
(-50/191,4127/1910)
(-9/46,-73/69)
(1089/4028,98950/33231)
(2/25,-131/50)
(137288/83425,-705266257/43714700)
(1089/4028,-98950/33231)
(-9/46,73/69)
(81/956,-5522/2151)
(1/2,-5)
(1/2,5)
(49/914,-9913/3199)
(1/20,-16/5)
(9/20,-68/15)
(-1/4,2)
(137288/83425,705266257/43714700)
(2/25,131/50)
(12769/4988,-3534910/140911)
#
# (a,b,c,d) = (-1536,0,1,0) and D = -6144:
#
(12769/9976,7069820/140911)
(-9/92,-146/69)
(-25/191,-4127/955)
(9/40,136/15)
(-25/191,4127/955)
(49/1828,19826/3199)
(81/1912,11044/2151)
(1/25,-131/25)
(-1/8,4)
(-1/8,-4)
(1089/8056,197900/33231)
(9/40,-136/15)
(1/25,131/25)
(1089/8056,-197900/33231)
(1/40,-32/5)
(1/4,-10)
(49/1828,-19826/3199)
(68644/83425,705266257/21857350)
(68644/83425,-705266257/21857350)
(81/1912,-11044/2151)
(1/4,10)
(64/505,23053/4040)
(-9/92,146/69)
(64/505,-23053/4040)
(1/40,32/5)
(12769/9976,-7069820/140911)
#
# (a,b,c,d) = (-1,8,8,0) and D = -6144:
#
(1/5,-9/10)
(-1,0)
(8/25,99/200)
(-200/191,8127/7640)
(512/505,6669/32320)
(-18/23,181/276)
(9/5,-61/30)
(2,1/4)
(549152/83425,129754961/174858800)
(549152/83425,-1280777553/174858800)
(-1,1)
(512/505,-39437/32320)
(12769/1247,162279/140911)
(1/5,7/10)
(98/457,-11285/12796)
(1089/1007,-42706/33231)
(98/457,8541/12796)
(81/239,1016/2151)
(-18/23,35/276)
(12769/1247,-1605176/140911)
(2,-9/4)
(1089/1007,6769/33231)
(9/5,7/30)
(-200/191,-127/7640)
(81/239,-1745/2151)
(8/25,-163/200)
#
# (a,b,c,d) = (-24,0,4,0) and D = -6144:
#
(274576/83425,705266257/87429400)
(49/457,9913/6398)
(9/10,34/15)
(12769/2494,-1767455/140911)
(1089/2014,49475/33231)
(274576/83425,-705266257/87429400)
(-9/23,73/138)
(-9/23,-73/138)
(1/10,8/5)
(1,-5/2)
(1089/2014,-49475/33231)
(256/505,-23053/16160)
(12769/2494,1767455/140911)
(1/10,-8/5)
(-100/191,4127/3820)
(4/25,-131/100)
(9/10,-34/15)
(81/478,2761/2151)
(4/25,131/100)
(-1/2,-1)
(-100/191,-4127/3820)
(81/478,-2761/2151)
(49/457,-9913/6398)
(256/505,23053/16160)
(-1/2,1)
(1,5/2)
#
# (a,b,c,d) = (-1535,1,1,0) and D = -6141:
#
(81/7021,588628/63189)
(81/7021,-589357/63189)
#
# (a,b,c,d) = (-1535,0,1,0) and D = -6140:
#
#
# (a,b,c,d) = (-1534,1,1,0) and D = -6137:
#
(1/38,237/38)
(625/4484,5711/950)
(1/38,-119/19)
(625/4484,-689523/112100)
#
# (a,b,c,d) = (2,13,19,0) and D = -6137:
#
(1/2,3/19)
(1/2,-1/2)
(625/236,-68721/56050)
(625/236,-3457/5900)
#
# (a,b,c,d) = (-1534,0,1,0) and D = -6136:
#
(1024/9585,-1589879/306720)
(1024/9585,1589879/306720)
#
# (a,b,c,d) = (-1533,1,1,0) and D = -6133:
#
(-4/39,67/26)
(529/9807,358556/75187)
(121/3587,-221728/39457)
(620944/32929377,-63391946629/8649449692)
(289/9261,-130601/22491)
(289/9261,303098/52479)
(25/1469,56453/7345)
(-289/169,-189908/2873)
(1/479,10483/479)
(529/140301,-7508639/460989)
(44521/28749,-124188314/2022013)
(9/73,-17/3)
(1/3,13)
(4/17,317/34)
(9/73,1214/219)
(1/479,-10484/479)
(225/10519,-1088603/157785)
(225/10519,1085228/157785)
(529/9807,-155405/32223)
(25/1469,-56578/7345)
(44521/28749,51881573/866577)
(121/3587,220397/39457)
(4/17,-325/34)
(529/140301,17516102/1075641)
(-1/7,5)
(-1/7,-34/7)
(-4/39,-193/78)
(-289/169,194821/2873)
(620944/32929377,189686536015/25948349076)
(1/3,-40/3)
#
# (a,b,c,d) = (2,1,-9,-1) and D = -6133:
#
(-995/2021,-1061/2021)
(31017/27089,13423/27089)
(155/3262,-1901/1631)
(-48357/25130,10763/12565)
(2,1)
(-223629/154048,-61361/77024)
(-209/980,731/490)
(14643/1330,3763/665)
(-28/55,29/55)
(-279/625,347/625)
(-1/7,-5/7)
(72271/479552,-409893/239776)
(-1719276/25193,736219/25193)
(49/62,1/31)
(72759/91567,8447/91567)
(-6152/29561,39327/29561)
(-7,3)
(6/7,-1/7)
(-7286/11123,5559/11123)
(2127/1351,1031/1351)
(-855/2497,7493/2497)
(-3/4,1/2)
(-357/454,-125/227)
(-1234421/1064147,619295/1064147)
(0,-1)
#
# (a,b,c,d) = (-1533,0,1,0) and D = -6132:
#
#
# (a,b,c,d) = (-1532,1,1,0) and D = -6129:
#
#
# (a,b,c,d) = (-56,3,3,0) and D = -6129:
#
#
# (a,b,c,d) = (-191,2,2,0) and D = -6128:
#
(2/29,159/58)
(2/29,-163/58)
#
# (a,b,c,d) = (-1532,0,1,0) and D = -6128:
#
(1/29,-161/29)
(1/29,161/29)
#
# (a,b,c,d) = (-11,5,5,0) and D = -6125:
#
(-1,2)
(-57245/120109,39088661/64258315)
(5/11,-6/5)
(-57245/120109,-769326/5841665)
(256/1349,21019/21584)
(5/11,41/55)
(256/1349,-25115/21584)
(-1,-1)
#
# (a,b,c,d) = (-1531,1,1,0) and D = -6125:
#
(1/11,53/11)
(1/11,-54/11)
(-11449/120109,-23163102/12851663)
(256/6745,574627/107920)
(256/6745,-578723/107920)
(-11449/120109,24388145/12851663)
(-1/5,-37/5)
(-1/5,38/5)
#
# (a,b,c,d) = (-1531,0,1,0) and D = -6124:
#
(-121/975,42254/10725)
(-121/975,-42254/10725)
#
# (a,b,c,d) = (-1530,1,1,0) and D = -6121:
#
#
# (a,b,c,d) = (-1530,0,1,0) and D = -6120:
#
#
# (a,b,c,d) = (-1529,1,1,0) and D = -6117:
#
#
# (a,b,c,d) = (-191,1,2,0) and D = -6116:
#
(338/1387,98045/36062)
(-1,-19/2)
(-625/1808,-138837/45200)
(1/8,37/16)
(18/235,-3781/1410)
(18/235,3727/1410)
(169/340,-22479/4420)
(169/340,42761/8840)
(-1,10)
(-1/5,-11/10)
(-625/1808,293299/90400)
(1/8,-19/8)
(338/1387,-102439/36062)
(-1/5,6/5)
#
# (a,b,c,d) = (-1529,0,1,0) and D = -6116:
#
(-1/2,39/2)
(1/16,-75/16)
(169/1387,100242/18031)
(-1/10,-23/10)
(-625/3616,-570973/90400)
(9/235,3754/705)
(169/680,-87719/8840)
(169/1387,-100242/18031)
(169/680,87719/8840)
(-1/10,23/10)
(-625/3616,570973/90400)
(-1/2,-39/2)
(1/16,75/16)
(9/235,-3754/705)
#
# (a,b,c,d) = (-1528,1,1,0) and D = -6113:
#
#
# (a,b,c,d) = (-1528,0,1,0) and D = -6112:
#
#
# (a,b,c,d) = (-191,0,2,0) and D = -6112:
#
#
# (a,b,c,d) = (-1527,1,1,0) and D = -6109:
#
(1/9,47/9)
(1/9,-16/3)
#
# (a,b,c,d) = (-1527,0,1,0) and D = -6108:
#
(-1/11,-14/11)
(-1/11,14/11)
(784/149017,-57531011/4172476)
(784/149017,57531011/4172476)
#
# (a,b,c,d) = (2,8,-1,-3) and D = -6108:
#
(268/463,-1579/1389)
(-4,1)
(727/9776,-20785/29328)
(-1/4,-3/4)
#
# (a,b,c,d) = (-1526,1,1,0) and D = -6105:
#
(1/136,-1587/136)
(1/136,793/68)
#
# (a,b,c,d) = (-1526,0,1,0) and D = -6104:
#
#
# (a,b,c,d) = (-1525,1,1,0) and D = -6101:
#
(1/65,-526/65)
(1/65,105/13)
#
# (a,b,c,d) = (-12,2,5,0) and D = -6100:
#
(-784/1059,-8747/9884)
(-784/1059,175109/148260)
(1/3,-1)
(1/3,13/15)
#
# (a,b,c,d) = (-1525,0,1,0) and D = -6100:
#
(1/15,-14/3)
(-784/5295,-153157/29652)
(1/15,14/3)
(-784/5295,153157/29652)
#
# (a,b,c,d) = (-1524,1,1,0) and D = -6097:
#
(1/36,73/12)
(1/36,-55/9)
#
# (a,b,c,d) = (3,3,-7,-3) and D = -6096:
#
(-1867/1903,1208/1903)
(-6709/10981,7036/10981)
(2,-1)
(1,2/3)
(-44/17,113/17)
#
# (a,b,c,d) = (-1524,0,1,0) and D = -6096:
#
(1/13,-61/13)
(1/13,61/13)
(-676/2375,-676307/61750)
(-676/2375,676307/61750)
(-3721/28379,7460665/1731119)
(-3721/28379,-7460665/1731119)
#
# (a,b,c,d) = (-190,2,2,0) and D = -6096:
#
(2/13,-63/26)
(-7442/28379,-7006703/3462238)
(-1352/2375,711459/123500)
(2/13,59/26)
(-1352/2375,-6749/1300)
(-7442/28379,7914627/3462238)
#
# (a,b,c,d) = (-1523,1,1,0) and D = -6093:
#
#
# (a,b,c,d) = (2,3,-10,2) and D = -6092:
#
(5/6,1/3)
#
# (a,b,c,d) = (-1523,0,1,0) and D = -6092:
#
#
# (a,b,c,d) = (-1522,1,1,0) and D = -6089:
#
(-16/95,2351/380)
(-16/95,-2287/380)
#
# (a,b,c,d) = (1,3,-10,-2) and D = -6088:
#
(-4717/1529,978/1529)
(319/314,95/314)
(43/55,-228/55)
(397/67,186/67)
(-1/2,-1/2)
(97159/53449,-17202/53449)
(15/4,7/4)
(-93/22,19/22)
(-43/112,61/112)
(12821/37985,-72516/37985)
(-3/10,13/10)
(-25/11,-12/11)
(1,0)
(-269/2096,-1333/2096)
(-43/551,-378/551)
(57217/30272,-301495/30272)
#
# (a,b,c,d) = (-1522,0,1,0) and D = -6088:
#
(303601/304799,-6528395289/167944249)
(1/23,117/23)
(-324/2519,-189163/45342)
(16/153,3133/612)
(4/81,793/162)
(676/1353,687493/35178)
(-16/183,-325/732)
(-16/183,325/732)
(-6084/23,-18513611/1794)
(16/153,-3133/612)
(4/81,-793/162)
(-324/2519,189163/45342)
(1/23,-117/23)
(-1,-39)
(676/1353,-687493/35178)
(-1,39)
(-6084/23,18513611/1794)
(303601/304799,6528395289/167944249)
#
# (a,b,c,d) = (-1521,1,1,0) and D = -6085:
#
#
# (a,b,c,d) = (19,77,78,0) and D = -6084:
#
(800/551,-41141/66120)
(2523/380,-151027/45240)
(3/2,-5/6)
(-4693/580,567391/143260)
(-8,207/52)
(800/551,-12231/15080)
(-4693/580,3461513/859560)
(-8,47/12)
(13/2,-491/156)
(3/2,-101/156)
(2523/380,-106321/33060)
(13/2,-85/26)
#
# (a,b,c,d) = (0,1,78,0) and D = -6084:
#
(13/2,-4/39)
(13/2,1/52)
(800/551,-361/3480)
(2523/380,400/21489)
(3/2,1/12)
(3/2,-4/39)
(-4693/580,400/21489)
(-8,1/12)
(800/551,841/9880)
(-4693/580,841/9880)
(-8,1/52)
(2523/380,-361/3480)
#
# (a,b,c,d) = (5,28,39,0) and D = -6084:
#
(-4,107/78)
(-4693/1160,397057/286520)
(13/4,-163/156)
(400/551,-4953/11020)
(13/4,-67/52)
(3/4,-1/12)
(2523/760,-919171/859560)
(3/4,-71/156)
(-4,3/2)
(2523/760,-17377/13224)
(400/551,-30833/429780)
(-4693/1160,261101/171912)
#
# (a,b,c,d) = (5,23,26,0) and D = -6084:
#
(-8/3,13/12)
(-8/3,199/156)
(800/1653,-427501/859560)
(1/2,3/52)
(13/6,-89/78)
(800/1653,4577/66120)
(1/2,-1/2)
(841/380,-1753/2204)
(-4693/1740,1111171/859560)
(-4693/1740,93967/85956)
(841/380,-333057/286520)
(13/6,-121/156)
#
# (a,b,c,d) = (-190,1,2,0) and D = -6084:
#
(1/26,-189/52)
(-361/1740,4459/3306)
(1/6,-29/12)
(841/4940,-1831/754)
(841/4940,671391/286520)
(800/21489,3157513/859560)
(1/6,7/3)
(800/21489,-167027/45240)
(-8/39,203/156)
(-8/39,-187/156)
(-361/1740,-82321/66120)
(1/26,47/13)
#
# (a,b,c,d) = (2,25,78,0) and D = -6084:
#
(3/2,-23/156)
(2523/380,-967171/859560)
(13/2,-51/52)
(-8,205/156)
(2523/380,-16577/16530)
(800/551,-281167/859560)
(-4693/580,271501/214890)
(13/2,-43/39)
(-8,5/4)
(3/2,-1/3)
(-4693/580,381057/286520)
(800/551,-3047/22040)
#
# (a,b,c,d) = (-7,1,6,0) and D = -6084:
#
(-8/13,-19/52)
(1/2,3/4)
(2523/4940,-720169/859560)
(800/7163,-1063171/859560)
(800/7163,349057/286520)
(-361/580,-12577/33060)
(3/26,187/156)
(1/2,-5/6)
(-361/580,10671/22040)
(2523/4940,323501/429780)
(3/26,-95/78)
(-8/13,73/156)
#
# (a,b,c,d) = (0,3,26,0) and D = -6084:
#
(-8/3,3/52)
(13/6,-4/13)
(-4693/1740,2523/9880)
(-8/3,1/4)
(800/1653,2523/9880)
(13/6,3/52)
(800/1653,-361/1160)
(841/380,400/7163)
(-4693/1740,400/7163)
(841/380,-361/1160)
(1/2,-4/13)
(1/2,1/4)
#
# (a,b,c,d) = (0,2,39,0) and D = -6084:
#
(13/4,1/26)
(2523/760,800/21489)
(3/4,1/6)
(400/551,841/4940)
(3/4,-8/39)
(-4,1/26)
(13/4,-8/39)
(400/551,-361/1740)
(-4,1/6)
(-4693/1160,800/21489)
(2523/760,-361/1740)
(-4693/1160,841/4940)
#
# (a,b,c,d) = (-1521,0,1,0) and D = -6084:
#
(1/52,29/4)
(1/12,19/4)
(-361/3480,57167/22040)
(-4/39,-5/2)
(-4/39,5/2)
(400/21489,81167/11020)
(1/12,-19/4)
(400/21489,-81167/11020)
(1/52,-29/4)
(841/9880,105167/22040)
(-361/3480,-57167/22040)
(841/9880,-105167/22040)
#
# (a,b,c,d) = (0,6,13,0) and D = -6084:
#
(13/12,-8/13)
(841/760,-361/580)
(13/12,3/26)
(-4/3,1/2)
(841/760,800/7163)
(-4693/3480,800/7163)
(400/1653,-361/580)
(1/4,-8/13)
(-4693/3480,2523/4940)
(-4/3,3/26)
(400/1653,2523/4940)
(1/4,1/2)
#
# (a,b,c,d) = (-56,2,3,0) and D = -6084:
#
(1/4,3/2)
(2523/9880,-720169/429780)
(-4/13,73/78)
(400/7163,-1063171/429780)
(1/4,-5/3)
(400/7163,349057/143260)
(3/52,187/78)
(-4/13,-19/26)
(2523/9880,323501/214890)
(-361/1160,10671/11020)
(3/52,-95/39)
(-361/1160,-12577/16530)
#
# (a,b,c,d) = (9,53,78,0) and D = -6084:
#
(3/2,-47/78)
(13/2,-335/156)
(3/2,-5/12)
(-4693/580,2391509/859560)
(13/2,-59/26)
(-8,11/4)
(800/551,-342833/859560)
(-4693/580,389057/143260)
(2523/380,-153193/66120)
(2523/380,-943171/429780)
(-8,419/156)
(800/551,-12953/22040)
#
# (a,b,c,d) = (-6,5,6,0) and D = -6084:
#
(2523/4940,125167/214890)
(-8/13,-25/156)
(-8/13,35/52)
(1/2,7/12)
(1/2,-1)
(3/26,181/156)
(800/7163,-365057/286520)
(800/7163,1015171/859560)
(2523/4940,-866503/859560)
(3/26,-49/39)
(-361/580,-953/5510)
(-361/580,45731/66120)
#
# (a,b,c,d) = (-1520,1,1,0) and D = -6081:
#
#
# (a,b,c,d) = (-1520,0,1,0) and D = -6080:
#
(-676/1351,-683437/35126)
(-676/1351,683437/35126)
(1,39)
(1,-39)
#
# (a,b,c,d) = (-190,0,2,0) and D = -6080:
#
(2,-39/2)
(2,39/2)
(-1352/1351,-683437/70252)
(-1352/1351,683437/70252)
#
# (a,b,c,d) = (-1519,1,1,0) and D = -6077:
#
#
# (a,b,c,d) = (-1519,0,1,0) and D = -6076:
#
#
# (a,b,c,d) = (-1518,1,1,0) and D = -6073:
#
(8281/46764,5113093/709254)
(8281/46764,-31432129/4255524)
#
# (a,b,c,d) = (-1518,0,1,0) and D = -6072:
#
(4/169,2219/338)
(4/169,-2219/338)
#
# (a,b,c,d) = (-1517,1,1,0) and D = -6069:
#
#
# (a,b,c,d) = (3,15,17,0) and D = -6069:
#
#
# (a,b,c,d) = (-1517,0,1,0) and D = -6068:
#
(484/6593,-677185/145046)
(484/6593,677185/145046)
#
# (a,b,c,d) = (-1516,1,1,0) and D = -6065:
#
#
# (a,b,c,d) = (-189,2,2,0) and D = -6064:
#
(-1352/2583,-90925/19188)
(-1352/2583,78531/14924)
#
# (a,b,c,d) = (-1516,0,1,0) and D = -6064:
#
(-676/2583,-671627/67158)
(-676/2583,671627/67158)
#
# (a,b,c,d) = (-1515,1,1,0) and D = -6061:
#
(1/5,-41/5)
(-729/6665,-105914/35991)
(1/5,8)
(-729/6665,549253/179955)
#
# (a,b,c,d) = (-1515,0,1,0) and D = -6060:
#
#
# (a,b,c,d) = (-1514,1,1,0) and D = -6057:
#
#
# (a,b,c,d) = (-56,1,3,0) and D = -6057:
#
#
# (a,b,c,d) = (-1514,0,1,0) and D = -6056:
#
#
# (a,b,c,d) = (1,6,-8,-1) and D = -6053:
#
(-146/43,21/43)
(69463715/68217344,48518841/68217344)
(-1/3,-2/3)
(-1453417/2035398,-1533155/2035398)
(-45889/182832,353101/182832)
(-1448/2149,12507/2149)
(413/116,-57/116)
(-9/31,20/31)
(-408519/149060,-336677/149060)
(86447/102335,48776/102335)
(10519/5200,-1323/5200)
(10075/86536,-126111/86536)
(-5/4,1/4)
(0,-1)
(11/2,9/2)
(1,0)
(27/94,-247/94)
(35189/453,-4952/453)
(158/81,127/81)
(-7/5,-6/5)
#
# (a,b,c,d) = (-1513,1,1,0) and D = -6053:
#
(1/19,-92/19)
(-3721/11077,-8638884/675697)
(64/3817,-236917/30536)
(66113161/486407977,-23771453610878/3954983260987)
(-3721/11077,8865865/675697)
(-18769/61699,-97560253/8452763)
(64/3817,236405/30536)
(-1/11,14/11)
(-4/23,-287/46)
(9/121,-1709/363)
(49/1751,-4391/721)
(-4/23,295/46)
(-18769/61699,100131606/8452763)
(400/649,307643/12980)
(-25/31,4922/155)
(-121/1003,41553/11033)
(4/17,-19/2)
(400/649,-315643/12980)
(1/107,-1108/107)
(66113161/486407977,23233887498787/3954983260987)
(3721/36247,-11320013/2211067)
(-3481/34967,-4488155/2063053)
(9/121,1682/363)
(1/19,91/19)
(4/17,315/34)
(1/107,1107/107)
(49/1751,74304/12257)
(-25/31,-4797/155)
(-121/1003,-2366/649)
(3721/36247,11093032/2211067)
(-3481/34967,4693534/2063053)
(-1/11,-13/11)
#
# (a,b,c,d) = (-1513,0,1,0) and D = -6052:
#
(3136/115497,-39841451/6467832)
(1/8,-45/8)
(-1/9,28/9)
(-169/672,-83663/8736)
(-1/9,-28/9)
(1/2,-39/2)
(3136/115497,39841451/6467832)
(289/5618,-462423/95506)
(-225/2576,-11843/38640)
(289/5618,462423/95506)
(6436369/298657968,-5200259021243/757695264816)
(1/2,39/2)
(1/186,2537/186)
(-169/672,83663/8736)
(1/8,45/8)
(-225/2576,11843/38640)
(6436369/298657968,5200259021243/757695264816)
(1/186,-2537/186)
(121/5336,-393207/58696)
(121/5336,393207/58696)
#
# (a,b,c,d) = (-189,1,2,0) and D = -6052:
#
(6436369/149328984,123426903645/36080726896)
(-2/9,-3/2)
(1,-10)
(121/2668,97969/29348)
(-169/336,7155/1456)
(6272/115497,4407315/1437296)
(1,19/2)
(1/4,11/4)
(121/2668,-197269/58696)
(-225/1288,-2117/19320)
(6436369/149328984,-1304147022349/378847632408)
(-169/336,-5819/1248)
(-2/9,29/18)
(289/2809,-116834/47753)
(1/4,-23/8)
(289/2809,228755/95506)
(6272/115497,-40017067/12935664)
(1/93,634/93)
(1/93,-423/62)
(-225/1288,1087/5520)
#
# (a,b,c,d) = (-1512,1,1,0) and D = -6049:
#
#
# (a,b,c,d) = (-1512,0,1,0) and D = -6048:
#
(-1/6,6)
(4/57,177/38)
(-1/6,-6)
(4/57,-177/38)
#
# (a,b,c,d) = (-7,0,6,0) and D = -6048:
#
(8/19,59/76)
(-1,1)
(8/19,-59/76)
(-1,-1)
#
# (a,b,c,d) = (-189,0,2,0) and D = -6048:
#
(8/57,177/76)
(8/57,-177/76)
(-1/3,-3)
(-1/3,3)
#
# (a,b,c,d) = (-56,0,3,0) and D = -6048:
#
(-1/2,2)
(4/19,59/38)
(-1/2,-2)
(4/19,-59/38)
#
# (a,b,c,d) = (-1511,1,1,0) and D = -6045:
#
(4/49,459/98)
(4,-315/2)
(4/49,-467/98)
(4,307/2)
#
# (a,b,c,d) = (-1511,0,1,0) and D = -6044:
#
#
# (a,b,c,d) = (-1510,1,1,0) and D = -6041:
#
#
# (a,b,c,d) = (-1510,0,1,0) and D = -6040:
#
#
# (a,b,c,d) = (-1509,1,1,0) and D = -6037:
#
(-1/3,-38/3)
(-1/3,13)
#
# (a,b,c,d) = (-1509,0,1,0) and D = -6036:
#
#
# (a,b,c,d) = (2,7,-2,-4) and D = -6036:
#
(-3/4,1/2)
#
# (a,b,c,d) = (-1508,1,1,0) and D = -6033:
#
(-2809/32054,389082/849431)
(-2809/32054,-629287/1698862)
#
# (a,b,c,d) = (-1508,0,1,0) and D = -6032:
#
(-1/4,-19/2)
(1252161/51732253,-376042304845/57888391107)
(361/3032,157177/28804)
(361/3032,-157177/28804)
(1252161/51732253,376042304845/57888391107)
(-1/4,19/2)
#
# (a,b,c,d) = (-23,3,4,0) and D = -6032:
#
(-1,11/4)
(5008644/51732253,367635295891/231553564428)
(361/758,17075/14402)
(361/758,-88877/57608)
(-1,-2)
(5008644/51732253,-384449313799/231553564428)
#
# (a,b,c,d) = (-188,2,2,0) and D = -6032:
#
(-1/2,5)
(2504322/51732253,373239968527/115776782214)
(2504322/51732253,-378844641163/115776782214)
(361/1516,-41009/14402)
(361/1516,75159/28804)
(-1/2,-9/2)
#
# (a,b,c,d) = (-1507,1,1,0) and D = -6029:
#
(9/553,13033/1659)
(9/553,-13060/1659)
#
# (a,b,c,d) = (-1507,0,1,0) and D = -6028:
#
#
# (a,b,c,d) = (-12,1,5,0) and D = -6025:
#
(1/4,-1)
(9/116,-563/348)
(1/4,19/20)
(256/277,-35471/22160)
(-34445/71004,-3389063/9822220)
(9/116,697/435)
(-1/2,1/2)
(-4/3,-19/10)
(-4/3,13/6)
(125/2696,34939/16850)
(-169/72,18097/4680)
(-1/2,-2/5)
(125/2696,-140381/67400)
(5/6,13/10)
(5/6,-22/15)
(-169/72,-265/78)
(-34445/71004,3256531/7366665)
(256/277,6275/4432)
#
# (a,b,c,d) = (-1506,1,1,0) and D = -6025:
#
(-6889/71004,1980425/982222)
(1/20,97/20)
(9/580,-14021/1740)
(1/6,41/6)
(25/2696,70003/6740)
(-4/15,103/10)
(1/6,-7)
(-1/10,23/10)
(25/2696,-140131/13480)
(-1/10,-11/5)
(256/1385,165067/22160)
(1/20,-49/10)
(-4/15,-301/30)
(-6889/71004,-11310763/5893332)
(256/1385,-169163/22160)
(-169/360,28697/1560)
(9/580,6997/870)
(-169/360,-41947/2340)
#
# (a,b,c,d) = (-1506,0,1,0) and D = -6024:
#
(1/7,43/7)
(1/7,-43/7)
#
# (a,b,c,d) = (-1505,1,1,0) and D = -6021:
#
(1/33,-194/33)
(1/33,193/33)
(1849/9735,-654103/83721)
(1849/9735,3191008/418605)
#
# (a,b,c,d) = (-55,3,3,0) and D = -6021:
#
(1849/3245,5804/2537)
(1/11,-2)
(1/11,21/11)
(1849/3245,-398727/139535)
#
# (a,b,c,d) = (-188,1,2,0) and D = -6020:
#
#
# (a,b,c,d) = (-1505,0,1,0) and D = -6020:
#
#
# (a,b,c,d) = (-1504,1,1,0) and D = -6017:
#
(-1/8,4)
(-1/8,-31/8)
(441/11152,1226611/234192)
(441/11152,-77242/14637)
#
# (a,b,c,d) = (-1504,0,1,0) and D = -6016:
#
(4/65,-609/130)
(4/65,609/130)
(-659344/3578055,19629008531/2905380660)
(-659344/3578055,-19629008531/2905380660)
#
# (a,b,c,d) = (-188,0,2,0) and D = -6016:
#
(8/65,609/260)
(8/65,-609/260)
(-1318688/3578055,-19629008531/5810761320)
(-1318688/3578055,19629008531/5810761320)
#
# (a,b,c,d) = (-1503,1,1,0) and D = -6013:
#
#
# (a,b,c,d) = (-1503,0,1,0) and D = -6012:
#
(1/61,-478/61)
(1/61,478/61)
#
# (a,b,c,d) = (-1502,1,1,0) and D = -6009:
#
#
# (a,b,c,d) = (-1502,0,1,0) and D = -6008:
#
#
# (a,b,c,d) = (-1501,1,1,0) and D = -6005:
#
#
# (a,b,c,d) = (-1501,0,1,0) and D = -6004:
#
(1369/14883,-2673536/550671)
(1369/14883,2673536/550671)
#
# (a,b,c,d) = (-1500,1,1,0) and D = -6001:
#
(-9/98,-377/294)
(-9/98,202/147)
#
# (a,b,c,d) = (-12,0,5,0) and D = -6000:
#
(-125/134,2293/1675)
(-405/14,14117/315)
(5/34,-101/85)
(-125/134,-2293/1675)
(-5/11,-13/55)
(441/362,7337/3801)
(-10609/18247,1284775/1879441)
(1/2,1)
(-9/7,-41/21)
(1/2,-1)
(-9/7,41/21)
(-10609/18247,-1284775/1879441)
(4/53,173/106)
(-5/11,13/55)
(-405/14,-14117/315)
(5/34,101/85)
(441/362,-7337/3801)
(4/53,-173/106)
#
# (a,b,c,d) = (-187,2,2,0) and D = -6000:
#
(-2/11,15/22)
(1/5,12/5)
(441/905,-96343/19005)
(-2/11,-1/2)
(-81/7,7423/63)
(1/17,-3)
(8/265,4309/1060)
(441/905,87082/19005)
(-18/35,1079/210)
(-21218/91235,-29933921/18794410)
(-21218/91235,34304829/18794410)
(1/5,-13/5)
(-18/35,-971/210)
(8/265,-4341/1060)
(-81/7,-6694/63)
(1/17,50/17)
(-25/67,-1084/335)
(-25/67,1209/335)
#
# (a,b,c,d) = (1,10,10,0) and D = -6000:
#
(-10/11,63/110)
(5/17,-63/85)
(-21218/18247,900679/3758882)
(441/181,-962/3801)
(441/181,-8299/3801)
(-10/11,37/110)
(-125/67,416/1675)
(8/53,-189/212)
(5/17,38/85)
(-18/7,95/42)
(-405/7,2054/315)
(-125/67,2709/1675)
(8/53,157/212)
(-405/7,16171/315)
(1,-1)
(1,0)
(-18/7,13/42)
(-21218/18247,3470229/3758882)
#
# (a,b,c,d) = (-1500,0,1,0) and D = -6000:
#
(441/1810,-36685/3801)
(-10609/91235,6423875/1879441)
(1/10,5)
(-25/134,2293/335)
(1/34,-101/17)
(-10609/91235,-6423875/1879441)
(1/34,101/17)
(-81/14,-14117/63)
(-81/14,14117/63)
(441/1810,36685/3801)
(-25/134,-2293/335)
(-9/35,205/21)
(-1/11,13/11)
(-9/35,-205/21)
(4/265,865/106)
(4/265,-865/106)
(-1/11,-13/11)
(1/10,-5)
#
# (a,b,c,d) = (-1499,1,1,0) and D = -5997:
#
(36/2257,107443/13542)
(36/2257,-107659/13542)
#
# (a,b,c,d) = (-1499,0,1,0) and D = -5996:
#
(-36/335,-5687/2010)
(-1/7,34/7)
(-13924/59455,-61939199/7015690)
(-1/7,-34/7)
(-13924/59455,61939199/7015690)
(-36/335,5687/2010)
#
# (a,b,c,d) = (-1498,1,1,0) and D = -5993:
#
#
# (a,b,c,d) = (-1498,0,1,0) and D = -5992:
#
(9/79,-1259/237)
(9/79,1259/237)
#
# (a,b,c,d) = (-1497,1,1,0) and D = -5989:
#
(-4/7,313/14)
(-4/7,-305/14)
(169744/596505,2710038173/245760060)
(169744/596505,-926657567/81920020)
#
# (a,b,c,d) = (-1497,0,1,0) and D = -5988:
#
#
# (a,b,c,d) = (-187,1,2,0) and D = -5988:
#
#
# (a,b,c,d) = (-1496,1,1,0) and D = -5985:
#
(1/4,-10)
(1/4,39/4)
#
# (a,b,c,d) = (-1496,0,1,0) and D = -5984:
#
(49/9230,443426/32305)
(49/9230,-443426/32305)
#
# (a,b,c,d) = (-187,0,2,0) and D = -5984:
#
(49/4615,221713/32305)
(49/4615,-221713/32305)
#
# (a,b,c,d) = (-1495,1,1,0) and D = -5981:
#
(81/1135,-9574/2043)
(81/1135,47141/10215)
#
# (a,b,c,d) = (1,5,-8,-2) and D = -5980:
#
(-179/556,441/556)
(1,0)
#
# (a,b,c,d) = (-1495,0,1,0) and D = -5980:
#
(-21609/43811,122478182/6440217)
(-21609/43811,-122478182/6440217)
#
# (a,b,c,d) = (-1494,1,1,0) and D = -5977:
#
#
# (a,b,c,d) = (-1494,0,1,0) and D = -5976:
#
(-1/5,37/5)
(1/3,-13)
(16/33,-827/44)
(25/171891,23755187/286485)
(4/369,-2365/246)
(25/171891,-23755187/286485)
(1/3,13)
(-1/5,-37/5)
(4/369,2365/246)
(16/33,827/44)
(-676/3975,-210479/34450)
(-676/3975,210479/34450)
#
# (a,b,c,d) = (-55,2,3,0) and D = -5976:
#
(16/11,-27/4)
(-3/5,-34/15)
(1,-14/3)
(1,4)
(-676/1325,-64301/34450)
(-676/1325,45611/20670)
(4/123,2357/738)
(25/57297,7918354/286485)
(16/11,763/132)
(-3/5,8/3)
(4/123,-791/246)
(25/57297,-23755312/859455)
#
# (a,b,c,d) = (-1493,1,1,0) and D = -5973:
#
#
# (a,b,c,d) = (-1493,0,1,0) and D = -5972:
#
#
# (a,b,c,d) = (-1492,1,1,0) and D = -5969:
#
#
# (a,b,c,d) = (-1492,0,1,0) and D = -5968:
#
(-900/6071,-929467/182130)
(-900/6071,929467/182130)
#
# (a,b,c,d) = (-186,2,2,0) and D = -5968:
#
(-1800/6071,983467/364260)
(-1800/6071,-875467/364260)
#
# (a,b,c,d) = (1,4,-8,-4) and D = -5968:
#
(1,0)
(-43/77,90/77)
#
# (a,b,c,d) = (-1491,1,1,0) and D = -5965:
#
#
# (a,b,c,d) = (-1491,0,1,0) and D = -5964:
#
#
# (a,b,c,d) = (-1490,1,1,0) and D = -5961:
#
(-1/2,39/2)
(-1/2,-19)
#
# (a,b,c,d) = (-1490,0,1,0) and D = -5960:
#
#
# (a,b,c,d) = (-1489,1,1,0) and D = -5957:
#
(1/71,-600/71)
(1/71,599/71)
#
# (a,b,c,d) = (-186,1,2,0) and D = -5956:
#
#
# (a,b,c,d) = (-1489,0,1,0) and D = -5956:
#
#
# (a,b,c,d) = (-1488,1,1,0) and D = -5953:
#
(49/1572,-5324/917)
(49/1572,63545/11004)
#
# (a,b,c,d) = (-23,2,4,0) and D = -5952:
#
(9/7,-145/42)
(9/7,59/21)
#
# (a,b,c,d) = (-1488,0,1,0) and D = -5952:
#
(9/28,-263/21)
(9/28,263/21)
#
# (a,b,c,d) = (-186,0,2,0) and D = -5952:
#
(9/14,-263/42)
(9/14,263/42)
#
# (a,b,c,d) = (-55,1,3,0) and D = -5949:
#
(1/9,16/9)
(361/155,-6111/589)
(-4/5,7/2)
(361/155,84806/8835)
(-3/11,14/33)
(1/9,-49/27)
(-4/5,-97/30)
(-3/11,-1/3)
(9409/7785,11336207/2265435)
(9409/7785,-816592/151029)
#
# (a,b,c,d) = (-1487,1,1,0) and D = -5949:
#
(361/465,261277/8835)
(9409/23355,34921294/2265435)
(361/465,-268136/8835)
(9409/23355,-35833967/2265435)
(1/27,-146/27)
(-1/11,-12/11)
(-4/15,307/30)
(1/27,145/27)
(-1/11,13/11)
(-4/15,-299/30)
#
# (a,b,c,d) = (-1487,0,1,0) and D = -5948:
#
(1/17,80/17)
(1/17,-80/17)
#
# (a,b,c,d) = (-1486,1,1,0) and D = -5945:
#
(1/266,-4339/266)
(1/266,2169/133)
#
# (a,b,c,d) = (-1486,0,1,0) and D = -5944:
#
(4/41,-405/82)
(4/41,405/82)
(-291600/3152039,2351303459/1702101060)
(-291600/3152039,-2351303459/1702101060)
#
# (a,b,c,d) = (-1485,1,1,0) and D = -5941:
#
(9/127,-1783/381)
(169/1875,-23681/4875)
(-256/615,10611/656)
(-1/9,-3)
(-256/615,-155069/9840)
(-1/9,28/9)
(9/127,1756/381)
(169/1875,38736/8125)
#
# (a,b,c,d) = (1,3,-9,-5) and D = -5940:
#
(1,0)
(-1,2)
(169/419,-422/419)
#
# (a,b,c,d) = (-1485,0,1,0) and D = -5940:
#
(-4/39,-63/26)
(-4/39,63/26)
#
# (a,b,c,d) = (-55,0,3,0) and D = -5940:
#
(-4/13,-21/26)
(-4/13,21/26)
#
# (a,b,c,d) = (-1484,1,1,0) and D = -5937:
#
#
# (a,b,c,d) = (-1484,0,1,0) and D = -5936:
#
(-1/10,11/5)
(-1/10,-11/5)
#
# (a,b,c,d) = (-185,2,2,0) and D = -5936:
#
(-1/5,6/5)
(-1/5,-1)
#
# (a,b,c,d) = (-1483,1,1,0) and D = -5933:
#
(1/293,-5016/293)
(1/293,5015/293)
(-1,-38)
(-1,39)
#
# (a,b,c,d) = (-1483,0,1,0) and D = -5932:
#
#
# (a,b,c,d) = (6,43,77,0) and D = -5929:
#
#
# (a,b,c,d) = (-4,3,7,0) and D = -5929:
#
#
# (a,b,c,d) = (0,1,77,0) and D = -5929:
#
#
# (a,b,c,d) = (-1482,1,1,0) and D = -5929:
#
#
# (a,b,c,d) = (0,7,11,0) and D = -5929:
#
#
# (a,b,c,d) = (-1482,0,1,0) and D = -5928:
#
#
# (a,b,c,d) = (2,1,-9,-3) and D = -5925:
#
(-103/66,25/33)
(3442/3199,1361/3199)
(12107/5526,-2645/2763)
(-1,3)
(-2,-1)
(3499/7889,-11811/7889)
(29725/5196,-6679/2598)
#
# (a,b,c,d) = (-1481,1,1,0) and D = -5925:
#
(1,38)
(1,-39)
(-5929/11849,-17294920/912373)
(-5929/11849,17751453/912373)
#
# (a,b,c,d) = (-1481,0,1,0) and D = -5924:
#
(1/14,65/14)
(1/14,-65/14)
#
# (a,b,c,d) = (-185,1,2,0) and D = -5924:
#
(1/7,-33/14)
(1/7,16/7)
#
# (a,b,c,d) = (-1480,1,1,0) and D = -5921:
#
#
# (a,b,c,d) = (-1480,0,1,0) and D = -5920:
#
(1/9,47/9)
(1/9,-47/9)
(-8836/99999,4586641/9399906)
(-8836/99999,-4586641/9399906)
#
# (a,b,c,d) = (-185,0,2,0) and D = -5920:
#
(-17672/99999,-4586641/18799812)
(-17672/99999,4586641/18799812)
(2/9,-47/18)
(2/9,47/18)
#
# (a,b,c,d) = (-1479,1,1,0) and D = -5917:
#
#
# (a,b,c,d) = (-1479,0,1,0) and D = -5916:
#
(-36/407,-1259/2442)
(-36/407,1259/2442)
#
# (a,b,c,d) = (-2,1,9,0) and D = -5913:
#
(1/2,-5/9)
(-361/148,3581/2812)
(1/2,1/2)
(-361/148,-12685/12654)
#
# (a,b,c,d) = (-1478,1,1,0) and D = -5913:
#
(1/18,85/18)
(1/18,-43/9)
(-361/1332,-127883/12654)
(-361/1332,262625/25308)
#
# (a,b,c,d) = (-54,3,3,0) and D = -5913:
#
(-361/444,-12685/4218)
(1/6,-5/3)
(-361/444,10743/2812)
(1/6,3/2)
#
# (a,b,c,d) = (1,4,-9,-2) and D = -5912:
#
(5/4,-1/8)
(-1/3,2/3)
(8537/837,4850/837)
(647683/570312,-6349159/1140624)
(-11113/43371,-25186/43371)
(-43/10,-49/20)
(-59/199,387/398)
(-83/109,36/109)
(25,-9/2)
(1,0)
(-1016375/2345048,2316043/4690096)
(-55/51,31/102)
#
# (a,b,c,d) = (-1478,0,1,0) and D = -5912:
#
(1/11,53/11)
(1/611,15103/611)
(1/11,-53/11)
(262144/6862073,-18701521037/3513381376)
(9/379,7451/1137)
(9/379,-7451/1137)
(262144/6862073,18701521037/3513381376)
(100/7769,685853/77690)
(361/491,-263917/9329)
(1/611,-15103/611)
(100/7769,-685853/77690)
(-4/7,307/14)
(-4/7,-307/14)
(361/491,263917/9329)
#
# (a,b,c,d) = (-1477,1,1,0) and D = -5909:
#
(1/47,324/47)
(1/47,-325/47)
#
# (a,b,c,d) = (-1477,0,1,0) and D = -5908:
#
#
# (a,b,c,d) = (-1476,1,1,0) and D = -5905:
#
(9/154,2161/462)
(9/154,-1094/231)
(-1/6,6)
(-1/6,-35/6)
(256/3609,265859/57744)
(-169/1236,-23757/5356)
(256/3609,-29995/6416)
(-169/1236,18367/4017)
#
# (a,b,c,d) = (-23,1,4,0) and D = -5904:
#
#
# (a,b,c,d) = (-184,2,2,0) and D = -5904:
#
#
# (a,b,c,d) = (-1476,0,1,0) and D = -5904:
#
#
# (a,b,c,d) = (1,8,0,-3) and D = -5901:
#
(5/8,-9/8)
(16/7,27/7)
(1,0)
(-593/943,576/943)
#
# (a,b,c,d) = (-1475,1,1,0) and D = -5901:
#
(-9/101,226/303)
(-9/101,-199/303)
(1625625/973029859,-30353276160602/1240613070225)
(81/1075,-45379/9675)
(81/1075,1786/387)
(1625625/973029859,30351203488727/1240613070225)
#
# (a,b,c,d) = (-1475,0,1,0) and D = -5900:
#
(16/265,-993/212)
(169/75325,4134684/195845)
(1/5,8)
(-256/2335,21923/7472)
(169/75325,-4134684/195845)
(16/145,-603/116)
(21609/2125,24399344/62475)
(16/145,603/116)
(-1/11,-12/11)
(-256/2335,-21923/7472)
(21609/2125,-24399344/62475)
(1/5,-8)
(16/265,993/212)
(-1/11,12/11)
#
# (a,b,c,d) = (-11,4,5,0) and D = -5900:
#
(16/29,-731/580)
(1,6/5)
(-5/11,-2/55)
(169/15065,-4139078/979225)
(16/53,-1121/1060)
(21609/425,18046298/312375)
(16/53,173/212)
(169/15065,826058/195845)
(-256/467,-13731/37360)
(-256/467,6023/7472)
(1,-2)
(21609/425,-6150478/62475)
(-5/11,2/5)
(16/29,95/116)
#
# (a,b,c,d) = (-1474,1,1,0) and D = -5897:
#
(-5929/23572,17379627/1815044)
(1/2,19)
(1/2,-39/2)
(-5929/23572,-8461547/907522)
#
# (a,b,c,d) = (-1474,0,1,0) and D = -5896:
#
#
# (a,b,c,d) = (-1473,1,1,0) and D = -5893:
#
(-4/39,-61/26)
(-4/39,191/78)
#
# (a,b,c,d) = (-1473,0,1,0) and D = -5892:
#
(-1/8,-31/8)
(-1/8,31/8)
(961/24592,4022401/762352)
(961/24592,-4022401/762352)
#
# (a,b,c,d) = (-184,1,2,0) and D = -5892:
#
(961/12296,-126631/47647)
(961/12296,1996305/762352)
(-1/4,-15/8)
(-1/4,2)
#
# (a,b,c,d) = (-1472,1,1,0) and D = -5889:
#
#
# (a,b,c,d) = (-184,0,2,0) and D = -5888:
#
#
# (a,b,c,d) = (-22,4,4,0) and D = -5888:
#
#
# (a,b,c,d) = (-1472,0,1,0) and D = -5888:
#
#
# (a,b,c,d) = (-23,0,4,0) and D = -5888:
#
#
# (a,b,c,d) = (-1471,1,1,0) and D = -5885:
#
(1/89,840/89)
(1/89,-841/89)
#
# (a,b,c,d) = (-1471,0,1,0) and D = -5884:
#
(-1/3,-38/3)
(5776/35385,18104339/2689260)
(5776/35385,-18104339/2689260)
(-1/3,38/3)
#
# (a,b,c,d) = (-1470,1,1,0) and D = -5881:
#
(-1/4,-37/4)
(625/5256,702221/131400)
(625/5256,-119641/21900)
(-1/4,19/2)
#
# (a,b,c,d) = (-3,6,7,0) and D = -5880:
#
(-1340964/2074553,1113631711/2402332374)
(9/13,16/39)
(9/13,-274/273)
(-1340964/2074553,1521595895/16816326618)
#
# (a,b,c,d) = (-1470,0,1,0) and D = -5880:
#
(9/91,-193/39)
(9/91,193/39)
(-1340964/14521871,-3136913041/2402332374)
(-1340964/14521871,3136913041/2402332374)
#
# (a,b,c,d) = (-1469,1,1,0) and D = -5877:
#
(9/247,-4031/741)
(9/247,308/57)
#
# (a,b,c,d) = (-1469,0,1,0) and D = -5876:
#
#
# (a,b,c,d) = (-1468,1,1,0) and D = -5873:
#
(1/8,-45/8)
(-7921/89872,2301525/7998608)
(1/8,11/2)
(-7921/89872,-399139/1999652)
#
# (a,b,c,d) = (-1468,0,1,0) and D = -5872:
#
(1/26,69/13)
(529/1053,-467423/24219)
(529/1053,467423/24219)
(1/26,-69/13)
#
# (a,b,c,d) = (-183,2,2,0) and D = -5872:
#
(1058/1053,-163919/16146)
(1/13,34/13)
(1058/1053,443089/48438)
(1/13,-35/13)
#
# (a,b,c,d) = (-1467,1,1,0) and D = -5869:
#
#
# (a,b,c,d) = (-1467,0,1,0) and D = -5868:
#
#
# (a,b,c,d) = (-54,2,3,0) and D = -5868:
#
#
# (a,b,c,d) = (-1466,1,1,0) and D = -5865:
#
#
# (a,b,c,d) = (-1466,0,1,0) and D = -5864:
#
(4/65,607/130)
(4/65,-607/130)
#
# (a,b,c,d) = (-1465,1,1,0) and D = -5861:
#
(-1/7,34/7)
(-1/7,-33/7)
(4489/84455,5391849/1131697)
(4489/84455,-27260008/5658485)
#
# (a,b,c,d) = (-183,1,2,0) and D = -5860:
#
(1/3,-7/2)
(1/3,10/3)
#
# (a,b,c,d) = (-1465,0,1,0) and D = -5860:
#
(1/6,41/6)
(1/6,-41/6)
#
# (a,b,c,d) = (-1464,1,1,0) and D = -5857:
#
(1/12,-19/4)
(1/12,14/3)
#
# (a,b,c,d) = (-1464,0,1,0) and D = -5856:
#
#
# (a,b,c,d) = (-183,0,2,0) and D = -5856:
#
#
# (a,b,c,d) = (1,5,-5,-6) and D = -5853:
#
(-349/215,223/645)
(-5,-7/2)
(5197/3439,-666/3439)
(1021/1257,1121/3771)
(-287/313,360/313)
(49/53,-211/159)
(-1,1/3)
(7,-19/2)
(11/295,-497/885)
(-3481/3125,-2646/3125)
(1,0)
(-37/2,13/4)
(-791/706,-1201/1412)
#
# (a,b,c,d) = (-1463,1,1,0) and D = -5853:
#
(1/7,-43/7)
(1/7,6)
(1/13,-61/13)
(-2916/6071,-5926049/327834)
(-1/11,12/11)
(36/9889,-983539/59334)
(-2916/6071,6083513/327834)
(-1/11,-1)
(324/2257,244603/40626)
(324/2257,-250435/40626)
(1/13,60/13)
(-14400/94031,-3085037/593880)
(-14641/123617,-51107429/14957657)
(-14641/123617,52878990/14957657)
(-14400/94031,8620529/1611960)
(36/9889,89393/5394)
#
# (a,b,c,d) = (-1463,0,1,0) and D = -5852:
#
(1/137,1604/137)
(1/137,-1604/137)
#
# (a,b,c,d) = (-1462,1,1,0) and D = -5849:
#
(-1/10,-21/10)
(-1/10,11/5)
#
# (a,b,c,d) = (-1462,0,1,0) and D = -5848:
#
(9/67,1169/201)
(9/67,-1169/201)
#
# (a,b,c,d) = (-1461,1,1,0) and D = -5845:
#
(4/9,101/6)
(4/9,-311/18)
#
# (a,b,c,d) = (-1461,0,1,0) and D = -5844:
#
#
# (a,b,c,d) = (-54,1,3,0) and D = -5841:
#
#
# (a,b,c,d) = (-1460,1,1,0) and D = -5841:
#
#
# (a,b,c,d) = (-182,2,2,0) and D = -5840:
#
#
# (a,b,c,d) = (-1460,0,1,0) and D = -5840:
#
#
# (a,b,c,d) = (-1459,1,1,0) and D = -5837:
#
(-4/23,289/46)
(-4/23,-281/46)
(144400/1940441,3393100989/737367580)
(144400/1940441,-3447972989/737367580)
#
# (a,b,c,d) = (-1459,0,1,0) and D = -5836:
#
(1/81,730/81)
(1/81,-730/81)
#
# (a,b,c,d) = (-1458,1,1,0) and D = -5833:
#
#
# (a,b,c,d) = (-1,6,9,0) and D = -5832:
#
(-1,2/3)
(4/17,-79/102)
(-1,0)
(441/127,-22436/8001)
(441/127,3914/8001)
(4/17,21/34)
#
# (a,b,c,d) = (-1458,0,1,0) and D = -5832:
#
(49/127,-13175/889)
(4/153,-213/34)
(-1/9,-3)
(-1/9,3)
(4/153,213/34)
(49/127,13175/889)
#
# (a,b,c,d) = (-2,0,9,0) and D = -5832:
#
(441/127,-13175/8001)
(4/17,71/102)
(-1,1/3)
(-1,-1/3)
(4/17,-71/102)
(441/127,13175/8001)
#
# (a,b,c,d) = (-54,0,3,0) and D = -5832:
#
(147/127,-13175/2667)
(4/51,71/34)
(-1/3,-1)
(-1/3,1)
(4/51,-71/34)
(147/127,13175/2667)
#
# (a,b,c,d) = (-1457,1,1,0) and D = -5829:
#
(-1/5,37/5)
(-1/5,-36/5)
(289/103,-190008/1751)
(1/199,2807/199)
(1/199,-2808/199)
(289/103,185095/1751)
#
# (a,b,c,d) = (-1457,0,1,0) and D = -5828:
#
(2601/8008,5113837/408408)
(1/32,185/32)
(-196/1727,76287/24178)
(-169/1288,-69971/16744)
(34225/168896,251452319/31245760)
(34225/168896,-251452319/31245760)
(4/28321,-4766097/56642)
(-169/1288,69971/16744)
(1/4,-39/4)
(4/28321,4766097/56642)
(-196/1727,-76287/24178)
(1/32,-185/32)
(1/28,-153/28)
(2601/8008,-5113837/408408)
(1/28,153/28)
(-16/151,-1589/604)
(1/4,39/4)
(-16/151,1589/604)
#
# (a,b,c,d) = (-182,1,2,0) and D = -5828:
#
(-32/151,-1525/1208)
(2601/4004,-50447/7854)
(-32/151,1653/1208)
(-169/644,-4841/2392)
(1/14,19/7)
(1/2,19/4)
(8/28321,-4766105/113284)
(34225/84448,1346817/343360)
(1/16,23/8)
(-392/1727,79031/48356)
(1/16,-93/32)
(-169/644,9021/4186)
(34225/84448,-32222993/7811440)
(8/28321,4766089/113284)
(-392/1727,-73543/48356)
(2601/4004,355799/58344)
(1/2,-5)
(1/14,-11/4)
#
# (a,b,c,d) = (-1456,1,1,0) and D = -5825:
#
(49/494,-8628/1729)
(49/494,1301/266)
#
# (a,b,c,d) = (-182,0,2,0) and D = -5824:
#
#
# (a,b,c,d) = (-1456,0,1,0) and D = -5824:
#
#
# (a,b,c,d) = (1,1,-11,-4) and D = -5821:
#
(9169/5473,2736/5473)
(-15/17,7/17)
(-5/8,-13/32)
(4994/53227,-77701/106454)
(-3,-1)
(-569/143,623/572)
(-3/7,5/7)
(31/493,-342/493)
(-3937/611,11052/611)
(-94/163,-133/326)
(1,0)
(-12275/13769,22661/55076)
(109/7,-306/7)
(2,-1/2)
#
# (a,b,c,d) = (-1455,1,1,0) and D = -5821:
#
(-25/159,1463/265)
(-5929/34845,5461241/894355)
(-36/215,7721/1290)
(169/597,83972/7761)
(-25/159,-4264/795)
(-144/1631,3439/19572)
(1/15,-14/3)
(1/63,167/21)
(1/63,-502/63)
(-5929/34845,-3185438/536613)
(289/897,62293/5083)
(1/15,23/5)
(169/597,-28723/2587)
(-36481/413319,10252568/78943929)
(361/25461,-4074532/483759)
(289/897,-191792/15249)
(1/3,-13)
(2304/146329,56078659/7023792)
(361/25461,1355891/161253)
(-36/215,-1501/258)
(121801/3954344355,248663299586006/1380066179895)
(-144/1631,-1711/19572)
(-36481/413319,-1094899/26314643)
(2304/146329,-56189251/7023792)
(121801/3954344355,-16577556139637/92004411993)
(1/3,38/3)
#
# (a,b,c,d) = (-1455,0,1,0) and D = -5820:
#
#
# (a,b,c,d) = (-1454,1,1,0) and D = -5817:
#
(1/16,37/8)
(1/16,-75/16)
#
# (a,b,c,d) = (-1454,0,1,0) and D = -5816:
#
(4/17,313/34)
(-1567504/12572095,60107532959/15740262940)
(-1567504/12572095,-60107532959/15740262940)
(3249/30595,-8860339/1743915)
(4/17,-313/34)
(3249/30595,8860339/1743915)
#
# (a,b,c,d) = (-1453,1,1,0) and D = -5813:
#
#
# (a,b,c,d) = (-1453,0,1,0) and D = -5812:
#
#
# (a,b,c,d) = (-1452,1,1,0) and D = -5809:
#
(4/33,355/66)
(4/33,-11/2)
#
# (a,b,c,d) = (-181,2,2,0) and D = -5808:
#
(-2/11,13/22)
(9/11,245/33)
(-2601/14689,-43967/749139)
(121/767,18991/8437)
(9/11,-272/33)
(8/1177,40365/4708)
(72/649,-18901/7788)
(-2/11,-9/22)
(-1,10)
(81/1727,-51586/15543)
(32/529,-12537/4232)
(8/1177,-40397/4708)
(-50/11,5013/110)
(-2601/14689,176618/749139)
(72/649,18037/7788)
(81/1727,50857/15543)
(121/767,-20322/8437)
(1/11,27/11)
(-1,-9)
(1/11,-28/11)
(-50/11,-4513/110)
(32/529,12281/4232)
#
# (a,b,c,d) = (-1452,0,1,0) and D = -5808:
#
(-1/11,1)
(9/22,47/3)
(1/22,-5)
(-2601/29378,220585/749139)
(81/3454,9313/1413)
(81/3454,-9313/1413)
(16/529,-12409/2116)
(36/649,1679/354)
(4/1177,-3671/214)
(-1/11,-1)
(-2601/29378,-220585/749139)
(1/22,5)
(-25/11,-433/5)
(121/1534,39313/8437)
(-25/11,433/5)
(9/22,-47/3)
(121/1534,-39313/8437)
(4/1177,3671/214)
(36/649,-1679/354)
(-1/2,-19)
(16/529,12409/2116)
(-1/2,19)
#
# (a,b,c,d) = (1,10,22,0) and D = -5808:
#
(72/59,-481/7788)
(-50,153/10)
(-28611/14689,3758195/8240529)
(9,-91/33)
(1331/767,-16946/92807)
(-50,817/110)
(72/59,-349/708)
(-28611/14689,3537610/8240529)
(81/157,-589/1413)
(-11,37/11)
(-11,18/11)
(1331/767,-56259/92807)
(1,-5/11)
(352/529,5369/46552)
(9,-4/3)
(1,0)
(8/107,3591/4708)
(-2,1/2)
(352/529,-19449/46552)
(81/157,2834/15543)
(-2,9/22)
(8/107,-341/428)
#
# (a,b,c,d) = (-1,2,11,0) and D = -5808:
#
(81/314,1627/2826)
(36/59,133/354)
(-25,-28/5)
(-1,2/11)
(1331/1534,63985/185614)
(-1,0)
(-28611/29378,1017991/16481058)
(36/59,-1895/3894)
(1/2,9/22)
(9/2,67/66)
(1/2,-1/2)
(-11/2,-27/22)
(176/529,-13113/23276)
(1331/1534,-93267/185614)
(-11/2,49/22)
(176/529,11705/23276)
(81/314,-19355/31086)
(-28611/29378,1900331/16481058)
(4/107,333/214)
(-25,558/55)
(4/107,-3679/2354)
(9/2,-11/6)
#
# (a,b,c,d) = (-53,3,3,0) and D = -5805:
#
(1/7,-12/7)
(1/7,11/7)
(-529/203,-45390/4669)
(-529/203,57557/4669)
#
# (a,b,c,d) = (-1451,1,1,0) and D = -5805:
#
(1/21,-104/21)
(1/21,103/21)
(-529/609,-457178/14007)
(-529/609,469345/14007)
#
# (a,b,c,d) = (-1451,0,1,0) and D = -5804:
#
#
# (a,b,c,d) = (-1450,1,1,0) and D = -5801:
#
(1/10,-5)
(1/10,49/10)
(-1089/11780,-47015/38874)
(-1089/11780,506087/388740)
#
# (a,b,c,d) = (-1450,0,1,0) and D = -5800:
#
#
# (a,b,c,d) = (-1449,1,1,0) and D = -5797:
#
#
# (a,b,c,d) = (-181,1,2,0) and D = -5796:
#
#
# (a,b,c,d) = (-1449,0,1,0) and D = -5796:
#
#
# (a,b,c,d) = (-1448,1,1,0) and D = -5793:
#
(9/16,-1043/48)
(-9/98,-325/294)
(-944784/3126407,34967047699/3038867604)
(-38155329/135073568,8948611065545/834349429536)
(9/16,127/6)
(-9/98,176/147)
(9/226,1768/339)
(-944784/3126407,-34048717651/3038867604)
(9/226,-3563/678)
(-38155329/135073568,-1089115699789/104293678692)
#
# (a,b,c,d) = (-1448,0,1,0) and D = -5792:
#
(1/106,546/53)
(1/106,-546/53)
#
# (a,b,c,d) = (-181,0,2,0) and D = -5792:
#
(1/53,-273/53)
(1/53,273/53)
#
# (a,b,c,d) = (-1447,1,1,0) and D = -5789:
#
#
# (a,b,c,d) = (-1447,0,1,0) and D = -5788:
#
#
# (a,b,c,d) = (-1446,1,1,0) and D = -5785:
#
#
# (a,b,c,d) = (-1446,0,1,0) and D = -5784:
#
#
# (a,b,c,d) = (-1445,1,1,0) and D = -5781:
#
(-9/23,1034/69)
(-9/23,-1007/69)
#
# (a,b,c,d) = (1,1,-11,-5) and D = -5780:
#
(25763/4557,8326/4557)
(51,-14)
(-2/3,7/15)
(4,-9)
(-78/383,-181/383)
(1,0)
(-47167/2367,-15278/2367)
#
# (a,b,c,d) = (-1445,0,1,0) and D = -5780:
#
(-9/101,152/303)
(4/89,-893/178)
(-1,-38)
(-9/101,-152/303)
(4/89,893/178)
(-1,38)
#
# (a,b,c,d) = (-1444,1,1,0) and D = -5777:
#
#
# (a,b,c,d) = (-180,2,2,0) and D = -5776:
#
#
# (a,b,c,d) = (-1444,0,1,0) and D = -5776:
#
#
# (a,b,c,d) = (0,2,38,0) and D = -5776:
#
#
# (a,b,c,d) = (0,4,19,0) and D = -5776:
#
#
# (a,b,c,d) = (5,39,76,0) and D = -5776:
#
#
# (a,b,c,d) = (2,4,-10,2) and D = -5776:
#
#
# (a,b,c,d) = (-22,3,4,0) and D = -5776:
#
#
# (a,b,c,d) = (0,1,76,0) and D = -5776:
#
#
# (a,b,c,d) = (-1443,1,1,0) and D = -5773:
#
(1/39,82/13)
(243049/1863147,396493181/70656267)
(243049/1863147,-1758078170/306177157)
(1/39,-19/3)
#
# (a,b,c,d) = (-1443,0,1,0) and D = -5772:
#
(1,-38)
(1,38)
(-5776/11543,16629131/877268)
(-5776/11543,-16629131/877268)
#
# (a,b,c,d) = (-1442,1,1,0) and D = -5769:
#
(3721/96400,-31260667/5880400)
(3721/96400,15516843/2940200)
(-1/8,31/8)
(-1/8,-15/4)
#
# (a,b,c,d) = (-1442,0,1,0) and D = -5768:
#
#
# (a,b,c,d) = (-1441,1,1,0) and D = -5765:
#
(-1/11,1)
(-1/11,-10/11)
#
# (a,b,c,d) = (-1441,0,1,0) and D = -5764:
#
(1058841/56042200,421573181581/57667423800)
(4/113,1239/226)
(49/3480,205703/24360)
(49/3480,-205703/24360)
(1225/17616,2848789/616560)
(-1/10,21/10)
(1/212,3087/212)
(-1/10,-21/10)
(1225/17616,-2848789/616560)
(1/212,-3087/212)
(4/113,-1239/226)
(1058841/56042200,-421573181581/57667423800)
(-1/6,-35/6)
(-1/6,35/6)
#
# (a,b,c,d) = (-180,1,2,0) and D = -5764:
#
(49/1740,2567/609)
(-1/5,11/10)
(1/106,-386/53)
(1225/8808,-60243/25690)
(-1/3,-17/6)
(-1/3,3)
(8/113,1231/452)
(-1/5,-1)
(49/1740,-34341/8120)
(1058841/28021100,26280227137/7208427975)
(1225/8808,1402957/616560)
(8/113,-1247/452)
(1058841/28021100,-42266272897/11533484760)
(1/106,1543/212)
#
# (a,b,c,d) = (-1440,1,1,0) and D = -5761:
#
(1849/540,-16984/129)
(-36/47,8299/282)
(361/366,-263827/6954)
(1849/540,2977613/23220)
(-36/47,-8083/282)
(361/366,42828/1159)
#
# (a,b,c,d) = (-1440,0,1,0) and D = -5760:
#
#
# (a,b,c,d) = (-180,0,2,0) and D = -5760:
#
#
# (a,b,c,d) = (-6,4,6,0) and D = -5760:
#
#
# (a,b,c,d) = (-53,2,3,0) and D = -5760:
#
#
# (a,b,c,d) = (-1439,1,1,0) and D = -5757:
#
#
# (a,b,c,d) = (-1439,0,1,0) and D = -5756:
#
(196/1313,-114449/18382)
(196/1313,114449/18382)
#
# (a,b,c,d) = (-1438,1,1,0) and D = -5753:
#
#
# (a,b,c,d) = (-1438,0,1,0) and D = -5752:
#
#
# (a,b,c,d) = (-1437,1,1,0) and D = -5749:
#
(324/8113,760555/146034)
(324/8113,-766387/146034)
#
# (a,b,c,d) = (-1437,0,1,0) and D = -5748:
#
#
# (a,b,c,d) = (-1436,1,1,0) and D = -5745:
#
(9/274,-4663/822)
(9/274,2318/411)
#
# (a,b,c,d) = (-179,2,2,0) and D = -5744:
#
(-722/1435,-240453/54530)
(1,-10)
(8/905,-27243/3620)
(8/905,27211/3620)
(1,9)
(-722/1435,267889/54530)
#
# (a,b,c,d) = (1,5,-7,-3) and D = -5744:
#
(-122/467,-817/1401)
(-173/232,-469/696)
(-1/2,1/2)
(-103/242,207/242)
(5/3,-2/9)
(1,0)
(-773/436,-559/436)
#
# (a,b,c,d) = (1,4,-7,-6) and D = -5744:
#
(-7/6,-13/18)
(-695/934,1183/2802)
(-1/2,-1/2)
(-113/109,333/218)
(181/121,-26/121)
(1,0)
(-37/58,247/348)
#
# (a,b,c,d) = (-1436,0,1,0) and D = -5744:
#
(4/905,-27227/1810)
(1/2,-19)
(-361/1435,254171/27265)
(-361/1435,-254171/27265)
(1/2,19)
(4/905,27227/1810)
#
# (a,b,c,d) = (1,1,-11,-2) and D = -5741:
#
(-11064059/25836121,-23495049/51672242)
(-69/76,-67/152)
(17/2,-9/4)
(-55/47,306/47)
(-31/59,27/59)
(-671451/2479819,2229010/2479819)
(3,1)
(18705/11581,5668/11581)
(-31/33,13/33)
(1/1371,-1090/1371)
(1431823/326491,482391/326491)
(-4555/8037,24976/8037)
(16343/3483,-8611/6966)
(1,0)
(-1/6,-7/12)
(-27777/19343,-10621/19343)
#
# (a,b,c,d) = (-1435,1,1,0) and D = -5741:
#
(361/3101,-45061/8417)
(1/35,6)
(-49/223,12732/1561)
(9/265,-4447/795)
(361/3101,308568/58919)
(-81/29,-27253/261)
(-49/223,-12389/1561)
(-6241/56785,-308031/109415)
(9/265,884/159)
(1/5,-8)
(1/5,39/5)
(1/35,-211/35)
(-81/29,27982/261)
(-6241/56785,2624462/897203)
#
# (a,b,c,d) = (-1435,0,1,0) and D = -5740:
#
#
# (a,b,c,d) = (-1434,1,1,0) and D = -5737:
#
(110224/2631993,1490322863/291273892)
(-4/31,-245/62)
(-4/31,253/62)
(110224/2631993,-4507562957/873821676)
#
# (a,b,c,d) = (-1434,0,1,0) and D = -5736:
#
(16/121,2765/484)
(16/121,-2765/484)
#
# (a,b,c,d) = (-1433,1,1,0) and D = -5733:
#
(1/43,-285/43)
(1/9,-47/9)
(1156/49449,11076607/1681266)
(1/9,46/9)
(169/153721,-60270963/1998373)
(-1/3,38/3)
(169/153721,60268766/1998373)
(-1/3,-37/3)
(1/43,284/43)
(-16/87,-2251/348)
(-16/87,2315/348)
(1156/49449,-11115911/1681266)
#
# (a,b,c,d) = (-53,1,3,0) and D = -5733:
#
(3/43,-286/129)
(1/3,5/3)
(-1,13/3)
(-16/29,-243/116)
(1156/16483,23139/10574)
(-16/29,793/348)
(507/153721,-60273160/5995119)
(-1,-4)
(507/153721,60266569/5995119)
(1/3,-16/9)
(3/43,283/129)
(1156/16483,-3718405/1681266)
#
# (a,b,c,d) = (-1433,0,1,0) and D = -5732:
#
(-1/4,37/4)
(1369/11528,-2282257/426536)
(-25/274,-1349/1370)
(9/559,-13256/1677)
(-1/4,-37/4)
(-25/274,1349/1370)
(1369/11528,2282257/426536)
(9/559,13256/1677)
#
# (a,b,c,d) = (-179,1,2,0) and D = -5732:
#
(-1/2,-9/2)
(18/559,-13283/3354)
(-1/2,19/4)
(-25/137,737/1370)
(1369/5764,-1166455/426536)
(18/559,13229/3354)
(-25/137,-306/685)
(1369/5764,557901/213268)
#
# (a,b,c,d) = (-1432,1,1,0) and D = -5729:
#
(4/121,-1369/242)
(4/121,1361/242)
#
# (a,b,c,d) = (-179,0,2,0) and D = -5728:
#
(-2/7,33/14)
(-2/7,-33/14)
(968/9177,967069/403788)
(968/9177,-967069/403788)
#
# (a,b,c,d) = (-1432,0,1,0) and D = -5728:
#
(-1/7,-33/7)
(-1/7,33/7)
(484/9177,-967069/201894)
(484/9177,967069/201894)
#
# (a,b,c,d) = (-11,3,5,0) and D = -5725:
#
(-5/9,34/45)
(-5/9,-19/45)
#
# (a,b,c,d) = (-1431,1,1,0) and D = -5725:
#
(-1/9,3)
(-1/9,-26/9)
#
# (a,b,c,d) = (2,0,-9,-1) and D = -5724:
#
(-2,1)
(-27/52,29/52)
(-1/2,-1/2)
(4884/527,2245/527)
(111/104,-41/104)
(0,-1)
(-271/446,2417/446)
(93/52,-43/52)
#
# (a,b,c,d) = (-53,0,3,0) and D = -5724:
#
(-4/5,33/10)
(1/19,48/19)
(5808/15145,3722581/1999140)
(3072/13585,2010887/1304160)
(-3/11,-10/33)
(3072/13585,-2010887/1304160)
(243/517,29978/13959)
(5808/15145,-3722581/1999140)
(-3/11,10/33)
(-4/5,-33/10)
(243/517,-29978/13959)
(1/19,-48/19)
#
# (a,b,c,d) = (-1431,0,1,0) and D = -5724:
#
(81/517,29978/4653)
(-4/15,99/10)
(1024/13585,2010887/434720)
(-1/11,10/11)
(-1/11,-10/11)
(81/517,-29978/4653)
(1936/15145,3722581/666380)
(1/57,-144/19)
(1/57,144/19)
(1024/13585,-2010887/434720)
(-4/15,-99/10)
(1936/15145,-3722581/666380)
#
# (a,b,c,d) = (-1430,1,1,0) and D = -5721:
#
#
# (a,b,c,d) = (-1430,0,1,0) and D = -5720:
#
(-9/29,-1009/87)
(-9/29,1009/87)
#
# (a,b,c,d) = (-1429,1,1,0) and D = -5717:
#
#
# (a,b,c,d) = (-1429,0,1,0) and D = -5716:
#
(-169/1173,72688/15249)
(-169/1173,-72688/15249)
#
# (a,b,c,d) = (-1428,1,1,0) and D = -5713:
#
(1/24,-31/6)
(61009/57552,140532935/3553836)
(1/24,41/8)
(61009/57552,-192400321/4738448)
#
# (a,b,c,d) = (-178,2,2,0) and D = -5712:
#
(-18/83,739/498)
(-18/83,-631/498)
#
# (a,b,c,d) = (-1428,0,1,0) and D = -5712:
#
(-9/83,-685/249)
(-9/83,685/249)
#
# (a,b,c,d) = (-1427,1,1,0) and D = -5709:
#
#
# (a,b,c,d) = (-1427,0,1,0) and D = -5708:
#
#
# (a,b,c,d) = (-1426,1,1,0) and D = -5705:
#
#
# (a,b,c,d) = (-1426,0,1,0) and D = -5704:
#
#
# (a,b,c,d) = (-1425,1,1,0) and D = -5701:
#
(1/11,52/11)
(1/11,-53/11)
(-1225/12309,296788/143605)
(-1225/12309,-847489/430815)
#
# (a,b,c,d) = (-178,1,2,0) and D = -5700:
#
(8/49,449/196)
(8/49,-465/196)
#
# (a,b,c,d) = (-1425,0,1,0) and D = -5700:
#
(4/49,-457/98)
(4/49,457/98)
#
# (a,b,c,d) = (-52,3,3,0) and D = -5697:
#
(3/82,739/246)
(1/2,2)
(1/2,-5/2)
(-75/86,-4087/1290)
(-16/13,23/4)
(3481/75632,2984225/1115572)
(-27/92,-97/207)
(-75/86,2606/645)
(-16/13,-235/52)
(-27/92,631/828)
(361/2216,63313/42104)
(361/2216,-17543/10526)
(21316/125171,-30261793/18274966)
(3/82,-374/123)
(3481/75632,-12142279/4462288)
(21316/125171,27149657/18274966)
#
# (a,b,c,d) = (-1424,1,1,0) and D = -5697:
#
(21316/375513,256795457/54824898)
(-16/39,2435/156)
(-9/92,523/276)
(361/6648,-75514/15789)
(21316/375513,-259907593/54824898)
(3481/226896,6765851/836679)
(1/82,-372/41)
(3481/226896,-108458995/13386864)
(-9/92,-124/69)
(-25/86,2356/215)
(-16/39,-2371/156)
(1/6,-41/6)
(361/6648,597253/126312)
(-25/86,-4587/430)
(1/6,20/3)
(1/82,743/82)
#
# (a,b,c,d) = (1,6,-3,-5) and D = -5697:
#
(8/11,21/55)
(201394/84677,185497/84677)
(-46169/22763,8113/22763)
(-13/17,15/17)
(46,-63)
(-1/7,-4/7)
(-44/53,19/53)
(-1,-1)
(1,0)
#
# (a,b,c,d) = (-22,2,4,0) and D = -5696:
#
(-121/340,501/3740)
(1/2,5/4)
(1/2,-3/2)
(-121/340,329/7480)
#
# (a,b,c,d) = (-2,5,8,0) and D = -5696:
#
(1,3/8)
(1,-1)
(-121/170,2991/14960)
(-121/170,229/935)
#
# (a,b,c,d) = (-178,0,2,0) and D = -5696:
#
(1/4,-11/4)
(1/4,11/4)
(-121/680,-673/7480)
(-121/680,673/7480)
#
# (a,b,c,d) = (-1424,0,1,0) and D = -5696:
#
(-121/1360,-673/3740)
(-121/1360,673/3740)
(1/8,11/2)
(1/8,-11/2)
#
# (a,b,c,d) = (-1423,1,1,0) and D = -5693:
#
#
# (a,b,c,d) = (-1423,0,1,0) and D = -5692:
#
(64/3569,214089/28552)
(64/3569,-214089/28552)
#
# (a,b,c,d) = (-1422,1,1,0) and D = -5689:
#
#
# (a,b,c,d) = (-1422,0,1,0) and D = -5688:
#
(1/19,91/19)
(1/19,-91/19)
#
# (a,b,c,d) = (-1421,1,1,0) and D = -5685:
#
(-1/11,10/11)
(-1/11,-9/11)
#
# (a,b,c,d) = (1,2,-10,-5) and D = -5685:
#
(-121/48,259/48)
(1,0)
(-143/61,306/61)
(6/5,-13/5)
(1831/1854,299/1854)
#
# (a,b,c,d) = (-4,2,7,0) and D = -5684:
#
(1,5/7)
(11767/21079,-4496897/6049673)
(25/277,-1763/1385)
(4/23,-303/322)
(-4,51/14)
(4/23,41/46)
(361/1765,27539/33535)
(-7/5,43/35)
(-16/25,-33/700)
(25/277,12091/9695)
(11767/21079,3532003/6049673)
(-7/5,-29/35)
(-4,-5/2)
(-16/25,23/100)
(1,-1)
(361/1765,-206491/234745)
#
# (a,b,c,d) = (-1421,0,1,0) and D = -5684:
#
(-4/7,-43/2)
(4/161,-295/46)
(1681/21079,4014450/864239)
(25/1939,12216/1385)
(1/7,6)
(-4/7,43/2)
(1681/21079,-4014450/864239)
(-1/5,-36/5)
(4/161,295/46)
(361/12355,199632/33535)
(-16/175,-97/100)
(-1/5,36/5)
(25/1939,-12216/1385)
(-16/175,97/100)
(361/12355,-199632/33535)
(1/7,-6)
#
# (a,b,c,d) = (1,3,-11,1) and D = -5684:
#
(0,1)
(-8882/48133,-74029/48133)
(436/391,155/391)
(5611/3721,2454/3721)
(31,-6)
(-2/3,1/3)
(-7/11,-6/11)
(-2,-1)
(-35/73,-372/73)
(-72/167,-97/167)
(18748/6633,-3515/6633)
(1,0)
(-14449/2759,-6984/2759)
(8594/6969,-949/6969)
#
# (a,b,c,d) = (-1420,1,1,0) and D = -5681:
#
(9/142,1961/426)
(-64/103,19523/824)
(-1/10,21/10)
(-1/10,-2)
(-64/103,-19011/824)
(9/142,-14/3)
#
# (a,b,c,d) = (-177,2,2,0) and D = -5680:
#
#
# (a,b,c,d) = (-1420,0,1,0) and D = -5680:
#
#
# (a,b,c,d) = (-1419,1,1,0) and D = -5677:
#
(-256/327,-152147/5232)
(-256/327,52081/1744)
#
# (a,b,c,d) = (-1419,0,1,0) and D = -5676:
#
#
# (a,b,c,d) = (-1418,1,1,0) and D = -5673:
#
(1/4,19/2)
(1/4,-39/4)
#
# (a,b,c,d) = (-1418,0,1,0) and D = -5672:
#
#
# (a,b,c,d) = (-1417,1,1,0) and D = -5669:
#
(3600/18721,-8633519/1123260)
(3600/18721,8417519/1123260)
#
# (a,b,c,d) = (-1417,0,1,0) and D = -5668:
#
(4225/5316,-10344989/345540)
(1225/13794,-2286803/482790)
(1/108,-1123/108)
(1/108,1123/108)
(-9/38,-989/114)
(4225/5316,10344989/345540)
(1/3,-38/3)
(1225/13794,2286803/482790)
(1/3,38/3)
(-9/38,989/114)
(-5776/33927,15297203/2578452)
(-5776/33927,-15297203/2578452)
#
# (a,b,c,d) = (-177,1,2,0) and D = -5668:
#
(-9/19,254/57)
(2/3,37/6)
(1/54,187/36)
(1/54,-281/54)
(2/3,-13/2)
(4225/2658,839197/57590)
(-9/19,-481/114)
(1225/6897,186994/80465)
(-11552/33927,-14858227/5156904)
(4225/2658,-5309807/345540)
(1225/6897,-1164839/482790)
(-11552/33927,5245393/1718968)
#
# (a,b,c,d) = (-1416,1,1,0) and D = -5665:
#
(1/14,-65/14)
(-1849/13356,650746/143577)
(1/14,32/7)
(-1849/13356,-841159/191436)
#
# (a,b,c,d) = (-177,0,2,0) and D = -5664:
#
(-9,254/3)
(-9,-254/3)
#
# (a,b,c,d) = (-1416,0,1,0) and D = -5664:
#
(-9/2,-508/3)
(-9/2,508/3)
#
# (a,b,c,d) = (-1415,1,1,0) and D = -5661:
#
(-121/899,-41532/9889)
(-121/899,42863/9889)
#
# (a,b,c,d) = (-1415,0,1,0) and D = -5660:
#
(9/49,-1072/147)
(9/49,1072/147)
#
# (a,b,c,d) = (-1414,1,1,0) and D = -5657:
#
(625/2516,593189/62900)
(-1/2,-37/2)
(-1/2,19)
(625/2516,-304407/31450)
#
# (a,b,c,d) = (-1414,0,1,0) and D = -5656:
#
(16/65,-2463/260)
(16/65,2463/260)
#
# (a,b,c,d) = (-1413,1,1,0) and D = -5653:
#
#
# (a,b,c,d) = (-52,2,3,0) and D = -5652:
#
(4/19,167/114)
(4/19,-61/38)
#
# (a,b,c,d) = (-1413,0,1,0) and D = -5652:
#
(4/57,175/38)
(4/57,-175/38)
#
# (a,b,c,d) = (-1412,1,1,0) and D = -5649:
#
#
# (a,b,c,d) = (-176,2,2,0) and D = -5648:
#
(-2401/3538,-518162/86681)
(72/15433,1916821/185196)
(361/122,-67871/2318)
(-6241/14848,587251/146624)
(-1/4,-7/4)
(25/328,4299/1640)
(-1/4,2)
(72/15433,-174335/16836)
(-2401/3538,1153973/173362)
(1/94,322/47)
(-6241/14848,-4204969/1172992)
(1/34,-141/34)
(1/34,70/17)
(25/328,-553/205)
(361/122,30506/1159)
(-2/11,1/2)
(1/94,-645/94)
(-2/11,-7/22)
#
# (a,b,c,d) = (-1412,0,1,0) and D = -5648:
#
(25/656,8723/1640)
(1/68,-281/34)
(-2401/7076,-2190297/173362)
(1/188,-1289/94)
(-1/11,-9/11)
(36/15433,1917253/92598)
(-1/11,9/11)
(361/244,128883/2318)
(-1/8,15/4)
(1/188,1289/94)
(-2401/7076,2190297/173362)
(361/244,-128883/2318)
(1/68,281/34)
(25/656,-8723/1640)
(-6241/29696,8902977/1172992)
(-6241/29696,-8902977/1172992)
(-1/8,-15/4)
(36/15433,-1917253/92598)
#
# (a,b,c,d) = (-22,1,4,0) and D = -5648:
#
(-4/11,1/4)
(-1/2,-7/8)
(-6241/7424,587251/293248)
(-2401/1769,1153973/346724)
(1/47,-645/188)
(1/17,-141/68)
(-2401/1769,-259081/86681)
(361/61,-67871/4636)
(144/15433,1916821/370392)
(-4/11,-7/44)
(-1/2,1)
(25/164,-553/410)
(1/47,161/47)
(361/61,15253/1159)
(25/164,4299/3280)
(144/15433,-174335/33672)
(1/17,35/17)
(-6241/7424,-4204969/2345984)
#
# (a,b,c,d) = (-1411,1,1,0) and D = -5645:
#
#
# (a,b,c,d) = (-1411,0,1,0) and D = -5644:
#
#
# (a,b,c,d) = (-1410,1,1,0) and D = -5641:
#
(1/66,-269/33)
(1/66,179/22)
#
# (a,b,c,d) = (-1410,0,1,0) and D = -5640:
#
#
# (a,b,c,d) = (3,4,-6,-3) and D = -5637:
#
(-2,1)
#
# (a,b,c,d) = (-1409,1,1,0) and D = -5637:
#
#
# (a,b,c,d) = (-1409,0,1,0) and D = -5636:
#
(1/20,97/20)
(1/20,-97/20)
(-9409/16360,34194719/1586920)
(-9409/16360,-34194719/1586920)
#
# (a,b,c,d) = (-176,1,2,0) and D = -5636:
#
(-9409/8180,-16641023/1586920)
(-9409/8180,2194212/198365)
(1/10,-49/20)
(1/10,12/5)
#
# (a,b,c,d) = (-1408,1,1,0) and D = -5633:
#
#
# (a,b,c,d) = (-1408,0,1,0) and D = -5632:
#
(1/12,-14/3)
(-49/447,8737/3129)
(1/12,14/3)
(-49/447,-8737/3129)
#
# (a,b,c,d) = (-21,4,4,0) and D = -5632:
#
(-196/447,3827/4172)
(1/3,-4/3)
(-196/447,-5993/12516)
(1/3,1)
#
# (a,b,c,d) = (-176,0,2,0) and D = -5632:
#
(1/6,7/3)
(-98/447,-8737/6258)
(-98/447,8737/6258)
(1/6,-7/3)
#
# (a,b,c,d) = (-22,0,4,0) and D = -5632:
#
(1/3,-7/6)
(-196/447,-8737/12516)
(1/3,7/6)
(-196/447,8737/12516)
#
# (a,b,c,d) = (1,9,5,-2) and D = -5629:
#
(-29/37,22/37)
(-1,1)
(1/2,7/4)
(-43/23,6/23)
(113901/327697,261292/327697)
(347/233,-399/233)
(-47997277/546712148,-973197675/1093424296)
(-527/2773,-5925/5546)
(5/8,3/16)
(-1093/113,-4087/113)
(1271/1919,9261/3838)
(-31/13,4/13)
(205/286,-549/572)
(1,0)
(-93/79,19/79)
(-3416038699/4033400789,2689467703/8066801578)
(-3/103,-169/206)
#
# (a,b,c,d) = (-1407,1,1,0) and D = -5629:
#
(1/17,79/17)
(4489/43811,14388826/2935337)
(-361/4005,47758/76095)
(484/1673,399937/36806)
(-1,38)
(-361/4005,-13633/25365)
(4/105,-1121/210)
(81/1195,49177/10755)
(16/497,-11369/1988)
(81/1195,-49906/10755)
(-2809/11985,1834333/211735)
(625/1251,-198542/10425)
(484/1673,-58655/5258)
(-1,-37)
(-9/95,424/285)
(1/285,4811/285)
(1/17,-80/17)
(625/1251,580001/31275)
(-9/95,-397/285)
(4/105,53/10)
(1/285,-1604/95)
(-2809/11985,-5354122/635205)
(16/497,1615/284)
(4489/43811,-14689589/2935337)
#
# (a,b,c,d) = (-1407,0,1,0) and D = -5628:
#
#
# (a,b,c,d) = (-10,5,5,0) and D = -5625:
#
(-5/6,47/30)
(4/5,9/10)
(-2704/5635,163567/293020)
(2401/17940,515087/439530)
(4/5,-17/10)
(2645/7644,-961297/879060)
(2401/17940,-1147823/879060)
(-2704/5635,-22959/293020)
(1/30,-37/15)
(2645/7644,328561/439530)
(-5/6,-11/15)
(1/30,73/30)
#
# (a,b,c,d) = (0,5,15,0) and D = -5625:
#
(2645/2548,2401/17940)
(-8112/5635,2645/7644)
(2401/5980,-2704/5635)
(2401/5980,2645/7644)
(-5/2,1/30)
(1/10,-5/6)
(12/5,-5/6)
(1/10,4/5)
(-5/2,4/5)
(12/5,1/30)
(2645/2548,-2704/5635)
(-8112/5635,2401/17940)
#
# (a,b,c,d) = (8,49,75,0) and D = -5625:
#
(13225/2548,-643502/366275)
(12,-23/6)
(1/2,-49/150)
(1/2,0)
(-25/2,104/25)
(-8112/1127,409657/175812)
(2401/1196,-10818/14651)
(-25/2,601/150)
(12,-601/150)
(13225/2548,-7182551/4395300)
(2401/1196,-2519401/4395300)
(-8112/1127,10427951/4395300)
#
# (a,b,c,d) = (-1406,1,1,0) and D = -5625:
#
(529/7644,-815293/175812)
(4/25,321/50)
(529/7644,401563/87906)
(-2704/28175,-2261271/1465100)
(-1/6,35/6)
(1/150,-919/75)
(-2704/28175,2401879/1465100)
(2401/89700,13583069/2197650)
(2401/89700,-27283787/4395300)
(1/150,1837/150)
(-1/6,-17/3)
(4/25,-329/50)
#
# (a,b,c,d) = (-52,1,3,0) and D = -5625:
#
(12/25,-337/150)
(12/25,313/150)
(2401/29900,-761151/366275)
(1/50,102/25)
(-8112/28175,2542487/4395300)
(529/2548,-22985/14651)
(529/2548,20281/13524)
(2401/29900,693551/338100)
(-1/2,2)
(-8112/28175,-2120663/4395300)
(1/50,-613/150)
(-1/2,-11/6)
#
# (a,b,c,d) = (0,1,75,0) and D = -5625:
#
(1/2,-1/6)
(-8112/1127,2401/89700)
(-25/2,1/150)
(2401/1196,529/7644)
(13225/2548,-2704/28175)
(12,-1/6)
(-25/2,4/25)
(1/2,4/25)
(12,1/150)
(-8112/1127,529/7644)
(2401/1196,-2704/28175)
(13225/2548,2401/89700)
#
# (a,b,c,d) = (0,3,25,0) and D = -5625:
#
(-25/6,12/25)
(-25/6,1/50)
(-2704/1127,529/2548)
(2401/3588,529/2548)
(4,1/50)
(2401/3588,-8112/28175)
(13225/7644,-8112/28175)
(4,-1/2)
(1/6,12/25)
(1/6,-1/2)
(-2704/1127,2401/29900)
(13225/7644,2401/29900)
#
# (a,b,c,d) = (2,4,-7,-2) and D = -5624:
#
(-3,1)
#
# (a,b,c,d) = (-1406,0,1,0) and D = -5624:
#
#
# (a,b,c,d) = (1,7,-5,-2) and D = -5621:
#
(51/11,56/11)
(1,-7/2)
(-167/63,23/63)
(703309/962766,409681/1925532)
(-5/7,-13/14)
(11/51,-56/51)
(-155/397,301/397)
(24433/34093,16505/68186)
(1,1)
(-281/649,370/649)
(-3/2,1/4)
(-727/926,-1827/1852)
(1,0)
(-25/89,-63/89)
(4343/4017,4441/4017)
#
# (a,b,c,d) = (-1405,1,1,0) and D = -5621:
#
(1,37)
(-484/5375,-58237/118250)
(-64/703,4833/5624)
(1/25,-131/25)
(1/25,26/5)
(1/23,116/23)
(-49/503,-5998/3521)
(64/785,5787/1256)
(-64/703,-4321/5624)
(-49/503,6341/3521)
(100/361,37609/3610)
(1/23,-117/23)
(100/361,-38609/3610)
(7569/12175,-5010172/211845)
(1,-38)
(-484/5375,13777/23650)
(25/4489,-300862/22445)
(-9/41,991/123)
(54289/21275,-480516272/4957075)
(64/785,-29447/6280)
(7569/12175,24392357/1059225)
(-9/41,-964/123)
(54289/21275,93573387/991415)
(25/4489,300737/22445)
#
# (a,b,c,d) = (-1405,0,1,0) and D = -5620:
#
(-1/9,26/9)
(-49/69,12844/483)
(-1/9,-26/9)
(-49/69,-12844/483)
(4/321,5759/642)
(4/321,-5759/642)
#
# (a,b,c,d) = (1,1,-11,-1) and D = -5620:
#
(7/5,2/5)
(0,-1)
(1,0)
(-14/37,153/37)
#
# (a,b,c,d) = (-1404,1,1,0) and D = -5617:
#
(4/9,33/2)
(4/9,-305/18)
(3025/53586,-13966291/2947230)
(3025/53586,58974/12595)
#
# (a,b,c,d) = (-5,6,6,0) and D = -5616:
#
#
# (a,b,c,d) = (-52,0,3,0) and D = -5616:
#
#
# (a,b,c,d) = (-175,2,2,0) and D = -5616:
#
#
# (a,b,c,d) = (-1404,0,1,0) and D = -5616:
#
#
# (a,b,c,d) = (1,7,-1,-4) and D = -5613:
#
(258/335,-787/670)
(1,0)
(5/3,-7/3)
(138/181,301/362)
(95619/124978,70601/499912)
#
# (a,b,c,d) = (-1403,1,1,0) and D = -5613:
#
(-24336/10943,144107263/1707108)
(289/138127,51333382/2348159)
(-1/11,9/11)
(-1/11,-8/11)
(-24336/10943,-140310847/1707108)
(289/138127,-51338295/2348159)
#
# (a,b,c,d) = (-1403,0,1,0) and D = -5612:
#
(1/13,-60/13)
(1/13,60/13)
(-1600/13039,1878791/521560)
(-1600/13039,-1878791/521560)
#
# (a,b,c,d) = (-1402,1,1,0) and D = -5609:
#
(-4/7,-295/14)
(-4/7,303/14)
(13225/210686,55734717/12114445)
(13225/210686,-112990309/24228890)
#
# (a,b,c,d) = (-1402,0,1,0) and D = -5608:
#
#
# (a,b,c,d) = (-1401,1,1,0) and D = -5605:
#
#
# (a,b,c,d) = (-1401,0,1,0) and D = -5604:
#
(-2401/25520,1664699/1250480)
(-2401/25520,-1664699/1250480)
(1/10,49/10)
(1/10,-49/10)
#
# (a,b,c,d) = (-175,1,2,0) and D = -5604:
#
(1/5,-5/2)
(1/5,12/5)
(-2401/12760,-154705/250096)
(-2401/12760,445587/625240)
#
# (a,b,c,d) = (-1400,1,1,0) and D = -5601:
#
(-289/410,-18120/697)
(-289/410,186113/6970)
#
# (a,b,c,d) = (-1400,0,1,0) and D = -5600:
#
(-1/10,2)
(4/305,-1067/122)
(-1/10,-2)
(4/305,1067/122)
#
# (a,b,c,d) = (-11,2,5,0) and D = -5600:
#
(-1/2,-3/10)
(4/61,-215/122)
(4/61,1059/610)
(-1/2,1/2)
#
# (a,b,c,d) = (-1,4,10,0) and D = -5600:
#
(8/61,-1099/1220)
(-1,2/5)
(-1,0)
(8/61,207/244)
#
# (a,b,c,d) = (-175,0,2,0) and D = -5600:
#
(-1/5,1)
(8/305,-1067/244)
(-1/5,-1)
(8/305,1067/244)
#
# (a,b,c,d) = (-1399,1,1,0) and D = -5597:
#
(4225/80759,-25281723/5249335)
(-1/7,33/7)
(4225/80759,25007098/5249335)
(-1/7,-32/7)
#
# (a,b,c,d) = (-1399,0,1,0) and D = -5596:
#
(-81/635,22078/5715)
(-81/635,-22078/5715)
#
# (a,b,c,d) = (-1398,1,1,0) and D = -5593:
#
(1/2,37/2)
(1/2,-19)
(-625/2484,96469/10350)
(-625/2484,-563189/62100)
#
# (a,b,c,d) = (-1398,0,1,0) and D = -5592:
#
#
# (a,b,c,d) = (1,3,-9,-4) and D = -5589:
#
(1,0)
(-5/7,12/7)
(259891/1169959,-1017228/1169959)
#
# (a,b,c,d) = (-1397,1,1,0) and D = -5589:
#
(-16/143,-1641/572)
(-16/143,155/52)
#
# (a,b,c,d) = (-51,3,3,0) and D = -5589:
#
(-48/143,-1385/1716)
(-48/143,1961/1716)
#
# (a,b,c,d) = (-1397,0,1,0) and D = -5588:
#
#
# (a,b,c,d) = (-1396,1,1,0) and D = -5585:
#
(-1/4,-9)
(5329/44936,4296177/820082)
(5329/44936,-17573725/3280328)
(-1/4,37/4)
#
# (a,b,c,d) = (1,6,-4,-4) and D = -5584:
#
(-115/167,67/167)
(-1/5,-3/5)
(659/895,326/895)
(2897/845,-434/845)
(-44817/163735,-99244/163735)
(21076961/5884835,19386927/5884835)
(-1,-1)
(-3/5,4/5)
(1,0)
(-649/1025,939/1025)
(-7195/2009,12714/2009)
#
# (a,b,c,d) = (-1396,0,1,0) and D = -5584:
#
(-1/3,37/3)
(1/5,-39/5)
(1369/161253,-64780921/5966361)
(4/353,6639/706)
(4/353,-6639/706)
(1/5,39/5)
(-16/31,2385/124)
(-1/3,-37/3)
(1369/161253,64780921/5966361)
(-16/31,-2385/124)
(-676/6135,447589/159510)
(-676/6135,-447589/159510)
#
# (a,b,c,d) = (-174,2,2,0) and D = -5584:
#
(8/353,6623/1412)
(2/5,37/10)
(-1352/6135,482741/319020)
(2738/161253,64679615/11932722)
(-32/31,2513/248)
(-32/31,-2257/248)
(2738/161253,-21627409/3977574)
(-1352/6135,-137479/106340)
(8/353,-6655/1412)
(2/5,-41/10)
(-2/3,13/2)
(-2/3,-35/6)
#
# (a,b,c,d) = (-1395,1,1,0) and D = -5581:
#
#
# (a,b,c,d) = (-1395,0,1,0) and D = -5580:
#
(-1/11,-8/11)
(-1/11,8/11)
#
# (a,b,c,d) = (-1394,1,1,0) and D = -5577:
#
#
# (a,b,c,d) = (-1394,0,1,0) and D = -5576:
#
(64/1937,-87367/15496)
(64/1937,87367/15496)
#
# (a,b,c,d) = (-1393,1,1,0) and D = -5573:
#
#
# (a,b,c,d) = (-174,1,2,0) and D = -5572:
#
(-7225/11952,968131/169320)
(1/9,7/3)
(1/9,-43/18)
(-7225/11952,-11003447/2031840)
#
# (a,b,c,d) = (-1393,0,1,0) and D = -5572:
#
(1/18,85/18)
(1/18,-85/18)
(-7225/23904,-22621019/2031840)
(-7225/23904,22621019/2031840)
#
# (a,b,c,d) = (-1392,1,1,0) and D = -5569:
#
(1/30,-169/30)
(113569/475860,-123703708/13363735)
(1/30,28/5)
(113569/475860,1446171743/160364820)
#
# (a,b,c,d) = (-1392,0,1,0) and D = -5568:
#
#
# (a,b,c,d) = (-174,0,2,0) and D = -5568:
#
#
# (a,b,c,d) = (-1391,1,1,0) and D = -5565:
#
(-237169/152591,-4249973648/74311817)
(-237169/152591,4365474951/74311817)
#
# (a,b,c,d) = (-1391,0,1,0) and D = -5564:
#
#
# (a,b,c,d) = (-1390,1,1,0) and D = -5561:
#
(25/86,-4791/430)
(25/86,2333/215)
#
# (a,b,c,d) = (-1390,0,1,0) and D = -5560:
#
#
# (a,b,c,d) = (-1389,1,1,0) and D = -5557:
#
(4/89,887/178)
(-1411344/62567,63332509283/74329596)
(4/89,-895/178)
(-1411344/62567,-61655832611/74329596)
#
# (a,b,c,d) = (1,7,-3,-3) and D = -5556:
#
(2/3,1/3)
(605918/160987,-80923/160987)
(-15709/220689,-149186/220689)
(-1,2)
(-212/397,261/397)
(1,0)
#
# (a,b,c,d) = (-1389,0,1,0) and D = -5556:
#
(7569/11275,-24571124/980925)
(-4/23,-277/46)
(7569/11275,24571124/980925)
(-25/269,1496/1345)
(-4/23,277/46)
(1/103,-1046/103)
(1/103,1046/103)
(-25/269,-1496/1345)
#
# (a,b,c,d) = (-1388,1,1,0) and D = -5553:
#
#
# (a,b,c,d) = (-1388,0,1,0) and D = -5552:
#
(9/13,-1007/39)
(9/13,1007/39)
#
# (a,b,c,d) = (-173,2,2,0) and D = -5552:
#
(18/13,-1061/78)
(18/13,953/78)
#
# (a,b,c,d) = (-1387,1,1,0) and D = -5549:
#
(-1/11,-7/11)
(-1/11,8/11)
#
# (a,b,c,d) = (-1387,0,1,0) and D = -5548:
#
(1/9,-46/9)
(1/9,46/9)
#
# (a,b,c,d) = (-1386,1,1,0) and D = -5545:
#
#
# (a,b,c,d) = (-1386,0,1,0) and D = -5544:
#
(4/25,323/50)
(-1225/12921,208339/150745)
(400/14529,-592139/96860)
(1/135,523/45)
(1/15,23/5)
(1/15,-23/5)
(1/135,-523/45)
(400/14529,592139/96860)
(-1225/12921,-208339/150745)
(4/25,-323/50)
#
# (a,b,c,d) = (-51,2,3,0) and D = -5544:
#
(1/5,-8/5)
(1/45,58/15)
(400/4843,-600139/290580)
(-1225/4307,83738/150745)
(12/25,299/150)
(1/45,-524/135)
(1/5,22/15)
(-1225/4307,-165464/452235)
(400/4843,194713/96860)
(12/25,-347/150)
#
# (a,b,c,d) = (-1385,1,1,0) and D = -5541:
#
(-1/5,-7)
(-121/1139,31913/12529)
(324/97,214147/1746)
(1/193,2681/193)
(1/193,-2682/193)
(-1/5,36/5)
(-121/1139,-30582/12529)
(324/97,-219979/1746)
#
# (a,b,c,d) = (-173,1,2,0) and D = -5540:
#
#
# (a,b,c,d) = (-1385,0,1,0) and D = -5540:
#
#
# (a,b,c,d) = (-4,1,7,0) and D = -5537:
#
#
# (a,b,c,d) = (-1384,1,1,0) and D = -5537:
#
#
# (a,b,c,d) = (-173,0,2,0) and D = -5536:
#
(-2601/13771,465091/702321)
(1/3069,-120221/3069)
(1/3,10/3)
(4749362/36082665,255951957487/111206773530)
(-800/4071,145283/162840)
(1/3,-10/3)
(98/345,14279/4830)
(98/345,-14279/4830)
(-800/4071,-145283/162840)
(4749362/36082665,-255951957487/111206773530)
(1/3069,120221/3069)
(-2601/13771,-465091/702321)
#
# (a,b,c,d) = (-1384,0,1,0) and D = -5536:
#
(1/6138,-240442/3069)
(-2601/27542,930182/702321)
(49/345,-14279/2415)
(-400/4071,-145283/81420)
(2374681/36082665,255951957487/55603386765)
(2374681/36082665,-255951957487/55603386765)
(1/6138,240442/3069)
(49/345,14279/2415)
(-400/4071,145283/81420)
(-2601/27542,-930182/702321)
(1/6,20/3)
(1/6,-20/3)
#
# (a,b,c,d) = (2,3,-8,-1) and D = -5536:
#
(260/283,-43/283)
(1/26,-29/26)
(-1/2,1/2)
(0,-1)
(91/22,31/11)
(4339/1562,2941/1562)
#
# (a,b,c,d) = (1,2,-10,-4) and D = -5536:
#
(-29/22,153/44)
(-303/283,217/566)
(-1,-1/2)
(-15/13,-7/13)
(-699/781,1820/781)
(1,0)
#
# (a,b,c,d) = (-1383,1,1,0) and D = -5533:
#
#
# (a,b,c,d) = (-1383,0,1,0) and D = -5532:
#
#
# (a,b,c,d) = (1,8,1,-3) and D = -5529:
#
(-25/19,14/57)
(-593/871,549/871)
(8663/9779,15446/9779)
(1/13,-9/13)
(-17/31,-36/31)
(-5,7)
(48764/81037,227327/243111)
(83/159,266/477)
(92/371,-823/1113)
(1,0)
(-1318262/324883,-2455355/324883)
#
# (a,b,c,d) = (-1382,1,1,0) and D = -5529:
#
(144/481,-65969/5772)
(144/481,64241/5772)
(529/2740,-480629/63020)
(4/73,-695/146)
(-1/8,-29/8)
(3481/92560,-14639853/2730520)
(-9/50,-463/75)
(4/73,687/146)
(-1/8,15/4)
(529/2740,234231/31510)
(5041/200380,90500443/14226980)
(5041/200380,-45429177/7113490)
(3481/92560,29074327/5461040)
(-9/50,953/150)
#
# (a,b,c,d) = (-1382,0,1,0) and D = -5528:
#
#
# (a,b,c,d) = (-11,1,5,0) and D = -5525:
#
#
# (a,b,c,d) = (-1381,1,1,0) and D = -5525:
#
#
# (a,b,c,d) = (-1381,0,1,0) and D = -5524:
#
#
# (a,b,c,d) = (-1380,1,1,0) and D = -5521:
#
(-841/9360,10871/67860)
(121/8996,213503/24739)
(9/34,-518/51)
(4/57,-527/114)
(-9409/49810,16244794/2415785)
(-169/1108,73913/14404)
(-1/10,-19/10)
(169/13380,1548743/173940)
(21025/309626,-207707501/44895770)
(-4376464/29725215,-294476851697/62185149780)
(-9409/49810,-6315383/966314)
(-49/138,557/42)
(-16/15,803/20)
(-25/216,863/270)
(9/34,1009/102)
(1/50,71/10)
(-25/216,-1109/360)
(56169/633100,-142519237/30008940)
(1024/19097,-2922691/611104)
(4/129,497/86)
(-1/10,2)
(4/129,-1499/258)
(1/8,-11/2)
(1444/519305,374203943/19733590)
(-169/1108,-17929/3601)
(-4376464/29725215,20242160959/4145676652)
(1/50,-178/25)
(169/13380,-25849/2899)
(-49/138,-2078/161)
(1024/19097,2889923/611104)
(121/8996,-855343/98956)
(1/8,43/8)
(4/57,173/38)
(56169/633100,174821033/37511175)
(169/272,-20711/884)
(1444/519305,-74851763/3946718)
(21025/309626,4449106/975995)
(-16/15,-469/12)
(-841/9360,-1273/18096)
(169/272,80647/3536)
#
# (a,b,c,d) = (1,3,-10,-1) and D = -5521:
#
(184561/195037,38703/195037)
(-117/131,43/131)
(-4224578293/3615153839,1195271001/3615153839)
(-26279/60997,-32529/60997)
(-203539/81997,42848/81997)
(-13/23,-12/23)
(-2,-1)
(5,-1)
(-30988/18167,7105/18167)
(-342266/432313,-236041/432313)
(13/7,6/7)
(1,0)
(2075489127/1846829233,-162378322/1846829233)
(-13/23,9/23)
(-13/23,133/23)
(98513/75827,-12578/75827)
(-131047/21473,26445/21473)
(-2/11,13/11)
(0,-1)
(1975/8239,-21489/8239)
(-757/41,-366/41)
(7441/6649,2717/6649)
#
# (a,b,c,d) = (-172,2,2,0) and D = -5520:
#
(1/8,9/4)
(-2/11,9/22)
(392/136081,50193751/3810268)
(-1369/3472,236475/64232)
(9/302,-3733/906)
(9/302,1853/453)
(-1369/3472,-422297/128464)
(1/8,-19/8)
(1/2,9/2)
(729/422,-96371/5697)
(225/1268,-46429/19020)
(-2/11,-5/22)
(-361/1372,28013/13034)
(225/1268,21527/9510)
(392/136081,-50204727/3810268)
(-361/1372,-49167/26068)
(1/2,-5)
(729/422,173059/11394)
#
# (a,b,c,d) = (-1380,0,1,0) and D = -5520:
#
(1/16,-37/8)
(729/844,-365801/11394)
(9/604,-7439/906)
(1/4,19/2)
(196/136081,-50199239/1905134)
(-1369/6944,-895247/128464)
(1/4,-19/2)
(196/136081,50199239/1905134)
(-361/2744,105193/26068)
(-361/2744,-105193/26068)
(-1369/6944,895247/128464)
(729/844,365801/11394)
(1/16,37/8)
(-1/11,7/11)
(225/2536,89483/19020)
(-1/11,-7/11)
(225/2536,-89483/19020)
(9/604,7439/906)
#
# (a,b,c,d) = (-21,3,4,0) and D = -5520:
#
(1,2)
(1/4,-5/4)
(225/634,-12451/9510)
(-361/686,-1511/1862)
(225/634,39679/38040)
(729/211,-212425/22788)
(1,-11/4)
(-1369/1736,-13273/9176)
(9/151,3679/1812)
(-361/686,62885/52136)
(9/151,-940/453)
(-4/11,-1/44)
(-4/11,13/44)
(1/4,17/16)
(-1369/1736,523603/256928)
(784/136081,-50215703/7620536)
(784/136081,50182775/7620536)
(729/211,38344/5697)
#
# (a,b,c,d) = (-51,1,3,0) and D = -5517:
#
(3/7,40/21)
(-1/3,-8/9)
(16/179,1397/716)
(1,-13/3)
(1,4)
(-1/3,1)
(3/7,-43/21)
(16/179,-4255/2148)
#
# (a,b,c,d) = (-1379,1,1,0) and D = -5517:
#
(-1/9,26/9)
(1/3,37/3)
(1/7,41/7)
(-1/9,-25/9)
(1/3,-38/3)
(1/7,-6)
(16/537,12637/2148)
(16/537,-12701/2148)
#
# (a,b,c,d) = (-1379,0,1,0) and D = -5516:
#
(-4096/43039,-3878225/2754496)
(-4096/43039,3878225/2754496)
#
# (a,b,c,d) = (-1378,1,1,0) and D = -5513:
#
(4,293/2)
(4,-301/2)
(-156816/78407,-2274263245/31049172)
(-156816/78407,2336362381/31049172)
#
# (a,b,c,d) = (-1378,0,1,0) and D = -5512:
#
(1/407,8211/407)
(1/407,-8211/407)
#
# (a,b,c,d) = (-1377,1,1,0) and D = -5509:
#
#
# (a,b,c,d) = (-51,0,3,0) and D = -5508:
#
(-3/2,37/6)
(4107/5512,-1923661/611832)
(-3/2,-37/6)
(4107/5512,1923661/611832)
#
# (a,b,c,d) = (-1377,0,1,0) and D = -5508:
#
(1369/5512,1923661/203944)
(-1/2,37/2)
(1369/5512,-1923661/203944)
(-1/2,-37/2)
#
# (a,b,c,d) = (-172,1,2,0) and D = -5508:
#
(-1,-9)
(-1,19/2)
(1369/2756,117063/25493)
(1369/2756,-987157/203944)
#
# (a,b,c,d) = (-6,3,6,0) and D = -5508:
#
(-3,23/6)
(-3,-7/3)
(4107/2756,-1189769/611832)
(4107/2756,183473/152958)
#
# (a,b,c,d) = (-1376,1,1,0) and D = -5505:
#
#
# (a,b,c,d) = (-1376,0,1,0) and D = -5504:
#
(1/49,-345/49)
(1/49,345/49)
(52900/580601,631994099/133538230)
(52900/580601,-631994099/133538230)
#
# (a,b,c,d) = (-172,0,2,0) and D = -5504:
#
(2/49,-345/98)
(2/49,345/98)
(105800/580601,-631994099/267076460)
(105800/580601,631994099/267076460)
#
# (a,b,c,d) = (-1375,1,1,0) and D = -5501:
#
#
# (a,b,c,d) = (-11,0,5,0) and D = -5500:
#
#
# (a,b,c,d) = (-1375,0,1,0) and D = -5500:
#
#
# (a,b,c,d) = (2,5,-5,-4) and D = -5497:
#
(-3/4,1/2)
#
# (a,b,c,d) = (-1374,1,1,0) and D = -5497:
#
#
# (a,b,c,d) = (-1374,0,1,0) and D = -5496:
#
#
# (a,b,c,d) = (-1373,1,1,0) and D = -5493:
#
(-1/11,-6/11)
(-1/11,7/11)
(169/135487,49869780/1761331)
(169/135487,-49871977/1761331)
#
# (a,b,c,d) = (-1373,0,1,0) and D = -5492:
#
(1/11,52/11)
(-4/31,241/62)
(-9/17,-998/51)
(-10816/106183,23239789/11043032)
(1/347,-6464/347)
(144/889,-69299/10668)
(1/347,6464/347)
(1/11,-52/11)
(625/9959,1150198/248975)
(-9/17,998/51)
(625/9959,-1150198/248975)
(144/889,69299/10668)
(-10816/106183,-23239789/11043032)
(-4/31,-241/62)
(100/209,-37177/2090)
(100/209,37177/2090)
#
# (a,b,c,d) = (1,5,-6,-4) and D = -5492:
#
(-187/162,49/162)
(-4663/2712,925/2712)
(-47/37,-36/37)
(-5/16,-9/16)
(-233/412,387/412)
(-691/15951,-9734/15951)
(-1,2)
(34253131/11837920,-5591673/11837920)
(-43/10,-31/10)
(207509/19860,-425447/19860)
(5/6,1/6)
(1,0)
(-5221/8829,4210/8829)
#
# (a,b,c,d) = (-1372,1,1,0) and D = -5489:
#
(1/80,-717/80)
(1/80,179/20)
#
# (a,b,c,d) = (3,14,14,0) and D = -5488:
#
(-7/3,16/21)
(-7/3,11/7)
#
# (a,b,c,d) = (-171,2,2,0) and D = -5488:
#
(-1/3,3)
(-1/3,-8/3)
#
# (a,b,c,d) = (-1372,0,1,0) and D = -5488:
#
(-1/6,17/3)
(-1/6,-17/3)
#
# (a,b,c,d) = (-4,0,7,0) and D = -5488:
#
(-7/6,17/21)
(-7/6,-17/21)
#
# (a,b,c,d) = (-1371,1,1,0) and D = -5485:
#
(1/29,160/29)
(1/29,-161/29)
(11449/43239,-15619594/1542191)
(11449/43239,45633739/4626573)
#
# (a,b,c,d) = (-1371,0,1,0) and D = -5484:
#
#
# (a,b,c,d) = (-50,3,3,0) and D = -5481:
#
#
# (a,b,c,d) = (-1370,1,1,0) and D = -5481:
#
#
# (a,b,c,d) = (-1370,0,1,0) and D = -5480:
#
(-1,-37)
(5476/10961,15042599/811114)
(-1,37)
(5476/10961,-15042599/811114)
#
# (a,b,c,d) = (2,1,-9,1) and D = -5477:
#
(0,1)
(-26/49,-29/49)
#
# (a,b,c,d) = (-1369,1,1,0) and D = -5477:
#
(676/4033,690197/104858)
(676/4033,-19129/2834)
#
# (a,b,c,d) = (0,2,37,0) and D = -5476:
#
#
# (a,b,c,d) = (-1369,0,1,0) and D = -5476:
#
#
# (a,b,c,d) = (18,73,74,0) and D = -5476:
#
#
# (a,b,c,d) = (0,1,74,0) and D = -5476:
#
#
# (a,b,c,d) = (-171,1,2,0) and D = -5476:
#
#
# (a,b,c,d) = (-1368,1,1,0) and D = -5473:
#
#
# (a,b,c,d) = (-1368,0,1,0) and D = -5472:
#
(1,37)
(-5476/10943,14944031/809782)
(1,-37)
(-5476/10943,-14944031/809782)
#
# (a,b,c,d) = (-171,0,2,0) and D = -5472:
#
(2,37/2)
(-10952/10943,14944031/1619564)
(-10952/10943,-14944031/1619564)
(2,-37/2)
#
# (a,b,c,d) = (-1367,1,1,0) and D = -5469:
#
#
# (a,b,c,d) = (1,9,4,-2) and D = -5468:
#
(42375511/4985692,-4975621/4985692)
(33/26,-43/26)
(-17,2)
(1/4,-3/4)
(-1/3,-4/3)
(-262010419/591287120,-964875047/591287120)
(137/71,462/71)
(5/6,-7/6)
(-3975/568,469/568)
(-43/38,9/38)
(223/45,-26/45)
(-68921/55687,12864/55687)
(-29/40,23/40)
(1,0)
(-1763/436,2217/436)
(4829/7391,15738/7391)
(101011/196078,314991/196078)
(26275/62329,29582/62329)
#
# (a,b,c,d) = (-1367,0,1,0) and D = -5468:
#
(16/14993,-1835833/59972)
(-212521/29891,-3622318146/13779751)
(4/241,-3753/482)
(4/433,9015/866)
(9/157,-2206/471)
(16/49,-2391/196)
(529/2233,-462060/51359)
(4/241,3753/482)
(-1/11,-6/11)
(-1/7,32/7)
(529/2233,462060/51359)
(16/49,2391/196)
(9/157,2206/471)
(4/433,-9015/866)
(-212521/29891,3622318146/13779751)
(16/14993,1835833/59972)
(-1/7,-32/7)
(14884/225137,-126169961/27466714)
(-1/11,6/11)
(14884/225137,126169961/27466714)
#
# (a,b,c,d) = (-1366,1,1,0) and D = -5465:
#
#
# (a,b,c,d) = (-1366,0,1,0) and D = -5464:
#
#
# (a,b,c,d) = (-1365,1,1,0) and D = -5461:
#
#
# (a,b,c,d) = (-1365,0,1,0) and D = -5460:
#
(-36/311,5797/1866)
(-36/311,-5797/1866)
#
# (a,b,c,d) = (-1364,1,1,0) and D = -5457:
#
(-25/104,1139/130)
(-25/104,-4431/520)
#
# (a,b,c,d) = (-170,2,2,0) and D = -5456:
#
#
# (a,b,c,d) = (-1364,0,1,0) and D = -5456:
#
#
# (a,b,c,d) = (-1363,1,1,0) and D = -5453:
#
(9/163,2294/489)
(9/163,-2321/489)
#
# (a,b,c,d) = (-1363,0,1,0) and D = -5452:
#
#
# (a,b,c,d) = (-1362,1,1,0) and D = -5449:
#
(25/396,-4597/990)
(25/396,3023/660)
#
# (a,b,c,d) = (-1362,0,1,0) and D = -5448:
#
#
# (a,b,c,d) = (-1,1,11,0) and D = -5445:
#
(1370699/585931,-1925668017/2275170073)
(-196/61,949/854)
(46475/4189,8625512/2995135)
(-1,0)
(11/31,-182/341)
(46475/4189,-11646387/2995135)
(11/31,171/341)
(-9,104/33)
(64/131,-5517/11528)
(64/131,455/1048)
(1/101,306/101)
(-196/61,-7695/9394)
(-9,-7/3)
(1/101,-3367/1111)
(-1,1/11)
(1370699/585931,1441811270/2275170073)
(294849/65621,41803333/35632203)
(294849/65621,-619939670/391954233)
#
# (a,b,c,d) = (-1361,1,1,0) and D = -5445:
#
(124609/585931,-1705733132/206833643)
(1/31,176/31)
(64/1441,-58127/11528)
(-9/11,-982/33)
(-9/11,1009/33)
(-196/671,101109/9394)
(294849/721831,5858718328/391954233)
(4225/4189,9998637/272285)
(1/1111,-37032/1111)
(1/1111,37031/1111)
(-1/11,6/11)
(4225/4189,-10273262/272285)
(1/31,-177/31)
(-1/11,-5/11)
(64/1441,57615/11528)
(124609/585931,1661746155/206833643)
(-196/671,-98365/9394)
(294849/721831,-6018821335/391954233)
#
# (a,b,c,d) = (-1361,0,1,0) and D = -5444:
#
(-1369/5440,-1825093/201280)
(9/268,-4499/804)
(1/2,-37/2)
(-1/10,19/10)
(1/2,37/2)
(4/41,395/82)
(-1369/5440,1825093/201280)
(-1/10,-19/10)
(1089/106030,-34551197/3498990)
(1089/106030,34551197/3498990)
(6561/73162,-27856763/5926122)
(9/268,4499/804)
(4/41,-395/82)
(6561/73162,27856763/5926122)
#
# (a,b,c,d) = (-170,1,2,0) and D = -5444:
#
(-1/5,-9/10)
(-1/5,1)
(-1369/2720,55169/11840)
(6561/36581,13662661/5926122)
(1089/53015,-17293567/3498990)
(-1369/2720,-44361/10064)
(1,-19/2)
(9/134,559/201)
(9/134,-2263/804)
(8/41,-403/164)
(1,9)
(8/41,387/164)
(6561/36581,-7097051/2963061)
(1089/53015,1725763/349899)
#
# (a,b,c,d) = (-1360,1,1,0) and D = -5441:
#
(-49/488,6791/3416)
(-49/488,-806/427)
#
# (a,b,c,d) = (-170,0,2,0) and D = -5440:
#
(-1/2,9/2)
(9/38,299/114)
(-1/2,-9/2)
(9/38,-299/114)
(392/7289,630477/204092)
(392/7289,-630477/204092)
#
# (a,b,c,d) = (-1360,0,1,0) and D = -5440:
#
(196/7289,630477/102046)
(-1/4,-9)
(9/76,-299/57)
(9/76,299/57)
(-1/4,9)
(196/7289,-630477/102046)
#
# (a,b,c,d) = (-21,2,4,0) and D = -5440:
#
(9/19,-163/114)
(784/7289,619501/408184)
(9/19,68/57)
(784/7289,-641453/408184)
(-1,-2)
(-1,5/2)
#
# (a,b,c,d) = (-1359,1,1,0) and D = -5437:
#
(-1/3,37/3)
(-49/537,807/1253)
(9/253,-4159/759)
(-49/537,-2078/3759)
(-1/3,-12)
(1600/19521,397159/86760)
(1600/19521,-3638431/780840)
(9/253,4132/759)
(16900/730521,-630710569/94967730)
(16900/730521,69834841/10551970)
#
# (a,b,c,d) = (-50,2,3,0) and D = -5436:
#
#
# (a,b,c,d) = (-1359,0,1,0) and D = -5436:
#
#
# (a,b,c,d) = (-1358,1,1,0) and D = -5433:
#
#
# (a,b,c,d) = (-1358,0,1,0) and D = -5432:
#
(-4/31,-239/62)
(-4/31,239/62)
#
# (a,b,c,d) = (-1357,1,1,0) and D = -5429:
#
(1/5,-39/5)
(9/535,12401/1605)
(-196/895,-96109/12530)
(9/535,-12428/1605)
(-390625/131629,-6538067/60625)
(1/5,38/5)
(-196/895,98853/12530)
(-390625/131629,9116297544/82268125)
#
# (a,b,c,d) = (-1357,0,1,0) and D = -5428:
#
(34225/4220631,-8674074346/780816735)
(34225/4220631,8674074346/780816735)
#
# (a,b,c,d) = (-1356,1,1,0) and D = -5425:
#
#
# (a,b,c,d) = (-169,2,2,0) and D = -5424:
#
(98/445,15051/6230)
(32/97,-2671/776)
(121032/504577,-684741169/248251884)
(98/445,-16423/6230)
(32/97,2415/776)
(121032/504577,625193425/248251884)
(-2/11,-3/22)
(-2/11,7/22)
#
# (a,b,c,d) = (-1356,0,1,0) and D = -5424:
#
(-1/11,5/11)
(60516/504577,-654967297/124125942)
(16/97,2543/388)
(49/445,15737/3115)
(49/445,-15737/3115)
(16/97,-2543/388)
(-1/11,-5/11)
(60516/504577,654967297/124125942)
#
# (a,b,c,d) = (-1355,1,1,0) and D = -5421:
#
#
# (a,b,c,d) = (-1355,0,1,0) and D = -5420:
#
#
# (a,b,c,d) = (-1354,1,1,0) and D = -5417:
#
(25/416,9589/2080)
(25/416,-4857/1040)
#
# (a,b,c,d) = (-1354,0,1,0) and D = -5416:
#
(-1/9,-25/9)
(-1/9,25/9)
#
# (a,b,c,d) = (-1353,1,1,0) and D = -5413:
#
(-49/363,-10382/2541)
(-49/363,325/77)
#
# (a,b,c,d) = (-169,1,2,0) and D = -5412:
#
(1/131,1060/131)
(841/11336,-136695/50576)
(-1/4,-7/4)
(-25/133,-699/1330)
(-1/4,15/8)
(-25/133,412/665)
(841/11336,876323/328744)
(1/131,-2121/262)
#
# (a,b,c,d) = (-1353,0,1,0) and D = -5412:
#
(-25/266,1523/1330)
(841/22672,-3529681/657488)
(841/22672,3529681/657488)
(-1/8,-29/8)
(-25/266,-1523/1330)
(1/262,4241/262)
(-1/8,29/8)
(1/262,-4241/262)
#
# (a,b,c,d) = (-1352,1,1,0) and D = -5409:
#
(7139584/58729281,63380174117/12071126064)
(-1369/12120,1324997/448440)
(1/12,55/12)
(6241/10872,17919385/858888)
(1/2682,138895/2682)
(841/270,-909061/7830)
(7139584/58729281,-843019231969/156924638832)
(1/12,-14/3)
(-4/39,-161/78)
(6241/10872,-2301553/107361)
(-4/39,13/6)
(1/2682,-69448/1341)
(-1369/12120,-159293/56055)
(841/270,442336/3915)
(1/10,24/5)
(1/10,-49/10)
#
# (a,b,c,d) = (-50,1,3,0) and D = -5409:
#
(6241/3624,2904391/429444)
(-4/13,-17/26)
(1/894,-15433/894)
(841/90,-31115/783)
(841/90,95587/2610)
(1/894,23149/1341)
(-1369/4040,-407897/448440)
(-4/13,59/78)
(7139584/19576427,268288431691/156924638832)
(1/4,-19/12)
(1/4,3/2)
(3/10,-5/3)
(-1369/4040,15285/14948)
(6241/3624,-2100607/286296)
(7139584/19576427,-95788466713/52308212944)
(3/10,47/30)
#
# (a,b,c,d) = (-169,0,2,0) and D = -5408:
#
(1/7,-16/7)
(1/7,16/7)
#
# (a,b,c,d) = (-1352,0,1,0) and D = -5408:
#
(1/14,-32/7)
(1/14,32/7)
#
# (a,b,c,d) = (-1351,1,1,0) and D = -5405:
#
(-1/11,5/11)
(9/14839,1807606/44517)
(-1/11,-4/11)
(9/14839,-1807633/44517)
#
# (a,b,c,d) = (-1351,0,1,0) and D = -5404:
#
(256/1745,-167271/27920)
(256/1745,167271/27920)
#
# (a,b,c,d) = (-1350,1,1,0) and D = -5401:
#
#
# (a,b,c,d) = (-50,0,3,0) and D = -5400:
#
(-3/5,-7/3)
(-3/5,7/3)
(588/2185,28703/18354)
(588/2185,-28703/18354)
#
# (a,b,c,d) = (-1350,0,1,0) and D = -5400:
#
(-1/5,7)
(-1/5,-7)
(196/2185,-28703/6118)
(196/2185,28703/6118)
#
# (a,b,c,d) = (-10,4,5,0) and D = -5400:
#
(196/437,4643/6118)
(196/437,-34191/30590)
(-1,-1)
(-1,9/5)
#
# (a,b,c,d) = (2,12,15,0) and D = -5400:
#
(-3,5/3)
(588/437,-20689/91770)
(-3,11/15)
(588/437,-15619/18354)
#
# (a,b,c,d) = (-1349,1,1,0) and D = -5397:
#
#
# (a,b,c,d) = (-1349,0,1,0) and D = -5396:
#
#
# (a,b,c,d) = (-1348,1,1,0) and D = -5393:
#
#
# (a,b,c,d) = (-21,1,4,0) and D = -5392:
#
(4/21,-5/4)
(4/21,101/84)
#
# (a,b,c,d) = (-1348,0,1,0) and D = -5392:
#
(1/21,103/21)
(1/21,-103/21)
#
# (a,b,c,d) = (-168,2,2,0) and D = -5392:
#
(2/21,101/42)
(2/21,-5/2)
#
# (a,b,c,d) = (-1347,1,1,0) and D = -5389:
#
#
# (a,b,c,d) = (-1347,0,1,0) and D = -5388:
#
(-1/11,4/11)
(-121/167,48802/1837)
(-121/167,-48802/1837)
(-1/11,-4/11)
(4/121,1363/242)
(-225/671,-122642/10065)
(-225/671,122642/10065)
(4/121,-1363/242)
#
# (a,b,c,d) = (-1346,1,1,0) and D = -5385:
#
(484/8449,-874677/185878)
(484/8449,864029/185878)
#
# (a,b,c,d) = (-1346,0,1,0) and D = -5384:
#
#
# (a,b,c,d) = (-1345,1,1,0) and D = -5381:
#
(-81/377,-25352/3393)
(-81/377,26081/3393)
#
# (a,b,c,d) = (-168,1,2,0) and D = -5380:
#
#
# (a,b,c,d) = (-1345,0,1,0) and D = -5380:
#
#
# (a,b,c,d) = (-1344,1,1,0) and D = -5377:
#
(-6241/63228,-2785243/1665004)
(-6241/63228,2212192/1248753)
(1/6,-20/3)
(1/6,13/2)
#
# (a,b,c,d) = (-20,4,4,0) and D = -5376:
#
#
# (a,b,c,d) = (-21,0,4,0) and D = -5376:
#
#
# (a,b,c,d) = (-168,0,2,0) and D = -5376:
#
#
# (a,b,c,d) = (-1344,0,1,0) and D = -5376:
#
#
# (a,b,c,d) = (-49,3,3,0) and D = -5373:
#
(192/313,-21869/7512)
(3/13,55/39)
(-42483/111137,56997865/39675909)
(27/31,883/279)
(3/13,-64/39)
(-42483/111137,-41831434/39675909)
(27/31,-1126/279)
(-3/11,8/33)
(192/313,17261/7512)
(-3/11,1/33)
#
# (a,b,c,d) = (2,3,-9,1) and D = -5373:
#
(0,1)
(2439/1595,-727/1595)
(-24/43,-29/43)
(-3,1)
(-1299/4598,-1985/2299)
(-1359/2084,-713/1042)
(3/2,1)
(2883/2335,1831/2335)
#
# (a,b,c,d) = (-1343,1,1,0) and D = -5373:
#
(-1/11,4/11)
(-1/11,-3/11)
(64/313,19309/2504)
(-14161/111137,-48572070/13225303)
(9/31,-1018/93)
(9/31,991/93)
(-14161/111137,50257229/13225303)
(1/13,-60/13)
(1/13,59/13)
(64/313,-19821/2504)
#
# (a,b,c,d) = (-1343,0,1,0) and D = -5372:
#
(196/281201,-149116393/3936814)
(196/281201,149116393/3936814)
#
# (a,b,c,d) = (1,6,-5,-3) and D = -5369:
#
(1511/1807,3182/5421)
(-11/23,17/23)
(-5/19,-12/19)
(-32/57,79/171)
(-2,1/3)
(167/79,-407/79)
(53/17,-129/17)
(46177/87097,-123690/87097)
(10/43,-39/43)
(913/1057,666/1057)
(151/107,133/107)
(-4324/3401,10425/3401)
(-1,-1)
(-122/67,21/67)
(20407/4927,-3015/4927)
(1,0)
(526/119,481/119)
#
# (a,b,c,d) = (-1342,1,1,0) and D = -5369:
#
(-5329/220,14446819/16060)
(36/1465,-56737/8790)
(1/22,-5)
(49/4768,-329645/33376)
(-289/152,-88765/1292)
(36/1465,56521/8790)
(-16/55,-207/20)
(196/1537,115835/21518)
(-1/10,-9/5)
(49/1010,34299/7070)
(105625/370304,-647431079/60174400)
(-289/152,182443/2584)
(1/22,109/22)
(49/4768,164651/16688)
(-5329/220,-638991/730)
(196/1537,-118579/21518)
(49/1010,-17321/3535)
(-1/10,19/10)
(105625/370304,114594003/10940800)
(-16/55,2341/220)
(1/4,-19/2)
(1/4,37/4)
#
# (a,b,c,d) = (2,2,-9,1) and D = -5368:
#
(0,1)
(42/47,17/47)
(-29533/82270,-248977/82270)
(-54834/15235,-34271/15235)
(117258592/43037477,-42443963/43037477)
(-21/92,-145/92)
(-291/322,145/322)
(3/2,-1/2)
(4/5,1/5)
(13218/3661,8191/3661)
(-25/46,-29/46)
(22504/317,14005/317)
(91/32,-33/32)
(-1677/2360,-1513/2360)
(9331/2,5807/2)
(-406/1177,-3405/1177)
#
# (a,b,c,d) = (-1342,0,1,0) and D = -5368:
#
(-53824/438127,353774535/101645464)
(1/3,37/3)
(-4/39,-163/78)
(1/27,-145/27)
(-16/127,-1857/508)
(1/27,145/27)
(3364/135953,50635335/7885274)
(54289/18203,463393695/4241299)
(3364/135953,-50635335/7885274)
(-16/127,1857/508)
(-4/39,163/78)
(144/3961,257203/47532)
(54289/18203,-463393695/4241299)
(1/3,-37/3)
(84100/241569,-901304497/70055010)
(84100/241569,901304497/70055010)
(144/3961,-257203/47532)
(625/3419,606303/85475)
(-53824/438127,-353774535/101645464)
(625/3419,-606303/85475)
#
# (a,b,c,d) = (-1341,1,1,0) and D = -5365:
#
(-8281/90009,674671/910091)
(1/9,-46/9)
(1/9,5)
(-8281/90009,-5318468/8190819)
#
# (a,b,c,d) = (-1341,0,1,0) and D = -5364:
#
#
# (a,b,c,d) = (-1340,1,1,0) and D = -5361:
#
(5329/21460,3597507/391645)
(-10404/70151,34649729/7155402)
(-1/2,-18)
(5329/21460,-2955809/313316)
(-1/2,37/2)
(-10404/70151,-33588521/7155402)
#
# (a,b,c,d) = (-1340,0,1,0) and D = -5360:
#
(-1/11,-3/11)
(4/14729,-1787557/29458)
(4/14729,1787557/29458)
(-1/11,3/11)
#
# (a,b,c,d) = (-167,2,2,0) and D = -5360:
#
(-2/11,5/22)
(8/14729,1787541/58916)
(-2/11,-1/22)
(8/14729,-1787573/58916)
#
# (a,b,c,d) = (-1339,1,1,0) and D = -5357:
#
#
# (a,b,c,d) = (-1339,0,1,0) and D = -5356:
#
(1/633,-15926/633)
(16/153,-3011/612)
(1/633,15926/633)
(16/153,3011/612)
#
# (a,b,c,d) = (2,5,-6,-2) and D = -5356:
#
(5/7,1/7)
(-5/8,-3/4)
(-1,-1)
#
# (a,b,c,d) = (-1338,1,1,0) and D = -5353:
#
(9/52,1043/156)
(9/52,-535/78)
(4/153,637/102)
(-1/6,17/3)
(2809/1266,-920143/11183)
(4/153,-1919/306)
(1/54,199/27)
(-196/831,-96109/11634)
(1/1548,60905/1548)
(1/54,-133/18)
(2809/1266,5371981/67098)
(-1/6,-11/2)
(25/96,2303/240)
(1/1548,-10151/258)
(-196/831,32951/3878)
(4489/65532,-10106135/2195322)
(4489/65532,6637169/1463548)
(25/96,-1577/160)
#
# (a,b,c,d) = (1,2,-11,1) and D = -5353:
#
(0,1)
(19/241,333/241)
(7595/2197,-1663/2197)
(36/25,13/25)
(-371/253,-171/253)
(-98/551,-767/551)
(9,-2)
(14/13,-1/13)
(-7/13,5/13)
(1,0)
(-24755/26413,-14022/26413)
#
# (a,b,c,d) = (-1338,0,1,0) and D = -5352:
#
(4/793,-22333/1586)
(289/463,-179987/7871)
(289/463,179987/7871)
(4/793,22333/1586)
(1/7,-41/7)
(1/7,41/7)
#
# (a,b,c,d) = (-1337,1,1,0) and D = -5349:
#
(25/132319,48131872/661595)
(-1/11,-2/11)
(-1/11,3/11)
(25/132319,-48131997/661595)
#
# (a,b,c,d) = (-1337,0,1,0) and D = -5348:
#
(1/8,-43/8)
(1/8,43/8)
(-1849/20368,-43441/875824)
(-1849/20368,43441/875824)
#
# (a,b,c,d) = (-167,1,2,0) and D = -5348:
#
(1/4,-11/4)
(-1849/10184,18033/875824)
(1/4,21/8)
(-1849/10184,30737/437912)
#
# (a,b,c,d) = (-1336,1,1,0) and D = -5345:
#
(5929/29726,-52952/6853)
(5929/29726,17229435/2288902)
#
# (a,b,c,d) = (-1336,0,1,0) and D = -5344:
#
(-49/90,-6254/315)
(-49/90,6254/315)
#
# (a,b,c,d) = (-167,0,2,0) and D = -5344:
#
(-49/45,3127/315)
(-49/45,-3127/315)
#
# (a,b,c,d) = (-1335,1,1,0) and D = -5341:
#
(-1/7,-31/7)
(9/175,2503/525)
(9/175,-506/105)
(-1/7,32/7)
#
# (a,b,c,d) = (-3,5,7,0) and D = -5341:
#
(9/25,292/525)
(-1,-2/7)
(9/25,-61/75)
(-1,1)
#
# (a,b,c,d) = (-1335,0,1,0) and D = -5340:
#
(-1/11,2/11)
(-1/11,-2/11)
#
# (a,b,c,d) = (-1334,1,1,0) and D = -5337:
#
(-25/236,-2713/1180)
(-25/236,1419/590)
#
# (a,b,c,d) = (-1334,0,1,0) and D = -5336:
#
(841/35,890783/1015)
(841/35,-890783/1015)
#
# (a,b,c,d) = (1,2,-10,-3) and D = -5333:
#
(137/112,-481/112)
(133183/488,-31655/488)
(-4400/7061,-9709/21183)
(515/526,77/526)
(-89/115,306/115)
(10/3,-7/9)
(-1/2,1/2)
(5882/1537,2345/1537)
(-472/493,185/493)
(-1/7,-4/7)
(2,-7)
(659/164,-155/164)
(-536/1015,1457/3045)
(1,0)
(5,2)
(-145277/141158,-73235/141158)
(-15553/3940,3737/3940)
#
# (a,b,c,d) = (-1333,1,1,0) and D = -5333:
#
(529/5561,-613818/127903)
(1/14663,1775555/14663)
(-1/11,2/11)
(1/14663,-1332/11)
(-1/11,-1/11)
(-16/71,-2227/284)
(4/97,-1003/194)
(-10404/104687,-18288341/10678074)
(-7921/68107,18971874/6061523)
(25/139,4787/695)
(25/139,-4912/695)
(-1,-36)
(-7921/68107,-589255/195533)
(-16/71,2291/284)
(-1,37)
(4/97,995/194)
(36/409,-11537/2454)
(36/409,11321/2454)
(529/5561,601651/127903)
(-10404/104687,624179/344454)
#
# (a,b,c,d) = (-1333,0,1,0) and D = -5332:
#
#
# (a,b,c,d) = (-1332,1,1,0) and D = -5329:
#
#
# (a,b,c,d) = (0,1,73,0) and D = -5329:
#
#
# (a,b,c,d) = (3,1,-8,-3) and D = -5329:
#
#
# (a,b,c,d) = (-1332,0,1,0) and D = -5328:
#
(-1/11,1/11)
(-1/11,-1/11)
#
# (a,b,c,d) = (-49,2,3,0) and D = -5328:
#
(-3/11,2/33)
(-3/11,4/33)
#
# (a,b,c,d) = (-166,2,2,0) and D = -5328:
#
(-2/11,1/22)
(-2/11,3/22)
#
# (a,b,c,d) = (-6,2,6,0) and D = -5328:
#
(-6/11,7/66)
(-6/11,5/66)
#
# (a,b,c,d) = (-1331,1,1,0) and D = -5325:
#
(1,-37)
(25/199,-5418/995)
(25/199,5293/995)
(144/2809,-162541/33708)
(-1/11,0)
(-121/989,-36631/10879)
(1,36)
(-32761/72029,-212524073/13037249)
(1/121,11)
(36/289,9179/1734)
(-5329/10649,14345695/777377)
(36/289,-9395/1734)
(-5329/10649,-13956678/777377)
(900/1081,972271/32430)
(-144/1199,48313/14388)
(-1/11,1/11)
(-121/989,37962/10879)
(1/19,-91/19)
(144/2809,160813/33708)
(-144/1199,-4235/1308)
(-32761/72029,218453814/13037249)
(900/1081,-999271/32430)
(1/19,90/19)
(1/121,-1332/121)
#
# (a,b,c,d) = (1,4,-8,-3) and D = -5325:
#
(360095/397082,118849/397082)
(2,-1/3)
(4336357/4287796,-35437/4287796)
(67/94,-211/94)
(4,7/3)
(-29/67,72/67)
(-1879/752,367/752)
(5/104,-77/104)
(-671/721,234/721)
(2/3,-19/9)
(-3775/401,702/401)
(-1/2,1/2)
(1,0)
(685/634,323/634)
(1915/523,1116/523)
(-1303/692,-785/692)
#
# (a,b,c,d) = (-1331,0,1,0) and D = -5324:
#
(-1/11,0)
(-16/55,-209/20)
(-16/55,209/20)
(1/37,-228/37)
(1/37,228/37)
(23104/164465,-144442103/24998680)
(23104/164465,144442103/24998680)
#
# (a,b,c,d) = (-1,0,11,0) and D = -5324:
#
(11/37,-228/407)
(-16/5,-19/20)
(-1,0)
(11/37,228/407)
(254144/164465,-144442103/274985480)
(254144/164465,144442103/274985480)
(-16/5,19/20)
#
# (a,b,c,d) = (-1330,1,1,0) and D = -5321:
#
(-121/1330,-1/11)
(1/26,137/26)
(-121/1330,2661/14630)
(-9/8,499/12)
(-9/8,-971/24)
(1/26,-69/13)
#
# (a,b,c,d) = (-1330,0,1,0) and D = -5320:
#
(-169/1041,-72743/13533)
(4/9,293/18)
(-1373584/6122079,56721734159/7175076588)
(-1373584/6122079,-56721734159/7175076588)
(4/9,-293/18)
(-169/1041,72743/13533)
#
# (a,b,c,d) = (-1329,1,1,0) and D = -5317:
#
(-1/9,-8/3)
(-1/9,25/9)
#
# (a,b,c,d) = (-1329,0,1,0) and D = -5316:
#
(-49/416,-9185/2912)
(-49/416,9185/2912)
#
# (a,b,c,d) = (-166,1,2,0) and D = -5316:
#
(-49/208,-4421/2912)
(-49/208,1191/728)
#
# (a,b,c,d) = (-1328,1,1,0) and D = -5313:
#
(-3364/22007,6414721/1276406)
(-3364/22007,-6219609/1276406)
#
# (a,b,c,d) = (-1328,0,1,0) and D = -5312:
#
(16/41,-2347/164)
(1/17,79/17)
(16/41,2347/164)
(1/17,-79/17)
(715716/968281,22085876573/819165726)
(715716/968281,-22085876573/819165726)
#
# (a,b,c,d) = (-166,0,2,0) and D = -5312:
#
(2/17,-79/34)
(32/41,2347/328)
(1431432/968281,22085876573/1638331452)
(1431432/968281,-22085876573/1638331452)
(32/41,-2347/328)
(2/17,79/34)
#
# (a,b,c,d) = (-1327,1,1,0) and D = -5309:
#
#
# (a,b,c,d) = (-1327,0,1,0) and D = -5308:
#
#
# (a,b,c,d) = (-1326,1,1,0) and D = -5305:
#
(16/129,-2785/516)
(16/129,907/172)
#
# (a,b,c,d) = (-1326,0,1,0) and D = -5304:
#
(4/25,-317/50)
(4/25,317/50)
#
# (a,b,c,d) = (-49,1,3,0) and D = -5301:
#
#
# (a,b,c,d) = (-1325,1,1,0) and D = -5301:
#
#
# (a,b,c,d) = (-1325,0,1,0) and D = -5300:
#
#
# (a,b,c,d) = (2,6,-4,-3) and D = -5300:
#
(-125/403,-269/403)
(1,1)
#
# (a,b,c,d) = (1,0,-11,-1) and D = -5297:
#
(1,-11)
(-5/7,3/7)
(18121/2959,-5529/2959)
(-1/5,-3/5)
(45918/19565,13129/19565)
(-19/99,91/99)
(14/11,3/11)
(-12217/20723,-8658/20723)
(1249/1099,211/1099)
(126137/84365,-32214/84365)
(-492527/65623,-146705/65623)
(-1089/2635,1358/2635)
(0,-1)
(1,0)
(7/3,2/3)
(-153487/538197,-284354/538197)
(-13/3,4/3)
(-8341/11639,4986/11639)
#
# (a,b,c,d) = (-1324,1,1,0) and D = -5297:
#
(36/73,7777/438)
(16/241,-4439/964)
(1/146,882/73)
(36/73,-7993/438)
(-5329/21172,14011669/1545556)
(5041/42632,-3974751/756718)
(1/268,-1097/67)
(-1/8,29/8)
(5041/42632,15541093/3026872)
(8555625/572871976,-13754265366401/1675650529800)
(-1/8,-7/2)
(4/193,-2701/386)
(4/193,2693/386)
(-1/4,9)
(-196/479,-97931/6706)
(-1/4,-35/4)
(1/2,-37/2)
(-5329/21172,-3405663/386389)
(25/166,2482/415)
(-196/479,100675/6706)
(25/166,-5089/830)
(1/146,-1765/146)
(1/268,4387/268)
(8555625/572871976,3432310040819/418912632450)
(1/2,18)
(16/241,4375/964)
#
# (a,b,c,d) = (-165,2,2,0) and D = -5296:
#
(18/805,22807/4830)
(-1/5,1)
(18/805,-4583/966)
(-1/5,-4/5)
#
# (a,b,c,d) = (-1324,0,1,0) and D = -5296:
#
(-1/10,-9/5)
(-1/10,9/5)
(9/805,-22861/2415)
(9/805,22861/2415)
#
# (a,b,c,d) = (-1323,1,1,0) and D = -5293:
#
#
# (a,b,c,d) = (-49,0,3,0) and D = -5292:
#
(-1,4)
(-1,-4)
(64/131,2243/1048)
(64/131,-2243/1048)
#
# (a,b,c,d) = (-1323,0,1,0) and D = -5292:
#
(-1/3,12)
(64/393,6729/1048)
(-1/3,-12)
(64/393,-6729/1048)
#
# (a,b,c,d) = (-1322,1,1,0) and D = -5289:
#
#
# (a,b,c,d) = (-1322,0,1,0) and D = -5288:
#
(-36/47,-7847/282)
(-36/47,7847/282)
#
# (a,b,c,d) = (-1321,1,1,0) and D = -5285:
#
(1/11,-52/11)
(1/11,51/11)
#
# (a,b,c,d) = (-1321,0,1,0) and D = -5284:
#
(1/132,1517/132)
(1/132,-1517/132)
#
# (a,b,c,d) = (-165,1,2,0) and D = -5284:
#
(1/66,379/66)
(1/66,-23/4)
#
# (a,b,c,d) = (-1320,1,1,0) and D = -5281:
#
#
# (a,b,c,d) = (1,4,-7,-5) and D = -5281:
#
(1,0)
(-199/245,333/245)
#
# (a,b,c,d) = (-165,0,2,0) and D = -5280:
#
#
# (a,b,c,d) = (-1320,0,1,0) and D = -5280:
#
#
# (a,b,c,d) = (-1319,1,1,0) and D = -5277:
#
#
# (a,b,c,d) = (-1319,0,1,0) and D = -5276:
#
(-121/1315,7922/14465)
(1024/13865,2020309/443680)
(-121/1315,-7922/14465)
(1024/13865,-2020309/443680)
(1/5,38/5)
(1/5,-38/5)
#
# (a,b,c,d) = (-1318,1,1,0) and D = -5273:
#
(1/308,5405/308)
(1/308,-2703/154)
#
# (a,b,c,d) = (-1318,0,1,0) and D = -5272:
#
#
# (a,b,c,d) = (-1317,1,1,0) and D = -5269:
#
(1/15,68/15)
(1/15,-23/5)
(-18769/107445,87709496/14719965)
(-18769/107445,-28379381/4906655)
#
# (a,b,c,d) = (-1317,0,1,0) and D = -5268:
#
#
# (a,b,c,d) = (-1316,1,1,0) and D = -5265:
#
#
# (a,b,c,d) = (-48,3,3,0) and D = -5265:
#
#
# (a,b,c,d) = (-164,2,2,0) and D = -5264:
#
#
# (a,b,c,d) = (-1316,0,1,0) and D = -5264:
#
#
# (a,b,c,d) = (-20,3,4,0) and D = -5264:
#
#
# (a,b,c,d) = (-1315,1,1,0) and D = -5261:
#
(-1/5,-34/5)
(25/119,-4778/595)
(273529/5700695,2898955431/596292697)
(-37249/5845,264315187/1128085)
(4/65,119/26)
(-9/95,-61/57)
(1/55,409/55)
(-13924/43775,-58057213/5165450)
(-94249/636215,186589876/39063601)
(-25/191,-3623/955)
(-9/95,332/285)
(4/65,-603/130)
(100/281,36071/2810)
(25/119,4653/595)
(-1/5,7)
(1/85,784/85)
(1/85,-157/17)
(-25/191,3748/955)
(-16/175,199/700)
(-37249/5845,-51425226/225617)
(-16/175,-27/140)
(529/5915,627678/136045)
(-94249/636215,-904014937/195318005)
(1/55,-82/11)
(100/281,-37071/2810)
(-13924/43775,11940049/1033090)
(529/5915,-127969/27209)
(273529/5700695,-14637832822/2981463485)
#
# (a,b,c,d) = (1,8,2,-3) and D = -5261:
#
(-4,5)
(1,2)
(-146/199,95/199)
(1/2,1/2)
(715304/92929,-278441/278787)
(12836/6467,-16209/6467)
(1,-4/3)
(2/19,-13/19)
(193/268,-279/268)
(-839/1796,-2015/1796)
(12422/5597,25389/5597)
(5006629/4076773,-6496036/4076773)
(-593/799,522/799)
(-281/194,343/194)
(-7213/6064,1547/6064)
(1,0)
(797/544,-209/1632)
(-66358/7837,8645/7837)
(-7919/18961,-19870/18961)
(1679/304,-217/304)
#
# (a,b,c,d) = (-1315,0,1,0) and D = -5260:
#
(-16/159,-1169/636)
(-16/159,1169/636)
#
# (a,b,c,d) = (-1314,1,1,0) and D = -5257:
#
#
# (a,b,c,d) = (-1314,0,1,0) and D = -5256:
#
#
# (a,b,c,d) = (-1313,1,1,0) and D = -5253:
#
#
# (a,b,c,d) = (-164,1,2,0) and D = -5252:
#
#
# (a,b,c,d) = (-1313,0,1,0) and D = -5252:
#
#
# (a,b,c,d) = (-1312,1,1,0) and D = -5249:
#
(-529/442,446735/10166)
(-529/442,-217284/5083)
(1/20,24/5)
(1/20,-97/20)
#
# (a,b,c,d) = (-1312,0,1,0) and D = -5248:
#
(394384/28511457,-152504212271/17905194996)
(1/33,193/33)
(-81/551,-23021/4959)
(361/537,248755/10203)
(-4/39,157/78)
(-4/39,-157/78)
(361/537,-248755/10203)
(-81/551,23021/4959)
(1/33,-193/33)
(394384/28511457,152504212271/17905194996)
(148996/839553,-2220684097/324067458)
(148996/839553,2220684097/324067458)
#
# (a,b,c,d) = (-164,0,2,0) and D = -5248:
#
(297992/839553,-2220684097/648134916)
(2/33,193/66)
(722/537,248755/20406)
(2/33,-193/66)
(-162/551,23021/9918)
(-162/551,-23021/9918)
(722/537,-248755/20406)
(788768/28511457,152504212271/35810389992)
(297992/839553,2220684097/648134916)
(-8/39,-157/156)
(-8/39,157/156)
(788768/28511457,-152504212271/35810389992)
#
# (a,b,c,d) = (-1311,1,1,0) and D = -5245:
#
#
# (a,b,c,d) = (-1311,0,1,0) and D = -5244:
#
#
# (a,b,c,d) = (-1310,1,1,0) and D = -5241:
#
(1/970,-30211/970)
(1/970,3021/97)
#
# (a,b,c,d) = (-1310,0,1,0) and D = -5240:
#
#
# (a,b,c,d) = (-1309,1,1,0) and D = -5237:
#
#
# (a,b,c,d) = (-1309,0,1,0) and D = -5236:
#
#
# (a,b,c,d) = (-1308,1,1,0) and D = -5233:
#
(-28561/83412,14610647/1174719)
(1/18,14/3)
(1/18,-85/18)
(-28561/83412,-170500955/14096628)
#
# (a,b,c,d) = (-163,2,2,0) and D = -5232:
#
#
# (a,b,c,d) = (-1308,0,1,0) and D = -5232:
#
#
# (a,b,c,d) = (-1307,1,1,0) and D = -5229:
#
(-9/47,-908/141)
(-9/47,935/141)
#
# (a,b,c,d) = (-1307,0,1,0) and D = -5228:
#
#
# (a,b,c,d) = (-1306,1,1,0) and D = -5225:
#
(169/940,41687/6110)
(-1/10,9/5)
(-2401/11296,4137895/553504)
(-169/230,-78229/2990)
(-2401/11296,-2010123/276752)
(4/25,311/50)
(-169/230,40213/1495)
(1/16,-37/8)
(1/16,73/16)
(-1/10,-17/10)
(169/940,-85571/12220)
(49/4580,-155187/16030)
(4/25,-319/50)
(49/4580,310031/32060)
#
# (a,b,c,d) = (-10,3,5,0) and D = -5225:
#
(-12005/11296,-3196703/2767520)
(169/188,-2019/1222)
(49/916,-12511/6412)
(-1/2,1/2)
(169/188,13599/12220)
(5/16,-81/80)
(5/16,33/40)
(49/916,30763/16030)
(-1/2,-1/5)
(-12005/11296,2480719/1383760)
(4/5,-3/2)
(4/5,51/50)
(-169/46,-1257/299)
(-169/46,19161/2990)
#
# (a,b,c,d) = (-1306,0,1,0) and D = -5224:
#
(11449/10311,44283745/1103277)
(11449/10311,-44283745/1103277)
#
# (a,b,c,d) = (-1305,1,1,0) and D = -5221:
#
(-256/375,149851/6000)
(-256/375,-9717/400)
(1/3,12)
(1/3,-37/3)
(-16129/24621,-24293127/1042289)
(-16129/24621,2583716/107823)
#
# (a,b,c,d) = (-5,5,6,0) and D = -5220:
#
(1/6,17/18)
(-200/317,-677/6340)
(-361/654,22349/74556)
(25/9,-178/45)
(2/17,-127/102)
(-2/3,13/18)
(24,169/12)
(3/188,1819/564)
(1/239,-9053/1434)
(25/86,-401/430)
(1/6,-13/12)
(529/14499,1415551/666954)
(-169/284,3873/7384)
(1,-3/2)
(5329/6036,-1790623/1321884)
(5329/6036,545387/881256)
(3/2,-13/6)
(1681/376,-97941/15416)
(121/296,3833/6512)
(119072/230843,-110815647/112651384)
(-361/654,1991/12426)
(-294/509,9799/21378)
(363/293,-17524/9669)
(-675/472,84523/42480)
(8/1003,54979/12036)
(150/799,-24907/23970)
(1,2/3)
(150/799,21157/23970)
(1/239,1508/239)
(75/113,944/1695)
(512/3723,125353/119136)
(-2/3,-1/6)
(512/3723,-417019/357408)
(-27/37,-167/666)
(3/2,11/12)
(25/86,1781/2580)
(-675/472,-16949/21240)
(121/296,-9077/9768)
(2738/4777,582833/1060494)
(529/14499,-2153744/1000431)
(-1,4/3)
(-294/509,491/21378)
(2738/4777,-363121/353498)
(8/1003,-18353/4012)
(119072/230843,187179101/337954152)
(3/188,-3653/1128)
(-27/37,286/333)
(1/4,3/4)
(363/293,15083/19338)
(2/17,39/34)
(-1,-1/2)
(-200/317,12031/19020)
(25/9,443/270)
(1681/376,243041/92496)
(1/4,-23/24)
(24,-409/12)
(75/113,-3763/3390)
(-169/284,-317/11076)
#
# (a,b,c,d) = (-6,1,6,0) and D = -5220:
#
(-27/37,205/333)
(121/296,-1291/1628)
(5329/6036,-77867/73438)
(-27/37,-329/666)
(121/296,14161/19536)
(-1,-5/6)
(-2/3,-7/18)
(119072/230843,81762079/112651384)
(1/6,-37/36)
(-2/3,1/2)
(3/2,17/12)
(24,-313/12)
(150/799,-23407/23970)
(1,-7/6)
(25/9,77/30)
(2/17,-41/34)
(-1,1)
(-169/284,-419/1846)
(25/86,677/860)
(-200/317,2677/6340)
(3/188,-3647/1128)
(24,265/12)
(-200/317,-6031/19020)
(75/113,-3013/3390)
(8/1003,-55027/12036)
(150/799,22657/23970)
(-294/509,5683/21378)
(-675/472,64273/42480)
(529/14499,4270987/2000862)
(3/188,911/282)
(1,1)
(363/293,-13531/9669)
(75/113,1319/1695)
(-169/284,7225/22152)
(-675/472,-13537/10620)
(5329/6036,2414195/2643768)
(25/86,-539/645)
(1/6,1)
(119072/230843,-274339805/337954152)
(1/239,-3017/478)
(512/3723,-44515/39712)
(1/4,5/6)
(-361/654,-443/18639)
(2/17,121/102)
(3/2,-5/3)
(-294/509,-3625/21378)
(1681/376,126961/30832)
(1/4,-7/8)
(8/1003,18337/4012)
(1681/376,-112451/23124)
(2738/4777,261815/353498)
(25/9,-409/135)
(512/3723,392443/357408)
(2738/4777,-886751/1060494)
(529/14499,-237953/111159)
(-361/654,959/8284)
(363/293,23069/19338)
(1/239,4525/717)
#
# (a,b,c,d) = (-1305,0,1,0) and D = -5220:
#
(-1/6,11/2)
(1/376,-7291/376)
(1/36,73/12)
(-225/944,-118421/14160)
(1/1434,-18101/478)
(-1/9,8/3)
(-49/509,4654/3563)
(-169/1704,12253/7384)
(1681/2256,-830687/30832)
(5329/36216,5217407/881256)
(25/54,1511/90)
(-9/74,-739/222)
(121/1776,29653/6512)
(25/516,-4187/860)
(4,-289/2)
(121/1776,-29653/6512)
(1/6,13/2)
(-49/509,-4654/3563)
(25/54,-1511/90)
(5329/36216,-5217407/881256)
(1681/2256,830687/30832)
(-169/1704,-12253/7384)
(1/1434,18101/478)
(1/36,-73/12)
(1/6,-13/2)
(1/376,7291/376)
(59536/692529,-259813021/56325692)
(1/51,-122/17)
(256/11169,-396539/59568)
(1/4,-37/4)
(1369/14331,-836098/176749)
(-100/951,-7031/3170)
(1/24,-41/8)
(529/86994,8554141/666954)
(25/799,23032/3995)
(25/226,-5651/1130)
(-361/3924,-10403/24852)
(121/586,-50131/6446)
(4,289/2)
(-1/9,-8/3)
(4/3009,55019/2006)
(-9/74,739/222)
(25/799,-23032/3995)
(4/3009,-55019/2006)
(-225/944,118421/14160)
(121/586,50131/6446)
(-361/3924,10403/24852)
(25/226,5651/1130)
(529/86994,-8554141/666954)
(1/24,41/8)
(-1/6,-11/2)
(-100/951,7031/3170)
(1369/14331,836098/176749)
(1/4,37/4)
(256/11169,396539/59568)
(1/51,122/17)
(59536/692529,259813021/56325692)
(25/516,4187/860)
#
# (a,b,c,d) = (-48,2,3,0) and D = -5220:
#
(-27/74,410/333)
(1/17,-41/17)
(25/18,-818/135)
(-1/2,2)
(-169/568,-419/923)
(25/172,-1078/645)
(75/226,2638/1695)
(75/226,-3013/1695)
(1/12,2)
(363/586,-27062/9669)
(4/1003,-55027/6018)
(-27/74,-329/333)
(-1/2,-5/3)
(529/28998,4270987/1000431)
(-675/944,-13537/5310)
(363/586,23069/9669)
(3/4,-10/3)
(1681/752,-112451/11562)
(75/799,-23407/11985)
(5329/12072,-77867/36719)
(-147/509,-3625/10689)
(-1/3,-7/9)
(1/12,-37/18)
(3/4,17/6)
(-361/1308,-886/18639)
(256/3723,-44515/19856)
(1369/4777,-886751/530247)
(1/2,2)
(121/592,-1291/814)
(12,-313/6)
(3/376,-3647/564)
(25/18,77/15)
(25/172,677/430)
(-1/3,1)
(1/478,-3017/239)
(1/478,9050/717)
(1/8,5/3)
(121/592,14161/9768)
(1/17,121/51)
(12,265/6)
(-361/1308,959/4142)
(4/1003,18337/2006)
(-100/317,2677/3170)
(59536/230843,-274339805/168977076)
(256/3723,392443/178704)
(-100/317,-6031/9510)
(59536/230843,81762079/56325692)
(1/2,-7/3)
(529/28998,-475906/111159)
(1/8,-7/4)
(-169/568,7225/11076)
(1369/4777,261815/176749)
(-147/509,5683/10689)
(5329/12072,2414195/1321884)
(-675/944,64273/21240)
(3/376,911/141)
(1681/752,126961/15416)
(75/799,22657/11985)
#
# (a,b,c,d) = (-163,1,2,0) and D = -5220:
#
(1/717,27151/1434)
(-200/951,-20093/19020)
(-2/9,25/18)
(1/3,-10/3)
(1/12,61/24)
(-200/951,22093/19020)
(25/113,-1444/565)
(119072/692529,764912279/337954152)
(121/293,-25731/6446)
(2738/14331,2457641/1060494)
(1/717,-13576/717)
(1/18,109/36)
(-9/37,383/222)
(1681/1128,605785/46248)
(-98/509,-4311/7126)
(1681/1128,-1280491/92496)
(1/18,-55/18)
(529/43497,-12837295/2000862)
(25/258,-6343/2580)
(1/2,-19/4)
(8,281/4)
(50/799,-23157/7990)
(2/51,-367/102)
(2738/14331,-2558947/1060494)
(-9/37,-178/111)
(-98/509,4997/7126)
(-169/852,9739/11076)
(2/51,365/102)
(1/188,-1823/188)
(25/27,-2329/270)
(-361/1962,9517/37278)
(121/888,21907/9768)
(119072/692529,-793965847/337954152)
(512/11169,-1193713/357408)
(8,-297/4)
(8/3009,-165065/12036)
(1/188,3645/376)
(-1/3,-8/3)
(5329/18108,-8020619/2643768)
(121/293,12200/3223)
(-225/472,30449/7080)
(50/799,22907/7990)
(25/27,1102/135)
(121/888,-45145/19536)
(25/113,2763/1130)
(25/258,3109/1290)
(1/12,-31/12)
(512/11169,1185521/357408)
(1/2,9/2)
(529/43497,6412564/1000431)
(8/3009,165049/12036)
(-1/3,17/6)
(-361/1962,-12175/74556)
(5329/18108,3815801/1321884)
(-169/852,-17281/22152)
(-2/9,-23/18)
(-225/472,-57523/14160)
(1/3,19/6)
#
# (a,b,c,d) = (-1304,1,1,0) and D = -5217:
#
(93025/322504,-131885749/12295465)
(441/1348,-85682/7077)
(1/28,38/7)
(93025/322504,1026713367/98363720)
(3025/79744,2902941/548240)
(441/1348,333467/28308)
(3025/79744,-23389903/4385920)
(1/28,-153/28)
#
# (a,b,c,d) = (-1304,0,1,0) and D = -5216:
#
(1024/54817,-12888753/1754144)
(-16129/9718,36981416/617093)
(-2809/21970,-2138798/582205)
(1936/3601,-3083655/158444)
(-1849/19670,397668/422905)
(1/350,3274/175)
(1024/54817,12888753/1754144)
(31329/375550,-152532158/33236175)
(-1/2,-18)
(-49/166,6100/581)
(961/48958,5442978/758849)
(1/10,24/5)
(289/1585,-188301/26945)
(1/10,-24/5)
(9/202,1516/303)
(36/145,-7993/870)
(9/202,-1516/303)
(-1/7,-31/7)
(25/409,9423/2045)
(25/206,2698/515)
(1/41,-265/41)
(3844/75425,-22431119/4676350)
(289/1585,188301/26945)
(-986588100/4298229671,-1082970150968483/135007393966110)
(-64/655,-7799/5240)
(1/41,265/41)
(-1/2,18)
(3844/75425,22431119/4676350)
(-1/7,31/7)
(1/350,-3274/175)
(-121/1295,-11763/14245)
(51480625/1779805694,38130758035814/6385052927225)
(51480625/1779805694,-38130758035814/6385052927225)
(-16129/9718,-36981416/617093)
(25/206,-2698/515)
(-4/23,-267/46)
(25/409,-9423/2045)
(961/48958,-5442978/758849)
(-2601/25382,1283872/647241)
(-1849/19670,-397668/422905)
(1936/3601,3083655/158444)
(-2601/25382,-1283872/647241)
(1/2665,-137577/2665)
(-4/23,267/46)
(-49/166,-6100/581)
(31329/375550,152532158/33236175)
(36/145,7993/870)
(1/2665,137577/2665)
(-121/1295,11763/14245)
(-2809/21970,2138798/582205)
(-64/655,7799/5240)
(-986588100/4298229671,1082970150968483/135007393966110)
#
# (a,b,c,d) = (1,0,-11,-2) and D = -5216:
#
(2113/1089,-608/1089)
(-59/16,-35/32)
(1/22,-39/44)
(5/2,-3/4)
(-223/317,-126/317)
(59405/18338,17199/18338)
(157/349,-888/349)
(-34885/1818,10829/1818)
(-1/2,1/2)
(32423/29378,4881/29378)
(-11/37,57/74)
(825/629,182/629)
(-41253/35332,32963/70664)
(-113/54,37/54)
(-23/94,-49/94)
(-635/3922,-2289/3922)
(33314041/9369877,-10221382/9369877)
(-23683/27759,-22151/55518)
(-1/3,2/3)
(-620265/806567,353276/806567)
(1,0)
(-49957/6893,31055/13786)
(-41/34,-15/34)
(321/317,37/634)
(-591/1258,3139/1258)
(1,-11/2)
(-42113/41554,18537/41554)
(-3/2,-1/2)
(552751/546006,-63721/1092012)
(29/2,-9/2)
(-28386149/478447,8811006/478447)
#
# (a,b,c,d) = (-163,0,2,0) and D = -5216:
#
(7688/75425,-22431119/9352700)
(72/145,-7993/1740)
(-16129/4859,-18490708/617093)
(-242/1295,11763/28490)
(-1,-9)
(-1,9)
(50/409,9423/4090)
(1/5,-12/5)
(3872/3601,-3083655/316888)
(-2809/10985,1069399/582205)
(2/41,265/82)
(1/175,-1637/175)
(3872/3601,3083655/316888)
(-2/7,31/14)
(1/175,1637/175)
(1/5,12/5)
(2/41,-265/82)
(25/103,1349/515)
(-16129/4859,18490708/617093)
(961/24479,-2721489/758849)
(2048/54817,-12888753/3508288)
(-1849/9835,198834/422905)
(-242/1295,-11763/28490)
(-2809/10985,-1069399/582205)
(7688/75425,22431119/9352700)
(25/103,-1349/515)
(51480625/889902847,19065379017907/6385052927225)
(-8/23,267/92)
(2/2665,-137577/5330)
(578/1585,-188301/53890)
(2048/54817,12888753/3508288)
(9/101,-758/303)
(-49/83,3050/581)
(-2601/12691,641936/647241)
(31329/187775,76266079/33236175)
(72/145,7993/1740)
(-49/83,-3050/581)
(-8/23,-267/92)
(50/409,-9423/4090)
(31329/187775,-76266079/33236175)
(-128/655,-7799/10480)
(9/101,758/303)
(-1973176200/4298229671,1082970150968483/270014787932220)
(578/1585,188301/53890)
(-2601/12691,-641936/647241)
(2/2665,137577/5330)
(-2/7,-31/14)
(51480625/889902847,-19065379017907/6385052927225)
(-1849/9835,-198834/422905)
(-1973176200/4298229671,-1082970150968483/270014787932220)
(-128/655,7799/10480)
(961/24479,2721489/758849)
#
# (a,b,c,d) = (1,1,-11,1) and D = -5216:
#
(-4445/14689,-9326/14689)
(54819167/956894,19575143/956894)
(-19/8,-7/8)
(56/27,19/27)
(193/148,-35/148)
(-2821/698,731/698)
(-63978187/18739754,-23092659/18739754)
(13/64,153/64)
(-1/2,-1/2)
(-35/4,9/4)
(16843/909,6014/909)
(193079/27572,68859/27572)
(-155/634,349/634)
(181395/141328,49543/141328)
(-531/1268,-679/1268)
(-1558/1961,731/1961)
(1680093/1613134,266989/1613134)
(2502/629,-637/629)
(1,0)
(24431/20777,5894/20777)
(-279/1258,-1007/1258)
(0,1)
(7/6,-1/6)
(-3937/2178,-1505/2178)
(-119/88,37/88)
(-1952/9169,-19151/9169)
(-14,-5)
(-1/17,14/17)
(-19087/111036,69517/111036)
(-1296665/2184024,-1041781/2184024)
(-31/47,18/47)
#
# (a,b,c,d) = (-1303,1,1,0) and D = -5213:
#
#
# (a,b,c,d) = (-1303,0,1,0) and D = -5212:
#
#
# (a,b,c,d) = (-1302,1,1,0) and D = -5209:
#
(-4/39,53/26)
(-4/39,-151/78)
#
# (a,b,c,d) = (-1302,0,1,0) and D = -5208:
#
#
# (a,b,c,d) = (-1301,1,1,0) and D = -5205:
#
(1/241,-3742/241)
(1/241,3741/241)
#
# (a,b,c,d) = (2,2,-8,-3) and D = -5204:
#
(4/5,1/5)
#
# (a,b,c,d) = (-1301,0,1,0) and D = -5204:
#
#
# (a,b,c,d) = (-1300,1,1,0) and D = -5201:
#
#
# (a,b,c,d) = (1,5,-5,-5) and D = -5200:
#
(1,0)
(-13/17,18/17)
#
# (a,b,c,d) = (-1300,0,1,0) and D = -5200:
#
(-36/191,-7327/1146)
(-36/191,7327/1146)
#
# (a,b,c,d) = (-162,2,2,0) and D = -5200:
#
(-72/191,7759/2292)
(-72/191,-6895/2292)
#
# (a,b,c,d) = (-1299,1,1,0) and D = -5197:
#
(-4/31,-227/62)
(-4/31,235/62)
#
# (a,b,c,d) = (-1299,0,1,0) and D = -5196:
#
#
# (a,b,c,d) = (-1298,1,1,0) and D = -5193:
#
(-2809/7074,5405563/374922)
(1/34,-101/17)
(1/48,167/24)
(1/48,-335/48)
(1/34,201/34)
(4/33,31/6)
(49729/534432,-282191431/59589168)
(4/33,-349/66)
(49729/534432,553293295/119178336)
(-2809/7074,-2628343/187461)
#
# (a,b,c,d) = (-48,1,3,0) and D = -5193:
#
(3/34,100/51)
(1/16,37/16)
(49729/178144,-63941381/39726112)
(-2809/2358,-1702603/374922)
(-2809/2358,102860/20829)
(4/11,-119/66)
(3/34,-203/102)
(1/16,-7/3)
(4/11,37/22)
(49729/178144,11295911/7448646)
#
# (a,b,c,d) = (-1298,0,1,0) and D = -5192:
#
(9/199,-2971/597)
(9/199,2971/597)
#
# (a,b,c,d) = (-1297,1,1,0) and D = -5189:
#
(-729/7805,174511/210735)
(1/7,40/7)
(1/7,-41/7)
(-729/7805,-154828/210735)
#
# (a,b,c,d) = (-162,1,2,0) and D = -5188:
#
(-169/749,-12911/9737)
(-169/749,28019/19474)
(1/6,-7/3)
(-3025/12972,-515963/356730)
(1/19,-119/38)
(-169/882,-3197/5733)
(1/6,9/4)
(6241/23484,-2619997/927618)
(-3025/12972,743409/475640)
(-2,-35/2)
(-169/882,1665/2548)
(1/19,59/19)
(6241/23484,3328983/1236824)
(-2,37/2)
#
# (a,b,c,d) = (-1297,0,1,0) and D = -5188:
#
(1/38,-237/38)
(6241/46968,20466937/3710472)
(-169/1498,53841/19474)
(1/38,237/38)
(1/12,-55/12)
(-3025/25944,4294079/1426920)
(-1,-36)
(-169/1764,27773/22932)
(-1,36)
(-169/1498,-53841/19474)
(6241/46968,-20466937/3710472)
(-3025/25944,-4294079/1426920)
(-169/1764,-27773/22932)
(1/12,55/12)
#
# (a,b,c,d) = (-1296,1,1,0) and D = -5185:
#
(1/174,-1148/87)
(9/106,724/159)
(9/106,-1475/318)
(1/174,765/58)
#
# (a,b,c,d) = (1,17,72,0) and D = -5184:
#
(441/170,-4087/10710)
(441/170,-19783/85680)
(-800/119,67087/85680)
(8,-73/72)
(-9,73/72)
(-9,10/9)
(1,-17/72)
(8,-7/8)
(1,0)
(-800/119,7657/9520)
(289/70,-36217/85680)
(289/70,-657/1190)
#
# (a,b,c,d) = (8,34,36,0) and D = -5184:
#
(4,-7/4)
(441/340,-19783/42840)
(441/340,-4087/5355)
(4,-73/36)
(1/2,0)
(1/2,-17/36)
(-9/2,20/9)
(289/140,-657/595)
(-400/119,7657/4760)
(289/140,-36217/42840)
(-9/2,73/36)
(-400/119,67087/42840)
#
# (a,b,c,d) = (-48,0,3,0) and D = -5184:
#
(-100/357,-913/3570)
(1/3,5/3)
(-3/8,7/6)
(289/1680,11087/7140)
(147/1360,-12913/7140)
(147/1360,12913/7140)
(-3/8,-7/6)
(289/1680,-11087/7140)
(1/3,-5/3)
(-100/357,913/3570)
(1/24,-17/6)
(1/24,17/6)
#
# (a,b,c,d) = (-6,0,6,0) and D = -5184:
#
(2/3,5/6)
(1/12,-17/12)
(147/680,12913/14280)
(-200/357,913/7140)
(-200/357,-913/7140)
(147/680,-12913/14280)
(-3/4,7/12)
(1/12,17/12)
(2/3,-5/6)
(-3/4,-7/12)
(289/840,-11087/14280)
(289/840,11087/14280)
#
# (a,b,c,d) = (0,6,12,0) and D = -5184:
#
(1/6,-3/4)
(-3/2,2/3)
(1/6,2/3)
(4/3,1/12)
(4/3,-3/4)
(-400/357,289/840)
(-400/357,147/680)
(289/420,147/680)
(147/340,-200/357)
(289/420,-200/357)
(-3/2,1/12)
(147/340,289/840)
#
# (a,b,c,d) = (-1296,0,1,0) and D = -5184:
#
(1/72,-17/2)
(-100/1071,-913/1190)
(-1/8,-7/2)
(289/5040,-11087/2380)
(-1/8,7/2)
(1/9,5)
(49/1360,-12913/2380)
(-100/1071,913/1190)
(49/1360,12913/2380)
(1/9,-5)
(1/72,17/2)
(289/5040,11087/2380)
#
# (a,b,c,d) = (0,1,72,0) and D = -5184:
#
(8,1/72)
(1,-1/8)
(441/170,-100/1071)
(-800/119,289/5040)
(8,-1/8)
(441/170,289/5040)
(-9,1/9)
(-9,1/72)
(289/70,49/1360)
(289/70,-100/1071)
(1,1/9)
(-800/119,49/1360)
#
# (a,b,c,d) = (0,2,36,0) and D = -5184:
#
(441/340,-200/1071)
(4,1/36)
(289/140,49/680)
(-9/2,2/9)
(1/2,2/9)
(-400/119,289/2520)
(4,-1/4)
(289/140,-200/1071)
(-9/2,1/36)
(441/340,289/2520)
(1/2,-1/4)
(-400/119,49/680)
#
# (a,b,c,d) = (0,3,24,0) and D = -5184:
#
(147/170,289/1680)
(-800/357,289/1680)
(1/3,-3/8)
(1/3,1/3)
(147/170,-100/357)
(289/210,-100/357)
(-3,1/3)
(289/210,147/1360)
(8/3,-3/8)
(-3,1/24)
(8/3,1/24)
(-800/357,147/1360)
#
# (a,b,c,d) = (-20,2,4,0) and D = -5184:
#
(289/1260,9487/8568)
(4/9,41/36)
(49/340,1257/952)
(1/18,19/9)
(289/1260,-13087/10710)
(-1/2,1)
(1/18,-77/36)
(49/340,-1657/1190)
(4/9,-49/36)
(-1/2,-3/4)
(-400/1071,-4217/42840)
(-400/1071,12217/42840)
#
# (a,b,c,d) = (0,4,18,0) and D = -5184:
#
(-200/119,289/1260)
(2,1/18)
(-9/4,1/18)
(289/280,-400/1071)
(289/280,49/340)
(1/4,4/9)
(441/680,-400/1071)
(-9/4,4/9)
(441/680,289/1260)
(1/4,-1/2)
(-200/119,49/340)
(2,-1/2)
#
# (a,b,c,d) = (0,8,9,0) and D = -5184:
#
(-9/8,8/9)
(1/8,8/9)
(441/1360,-800/1071)
(-9/8,1/9)
(441/1360,289/630)
(-100/119,289/630)
(1,1/9)
(1/8,-1)
(-100/119,49/170)
(289/560,49/170)
(1,-1)
(289/560,-800/1071)
#
# (a,b,c,d) = (-1,7,8,0) and D = -5184:
#
(49/170,657/1190)
(-1,7/8)
(8/9,17/72)
(1/9,-10/9)
(1/9,73/72)
(289/630,4087/10710)
(-800/1071,36217/85680)
(-1,0)
(49/170,-7657/9520)
(289/630,-67087/85680)
(8/9,-73/72)
(-800/1071,19783/85680)
#
# (a,b,c,d) = (1,3,-9,-3) and D = -5184:
#
(-44/37,13/37)
(5/74,-57/74)
(-1/2,-1/2)
(-2,-1)
(-1/2,1/2)
(-1/2,3/2)
(89/179,-310/179)
(841/358,399/358)
(5/2,-1/2)
(83/74,31/74)
(1,0)
(-1019/358,221/358)
#
# (a,b,c,d) = (-162,0,2,0) and D = -5184:
#
(2/9,5/2)
(1/36,-17/4)
(-1/4,-7/4)
(-200/1071,913/2380)
(-1/4,7/4)
(289/2520,-11087/4760)
(-200/1071,-913/2380)
(49/680,-12913/4760)
(1/36,17/4)
(2/9,-5/2)
(49/680,12913/4760)
(289/2520,11087/4760)
#
# (a,b,c,d) = (-1295,1,1,0) and D = -5181:
#
#
# (a,b,c,d) = (-1295,0,1,0) and D = -5180:
#
(1,-36)
(1,36)
#
# (a,b,c,d) = (-1294,1,1,0) and D = -5177:
#
(202500/1134889,-3539679713/510700050)
(-7225/78736,210831/3346280)
(1/8,-43/8)
(25/266,3093/665)
(1/8,21/4)
(202500/1134889,3448554713/510700050)
(25/266,-6311/1330)
(-7225/78736,192463/6692560)
#
# (a,b,c,d) = (-1294,0,1,0) and D = -5176:
#
#
# (a,b,c,d) = (-1293,1,1,0) and D = -5173:
#
(9/247,-4015/741)
(9/247,3988/741)
#
# (a,b,c,d) = (-1293,0,1,0) and D = -5172:
#
#
# (a,b,c,d) = (2,8,0,-3) and D = -5172:
#
(2,-3)
#
# (a,b,c,d) = (-1292,1,1,0) and D = -5169:
#
(16/289,5393/1156)
(16/289,-321/68)
#
# (a,b,c,d) = (-161,2,2,0) and D = -5168:
#
(-9/49,20/147)
(-9/49,1/21)
(-49/101,-2826/707)
(8/161,-297/92)
(-69169/129437,24173582/4863133)
(8/161,89/28)
(-69169/129437,-151023627/34041931)
(-49/101,3169/707)
#
# (a,b,c,d) = (-1292,0,1,0) and D = -5168:
#
(-9/98,-13/147)
(4/161,2063/322)
(4/161,-2063/322)
(-9/98,13/147)
(-49/202,-5995/707)
(-49/202,5995/707)
(-69169/258874,320238701/34041931)
(-69169/258874,-320238701/34041931)
#
# (a,b,c,d) = (-1291,1,1,0) and D = -5165:
#
#
# (a,b,c,d) = (-1291,0,1,0) and D = -5164:
#
(1/45,304/45)
(1/45,-304/45)
#
# (a,b,c,d) = (-1290,1,1,0) and D = -5161:
#
#
# (a,b,c,d) = (-1290,0,1,0) and D = -5160:
#
#
# (a,b,c,d) = (-47,3,3,0) and D = -5157:
#
#
# (a,b,c,d) = (-1289,1,1,0) and D = -5157:
#
#
# (a,b,c,d) = (-161,1,2,0) and D = -5156:
#
(729/4475,541589/241650)
(729/4475,-280636/120825)
(107648/42665,-2862709/122960)
(-1/2,-17/4)
(-1/2,9/2)
(289/14140,1188527/240380)
(9/401,-5690/1203)
(-1/5,-4/5)
(2/23,-117/46)
(107648/42665,435921813/19796560)
(289/14140,-340281/68680)
(2/23,5/2)
(-1/5,9/10)
(9/401,11353/2406)
#
# (a,b,c,d) = (-1289,0,1,0) and D = -5156:
#
(1/23,116/23)
(289/28280,-4759021/480760)
(9/802,22733/2406)
(-1/4,35/4)
(1/23,-116/23)
(53824/42665,-448408981/9898280)
(729/8950,1102861/241650)
(729/8950,-1102861/241650)
(53824/42665,448408981/9898280)
(-1/10,17/10)
(9/802,-22733/2406)
(-1/10,-17/10)
(289/28280,4759021/480760)
(-1/4,-35/4)
#
# (a,b,c,d) = (-1288,1,1,0) and D = -5153:
#
(1/14,9/2)
(1/14,-32/7)
(-16129/105868,-15981950/3361309)
(-16129/105868,9425169/1920748)
#
# (a,b,c,d) = (-1288,0,1,0) and D = -5152:
#
(1/2,18)
(-36/143,7561/858)
(1/2,-18)
(-36/143,-7561/858)
#
# (a,b,c,d) = (-161,0,2,0) and D = -5152:
#
(-72/143,-7561/1716)
(-72/143,7561/1716)
(1,9)
(1,-9)
#
# (a,b,c,d) = (-1287,1,1,0) and D = -5149:
#
(-25/231,-248/105)
(-25/231,951/385)
(33124/141345,-25082333/2858310)
(2704/45153,10769777/2347956)
(-1/3,-35/3)
(5041/30975,-4709814/733075)
(5041/30975,13771531/2199225)
(-1/3,12)
(2704/45153,-1212265/260884)
(33124/141345,219712429/25724790)
#
# (a,b,c,d) = (-1287,0,1,0) and D = -5148:
#
(4,287/2)
(4,-287/2)
#
# (a,b,c,d) = (-2,7,7,0) and D = -5145:
#
#
# (a,b,c,d) = (-1286,1,1,0) and D = -5145:
#
#
# (a,b,c,d) = (-1286,0,1,0) and D = -5144:
#
#
# (a,b,c,d) = (-1285,1,1,0) and D = -5141:
#
(1/275,912/55)
(49/905,29702/6335)
(1/275,-4561/275)
(49/905,-6009/1267)
#
# (a,b,c,d) = (-1285,0,1,0) and D = -5140:
#
(196/1401,-111469/19614)
(196/1401,111469/19614)
#
# (a,b,c,d) = (-1284,1,1,0) and D = -5137:
#
(-9/32,-937/96)
(-9/32,241/24)
#
# (a,b,c,d) = (-20,1,4,0) and D = -5136:
#
(4/13,57/52)
(-55696/104975,10268517/9909640)
(-55696/104975,-44770457/49548200)
(4/13,-61/52)
#
# (a,b,c,d) = (-160,2,2,0) and D = -5136:
#
(2/13,57/26)
(2/13,-61/26)
(-27848/104975,-44770457/24774100)
(-27848/104975,10268517/4954820)
#
# (a,b,c,d) = (2,2,-8,-2) and D = -5136:
#
#
# (a,b,c,d) = (-1284,0,1,0) and D = -5136:
#
(1/13,-59/13)
(1/13,59/13)
(-13924/104975,48056521/12387050)
(-13924/104975,-48056521/12387050)
#
# (a,b,c,d) = (-1283,1,1,0) and D = -5133:
#
#
# (a,b,c,d) = (-1283,0,1,0) and D = -5132:
#
(-121/1267,-15460/13937)
(4/17,-295/34)
(-121/1267,15460/13937)
(225/3841,-266986/57615)
(225/3841,266986/57615)
(4/17,295/34)
#
# (a,b,c,d) = (-1282,1,1,0) and D = -5129:
#
(1/62,-245/31)
(1/62,489/62)
#
# (a,b,c,d) = (-1282,0,1,0) and D = -5128:
#
(-121/681,44219/7491)
(-121/681,-44219/7491)
#
# (a,b,c,d) = (-1281,1,1,0) and D = -5125:
#
(-1/9,8/3)
(196/4505,-319297/63070)
(196/4505,316553/63070)
(-1/9,-23/9)
(1/5,-38/5)
(1/5,37/5)
#
# (a,b,c,d) = (-9,5,5,0) and D = -5125:
#
(196/901,11345/12614)
(-5/9,-11/45)
(196/901,-14089/12614)
(1,-2)
(1,1)
(-5/9,4/5)
#
# (a,b,c,d) = (-1281,0,1,0) and D = -5124:
#
(25/184,5123/920)
(-10609/21650,38979907/2229950)
(9/310,-5543/930)
(9/310,5543/930)
(-5041/53360,-3487849/3788560)
(-5041/53360,3487849/3788560)
(25/184,-5123/920)
(-1/5,34/5)
(-10609/21650,-38979907/2229950)
(4624/51865,16314563/3526820)
(4624/51865,-16314563/3526820)
(-1/5,-34/5)
#
# (a,b,c,d) = (-160,1,2,0) and D = -5124:
#
(9248/51865,16000131/7053640)
(9248/51865,-3325799/1410728)
(9/155,1379/465)
(-2/5,-33/10)
(25/92,-328/115)
(-10609/10825,20036317/2229950)
(25/92,2499/920)
(9/155,-557/186)
(-2/5,7/2)
(-10609/10825,-1894359/222995)
(-5041/26680,-1564969/3788560)
(-5041/26680,24036/47357)
#
# (a,b,c,d) = (-1280,1,1,0) and D = -5121:
#
(1/40,-32/5)
(1/40,51/8)
#
# (a,b,c,d) = (-2,4,8,0) and D = -5120:
#
#
# (a,b,c,d) = (-160,0,2,0) and D = -5120:
#
#
# (a,b,c,d) = (-1280,0,1,0) and D = -5120:
#
#
# (a,b,c,d) = (-20,0,4,0) and D = -5120:
#
#
# (a,b,c,d) = (-19,4,4,0) and D = -5120:
#
#
# (a,b,c,d) = (-1279,1,1,0) and D = -5117:
#
(1/53,-388/53)
(1/53,387/53)
#
# (a,b,c,d) = (-1279,0,1,0) and D = -5116:
#
(868624/26984625,-143135004311/25149670500)
(1/125,-1398/125)
(868624/26984625,143135004311/25149670500)
(1/125,1398/125)
#
# (a,b,c,d) = (-1278,1,1,0) and D = -5113:
#
(36/169,-8137/1014)
(36/169,7921/1014)
(-169/972,-71369/12636)
(49/2262,-18075/2639)
(49/2262,108107/15834)
(-169/972,4087/702)
#
# (a,b,c,d) = (-47,2,3,0) and D = -5112:
#
#
# (a,b,c,d) = (-1278,0,1,0) and D = -5112:
#
#
# (a,b,c,d) = (-1277,1,1,0) and D = -5109:
#
#
# (a,b,c,d) = (-1277,0,1,0) and D = -5108:
#
#
# (a,b,c,d) = (-1276,1,1,0) and D = -5105:
#
#
# (a,b,c,d) = (-1276,0,1,0) and D = -5104:
#
#
# (a,b,c,d) = (-159,2,2,0) and D = -5104:
#
#
# (a,b,c,d) = (-1275,1,1,0) and D = -5101:
#
(1/75,-217/25)
(1/75,26/3)
#
# (a,b,c,d) = (-10,2,5,0) and D = -5100:
#
(2704/1085,866709/282100)
(1/5,-27/25)
(1/5,1)
(2704/1085,-45917/11284)
#
# (a,b,c,d) = (-1275,0,1,0) and D = -5100:
#
(1/25,-26/5)
(2704/5425,1007317/56420)
(1/25,26/5)
(2704/5425,-1007317/56420)
#
# (a,b,c,d) = (-1274,1,1,0) and D = -5097:
#
(25/754,21117/3770)
(25/754,-817/145)
#
# (a,b,c,d) = (-1274,0,1,0) and D = -5096:
#
#
# (a,b,c,d) = (-1273,1,1,0) and D = -5093:
#
(-1/7,-30/7)
(-1/7,31/7)
#
# (a,b,c,d) = (-1273,0,1,0) and D = -5092:
#
#
# (a,b,c,d) = (-159,1,2,0) and D = -5092:
#
#
# (a,b,c,d) = (-1272,1,1,0) and D = -5089:
#
(-1/6,11/2)
(-1/6,-16/3)
(121/12420,115358/11385)
(196/177,-99275/2478)
(16/57,2291/228)
(-1/10,-8/5)
(15129/80320,-8887483/1234920)
(15129/80320,69238997/9879360)
(289/750,-29816/2125)
(-1/10,17/10)
(961/8234,1284097/255254)
(121/12420,-1385627/136620)
(1444/9545,-2195449/362710)
(-169/1420,58349/18460)
(196/177,32177/826)
(16/57,-785/76)
(961/8234,-656944/127627)
(49/1058,18176/3703)
(289/750,173983/12750)
(1444/9545,2140577/362710)
(1225/30284,5466077/1059940)
(-169/1420,-14038/4615)
(49/1058,-36695/7406)
(1225/30284,-1377238/264985)
(81/4390,145832/19755)
(1/32,23/4)
(1/32,-185/32)
(81/4390,-292393/39510)
#
# (a,b,c,d) = (1,4,-9,-1) and D = -5089:
#
(-1/5,7/5)
(-331/425,-266/425)
(-172/665,-421/665)
(12/5,7/5)
(-31/65,28/65)
(-455/463,-323/463)
(-39/5,7/5)
(1806/1235,991/1235)
(429/211,-4039/211)
(457/193,-77/193)
(0,-1)
(-91/425,387/425)
(1,0)
(273/305,76/305)
(-27/77,247/77)
#
# (a,b,c,d) = (-1272,0,1,0) and D = -5088:
#
(9/82,-608/123)
(9/82,608/123)
#
# (a,b,c,d) = (-159,0,2,0) and D = -5088:
#
(9/41,-304/123)
(9/41,304/123)
#
# (a,b,c,d) = (-1271,1,1,0) and D = -5085:
#
#
# (a,b,c,d) = (-47,1,3,0) and D = -5085:
#
#
# (a,b,c,d) = (-1271,0,1,0) and D = -5084:
#
#
# (a,b,c,d) = (-1270,1,1,0) and D = -5081:
#
(-121/1250,-8287/6875)
(-121/1250,3581/2750)
#
# (a,b,c,d) = (1,0,-11,-3) and D = -5081:
#
(1,0)
(1,-11/3)
#
# (a,b,c,d) = (-1270,0,1,0) and D = -5080:
#
(1/11,51/11)
(1/11,-51/11)
(-1156/10791,-839843/366894)
(-1156/10791,839843/366894)
#
# (a,b,c,d) = (-1269,1,1,0) and D = -5077:
#
#
# (a,b,c,d) = (1,2,-10,-2) and D = -5076:
#
(-11/19,-9/19)
(-11849/99591,-63944/99591)
(5/3,-1/3)
(54079/519,-12740/519)
(-31/39,-19/39)
(-31/71,153/71)
(-1/3,2/3)
(1,0)
(-83/123,49/123)
(-43/17,-18/17)
#
# (a,b,c,d) = (-1269,0,1,0) and D = -5076:
#
(9/7,-962/21)
(-4/15,-93/10)
(1/111,-390/37)
(-64/375,-5577/1000)
(36/385,-10783/2310)
(1/3,-12)
(36/385,10783/2310)
(1/3,12)
(-64/375,5577/1000)
(1/111,390/37)
(-4/15,93/10)
(9/7,962/21)
#
# (a,b,c,d) = (1,6,-6,-2) and D = -5076:
#
(-1/3,-2/3)
(31/41,13/41)
(-27103/33197,9738/33197)
(643/213,-91/213)
(-11671/173,-10602/173)
(-5/13,9/13)
(-29/51,104/51)
(-1,-1)
(1,0)
(-25/57,31/57)
#
# (a,b,c,d) = (-47,0,3,0) and D = -5076:
#
(1/37,130/37)
(-4/5,-31/10)
(108/385,10783/6930)
(27/7,962/63)
(-64/125,-1859/1000)
(1/37,-130/37)
(-64/125,1859/1000)
(27/7,-962/63)
(1,4)
(1,-4)
(108/385,-10783/6930)
(-4/5,31/10)
#
# (a,b,c,d) = (1,8,3,-3) and D = -5073:
#
(-16/19,7/19)
(-3917/4995,2356/4995)
(20/29,-27/29)
(1,0)
(11/15,2/15)
(-1,1)
(4,9)
(-306386/244449,-695933/244449)
(17/27,35/27)
(7000310/3802713,-770029/3802713)
(-302/387,193/387)
(14739094/15603671,340721/15603671)
(643/275,-724/275)
(-88/4845,-3391/4845)
(8/3,-1/3)
(-179293/179783,179082/179783)
(-466/125,63/125)
(1681/3521,1748/3521)
(61/41,-70/41)
(-1679/1149,301/1149)
(10901/3495,-1393/3495)
(-2162/4725,-5609/4725)
(-5/11,-13/11)
(28877/55833,53033/55833)
(25709/30621,-32404/30621)
(-2127926/2552715,1844593/2552715)
(491/879,266/879)
(-17/3,19/3)
(142/347,-259/347)
(-11993/2983,13392/2983)
#
# (a,b,c,d) = (-1268,1,1,0) and D = -5073:
#
(1/4,9)
(-16/167,-701/668)
(-1/8,-27/8)
(169/46276,-9956233/601588)
(-5329/40328,11434717/2943944)
(-225/566,121123/8490)
(9/106,1441/318)
(-100/1079,-2969/10790)
(9/292,1267/219)
(258064/285913,4605628419/145243804)
(49/856,-7009/1498)
(-225/566,-58874/4245)
(169/46276,2488509/150397)
(49/5842,-223430/20447)
(1/142,-1693/142)
(16/73,2331/292)
(9/556,3283/417)
(49/358,6898/1253)
(9/292,-5095/876)
(4/481,10549/962)
(-81/806,6314/3627)
(-81/806,-11899/7254)
(9/106,-734/159)
(1/4,-37/4)
(25/514,6206/1285)
(-1/2,18)
(1/142,846/71)
(-1/8,7/2)
(-169/848,-73143/11024)
(-58081/309626,237382722/37309933)
(49/856,27693/5992)
(-36/71,7777/426)
(25/514,-12537/2570)
(9/556,-13159/1668)
(-36/71,-7561/426)
(-100/1079,3969/10790)
(-1/2,-35/2)
(-5329/40328,-2761425/735986)
(258064/285913,-4736724931/145243804)
(-1575025/9650114,-98900874/19102355)
(3025/85264,25509213/4689520)
(49/5842,446517/40894)
(-169/848,18835/2756)
(3025/85264,-6418897/1172380)
(49/358,-14139/2506)
(-16/167,765/668)
(4/481,-10557/962)
(-58081/309626,-460767923/74619866)
(-1575025/9650114,64679810491/12110893070)
(16/73,-2395/292)
#
# (a,b,c,d) = (-158,2,2,0) and D = -5072:
#
#
# (a,b,c,d) = (-1268,0,1,0) and D = -5072:
#
#
# (a,b,c,d) = (-1267,1,1,0) and D = -5069:
#
#
# (a,b,c,d) = (-1267,0,1,0) and D = -5068:
#
#
# (a,b,c,d) = (-1266,1,1,0) and D = -5065:
#
(1/6,19/3)
(1/6,-13/2)
#
# (a,b,c,d) = (-1266,0,1,0) and D = -5064:
#
#
# (a,b,c,d) = (-1265,1,1,0) and D = -5061:
#
(9/25,-982/75)
(9/25,191/15)
#
# (a,b,c,d) = (-1265,0,1,0) and D = -5060:
#
(-9/74,719/222)
(-9/74,-719/222)
#
# (a,b,c,d) = (-158,1,2,0) and D = -5060:
#
(-9/37,373/222)
(-9/37,-173/111)
#
# (a,b,c,d) = (-1264,1,1,0) and D = -5057:
#
#
# (a,b,c,d) = (1,7,0,-4) and D = -5056:
#
(-451/578,441/578)
(1,0)
#
# (a,b,c,d) = (2,4,-6,-4) and D = -5056:
#
(-1,1/2)
(451/578,431/1156)
#
# (a,b,c,d) = (-158,0,2,0) and D = -5056:
#
#
# (a,b,c,d) = (-1264,0,1,0) and D = -5056:
#
#
# (a,b,c,d) = (-1263,1,1,0) and D = -5053:
#
(4/41,-391/82)
(4/41,383/82)
(-266256/2632487,2435412995/1358363292)
(-266256/2632487,-2298024899/1358363292)
#
# (a,b,c,d) = (-1263,0,1,0) and D = -5052:
#
(1/97,-956/97)
(1/97,956/97)
#
# (a,b,c,d) = (-1262,1,1,0) and D = -5049:
#
(1/42,-275/42)
(3721/33180,-5095591/1011990)
(1/42,137/21)
(3721/33180,9964201/2023980)
#
# (a,b,c,d) = (-46,3,3,0) and D = -5049:
#
(3721/11060,1006253/674660)
(1/14,15/7)
(1/14,-31/14)
(3721/11060,-616617/337330)
#
# (a,b,c,d) = (-1262,0,1,0) and D = -5048:
#
(1/83,-757/83)
(1/83,757/83)
#
# (a,b,c,d) = (-1261,1,1,0) and D = -5045:
#
(-1,36)
(-1,-35)
#
# (a,b,c,d) = (-1261,0,1,0) and D = -5044:
#
#
# (a,b,c,d) = (-1260,1,1,0) and D = -5041:
#
(-38809/384678,-17937337/10825938)
(1849/24822,683303/152478)
(-38809/384678,7400374/4210087)
(1849/24822,-270146/59297)
(15876/601441,470807947/75781566)
(15876/601441,-472808323/75781566)
#
# (a,b,c,d) = (0,1,71,0) and D = -5041:
#
(131279/24822,15876/601441)
(-38809/5418,1849/24822)
(-38809/5418,15876/601441)
(15876/8471,1849/24822)
(131279/24822,-38809/384678)
(15876/8471,-38809/384678)
#
# (a,b,c,d) = (-1260,0,1,0) and D = -5040:
#
(1/46,-157/23)
(1/46,157/23)
#
# (a,b,c,d) = (-157,2,2,0) and D = -5040:
#
(1/23,78/23)
(1/23,-79/23)
#
# (a,b,c,d) = (-1259,1,1,0) and D = -5037:
#
(841/6157,-1003373/178553)
(1,35)
(841/6157,978984/178553)
(1,-36)
#
# (a,b,c,d) = (-1259,0,1,0) and D = -5036:
#
(16/113,2569/452)
(16/113,-2569/452)
#
# (a,b,c,d) = (-1258,1,1,0) and D = -5033:
#
#
# (a,b,c,d) = (-1258,0,1,0) and D = -5032:
#
(2116/97137,30470711/4468302)
(-1/9,23/9)
(2116/97137,-30470711/4468302)
(72361/17371527,72406363559/4672940763)
(-1/9,-23/9)
(72361/17371527,-72406363559/4672940763)
#
# (a,b,c,d) = (-1257,1,1,0) and D = -5029:
#
#
# (a,b,c,d) = (-157,1,2,0) and D = -5028:
#
(2/7,-41/14)
(2/7,39/14)
#
# (a,b,c,d) = (-1257,0,1,0) and D = -5028:
#
(1/7,-40/7)
(1/7,40/7)
#
# (a,b,c,d) = (-1256,1,1,0) and D = -5025:
#
(-256/2375,89683/38000)
(-361/3620,-26142/17195)
(1/10,47/10)
(9/10,472/15)
(9/10,-971/30)
(1/76,663/76)
(-361/3620,111427/68780)
(1/76,-166/19)
(-256/2375,-85587/38000)
(1/10,-24/5)
#
# (a,b,c,d) = (-10,1,5,0) and D = -5025:
#
(5/76,-333/190)
(9/2,-41/6)
(1/2,9/10)
(-361/724,25029/68780)
(-256/475,-15479/38000)
(5/76,661/380)
(1/2,-1)
(-361/724,-1817/6878)
(9/2,89/15)
(-256/475,783/1520)
#
# (a,b,c,d) = (-1256,0,1,0) and D = -5024:
#
(-1/10,8/5)
(-9/47,901/141)
(-1/10,-8/5)
(1/122,674/61)
(-9/47,-901/141)
(1/122,-674/61)
#
# (a,b,c,d) = (-157,0,2,0) and D = -5024:
#
(1/61,-337/61)
(-1/5,4/5)
(-1/5,-4/5)
(1/61,337/61)
(-18/47,-901/282)
(-18/47,901/282)
#
# (a,b,c,d) = (-1255,1,1,0) and D = -5021:
#
(19044/126217,102032191/17417946)
(19044/126217,-104660263/17417946)
#
# (a,b,c,d) = (-1255,0,1,0) and D = -5020:
#
#
# (a,b,c,d) = (-1254,1,1,0) and D = -5017:
#
(-1/4,35/4)
(-1/4,-17/2)
(529/4488,86557/17204)
(529/4488,-48319/9384)
#
# (a,b,c,d) = (-1254,0,1,0) and D = -5016:
#
#
# (a,b,c,d) = (-1253,1,1,0) and D = -5013:
#
(-7507600/18443231,-713627738897/50534452940)
(-7507600/18443231,734198562897/50534452940)
(4/73,-689/146)
(4/73,681/146)
#
# (a,b,c,d) = (-1253,0,1,0) and D = -5012:
#
#
# (a,b,c,d) = (-1252,1,1,0) and D = -5009:
#
(-5041/20020,-12165661/1421420)
(1/2,35/2)
(1/2,-18)
(-5041/20020,3130893/355355)
#
# (a,b,c,d) = (-156,2,2,0) and D = -5008:
#
(-49/264,31/616)
(16129/266058,-99741121/33789366)
(1/22,-37/11)
(1/22,73/22)
(-49/264,125/924)
(9/158,-719/237)
(1/4,-11/4)
(-2209/11744,-131387/551968)
(9/158,1411/474)
(-121/278,-10643/3058)
(16129/266058,1252471/433197)
(-2/3,-11/2)
(2401/11484,-1415419/562716)
(1/4,5/2)
(-121/278,5987/1529)
(9800/30129,-13901383/4218060)
(-2209/11744,117605/275984)
(-2/3,37/6)
(9800/30129,4176461/1406020)
(2401/11484,216295/93786)
#
# (a,b,c,d) = (-19,3,4,0) and D = -5008:
#
(9/79,-1465/948)
(1/2,-3/2)
(-49/132,109/924)
(-4/3,-29/12)
(-121/139,-2328/1529)
(-2209/5872,339033/1103936)
(16129/133029,95644355/67578732)
(1/2,9/8)
(1/11,-75/44)
(2401/5742,1180121/1125432)
(-49/132,593/3696)
(9/79,346/237)
(1/11,18/11)
(-4/3,41/12)
(-121/139,13305/6116)
(2401/5742,-383267/281358)
(-2209/5872,-6891/275984)
(19600/30129,-15273383/8436120)
(16129/133029,-25447376/16894683)
(19600/30129,11157383/8436120)
#
# (a,b,c,d) = (-1252,0,1,0) and D = -5008:
#
(-2209/23488,-366597/551968)
(-49/528,157/1848)
(-121/556,22617/3058)
(9/316,2849/474)
(-1/3,-35/3)
(-2209/23488,366597/551968)
(1/44,147/22)
(-1/3,35/3)
(1/44,-147/22)
(1/8,-21/4)
(-49/528,-157/1848)
(4900/30129,-13215383/2109030)
(1/8,21/4)
(-121/556,-22617/3058)
(4900/30129,13215383/2109030)
(9/316,-2849/474)
(2401/22968,-2713189/562716)
(16129/532116,-197433859/33789366)
(2401/22968,2713189/562716)
(16129/532116,197433859/33789366)
#
# (a,b,c,d) = (-1251,1,1,0) and D = -5005:
#
(1/9,-5)
(1/9,44/9)
(850084/261257481,-469256453465/26764377498)
(850084/261257481,4222524303737/240879397482)
#
# (a,b,c,d) = (-1251,0,1,0) and D = -5004:
#
#
# (a,b,c,d) = (-46,2,3,0) and D = -5004:
#
#
# (a,b,c,d) = (-1250,1,1,0) and D = -5001:
#
#
# (a,b,c,d) = (-1250,0,1,0) and D = -5000:
#
#
# (a,b,c,d) = (-10,0,5,0) and D = -5000:
#
#
# (a,b,c,d) = (-1249,1,1,0) and D = -4997:
#
(-49/241,11703/1687)
(1/17,78/17)
(128164/1805177,-2940545761/646253366)
(128164/1805177,2894663049/646253366)
(-49/241,-11360/1687)
(1/17,-79/17)
(-9/71,-730/213)
(-9/71,757/213)
#
# (a,b,c,d) = (-1249,0,1,0) and D = -4996:
#
(1/15,-68/15)
(1/15,68/15)
(-18496/99255,83218117/13498680)
(-18496/99255,-83218117/13498680)
#
# (a,b,c,d) = (-156,1,2,0) and D = -4996:
#
(2/15,-23/10)
(-36992/99255,85733573/26997360)
(-36992/99255,-2069299/692240)
(2/15,67/30)
#
# (a,b,c,d) = (-1248,1,1,0) and D = -4993:
#
(-289/378,87940/3213)
(-289/378,-56989/2142)
#
# (a,b,c,d) = (-1248,0,1,0) and D = -4992:
#
#
# (a,b,c,d) = (-156,0,2,0) and D = -4992:
#
#
# (a,b,c,d) = (-1247,1,1,0) and D = -4989:
#
(-1/5,34/5)
(-1/5,-33/5)
#
# (a,b,c,d) = (-1247,0,1,0) and D = -4988:
#
#
# (a,b,c,d) = (-1246,1,1,0) and D = -4985:
#
(36/49,1075/42)
(36/49,-7741/294)
#
# (a,b,c,d) = (-1246,0,1,0) and D = -4984:
#
(-9/5,-953/15)
(-9/5,953/15)
#
# (a,b,c,d) = (-1245,1,1,0) and D = -4981:
#
(1/21,34/7)
(1/21,-103/21)
#
# (a,b,c,d) = (-1245,0,1,0) and D = -4980:
#
#
# (a,b,c,d) = (-46,1,3,0) and D = -4977:
#
#
# (a,b,c,d) = (-1244,1,1,0) and D = -4977:
#
#
# (a,b,c,d) = (-1244,0,1,0) and D = -4976:
#
(-5476/49135,-9254663/3635990)
(-5476/49135,9254663/3635990)
(1/5,-37/5)
(1/5,37/5)
#
# (a,b,c,d) = (-155,2,2,0) and D = -4976:
#
(2/5,-39/10)
(2/5,7/2)
(-10952/49135,324681/234580)
(-10952/49135,-1688843/1454396)
#
# (a,b,c,d) = (-1243,1,1,0) and D = -4973:
#
(9/421,8677/1263)
(9/421,-8704/1263)
#
# (a,b,c,d) = (-1243,0,1,0) and D = -4972:
#
(-1/7,-30/7)
(400/8001,-769249/160020)
(-1/7,30/7)
(400/8001,769249/160020)
#
# (a,b,c,d) = (-1242,1,1,0) and D = -4969:
#
(1/12,9/2)
(81/370,26297/3330)
(81/370,-13513/1665)
(1/12,-55/12)
#
# (a,b,c,d) = (-46,0,3,0) and D = -4968:
#
#
# (a,b,c,d) = (-1242,0,1,0) and D = -4968:
#
#
# (a,b,c,d) = (-1241,1,1,0) and D = -4965:
#
#
# (a,b,c,d) = (-155,1,2,0) and D = -4964:
#
(-1/4,-13/8)
(81/1160,11393/4176)
(-9/25,91/30)
(9/35,109/42)
(-1/4,7/4)
(81/1160,-28847/10440)
(2/19,89/38)
(5041/2651,6128213/376442)
(48841/281456,139374493/62201776)
(-9/25,-214/75)
(2/19,-91/38)
(48841/281456,-289542847/124403552)
(5041/2651,-3243062/188221)
(9/35,-286/105)
(-7200/6479,-7375319/777480)
(-7200/6479,251849/25080)
#
# (a,b,c,d) = (-1241,0,1,0) and D = -4964:
#
(-9/50,883/150)
(-1/8,-27/8)
(81/2320,-114659/20880)
(-9/50,-883/150)
(9/70,1117/210)
(-1/8,27/8)
(-3600/6479,-7591319/388740)
(1/19,90/19)
(-3600/6479,7591319/388740)
(9/70,-1117/210)
(1/19,-90/19)
(5041/5302,12614337/376442)
(5041/5302,-12614337/376442)
(48841/562912,568291833/124403552)
(81/2320,114659/20880)
(48841/562912,-568291833/124403552)
#
# (a,b,c,d) = (-1240,1,1,0) and D = -4961:
#
(-1/10,8/5)
(961/109220,7219173/677164)
(-1/10,-3/2)
(961/109220,-9031414/846455)
#
# (a,b,c,d) = (-1240,0,1,0) and D = -4960:
#
(-1281424/5707359,49226476559/6460730388)
(-1/6,-16/3)
(4/9,-283/18)
(9/634,-7996/951)
(256/3801,275171/60816)
(6027025/72455514,-403686939544/88939143435)
(121/474,-23996/2607)
(256/3801,-275171/60816)
(121/474,23996/2607)
(9/634,7996/951)
(4/9,283/18)
(-1/6,16/3)
(-1281424/5707359,-49226476559/6460730388)
(6027025/72455514,403686939544/88939143435)
#
# (a,b,c,d) = (-155,0,2,0) and D = -4960:
#
(121/237,-11998/2607)
(512/3801,-275171/121632)
(6027025/36227757,-201843469772/88939143435)
(-2562848/5707359,49226476559/12921460776)
(9/317,-3998/951)
(-1/3,8/3)
(9/317,3998/951)
(8/9,283/36)
(-2562848/5707359,-49226476559/12921460776)
(6027025/36227757,201843469772/88939143435)
(512/3801,275171/121632)
(121/237,11998/2607)
(8/9,-283/36)
(-1/3,-8/3)
#
# (a,b,c,d) = (-1239,1,1,0) and D = -4957:
#
(25/999,-31943/4995)
(25/999,10606/1665)
#
# (a,b,c,d) = (-1239,0,1,0) and D = -4956:
#
#
# (a,b,c,d) = (-1238,1,1,0) and D = -4953:
#
(-4/23,-255/46)
(-4/23,263/46)
#
# (a,b,c,d) = (-1238,0,1,0) and D = -4952:
#
(-289/13,172865/221)
(-289/13,-172865/221)
#
# (a,b,c,d) = (-1237,1,1,0) and D = -4949:
#
(64/65,17761/520)
(64/65,-18273/520)
#
# (a,b,c,d) = (-1237,0,1,0) and D = -4948:
#
#
# (a,b,c,d) = (-1236,1,1,0) and D = -4945:
#
(9/646,-8230/969)
(9/646,16433/1938)
#
# (a,b,c,d) = (-154,2,2,0) and D = -4944:
#
#
# (a,b,c,d) = (-1236,0,1,0) and D = -4944:
#
#
# (a,b,c,d) = (-1235,1,1,0) and D = -4941:
#
(-1/9,23/9)
(24336/7201,-135328913/1123356)
(25/1179,40658/5895)
(24336/7201,6922763/59124)
(-1/9,-22/9)
(25/1179,-40783/5895)
#
# (a,b,c,d) = (-45,3,3,0) and D = -4941:
#
(73008/7201,116346833/3370068)
(-1/3,-2/3)
(25/393,4462/1965)
(25/393,-1529/655)
(-1/3,1)
(73008/7201,-150514577/3370068)
#
# (a,b,c,d) = (-1,5,9,0) and D = -4941:
#
(-1,5/9)
(219024/7201,-218850065/10110204)
(25/131,468/655)
(-1,0)
(25/131,-4837/5895)
(219024/7201,48011345/10110204)
#
# (a,b,c,d) = (-1235,0,1,0) and D = -4940:
#
(-529/5599,-85454/128777)
(-529/5599,85454/128777)
#
# (a,b,c,d) = (-1234,1,1,0) and D = -4937:
#
(-25/224,2899/1120)
(-25/224,-1387/560)
#
# (a,b,c,d) = (-1234,0,1,0) and D = -4936:
#
(16/321,-6175/1284)
(16/321,6175/1284)
#
# (a,b,c,d) = (1,1,-11,2) and D = -4933:
#
(-33/19,-13/19)
(-1,-1/2)
(5345/4498,-1603/8996)
(-1191/2327,931/2327)
(921/18103,16259/18103)
(1,0)
(53/155,306/155)
#
# (a,b,c,d) = (-1233,1,1,0) and D = -4933:
#
(169/1221,29022/5291)
(1/3,35/3)
(1/3,-12)
(169/1221,-89263/15873)
#
# (a,b,c,d) = (-154,1,2,0) and D = -4932:
#
(11881/2156,-835173/16786)
(18/7939,-707401/47634)
(1/11,27/11)
(-1,9)
(18/7939,707347/47634)
(1/11,-5/2)
(11881/2156,2008165/42728)
(-5329/11536,-915269/240608)
(1/8,-37/16)
(-5329/11536,1698975/421064)
(1/8,9/4)
(-1,-17/2)
#
# (a,b,c,d) = (-1233,0,1,0) and D = -4932:
#
(11881/4312,-45474659/470008)
(-1/2,-35/2)
(1/22,-109/22)
(1/16,-73/16)
(9/7939,707374/23817)
(-5329/23072,13202783/1684256)
(-5329/23072,-13202783/1684256)
(9/7939,-707374/23817)
(1/16,73/16)
(1/22,109/22)
(-1/2,35/2)
(11881/4312,45474659/470008)
#
# (a,b,c,d) = (-1232,1,1,0) and D = -4929:
#
#
# (a,b,c,d) = (-1232,0,1,0) and D = -4928:
#
(1/4,9)
(-9/68,-191/51)
(169/5833,-452115/75829)
(169/5833,452115/75829)
(-9/68,191/51)
(1/4,-9)
#
# (a,b,c,d) = (-19,2,4,0) and D = -4928:
#
(1,2)
(-9/17,-41/51)
(676/5833,-460903/303316)
(-9/17,109/102)
(676/5833,23333/15964)
(1,-5/2)
#
# (a,b,c,d) = (-154,0,2,0) and D = -4928:
#
(-9/34,191/102)
(338/5833,452115/151658)
(1/2,9/2)
(1/2,-9/2)
(338/5833,-452115/151658)
(-9/34,-191/102)
#
# (a,b,c,d) = (-1231,1,1,0) and D = -4925:
#
(16/41,2229/164)
(16/41,-2293/164)
#
# (a,b,c,d) = (-1231,0,1,0) and D = -4924:
#
#
# (a,b,c,d) = (-1230,1,1,0) and D = -4921:
#
(4/729,-6563/486)
(4/729,19681/1458)
#
# (a,b,c,d) = (-1230,0,1,0) and D = -4920:
#
#
# (a,b,c,d) = (-1229,1,1,0) and D = -4917:
#
(4/289,-4925/578)
(4/289,4917/578)
#
# (a,b,c,d) = (2,7,-2,-3) and D = -4916:
#
(-5/8,3/4)
#
# (a,b,c,d) = (-1229,0,1,0) and D = -4916:
#
#
# (a,b,c,d) = (-1228,1,1,0) and D = -4913:
#
(4/17,-293/34)
(152100/4639249,10176747443/1809307110)
(-16/127,1759/508)
(-16/127,-1695/508)
(4/17,285/34)
(152100/4639249,-10236066443/1809307110)
#
# (a,b,c,d) = (4,17,17,0) and D = -4913:
#
(-272/127,10975/8636)
(152100/272897,-64975787/106429830)
(-272/127,7521/8636)
(4,-5/2)
(152100/272897,5656787/106429830)
(4,-3/2)
#
# (a,b,c,d) = (-153,2,2,0) and D = -4912:
#
(1/3,-10/3)
(1/3,3)
#
# (a,b,c,d) = (-1228,0,1,0) and D = -4912:
#
(1/6,-19/3)
(1/6,19/3)
#
# (a,b,c,d) = (-1227,1,1,0) and D = -4909:
#
(1/105,1076/105)
(1/105,-359/35)
#
# (a,b,c,d) = (-1227,0,1,0) and D = -4908:
#
(256/1057,-147535/16912)
(256/1057,147535/16912)
#
# (a,b,c,d) = (-1226,1,1,0) and D = -4905:
#
(1/496,5523/248)
(1/496,-11047/496)
#
# (a,b,c,d) = (-1226,0,1,0) and D = -4904:
#
(-1,35)
(-1,-35)
#
# (a,b,c,d) = (1,9,13,0) and D = -4901:
#
(131769/219535,177356279/1035985665)
(1,-9/13)
(131769/219535,-46757354/79691205)
(1,0)
(-9/5,61/195)
(-9/5,14/15)
#
# (a,b,c,d) = (-1225,1,1,0) and D = -4901:
#
(131769/2853955,5079896153/1035985665)
(-9/65,-773/195)
(131769/2853955,-1025545660/207197133)
(-9/65,160/39)
(1/13,58/13)
(1/13,-59/13)
#
# (a,b,c,d) = (-1,3,10,0) and D = -4900:
#
(2809/1547,-389388/409955)
(-1,0)
(-1,3/10)
(69169/206184,-33011797/54226392)
(-45/28,-221/840)
(-45/28,313/420)
(32/21,-689/840)
(289/4823,210393/163982)
(32/21,61/168)
(1/12,-133/120)
(289/4823,-533352/409955)
(2/7,39/70)
(658845/1045688,-1043592289/1897923720)
(1/12,13/12)
(5/7,-39/70)
(2/7,-9/14)
(2809/1547,66429/163982)
(-645248/668283,31675835/759169488)
(5/7,12/35)
(69169/206184,275543629/542263920)
(-1690/901,104937/117130)
(-1690/901,-39027/117130)
(-645248/668283,941123417/3795847440)
(658845/1045688,1369702373/3795847440)
#
# (a,b,c,d) = (1,12,35,0) and D = -4900:
#
(-7/2,39/70)
(1,-12/35)
(-45/8,689/840)
(-5915/901,533352/409955)
(658845/298768,-941123417/3795847440)
(16/3,-313/420)
(484183/412368,-1369702373/3795847440)
(-322624/95469,33011797/54226392)
(289/1378,-66429/163982)
(2809/442,-104937/117130)
(-322624/95469,1043592289/1897923720)
(-7/2,9/14)
(5/2,-39/70)
(1,0)
(7/24,221/840)
(5/2,-3/10)
(16/3,-13/12)
(7/24,-61/168)
(289/1378,39027/117130)
(-5915/901,389388/409955)
(658845/298768,-275543629/542263920)
(2809/442,-210393/163982)
(484183/412368,-31675835/759169488)
(-45/8,133/120)
#
# (a,b,c,d) = (-1225,0,1,0) and D = -4900:
#
(69169/2061840,605661599/108452784)
(131769/2091376,-493840993/108452784)
(1/14,-9/2)
(69169/2061840,-605661599/108452784)
(1/35,-6)
(-1/10,3/2)
(-1/10,-3/2)
(1/14,9/2)
(131769/2091376,493840993/108452784)
(-9/56,-121/24)
(-322624/3341415,-55910303/54226392)
(1/35,6)
(-169/901,-71982/11713)
(1/120,-263/24)
(16/105,-71/12)
(2809/15470,158703/23426)
(289/48230,-302667/23426)
(289/48230,302667/23426)
(2809/15470,-158703/23426)
(16/105,71/12)
(1/120,263/24)
(-169/901,71982/11713)
(-322624/3341415,55910303/54226392)
(-9/56,121/24)
#
# (a,b,c,d) = (6,41,70,0) and D = -4900:
#
(658845/149384,-183918413/135565980)
(2,-1/2)
(-7,29/14)
(7/12,-55/168)
(658845/149384,-4655874571/3795847440)
(-45/4,101/30)
(484183/206184,-461528369/759169488)
(289/689,-25205/81991)
(484183/206184,-242775287/316320620)
(2,-47/70)
(7/12,-1/70)
(-11830/901,3080713/819910)
(32/3,-77/24)
(32/3,-851/280)
(5,-107/70)
(-7,71/35)
(-11830/901,3224677/819910)
(-645248/95469,216262229/108452784)
(-645248/95469,2485785803/1265282480)
(289/689,7231/117130)
(-45/4,2707/840)
(5,-7/5)
(2809/221,-313133/81991)
(2809/221,-424661/117130)
#
# (a,b,c,d) = (0,1,70,0) and D = -4900:
#
(32/3,1/120)
(5,-1/10)
(-7,1/14)
(-645248/95469,131769/2091376)
(658845/149384,-322624/3341415)
(-645248/95469,69169/2061840)
(484183/206184,-322624/3341415)
(7/12,-9/56)
(-45/4,1/120)
(658845/149384,69169/2061840)
(289/689,2809/15470)
(2,1/14)
(-11830/901,289/48230)
(7/12,16/105)
(5,1/35)
(-45/4,16/105)
(32/3,-9/56)
(2809/221,289/48230)
(-11830/901,2809/15470)
(484183/206184,131769/2091376)
(2809/221,-169/901)
(2,-1/10)
(-7,1/35)
(289/689,-169/901)
#
# (a,b,c,d) = (-3,4,7,0) and D = -4900:
#
(484183/2061840,924542579/1265282480)
(-1183/901,102740/81991)
(131769/298768,-84215041/108452784)
(-322624/477345,86949349/1897923720)
(289/6890,214787/117130)
(-7/10,29/70)
(-7/10,-1/70)
(-1183/901,-41224/81991)
(-9/8,25/24)
(1/2,1/2)
(131769/298768,398176699/759169488)
(1/5,-32/35)
(1/5,4/5)
(-9/8,-67/168)
(484183/2061840,-3282988253/3795847440)
(16/15,-23/20)
(-322624/477345,30764399/90377320)
(1/2,-11/14)
(16/15,227/420)
(7/120,-443/280)
(2809/2210,70823/117130)
(289/6890,-1523161/819910)
(7/120,1301/840)
(2809/2210,-1091269/819910)
#
# (a,b,c,d) = (-153,1,2,0) and D = -4900:
#
(69169/1030920,-507749907/180754640)
(1/60,219/40)
(-1/5,-7/10)
(131769/1045688,-1752359549/759169488)
(1/7,31/14)
(2/35,-211/70)
(289/24115,-5299129/819910)
(-1/5,4/5)
(32/105,807/280)
(-645248/3341415,-591203391/1265282480)
(131769/1045688,852263701/379584744)
(2809/7735,-2851741/819910)
(-9/28,-205/84)
(32/105,-2549/840)
(-9/28,437/168)
(2809/7735,79496/24115)
(69169/1030920,752529137/271131960)
(289/24115,2647108/409955)
(2/35,209/70)
(-645248/3341415,2140111037/3795847440)
(1/60,-329/60)
(-338/901,74179/23426)
(1/7,-16/7)
(-338/901,-4105/1378)
#
# (a,b,c,d) = (17,69,70,0) and D = -4900:
#
(5,-177/70)
(289/689,-519/23426)
(658845/149384,-606997561/271131960)
(32/3,-869/168)
(-45/4,337/60)
(2,-9/10)
(289/689,-160416/409955)
(-45/4,4597/840)
(7/12,-373/840)
(-645248/95469,2517673901/759169488)
(32/3,-641/120)
(484183/206184,-469606525/379584744)
(2809/221,-2607804/409955)
(-645248/95469,1814312873/542263920)
(2,-15/14)
(484183/206184,-4090403651/3795847440)
(-7,243/70)
(-11830/901,307869/48230)
(-7,24/7)
(5,-12/5)
(-11830/901,5377737/819910)
(7/12,-11/84)
(2809/221,-8499/1378)
(658845/149384,-8004124861/3795847440)
#
# (a,b,c,d) = (1,9,14,0) and D = -4900:
#
(-645248/477345,1369702373/3795847440)
(484183/1030920,941123417/3795847440)
(-2366/901,66429/163982)
(-9/4,61/168)
(289/3445,-389388/409955)
(289/3445,104937/117130)
(131769/149384,31675835/759169488)
(32/15,-221/840)
(2809/1105,-533352/409955)
(-2366/901,210393/163982)
(7/60,313/420)
(131769/149384,-33011797/54226392)
(1,-9/14)
(-7/5,39/70)
(484183/1030920,-1043592289/1897923720)
(-645248/477345,275543629/542263920)
(1,0)
(-9/4,13/12)
(2/5,3/10)
(7/60,-689/840)
(32/15,-133/120)
(-7/5,12/35)
(2809/1105,-39027/117130)
(2/5,-39/70)
#
# (a,b,c,d) = (0,5,14,0) and D = -4900:
#
(-2366/901,2809/3094)
(484183/1030920,-322624/668283)
(-9/4,1/24)
(1,1/7)
(7/60,-45/56)
(2/5,5/14)
(289/3445,2809/3094)
(131769/149384,-322624/668283)
(-7/5,1/7)
(289/3445,-845/901)
(32/15,-45/56)
(-645248/477345,69169/412368)
(-7/5,5/14)
(-645248/477345,658845/2091376)
(131769/149384,69169/412368)
(-9/4,16/21)
(1,-1/2)
(7/60,16/21)
(2/5,-1/2)
(2809/1105,289/9646)
(-2366/901,289/9646)
(32/15,1/24)
(2809/1105,-845/901)
(484183/1030920,658845/2091376)
#
# (a,b,c,d) = (-9,4,5,0) and D = -4900:
#
(-322624/668283,151574597/379584744)
(-45/56,-577/840)
(-1/2,-1/10)
(289/9646,-425699/163982)
(658845/2091376,-3935208421/3795847440)
(289/9646,2108843/819910)
(1/24,87/40)
(658845/2091376,2978565481/3795847440)
(-1/2,1/2)
(-45/56,1117/840)
(-845/901,-50012/58565)
(16/21,123/140)
(1/7,8/7)
(5/14,-73/70)
(-845/901,93952/58565)
(16/21,-125/84)
(69169/412368,-214014831/180754640)
(2809/3094,-281735/163982)
(-322624/668283,-8290419/632641240)
(69169/412368,113855741/108452784)
(1/24,-53/24)
(1/7,-44/35)
(2809/3094,813167/819910)
(5/14,53/70)
#
# (a,b,c,d) = (0,2,35,0) and D = -4900:
#
(-322624/95469,131769/1045688)
(1,-1/5)
(484183/412368,-645248/3341415)
(658845/298768,-645248/3341415)
(1,1/7)
(289/1378,-338/901)
(289/1378,2809/7735)
(5/2,2/35)
(-322624/95469,69169/1030920)
(7/24,32/105)
(2809/442,-338/901)
(2809/442,289/24115)
(-45/8,1/60)
(-7/2,2/35)
(16/3,1/60)
(658845/298768,69169/1030920)
(484183/412368,131769/1045688)
(-45/8,32/105)
(-5915/901,289/24115)
(7/24,-9/28)
(5/2,-1/5)
(-7/2,1/7)
(-5915/901,2809/7735)
(16/3,-9/28)
#
# (a,b,c,d) = (3,29,70,0) and D = -4900:
#
(658845/149384,-1857375577/1897923720)
(2,-1/2)
(289/689,-15898/58565)
(-45/4,271/120)
(-7,103/70)
(32/3,-17/8)
(-11830/901,2157973/819910)
(-645248/95469,5370172831/3795847440)
(289/689,16019/163982)
(-45/4,1009/420)
(-645248/95469,50079545/36150928)
(5,-11/10)
(-11830/901,2301937/819910)
(2809/221,-159862/58565)
(484183/206184,-71642089/126528248)
(-7,10/7)
(2,-23/70)
(32/3,-1927/840)
(5,-34/35)
(7/12,-233/840)
(2809/221,-415873/163982)
(7/12,1/28)
(658845/149384,-460130023/542263920)
(484183/206184,-1543601071/3795847440)
#
# (a,b,c,d) = (0,7,10,0) and D = -4900:
#
(32/21,-9/8)
(-645248/668283,484183/2061840)
(658845/1045688,-322624/477345)
(2809/1547,289/6890)
(69169/206184,131769/298768)
(-1690/901,289/6890)
(2/7,-7/10)
(5/7,-7/10)
(289/4823,2809/2210)
(658845/1045688,484183/2061840)
(2809/1547,-1183/901)
(-45/28,16/15)
(289/4823,-1183/901)
(-645248/668283,131769/298768)
(-1690/901,2809/2210)
(2/7,1/2)
(-1,1/2)
(-45/28,7/120)
(32/21,7/120)
(69169/206184,-322624/477345)
(1/12,-9/8)
(-1,1/5)
(1/12,16/15)
(5/7,1/5)
#
# (a,b,c,d) = (-1224,1,1,0) and D = -4897:
#
#
# (a,b,c,d) = (-5,4,6,0) and D = -4896:
#
(1/5,-1)
(-841/1397,18492/40513)
(-289/515,4381/26265)
(-841/1397,-6698/121539)
(-392/165,2851/924)
(1/3,2/3)
(1568/1195,-353621/200760)
(2/131,2593/786)
(6,-47/6)
(-392/165,-20813/13860)
(2/131,-867/262)
(-289/515,363/1751)
(1/5,13/15)
(6,23/6)
(1568/1195,11867/13384)
(1/3,-8/9)
#
# (a,b,c,d) = (-1224,0,1,0) and D = -4896:
#
(-289/3090,-1064/8755)
(-841/8382,-62174/40513)
(1/18,-14/3)
(1/30,-28/5)
(784/3585,265813/33460)
(784/3585,-265813/33460)
(1,35)
(1/30,28/5)
(-841/8382,62174/40513)
(1/393,2597/131)
(1/18,14/3)
(-289/3090,1064/8755)
(1/393,-2597/131)
(-196/495,31789/2310)
(1,-35)
(-196/495,-31789/2310)
#
# (a,b,c,d) = (-153,0,2,0) and D = -4896:
#
(1/15,14/5)
(-841/4191,31087/40513)
(1568/3585,-265813/66920)
(-392/495,-31789/4620)
(2,-35/2)
(1/15,-14/5)
(2/393,2597/262)
(2,35/2)
(2/393,-2597/262)
(-289/1545,532/8755)
(-392/495,31789/4620)
(1568/3585,265813/66920)
(-841/4191,-31087/40513)
(-289/1545,-532/8755)
(1/9,-7/3)
(1/9,7/3)
#
# (a,b,c,d) = (-45,2,3,0) and D = -4896:
#
(1/10,-19/10)
(1/131,-866/131)
(3,-38/3)
(3,32/3)
(1/6,3/2)
(-196/165,-5809/1386)
(-196/165,3837/770)
(784/1195,81287/33460)
(-289/1030,557/10506)
(-289/1030,2347/17510)
(1/131,2596/393)
(-841/2794,49579/81026)
(1/6,-29/18)
(-841/2794,-99959/243078)
(784/1195,-57553/20076)
(1/10,11/6)
#
# (a,b,c,d) = (-1223,1,1,0) and D = -4893:
#
#
# (a,b,c,d) = (1,3,-8,-6) and D = -4892:
#
(1,0)
(-7/4,11/4)
#
# (a,b,c,d) = (-1223,0,1,0) and D = -4892:
#
#
# (a,b,c,d) = (-1222,1,1,0) and D = -4889:
#
#
# (a,b,c,d) = (-1222,0,1,0) and D = -4888:
#
(-36/287,-5777/1722)
(-36/287,5777/1722)
(3721/35259,10334011/2150799)
(2401/37587,-8367575/1841763)
(2401/37587,8367575/1841763)
(3721/35259,-10334011/2150799)
#
# (a,b,c,d) = (-1221,1,1,0) and D = -4885:
#
(-361/3789,19576/23997)
(-361/3789,-51869/71991)
#
# (a,b,c,d) = (-1221,0,1,0) and D = -4884:
#
(-36/263,-6227/1578)
(-36/263,6227/1578)
#
# (a,b,c,d) = (-1220,1,1,0) and D = -4881:
#
#
# (a,b,c,d) = (-1220,0,1,0) and D = -4880:
#
(289/2456,105193/20876)
(289/2456,-105193/20876)
(815409/27139141,143702143199/24506644323)
(815409/27139141,-143702143199/24506644323)
(-1/4,-17/2)
(-1/4,17/2)
#
# (a,b,c,d) = (-152,2,2,0) and D = -4880:
#
(1630818/27139141,-145174771853/49013288646)
(-1/2,9/2)
(-1/2,-4)
(289/1228,12535/5219)
(289/1228,-55053/20876)
(1630818/27139141,142229514545/49013288646)
#
# (a,b,c,d) = (-19,1,4,0) and D = -4880:
#
(289/614,-55053/41752)
(-1,-2)
(289/614,12535/10438)
(3261636/27139141,142229514545/98026577292)
(-1,9/4)
(3261636/27139141,-145174771853/98026577292)
#
# (a,b,c,d) = (-1219,1,1,0) and D = -4877:
#
(1/11,-51/11)
(1/11,50/11)
#
# (a,b,c,d) = (-1219,0,1,0) and D = -4876:
#
(169/105,-76714/1365)
(169/105,76714/1365)
#
# (a,b,c,d) = (-1218,1,1,0) and D = -4873:
#
(-49/292,5527/1022)
(-49/292,-10711/2044)
#
# (a,b,c,d) = (-1218,0,1,0) and D = -4872:
#
#
# (a,b,c,d) = (-45,1,3,0) and D = -4869:
#
(3/7,-41/21)
(3/7,38/21)
(529/1085,-10702/4991)
(529/1085,148363/74865)
(22917418225/88895417373,-62852472674622926/40372298277034815)
(1/2793,255662/8379)
(1/2793,-28407/931)
(-1,-11/3)
(22917418225/88895417373,2199374789504863/1495270306556845)
(-1,4)
(-4/5,19/6)
(-4/5,-29/10)
(25/423,15076/6345)
(25/423,-563/235)
#
# (a,b,c,d) = (-1217,1,1,0) and D = -4869:
#
(1/8379,-766988/8379)
(22917418225/266686252119,181618711307885528/40372298277034815)
(-1/3,-34/3)
(25/1269,45353/6345)
(1/7,-40/7)
(1/7,39/7)
(-1/3,35/3)
(529/3255,-469423/74865)
(529/3255,457256/74865)
(25/1269,-45478/6345)
(-4/15,-269/30)
(1/8379,766987/8379)
(22917418225/266686252119,-185088064665877153/40372298277034815)
(-4/15,277/30)
#
# (a,b,c,d) = (-1217,0,1,0) and D = -4868:
#
(-1225/4864,1456741/170240)
(-49/514,-2717/3598)
(1/2,35/2)
(1/2,-35/2)
(-49/514,2717/3598)
(-1225/4864,-1456741/170240)
#
# (a,b,c,d) = (-152,1,2,0) and D = -4868:
#
(-1225/2432,46863/10640)
(-49/257,765/1799)
(-49/257,-1187/3598)
(1,-9)
(-1225/2432,-37207/8960)
(1,17/2)
#
# (a,b,c,d) = (-1216,1,1,0) and D = -4865:
#
(4,-283/2)
(4,275/2)
#
# (a,b,c,d) = (-18,4,4,0) and D = -4864:
#
(1/5,-13/10)
(1/5,11/10)
(-64/15,2743/240)
(-64/15,-573/80)
#
# (a,b,c,d) = (-1216,0,1,0) and D = -4864:
#
(-16/15,2231/60)
(1/20,-24/5)
(-16/15,-2231/60)
(1/20,24/5)
#
# (a,b,c,d) = (-152,0,2,0) and D = -4864:
#
(1/10,-12/5)
(-32/15,2231/120)
(1/10,12/5)
(-32/15,-2231/120)
#
# (a,b,c,d) = (-19,0,4,0) and D = -4864:
#
(-64/15,2231/240)
(1/5,-6/5)
(1/5,6/5)
(-64/15,-2231/240)
#
# (a,b,c,d) = (-1215,1,1,0) and D = -4861:
#
#
# (a,b,c,d) = (2,0,-9,-3) and D = -4860:
#
(-61/64,41/64)
(107058985/122334848,24515611/122334848)
(2,-1)
#
# (a,b,c,d) = (-45,0,3,0) and D = -4860:
#
#
# (a,b,c,d) = (-1215,0,1,0) and D = -4860:
#
#
# (a,b,c,d) = (-1214,1,1,0) and D = -4857:
#
(-1/8,27/8)
(-1/8,-13/4)
(27225/35236,154426609/5813940)
(27225/35236,-79459367/2906970)
#
# (a,b,c,d) = (1,7,-2,-3) and D = -4857:
#
(4/25,-19/25)
(407021/631655,334369/631655)
(-424/731,495/731)
(-47/11,259/33)
(1,0)
(-943/429,-3724/1287)
#
# (a,b,c,d) = (-1214,0,1,0) and D = -4856:
#
(-1/5,-33/5)
(-1/5,33/5)
#
# (a,b,c,d) = (-1213,1,1,0) and D = -4853:
#
(-1/7,30/7)
(-1/7,-29/7)
#
# (a,b,c,d) = (2,5,-5,-3) and D = -4853:
#
(30080/32791,-70293/32791)
(-23/4,11/6)
(-142/253,159/253)
(-1,-1)
#
# (a,b,c,d) = (-1213,0,1,0) and D = -4852:
#
(529/7707,-798340/177261)
(-7396/77007,-5838025/6622602)
(7225/203091,93990236/17262735)
(4/33,-337/66)
(155236/9648561,-30046096247/3801533034)
(-1/9,-22/9)
(361/4527,-387094/86013)
(529/7707,798340/177261)
(361/4527,387094/86013)
(155236/9648561,30046096247/3801533034)
(4/33,337/66)
(-7396/77007,5838025/6622602)
(7225/203091,-93990236/17262735)
(9/19,944/57)
(2500/82929,24274967/4146450)
(1/507,-11416/507)
(-1/9,22/9)
(-36/239,-6553/1434)
(2500/82929,-24274967/4146450)
(1/507,11416/507)
(9/19,-944/57)
(-64/63,17825/504)
(-64/63,-17825/504)
(-36/239,6553/1434)
#
# (a,b,c,d) = (2,2,-8,-1) and D = -4852:
#
(103/119,-15/119)
(1/7,-11/7)
(73/13,-29/13)
(-2/5,3/5)
(-7112/6157,3379/6157)
(-109801/35995,-67611/35995)
(18/23,1/23)
(0,-1)
(9/7,5/7)
#
# (a,b,c,d) = (-1212,1,1,0) and D = -4849:
#
(-25/114,-686/95)
(-25/114,4241/570)
#
# (a,b,c,d) = (-151,2,2,0) and D = -4848:
#
#
# (a,b,c,d) = (-1212,0,1,0) and D = -4848:
#
#
# (a,b,c,d) = (-1211,1,1,0) and D = -4845:
#
(729/4849,-773567/130923)
(729/4849,753884/130923)
#
# (a,b,c,d) = (-1211,0,1,0) and D = -4844:
#
(102400/426329,1173792733/136425280)
(1/29,-160/29)
(1/29,160/29)
(-12321/80135,41838686/8894985)
(-12321/80135,-41838686/8894985)
(102400/426329,-1173792733/136425280)
#
# (a,b,c,d) = (1,5,-4,-6) and D = -4844:
#
(-287/268,333/268)
(1,0)
(-35/2,19/6)
(425/314,301/314)
#
# (a,b,c,d) = (-1210,1,1,0) and D = -4841:
#
(4/17,283/34)
(24025/5002976,1017201009/70496480)
(1/8,-21/4)
(1849/45122,-455257/88193)
(4/17,-291/34)
(1849/45122,9936147/1940246)
(1/1130,7597/226)
(81/946,38233/8514)
(-9/80,311/120)
(24025/5002976,-5596467487/387730640)
(10404/111097,51758569/11331894)
(-1/10,3/2)
(81/946,-1771/387)
(841/106820,-6986967/619556)
(10404/111097,-52819777/11331894)
(361/776,236163/14744)
(121/686,24501/3773)
(-9/80,-119/48)
(-6889/73360,-65157/608888)
(225/93034,14187649/697755)
(225/93034,-28378673/1395510)
(1/8,41/8)
(361/776,-121511/7372)
(-6889/73360,1223357/6088880)
(1/1130,-18993/565)
(-1/10,-7/5)
(841/106820,17455223/1548890)
(121/686,-50333/7546)
#
# (a,b,c,d) = (1,5,-8,-1) and D = -4841:
#
(4365/26609,-45899/26609)
(-711/1357,539/1357)
(14060/11703,-1063/11703)
(-133/297,134/297)
(11/3,8/3)
(0,-1)
(63/13,-10/13)
(-1/11,-9/11)
(551/1059,-4771/1059)
(-1197/869,-926/869)
(37,27)
(-2/3,1/3)
(1,0)
(9511/4059,-1421/4059)
(-1061270821/57366749,-774463662/57366749)
(-152/583,441/583)
#
# (a,b,c,d) = (-1210,0,1,0) and D = -4840:
#
#
# (a,b,c,d) = (-1209,1,1,0) and D = -4837:
#
(4/113,-1237/226)
(4/113,1229/226)
#
# (a,b,c,d) = (-1209,0,1,0) and D = -4836:
#
(-1225/8321,1283092/291235)
(1/10,47/10)
(1600/7801,2329549/312040)
(-2209/21680,-1685819/1018960)
(-1225/8321,-1283092/291235)
(9/160,-2231/480)
(9/160,2231/480)
(-2209/21680,1685819/1018960)
(1600/7801,-2329549/312040)
(1/250,3953/250)
(1/250,-3953/250)
(1/10,-47/10)
#
# (a,b,c,d) = (-151,1,2,0) and D = -4836:
#
(1/5,23/10)
(3200/7801,2265549/624080)
(3200/7801,-2393549/624080)
(1/125,-1977/250)
(1/5,-12/5)
(-2450/8321,-1240217/582470)
(-2209/10840,894821/1018960)
(1/125,988/125)
(-2450/8321,1325967/582470)
(9/80,551/240)
(-2209/10840,-395499/509480)
(9/80,-1129/480)
#
# (a,b,c,d) = (-44,3,3,0) and D = -4833:
#
(-1/2,2)
(-1/2,-3/2)
(49/244,-685/427)
(49/244,2397/1708)
#
# (a,b,c,d) = (-1208,1,1,0) and D = -4833:
#
(-1/6,16/3)
(49/732,22945/5124)
(-1/6,-31/6)
(49/732,-5822/1281)
#
# (a,b,c,d) = (-151,0,2,0) and D = -4832:
#
(-1568/391,762931/21896)
(-1568/391,-762931/21896)
#
# (a,b,c,d) = (-1208,0,1,0) and D = -4832:
#
(-784/391,762931/10948)
(-784/391,-762931/10948)
#
# (a,b,c,d) = (-1207,1,1,0) and D = -4829:
#
(1/5,36/5)
(1/5,-37/5)
#
# (a,b,c,d) = (-1207,0,1,0) and D = -4828:
#
(1/9,44/9)
(-7744/80343,6474709/7070184)
(1/9,-44/9)
(-7744/80343,-6474709/7070184)
#
# (a,b,c,d) = (2,1,-9,2) and D = -4825:
#
(-1,1/2)
#
# (a,b,c,d) = (-1206,1,1,0) and D = -4825:
#
#
# (a,b,c,d) = (-1206,0,1,0) and D = -4824:
#
(-169/365,75977/4745)
(-169/365,-75977/4745)
#
# (a,b,c,d) = (-1205,1,1,0) and D = -4821:
#
#
# (a,b,c,d) = (-1205,0,1,0) and D = -4820:
#
#
# (a,b,c,d) = (-1204,1,1,0) and D = -4817:
#
(-4/7,281/14)
(-4/7,-39/2)
(-121/1162,3489/1826)
(-121/1162,-11546/6391)
(1/56,15/2)
(112678225/3164456414,-26197825282941/4798672119230)
(112678225/3164456414,91094348811106/16795352417305)
(1/56,-421/56)
#
# (a,b,c,d) = (-1204,0,1,0) and D = -4816:
#
(361/9045,-892543/171855)
(361/9045,892543/171855)
#
# (a,b,c,d) = (-150,2,2,0) and D = -4816:
#
(722/9045,-302087/114570)
(722/9045,175765/68742)
#
# (a,b,c,d) = (-1203,1,1,0) and D = -4813:
#
(-4/39,-43/26)
(-4/39,137/78)
#
# (a,b,c,d) = (-1203,0,1,0) and D = -4812:
#
#
# (a,b,c,d) = (-1202,1,1,0) and D = -4809:
#
(-225/2336,16231/17520)
(-225/2336,-29087/35040)
#
# (a,b,c,d) = (-1202,0,1,0) and D = -4808:
#
#
# (a,b,c,d) = (5,25,31,0) and D = -4805:
#
(-4,107/62)
(784/671,-374239/582428)
(-4,3/2)
(784/671,-5631/18788)
#
# (a,b,c,d) = (-1201,1,1,0) and D = -4805:
#
(784/20801,3084033/582428)
(784/20801,-3105985/582428)
(-4/31,221/62)
(-4/31,-213/62)
#
# (a,b,c,d) = (-1201,0,1,0) and D = -4804:
#
#
# (a,b,c,d) = (-150,1,2,0) and D = -4804:
#
#
# (a,b,c,d) = (-1200,1,1,0) and D = -4801:
#
(-4/15,-89/10)
(-4/15,55/6)
(1175056/9268545,-10603230515/2009420556)
(1175056/9268545,17247463957/3349034260)
#
# (a,b,c,d) = (-1200,0,1,0) and D = -4800:
#
#
# (a,b,c,d) = (-150,0,2,0) and D = -4800:
#
#
# (a,b,c,d) = (-1199,1,1,0) and D = -4797:
#
#
# (a,b,c,d) = (-1199,0,1,0) and D = -4796:
#
#
# (a,b,c,d) = (-1198,1,1,0) and D = -4793:
#
(-1/2,-17)
(529/2132,-438605/49036)
(-1/2,35/2)
(529/2132,213219/24518)
#
# (a,b,c,d) = (-1198,0,1,0) and D = -4792:
#
(1/3,35/3)
(1/3,-35/3)
(-4900/28671,-10833983/2006970)
(-4900/28671,10833983/2006970)
#
# (a,b,c,d) = (-1197,1,1,0) and D = -4789:
#
(-25/99,4274/495)
(1/27,-145/27)
(81/817,-34739/7353)
(81/817,1790/387)
(-25/99,-461/55)
(83521/272835,835193879/78849315)
(83521/272835,-95481272/8761035)
(1/27,16/3)
#
# (a,b,c,d) = (-44,2,3,0) and D = -4788:
#
(1/13,-83/39)
(1/13,27/13)
#
# (a,b,c,d) = (-1197,0,1,0) and D = -4788:
#
(1/39,-82/13)
(1/39,82/13)
#
# (a,b,c,d) = (-1196,1,1,0) and D = -4785:
#
(-5041/38024,-9733861/2699704)
(1/4,35/4)
(729/4966,-775295/134082)
(-5041/38024,2522943/674926)
(729/4966,29062/5157)
(1/4,-9)
#
# (a,b,c,d) = (-1196,0,1,0) and D = -4784:
#
(-1/10,7/5)
(-1/10,-7/5)
#
# (a,b,c,d) = (-149,2,2,0) and D = -4784:
#
(-1/5,-3/5)
(-1/5,4/5)
#
# (a,b,c,d) = (-1195,1,1,0) and D = -4781:
#
#
# (a,b,c,d) = (-1195,0,1,0) and D = -4780:
#
(-361/1359,-231754/25821)
(-4/39,-131/78)
(-361/1359,231754/25821)
(-4/39,131/78)
#
# (a,b,c,d) = (-1194,1,1,0) and D = -4777:
#
#
# (a,b,c,d) = (-1194,0,1,0) and D = -4776:
#
#
# (a,b,c,d) = (-1193,1,1,0) and D = -4773:
#
#
# (a,b,c,d) = (-1193,0,1,0) and D = -4772:
#
(18769/52208,-89611643/7152496)
(18769/52208,89611643/7152496)
(1/26,137/26)
(1/26,-137/26)
#
# (a,b,c,d) = (-149,1,2,0) and D = -4772:
#
(1/13,34/13)
(18769/26104,-23045749/3576248)
(1/13,-69/26)
(18769/26104,43520145/7152496)
#
# (a,b,c,d) = (-1192,1,1,0) and D = -4769:
#
#
# (a,b,c,d) = (-1192,0,1,0) and D = -4768:
#
(4/33,335/66)
(4/33,-335/66)
#
# (a,b,c,d) = (-149,0,2,0) and D = -4768:
#
(8/33,-335/132)
(8/33,335/132)
#
# (a,b,c,d) = (-1191,1,1,0) and D = -4765:
#
(4/41,-385/82)
(-1,35)
(-1/9,-7/3)
(-1,-34)
(1/59,-455/59)
(-9/71,728/213)
(169/69,74732/897)
(1/59,454/59)
(-7396/75151,-7265669/6462986)
(25/921,-9448/1535)
(91809/1283899,1729140407/389021397)
(25/921,28219/4605)
(-10404/89351,-24533279/9113802)
(25/1101,-12283/1835)
(529/1059,138422/8119)
(4/41,377/82)
(91809/1283899,-1756958534/389021397)
(25/1101,36724/5505)
(-9/71,-701/213)
(49/29,-12011/203)
(4/7521,-652253/15042)
(-1/9,22/9)
(4/7521,217415/5014)
(49/29,11668/203)
(169/69,-25643/299)
(529/1059,-427433/24357)
(-7396/75151,7901725/6462986)
(-10404/89351,25594487/9113802)
#
# (a,b,c,d) = (1,2,-10,-1) and D = -4765:
#
(-26/7,-11/7)
(-38/541,-441/541)
(37377/38485,2678/38485)
(-1/2,-1/2)
(13/8,5/8)
(279/44,-65/44)
(-872/2365,1267/2365)
(-7/5,2/5)
(47828417/13859330,-10991887/13859330)
(1,0)
(-31/17,8/17)
(0,-1)
(-7285/11552,-5677/11552)
(884/335,-199/335)
(373/274,133/274)
(-35/169,306/169)
(14827/4550,-3397/4550)
#
# (a,b,c,d) = (-1191,0,1,0) and D = -4764:
#
#
# (a,b,c,d) = (1,4,-7,-4) and D = -4764:
#
(-43/68,333/272)
(1,0)
#
# (a,b,c,d) = (0,3,23,0) and D = -4761:
#
(1/6,-12/23)
(1936/1175,2209/25300)
(1/6,1/2)
(1936/1175,-625/2068)
(-4,1/2)
(2209/3300,5808/27025)
(-4,1/46)
(23/6,-12/23)
(-14375/6204,2209/25300)
(2209/3300,-625/2068)
(-14375/6204,5808/27025)
(23/6,1/46)
#
# (a,b,c,d) = (-44,1,3,0) and D = -4761:
#
(1/2,2)
(5808/27025,-5454553/3567300)
(2209/25300,-593631/297275)
(-12/23,265/138)
(1/2,-13/6)
(1/46,90/23)
(-625/2068,-5671/12925)
(1/46,-541/138)
(5808/27025,5199001/3567300)
(2209/25300,638159/324300)
(-625/2068,7607/14100)
(-12/23,-241/138)
#
# (a,b,c,d) = (8,47,69,0) and D = -4761:
#
(-12,553/138)
(2209/1100,-9954/12925)
(1/2,0)
(-12,25/6)
(2209/1100,-2132377/3567300)
(23/2,-553/138)
(1/2,-47/138)
(23/2,-88/23)
(-14375/2068,8521177/3567300)
(5808/1175,-271177/155100)
(5808/1175,-5773873/3567300)
(-14375/2068,697454/297275)
#
# (a,b,c,d) = (0,1,69,0) and D = -4761:
#
(2209/1100,1936/27025)
(-14375/2068,1936/27025)
(23/2,-4/23)
(2209/1100,-625/6204)
(1/2,-4/23)
(-12,1/138)
(5808/1175,-625/6204)
(-12,1/6)
(-14375/2068,2209/75900)
(23/2,1/138)
(1/2,1/6)
(5808/1175,2209/75900)
#
# (a,b,c,d) = (-1190,1,1,0) and D = -4761:
#
(1/138,-811/69)
(1/6,37/6)
(1/6,-19/3)
(-625/6204,117703/77550)
(1936/27025,1056837/237820)
(1/138,1621/138)
(-4/23,-249/46)
(-625/6204,-219781/155100)
(2209/75900,-21266893/3567300)
(2209/75900,2116307/356730)
(-4/23,257/46)
(1936/27025,-5369369/1189100)
#
# (a,b,c,d) = (-1190,0,1,0) and D = -4760:
#
#
# (a,b,c,d) = (-1189,1,1,0) and D = -4757:
#
(1,34)
(1,-35)
(-529/1057,-412092/24311)
(-529/1057,424259/24311)
#
# (a,b,c,d) = (-1189,0,1,0) and D = -4756:
#
#
# (a,b,c,d) = (-1188,1,1,0) and D = -4753:
#
#
# (a,b,c,d) = (-44,0,3,0) and D = -4752:
#
(1/4,-3/2)
(-25/17,-477/85)
(-3/8,13/12)
(507/5008,181201/97656)
(-3/8,-13/12)
(507/5008,-181201/97656)
(-25/17,477/85)
(1/4,3/2)
#
# (a,b,c,d) = (-148,2,2,0) and D = -4752:
#
(1/6,-7/3)
(-50/51,4543/510)
(169/2504,44751/16276)
(-1/4,7/4)
(-50/51,-4043/510)
(169/2504,-91699/32552)
(-1/4,-3/2)
(1/6,13/6)
#
# (a,b,c,d) = (-4,6,6,0) and D = -4752:
#
(-50/17,727/170)
(1/2,1/2)
(-3/4,-1/6)
(1/2,-1)
(-3/4,11/12)
(507/2504,40357/48828)
(-50/17,-227/170)
(507/2504,-100487/97656)
#
# (a,b,c,d) = (-18,3,4,0) and D = -4752:
#
(-100/51,-1181/340)
(169/1252,87305/65104)
(1/3,-5/4)
(1/3,1)
(-1/2,1)
(-100/51,1681/340)
(-1/2,-5/8)
(169/1252,-11737/8138)
#
# (a,b,c,d) = (-1188,0,1,0) and D = -4752:
#
(-1/8,-13/4)
(-25/51,1431/85)
(169/5008,181201/32552)
(169/5008,-181201/32552)
(-1/8,13/4)
(-25/51,-1431/85)
(1/12,-9/2)
(1/12,9/2)
#
# (a,b,c,d) = (1,9,12,0) and D = -4752:
#
(507/1252,60941/195312)
(1,-3/4)
(-3/2,5/6)
(507/1252,-30065/48828)
(-100/17,273/340)
(-3/2,7/24)
(1,0)
(-100/17,1227/340)
#
# (a,b,c,d) = (1,5,-7,-2) and D = -4749:
#
(43/9,-7/9)
(1,0)
(-22710647/4986453,92707265/4986453)
(-179/511,414/511)
(-465/674,469/1348)
#
# (a,b,c,d) = (-1187,1,1,0) and D = -4749:
#
(4489/31525,-11928627/2112175)
(1/67,549/67)
(1/67,-550/67)
(-19044/30887,91705337/4262406)
(4489/31525,11627864/2112175)
(-19044/30887,-89077265/4262406)
#
# (a,b,c,d) = (-1187,0,1,0) and D = -4748:
#
(-4/7,-275/14)
(-4/7,275/14)
#
# (a,b,c,d) = (-1186,1,1,0) and D = -4745:
#
(4489/38216,12621435/2560472)
(-1/4,-33/4)
(4489/38216,-6461099/1280236)
(-2916/1751,-5344145/94554)
(-1/4,17/2)
(-2916/1751,5501609/94554)
#
# (a,b,c,d) = (-1186,0,1,0) and D = -4744:
#
#
# (a,b,c,d) = (-1185,1,1,0) and D = -4741:
#
#
# (a,b,c,d) = (-1185,0,1,0) and D = -4740:
#
(1/31,176/31)
(1/31,-176/31)
#
# (a,b,c,d) = (-148,1,2,0) and D = -4740:
#
(2/31,175/62)
(2/31,-177/62)
#
# (a,b,c,d) = (-1184,1,1,0) and D = -4737:
#
(9/94,-1315/282)
(9/94,644/141)
#
# (a,b,c,d) = (-148,0,2,0) and D = -4736:
#
(-242/1135,-25207/24970)
(-2/7,29/14)
(-2/7,-29/14)
(6728/68705,19219439/7969780)
(-242/1135,25207/24970)
(6728/68705,-19219439/7969780)
(8/137,-1627/548)
(8/137,1627/548)
#
# (a,b,c,d) = (-1184,0,1,0) and D = -4736:
#
(4/137,-1627/274)
(-1/7,-29/7)
(3364/68705,-19219439/3984890)
(-121/1135,-25207/12485)
(-1/7,29/7)
(-121/1135,25207/12485)
(4/137,1627/274)
(3364/68705,19219439/3984890)
#
# (a,b,c,d) = (-1183,1,1,0) and D = -4733:
#
(100/689,-39363/6890)
(100/689,2951/530)
#
# (a,b,c,d) = (-1183,0,1,0) and D = -4732:
#
(-1/3,34/3)
(-1/3,-34/3)
#
# (a,b,c,d) = (-1182,1,1,0) and D = -4729:
#
(230400/5556889,-13695342787/2667306720)
(60025/104784,166478891/8557360)
(-1/10,-13/10)
(-49/432,1303/504)
(16/177,3191/708)
(1/2,17)
(-1156/4303,1341269/146302)
(81/11620,1252477/104580)
(-49/432,-7475/3024)
(1/2,-35/2)
(-529/2100,-66841/8050)
(-529/2100,413213/48300)
(484/12065,1369549/265430)
(230400/5556889,13584750787/2667306720)
(9/100,1351/300)
(-1/10,7/5)
(1/24,61/12)
(1/24,-41/8)
(9/100,-689/150)
(-1156/4303,-1301965/146302)
(-22201/220020,-46157089/32782980)
(361/710,-120013/6745)
(16/177,-1085/236)
(-64/375,-15781/3000)
(361/710,233167/13490)
(60025/104784,-257071399/12836040)
(-16/63,725/84)
(1/74,-319/37)
(-64/375,5431/1000)
(484/12065,-1380197/265430)
(81/11620,-626603/52290)
(180625/3254076,3198898037/691491150)
(1/74,637/74)
(-22201/220020,8244173/5463830)
(-16/63,-2111/252)
(180625/3254076,-2158187233/460994100)
#
# (a,b,c,d) = (1,6,-7,-1) and D = -4729:
#
(-7/17,-12/17)
(-52/167,109/167)
(133/109,111/109)
(-1798/17963,-14889/17963)
(-460347437/1807721119,1553966661/1807721119)
(-25445/88363,-62808/88363)
(27/73,-217/73)
(226894/226237,-327/226237)
(-7828/4103,1261/4103)
(-603/1037,370/1037)
(-2597/7627,19032/7627)
(7,-1)
(-9/29,19/29)
(10,9)
(-1,-1)
(-272709/54571,-245710/54571)
(0,-1)
(1,0)
(-31/41,12/41)
(5557/2533,-43113/2533)
(-238/131,39/131)
#
# (a,b,c,d) = (-1182,0,1,0) and D = -4728:
#
#
# (a,b,c,d) = (-1181,1,1,0) and D = -4725:
#
(1/15,67/15)
(304704/6101929,-16227644437/3368264808)
(169/1915,-113901/24895)
(-16/111,1895/444)
(1/15,-68/15)
(-16/111,-1831/444)
(169/1915,111704/24895)
(304704/6101929,16059447829/3368264808)
(-1/5,33/5)
(-1/5,-32/5)
#
# (a,b,c,d) = (-9,3,5,0) and D = -4725:
#
(1/3,-1)
(-80/111,781/740)
(1523520/6101929,-17405020693/16841324040)
(1/3,4/5)
(1523520/6101929,14882071573/16841324040)
(-80/111,-461/740)
(-1,-1)
(169/383,-25856/24895)
(-1,8/5)
(169/383,3853/4979)
#
# (a,b,c,d) = (1,9,15,0) and D = -4725:
#
(4570560/6101929,4790275093/50523972120)
(1,-3/5)
(-3,4/3)
(-80/37,273/740)
(-3,7/15)
(-80/37,687/740)
(507/383,-10444/14937)
(507/383,-7099/74685)
(1,0)
(4570560/6101929,-27496817173/50523972120)
#
# (a,b,c,d) = (-43,3,3,0) and D = -4725:
#
(1/5,-8/5)
(914112/6101929,15386661397/10104794424)
(-16/37,239/148)
(507/1915,102916/74685)
(-3/5,37/15)
(-16/37,-175/148)
(1/5,7/5)
(-3/5,-28/15)
(914112/6101929,-16900430869/10104794424)
(507/1915,-122689/74685)
#
# (a,b,c,d) = (-1181,0,1,0) and D = -4724:
#
#
# (a,b,c,d) = (-1180,1,1,0) and D = -4721:
#
#
# (a,b,c,d) = (-1180,0,1,0) and D = -4720:
#
(-9/14,463/21)
(-9/14,-463/21)
#
# (a,b,c,d) = (-147,2,2,0) and D = -4720:
#
(-9/7,-218/21)
(-9/7,35/3)
#
# (a,b,c,d) = (-1179,1,1,0) and D = -4717:
#
#
# (a,b,c,d) = (-1179,0,1,0) and D = -4716:
#
(-9/95,46/285)
(-9/95,-46/285)
#
# (a,b,c,d) = (-1178,1,1,0) and D = -4713:
#
#
# (a,b,c,d) = (-1178,0,1,0) and D = -4712:
#
(1/7,39/7)
(1/7,-39/7)
#
# (a,b,c,d) = (-1177,1,1,0) and D = -4709:
#
#
# (a,b,c,d) = (-147,1,2,0) and D = -4708:
#
(-1/3,-5/2)
(-1/3,8/3)
(961/7224,-73031/31992)
(961/7224,330881/149296)
#
# (a,b,c,d) = (-1177,0,1,0) and D = -4708:
#
(-1/6,31/6)
(961/14448,2015077/447888)
(961/14448,-2015077/447888)
(-1/6,-31/6)
#
# (a,b,c,d) = (-1176,1,1,0) and D = -4705:
#
#
# (a,b,c,d) = (-1176,0,1,0) and D = -4704:
#
#
# (a,b,c,d) = (-147,0,2,0) and D = -4704:
#
#
# (a,b,c,d) = (-1175,1,1,0) and D = -4701:
#
(9/55,998/165)
(9/55,-205/33)
#
# (a,b,c,d) = (-1175,0,1,0) and D = -4700:
#
#
# (a,b,c,d) = (-1174,1,1,0) and D = -4697:
#
(25/9956,496677/24890)
(25/9956,-993479/49780)
#
# (a,b,c,d) = (-1174,0,1,0) and D = -4696:
#
#
# (a,b,c,d) = (-1173,1,1,0) and D = -4693:
#
(1/23,-116/23)
(5929/7107,15420712/547239)
(5929/7107,-230105/7931)
(1/23,5)
#
# (a,b,c,d) = (-1173,0,1,0) and D = -4692:
#
(4/49,439/98)
(4/49,-439/98)
#
# (a,b,c,d) = (2,4,-6,-3) and D = -4692:
#
(-2/5,-3/5)
(730/379,563/379)
(8/9,5/9)
#
# (a,b,c,d) = (-1172,1,1,0) and D = -4689:
#
(81/1300,-13367/2925)
(81/1300,52739/11700)
#
# (a,b,c,d) = (-146,2,2,0) and D = -4688:
#
#
# (a,b,c,d) = (-1172,0,1,0) and D = -4688:
#
#
# (a,b,c,d) = (-1171,1,1,0) and D = -4685:
#
(16/49,2185/196)
(16/49,-2249/196)
#
# (a,b,c,d) = (-1171,0,1,0) and D = -4684:
#
(4/273,-4519/546)
(1/17,-78/17)
(-576/5135,-297289/123240)
(4/4961,349425/9922)
(1/5,-36/5)
(1/5,36/5)
(3481/23177,-7864062/1367443)
(1/17,78/17)
(3481/23177,7864062/1367443)
(4/4961,-349425/9922)
(49/645,-20152/4515)
(-576/5135,297289/123240)
(4/273,4519/546)
(-7225/10131,20990528/861135)
(3481/162729,66019510/9601011)
(16/1865,80571/7460)
(-4/39,-125/78)
(-2704/8415,-4749263/437580)
(33489/100513,-212123314/18393879)
(-7225/10131,-20990528/861135)
(49/645,20152/4515)
(33489/100513,212123314/18393879)
(-2704/8415,4749263/437580)
(-4/39,125/78)
(16/1865,-80571/7460)
(3481/162729,-66019510/9601011)
#
# (a,b,c,d) = (2,4,-7,-1) and D = -4684:
#
(2/23,-29/23)
(-7/26,23/26)
(189/52,155/52)
(-65527/43952,23599/43952)
(-1/2,1/2)
(134/41,-43/41)
(-13/8,-11/8)
(2,-15)
(0,-1)
(-549/884,397/884)
(-247/1004,1135/1004)
(1300/697,-397/697)
(-392074/179339,131707/179339)
(1054387/1170416,685365/1170416)
#
# (a,b,c,d) = (-1170,1,1,0) and D = -4681:
#
(4/9,-31/2)
(1/90,-19/2)
(729/7552,930419/203904)
(1/90,427/45)
(-169/828,72379/10764)
(4/9,271/18)
(729/7552,-475051/101952)
(-169/828,-3899/598)
#
# (a,b,c,d) = (-43,2,3,0) and D = -4680:
#
(-1/3,-2/3)
(-16/53,-229/636)
(3/79,-706/237)
(-1/3,8/9)
(3/79,700/237)
(196/3363,-341983/141246)
(-16/53,119/212)
(-484/373,131411/24618)
(196/3363,112165/47082)
(-484/373,-36705/8206)
#
# (a,b,c,d) = (-1170,0,1,0) and D = -4680:
#
(-1/9,7/3)
(196/10089,339239/47082)
(1/79,-703/79)
(-484/1119,-120763/8206)
(-484/1119,120763/8206)
(-1/9,-7/3)
(196/10089,-339239/47082)
(-16/159,293/212)
(-16/159,-293/212)
(1/79,703/79)
#
# (a,b,c,d) = (-1169,1,1,0) and D = -4677:
#
#
# (a,b,c,d) = (-146,1,2,0) and D = -4676:
#
(2/11,-51/22)
(441/464,154319/19488)
(-1/5,-3/5)
(81/179,6275/1611)
(2/11,49/22)
(1/4,5/2)
(-1681/8840,28931/181220)
(441/464,-40895/4872)
(81/179,-13279/3222)
(-1681/8840,-46803/724880)
(-1/5,7/10)
(1/4,-21/8)
#
# (a,b,c,d) = (-1169,0,1,0) and D = -4676:
#
(81/358,25829/3222)
(1/11,-50/11)
(441/928,317899/19488)
(-1/10,-13/10)
(1/8,41/8)
(-1681/17680,162527/724880)
(1/11,50/11)
(-1681/17680,-162527/724880)
(-1/10,13/10)
(1/8,-41/8)
(441/928,-317899/19488)
(81/358,-25829/3222)
#
# (a,b,c,d) = (-1168,1,1,0) and D = -4673:
#
#
# (a,b,c,d) = (-18,2,4,0) and D = -4672:
#
#
# (a,b,c,d) = (-146,0,2,0) and D = -4672:
#
#
# (a,b,c,d) = (-2,3,8,0) and D = -4672:
#
#
# (a,b,c,d) = (-1168,0,1,0) and D = -4672:
#
#
# (a,b,c,d) = (-1167,1,1,0) and D = -4669:
#
#
# (a,b,c,d) = (-1167,0,1,0) and D = -4668:
#
(-13456/92807,-45209677/10765612)
(-1849/10439,-2497892/448877)
(1/13,-58/13)
(-13456/92807,45209677/10765612)
(-1849/10439,2497892/448877)
(1/13,58/13)
#
# (a,b,c,d) = (-1166,1,1,0) and D = -4665:
#
(6241/90694,15919615/3582413)
(6241/90694,-32332269/7164826)
#
# (a,b,c,d) = (-1166,0,1,0) and D = -4664:
#
#
# (a,b,c,d) = (-1165,1,1,0) and D = -4661:
#
(2304/6649,-3869171/319152)
(2304/6649,3758579/319152)
#
# (a,b,c,d) = (-1165,0,1,0) and D = -4660:
#
#
# (a,b,c,d) = (-1164,1,1,0) and D = -4657:
#
(9/238,1886/357)
(9/238,-3799/714)
#
# (a,b,c,d) = (-145,2,2,0) and D = -4656:
#
(578/1165,32489/7922)
(-1,9)
(578/1165,-182097/39610)
(-1,-8)
#
# (a,b,c,d) = (-1164,0,1,0) and D = -4656:
#
(289/1165,172271/19805)
(-1/2,-17)
(289/1165,-172271/19805)
(-1/2,17)
#
# (a,b,c,d) = (-43,1,3,0) and D = -4653:
#
(1/3,14/9)
(-4/13,15/26)
(1875/6631,735221/497325)
(1875/6631,-782096/497325)
(-4/13,-37/78)
(1,11/3)
(1,-4)
(1/3,-5/3)
(3/157,1966/471)
(3/157,-1969/471)
#
# (a,b,c,d) = (-1163,1,1,0) and D = -4653:
#
(1/157,1967/157)
(1/9,43/9)
(625/6631,-766471/165775)
(625/6631,750846/165775)
(1/3,-35/3)
(1/3,34/3)
(-4/39,-119/78)
(-4/39,127/78)
(1/9,-44/9)
(1/157,-1968/157)
#
# (a,b,c,d) = (-1163,0,1,0) and D = -4652:
#
#
# (a,b,c,d) = (1,3,-8,-5) and D = -4649:
#
(-1759/2795,1422/2795)
(-143/87,37/87)
(1/3,-13/15)
(216997/160815,-31682/160815)
(-6/5,11/5)
(-11/25,-12/25)
(-17/13,5/13)
(7605141/14805235,-16378571/14805235)
(2137/1903,4069/9515)
(-897/9773,-5302/9773)
(-1318/167,2457/167)
(2880604/213559,-636531/213559)
(-1006/185,-489/185)
(-2,-1)
(-4/5,7/5)
(-13/5,3/5)
(1,0)
(9832/229,23859/1145)
(-17371/9263,21423/46315)
#
# (a,b,c,d) = (-1162,1,1,0) and D = -4649:
#
(-36/23,7471/138)
(1/14,-9/2)
(1089/19108,1446835/315282)
(-15625/91756,30741889/5734750)
(-240100/101671,-3951909233/49818790)
(-484/1535,-352669/33770)
(-15625/91756,-8504379/1638500)
(-81/830,43/45)
(4/6425,-515007/12850)
(-121/1106,-3701/1738)
(1089/19108,-2929607/630564)
(241081/1208672,-4307804261/593457952)
(25/196,2503/490)
(-121/1106,13619/6083)
(16/17,-2215/68)
(1/10,23/5)
(1/10,-47/10)
(289/8720,-416893/74120)
(-1/8,-25/8)
(-36/23,-7255/138)
(241081/1208672,2094716745/296728976)
(-484/1535,363317/33770)
(-81/830,-6409/7470)
(-961/9220,-482823/285820)
(-240100/101671,4069558233/49818790)
(16/17,2151/68)
(1/14,31/7)
(-961/9220,256307/142910)
(-1/8,13/4)
(289/8720,828873/148240)
(25/196,-733/140)
(4/6425,514999/12850)
#
# (a,b,c,d) = (-1162,0,1,0) and D = -4648:
#
(-9/89,-377/267)
(-9/89,377/267)
#
# (a,b,c,d) = (-1161,1,1,0) and D = -4645:
#
#
# (a,b,c,d) = (-1161,0,1,0) and D = -4644:
#
(1/4,-35/4)
(1/4,35/4)
#
# (a,b,c,d) = (-43,0,3,0) and D = -4644:
#
(3/4,35/12)
(3/4,-35/12)
#
# (a,b,c,d) = (-5,3,6,0) and D = -4644:
#
(3/2,-11/6)
(3/2,13/12)
#
# (a,b,c,d) = (-145,1,2,0) and D = -4644:
#
(1/2,17/4)
(1/2,-9/2)
#
# (a,b,c,d) = (1,5,-6,-3) and D = -4641:
#
(-206/439,387/439)
(1,0)
(-103/49,19/49)
(-5/3,1/3)
#
# (a,b,c,d) = (-1160,1,1,0) and D = -4641:
#
(1/16,9/2)
(-16641/45800,9191863/738525)
(1/16,-73/16)
(361/6808,75619/16169)
(-16641/45800,-14277643/1181640)
(361/6808,-611811/129352)
#
# (a,b,c,d) = (-145,0,2,0) and D = -4640:
#
(1/47,228/47)
(1/47,-228/47)
(46208/536129,-410375327/162983216)
(46208/536129,410375327/162983216)
#
# (a,b,c,d) = (-1160,0,1,0) and D = -4640:
#
(1/94,-456/47)
(1/94,456/47)
(23104/536129,-410375327/81491608)
(23104/536129,410375327/81491608)
#
# (a,b,c,d) = (-1159,1,1,0) and D = -4637:
#
#
# (a,b,c,d) = (-1159,0,1,0) and D = -4636:
#
#
# (a,b,c,d) = (-1158,1,1,0) and D = -4633:
#
(49/912,4957/1064)
(49/912,-30085/6384)
#
# (a,b,c,d) = (-1158,0,1,0) and D = -4632:
#
#
# (a,b,c,d) = (-1157,1,1,0) and D = -4629:
#
#
# (a,b,c,d) = (-1157,0,1,0) and D = -4628:
#
(1369/33383,-6338090/1235171)
(4/17,281/34)
(1369/33383,6338090/1235171)
(-1,34)
(-3600/15239,7102259/914340)
(-3600/15239,-7102259/914340)
(-49/157,11500/1099)
(4/17,-281/34)
(-1,-34)
(-49/157,-11500/1099)
(4/257,-4129/514)
(4/257,4129/514)
#
# (a,b,c,d) = (1,4,-8,-2) and D = -4628:
#
(-3/5,2/5)
(227/257,63/257)
(82021/62451,-9373/62451)
(-155/447,-259/447)
(-59/181,180/181)
(-17/33,-19/33)
(116859/20155,71344/20155)
(11/3,-2/3)
(17021325/8915587,10089271/8915587)
(1,0)
(-186007/6607449,-5011916/6607449)
(-51/139,91/139)
(-43/47,189/47)
#
# (a,b,c,d) = (-1156,1,1,0) and D = -4625:
#
(1/164,525/41)
(1/164,-2101/164)
(-1/10,13/10)
(-1/10,-6/5)
#
# (a,b,c,d) = (-8,5,5,0) and D = -4625:
#
(-1/2,0)
(5/164,-2113/820)
(-1/2,1/2)
(5/164,522/205)
#
# (a,b,c,d) = (0,1,68,0) and D = -4624:
#
(-25/3,1/60)
(-25/3,9/85)
(-725904/106015,207025/6749544)
(207025/99258,54289/775320)
(36/5,-25/204)
(922913/193830,207025/6749544)
(17/15,-25/204)
(922913/193830,-181476/1802255)
(-725904/106015,54289/775320)
(36/5,1/60)
(17/15,9/85)
(207025/99258,-181476/1802255)
#
# (a,b,c,d) = (4,33,68,0) and D = -4624:
#
(-25/3,2017/1020)
(-25/3,31/15)
(17/15,-397/1020)
(922913/193830,-468731846/383880315)
(36/5,-1711/1020)
(17/15,-41/255)
(-725904/106015,296585767/180649560)
(207025/99258,-1292103271/3071042520)
(922913/193830,-3346423289/3071042520)
(207025/99258,-13355714/22581195)
(36/5,-109/60)
(-725904/106015,5162800393/3071042520)
#
# (a,b,c,d) = (-1156,0,1,0) and D = -4624:
#
(54289/775320,403431479/90324780)
(-25/204,91/30)
(1/60,-233/30)
(-181476/1802255,-60421177/45162390)
(9/85,-71/15)
(9/85,71/15)
(-181476/1802255,60421177/45162390)
(1/60,233/30)
(-25/204,-91/30)
(207025/6749544,524273833/90324780)
(54289/775320,-403431479/90324780)
(207025/6749544,-524273833/90324780)
#
# (a,b,c,d) = (0,2,34,0) and D = -4624:
#
(922913/387660,-362952/1802255)
(18/5,1/30)
(-25/6,18/85)
(922913/387660,207025/3374772)
(17/30,-25/102)
(207025/198516,-362952/1802255)
(-362952/106015,207025/3374772)
(17/30,18/85)
(18/5,-25/102)
(-362952/106015,54289/387660)
(207025/198516,54289/387660)
(-25/6,1/30)
#
# (a,b,c,d) = (-18,1,4,0) and D = -4624:
#
(-25/51,209/255)
(1/15,29/15)
(36/85,1153/1020)
(54289/193830,65130357/60216520)
(-25/51,-237/340)
(1/15,-39/20)
(207025/1687386,1469743131/1023680840)
(54289/193830,-26005051/22581195)
(207025/1687386,-562928221/383880315)
(36/85,-1261/1020)
(-725904/1802255,-872542457/3071042520)
(-725904/1802255,1181777561/3071042520)
#
# (a,b,c,d) = (-144,2,2,0) and D = -4624:
#
(54289/387660,65130357/30108260)
(207025/3374772,1469743131/511840420)
(-25/102,-237/170)
(1/30,-39/10)
(18/85,-1261/510)
(54289/387660,-52010102/22581195)
(-362952/1802255,1181777561/1535521260)
(18/85,1153/510)
(-362952/1802255,-872542457/1535521260)
(-25/102,418/255)
(1/30,58/15)
(207025/3374772,-1125856442/383880315)
#
# (a,b,c,d) = (0,4,17,0) and D = -4624:
#
(922913/775320,207025/1687386)
(9/5,1/15)
(207025/397032,-725904/1802255)
(-181476/106015,54289/193830)
(922913/775320,-725904/1802255)
(-181476/106015,207025/1687386)
(17/60,36/85)
(-25/12,36/85)
(-25/12,1/15)
(17/60,-25/51)
(9/5,-25/51)
(207025/397032,54289/193830)
#
# (a,b,c,d) = (-1155,1,1,0) and D = -4621:
#
(-1/7,29/7)
(361/7455,19462/4047)
(-1/7,-4)
(361/7455,-229343/47215)
#
# (a,b,c,d) = (-1155,0,1,0) and D = -4620:
#
(1,34)
(1,-34)
#
# (a,b,c,d) = (-42,3,3,0) and D = -4617:
#
#
# (a,b,c,d) = (-1154,1,1,0) and D = -4617:
#
#
# (a,b,c,d) = (-1154,0,1,0) and D = -4616:
#
#
# (a,b,c,d) = (-1153,1,1,0) and D = -4613:
#
(1/109,1138/109)
(1/109,-1139/109)
#
# (a,b,c,d) = (-1153,0,1,0) and D = -4612:
#
(1/47,324/47)
(1/6,37/6)
(-1/4,-33/4)
(46656/494017,-487508831/106707672)
(-25/46,4233/230)
(1/47,-324/47)
(-289/3018,-18485/51306)
(121/1032,56051/11352)
(121/1032,-56051/11352)
(-1/4,33/4)
(-289/3018,18485/51306)
(-25/46,-4233/230)
(46656/494017,487508831/106707672)
(1/6,-37/6)
#
# (a,b,c,d) = (-144,1,2,0) and D = -4612:
#
(-25/23,2179/230)
(-289/1509,11699/51306)
(121/516,1140/473)
(-1/2,-4)
(1/3,-19/6)
(2/47,-325/94)
(93312/494017,-497586527/213415344)
(-1/2,17/4)
(1/3,3)
(2/47,323/94)
(-25/23,-1027/115)
(93312/494017,477431135/213415344)
(121/516,-28691/11352)
(-289/1509,-1131/8551)
#
# (a,b,c,d) = (-1152,1,1,0) and D = -4609:
#
#
# (a,b,c,d) = (-18,0,4,0) and D = -4608:
#
(1/7,-19/14)
(1444/1393,238537/105868)
(1/7,19/14)
(1444/1393,-238537/105868)
#
# (a,b,c,d) = (-144,0,2,0) and D = -4608:
#
(1/14,19/7)
(722/1393,238537/52934)
(722/1393,-238537/52934)
(1/14,-19/7)
#
# (a,b,c,d) = (-1152,0,1,0) and D = -4608:
#
(1/28,38/7)
(361/1393,-238537/26467)
(361/1393,238537/26467)
(1/28,-38/7)
#
# (a,b,c,d) = (-17,4,4,0) and D = -4608:
#
(1/7,-10/7)
(1/7,9/7)
(1444/1393,183665/105868)
(1444/1393,-293409/105868)
#
# (a,b,c,d) = (-1151,1,1,0) and D = -4605:
#
(1/19,-90/19)
(1/19,89/19)
(324/409,-200969/7362)
(324/409,195137/7362)
#
# (a,b,c,d) = (-1151,0,1,0) and D = -4604:
#
(4/145,1767/290)
(4/145,-1767/290)
#
# (a,b,c,d) = (-1150,1,1,0) and D = -4601:
#
#
# (a,b,c,d) = (-1150,0,1,0) and D = -4600:
#
(-4/15,53/6)
(-4/15,-53/6)
#
# (a,b,c,d) = (-9,2,5,0) and D = -4600:
#
(-4/3,61/30)
(-4/3,-3/2)
#
# (a,b,c,d) = (1,7,1,-4) and D = -4597:
#
(3/5,7/20)
(229/163,342/163)
(-1,1)
(12352947/10003510,-57582457/40014040)
(-30,67/2)
(6/7,1/14)
(43/71,-61/71)
(-451/515,414/515)
(1,0)
(-157/43,175/43)
#
# (a,b,c,d) = (-1149,1,1,0) and D = -4597:
#
(-1/9,7/3)
(-1/9,-20/9)
(-169/771,-70238/10023)
(-625/4941,-130709/41175)
(-10404/104807,12488401/10690314)
(261121/3525537,-8084319802/1801549407)
(-169/771,24145/3341)
(-1/3,-11)
(1/93,-898/93)
(-5184/50927,5480441/3666744)
(-1/3,34/3)
(-625/4941,407752/123525)
(1/93,299/31)
(36/5617,420931/33702)
(1/1791,-75796/1791)
(1/1791,25265/597)
(-10404/104807,-11427193/10690314)
(36/5617,-421147/33702)
(-5184/50927,-5107193/3666744)
(261121/3525537,2650295657/600516469)
#
# (a,b,c,d) = (1,4,-6,-6) and D = -4596:
#
(5,-1)
(146729/6791789,-3788505/6791789)
(-53/71,61/71)
(30835/22899,-3904/22899)
(-643/749,-468/749)
(-57269/22967,12181/22967)
(179/199,65/199)
(-113/91,153/91)
(37/21,-52/21)
(7/51,-31/51)
(1,0)
(-7/9,4/9)
#
# (a,b,c,d) = (-1149,0,1,0) and D = -4596:
#
(169/2419,-140360/31447)
(-18496/121847,-73900571/16571192)
(-302203456/940870175,-175723414582703/16356087122200)
(-18496/121847,73900571/16571192)
(576/8833,-953281/211992)
(16/25,2173/100)
(16/25,-2173/100)
(576/8833,953281/211992)
(-2601/21197,3270176/1081047)
(4096/46585,13418483/2981440)
(169/2419,140360/31447)
(-302203456/940870175,175723414582703/16356087122200)
(-1/5,32/5)
(322624/3023545,-8137872301/1717373560)
(25/2611,-133484/13055)
(441/1555,-319852/32655)
(-16/167,221/668)
(1/43,284/43)
(441/1555,319852/32655)
(-16/167,-221/668)
(4096/46585,-13418483/2981440)
(-2601/21197,-3270176/1081047)
(25/2611,133484/13055)
(1/43,-284/43)
(-1/5,-32/5)
(322624/3023545,8137872301/1717373560)
#
# (a,b,c,d) = (-1148,1,1,0) and D = -4593:
#
#
# (a,b,c,d) = (-143,2,2,0) and D = -4592:
#
(-8/31,-193/124)
(-8/31,225/124)
(1,-9)
(9/197,-1982/591)
(9/197,1955/591)
(4418/33077,6761119/3109238)
(1,8)
(-578/1147,171693/38998)
(-578/1147,-152041/38998)
(4418/33077,-652401/282658)
(169/541,-21726/7033)
(169/541,19529/7033)
#
# (a,b,c,d) = (-1148,0,1,0) and D = -4592:
#
(1/2,-17)
(1/2,17)
(9/394,3937/591)
(2209/33077,-6968765/1554619)
(169/1082,41255/7033)
(9/394,-3937/591)
(2209/33077,6968765/1554619)
(169/1082,-41255/7033)
(-4/31,-209/62)
(-289/1147,-161867/19499)
(-4/31,209/62)
(-289/1147,161867/19499)
#
# (a,b,c,d) = (-1147,1,1,0) and D = -4589:
#
(1/185,68/5)
(1/185,-2517/185)
#
# (a,b,c,d) = (-1147,0,1,0) and D = -4588:
#
#
# (a,b,c,d) = (-1146,1,1,0) and D = -4585:
#
(-1/6,31/6)
(3721/56316,-15529747/3435276)
(-1/6,-5)
(3721/56316,2550461/572546)
#
# (a,b,c,d) = (-1146,0,1,0) and D = -4584:
#
#
# (a,b,c,d) = (-1145,1,1,0) and D = -4581:
#
(1/25,-26/5)
(1/25,129/25)
(67081/161575,116570296/8369585)
(67081/161575,-600225459/41847925)
#
# (a,b,c,d) = (-1145,0,1,0) and D = -4580:
#
#
# (a,b,c,d) = (-143,1,2,0) and D = -4580:
#
#
# (a,b,c,d) = (-1144,1,1,0) and D = -4577:
#
(1/52,-29/4)
(63001/759512,64856041/14664424)
(63001/759512,-107367723/23829689)
(1/52,94/13)
#
# (a,b,c,d) = (-1144,0,1,0) and D = -4576:
#
(4/705,18721/1410)
(4/705,-18721/1410)
(-1/10,6/5)
(-1/10,-6/5)
#
# (a,b,c,d) = (-143,0,2,0) and D = -4576:
#
(-1/5,-3/5)
(8/705,18721/2820)
(8/705,-18721/2820)
(-1/5,3/5)
#
# (a,b,c,d) = (-1143,1,1,0) and D = -4573:
#
#
# (a,b,c,d) = (-1143,0,1,0) and D = -4572:
#
(1/117,-422/39)
(1/21,-34/7)
(1/117,422/39)
(55225/358189,488329262/84174415)
(16/1041,-11219/1388)
(55225/358189,-488329262/84174415)
(1/21,34/7)
(16/1041,11219/1388)
(4624/273,3543469/6188)
(4624/273,-3543469/6188)
#
# (a,b,c,d) = (-42,2,3,0) and D = -4572:
#
(16/347,11155/4164)
(1/39,-47/13)
(16/347,-3761/1388)
(4624/91,-1285967/6188)
(165675/358189,-527262887/252523245)
(1/7,-5/3)
(1/7,11/7)
(4624/91,461291/2652)
(1/39,421/117)
(165675/358189,449395637/252523245)
#
# (a,b,c,d) = (-1142,1,1,0) and D = -4569:
#
#
# (a,b,c,d) = (-1142,0,1,0) and D = -4568:
#
(9/43,-955/129)
(9/43,955/129)
#
# (a,b,c,d) = (-1141,1,1,0) and D = -4565:
#
#
# (a,b,c,d) = (-1141,0,1,0) and D = -4564:
#
#
# (a,b,c,d) = (-1140,1,1,0) and D = -4561:
#
(1/18,-14/3)
(-27889/59220,-12856741/824145)
(1/18,83/18)
(-27889/59220,31787671/1977948)
#
# (a,b,c,d) = (-1140,0,1,0) and D = -4560:
#
(-9/59,791/177)
(-9/59,-791/177)
#
# (a,b,c,d) = (-142,2,2,0) and D = -4560:
#
(-18/59,845/354)
(-18/59,-737/354)
#
# (a,b,c,d) = (-1139,1,1,0) and D = -4557:
#
(1/7,38/7)
(-121/1253,7809/13783)
(-121/1253,-6478/13783)
(1/7,-39/7)
#
# (a,b,c,d) = (-3,3,7,0) and D = -4557:
#
(-121/179,976/13783)
(1,4/7)
(1,-1)
(-121/179,431/1969)
#
# (a,b,c,d) = (-1139,0,1,0) and D = -4556:
#
(-121/1075,-27848/11825)
(9/157,2168/471)
(-121/1075,27848/11825)
(9/157,-2168/471)
#
# (a,b,c,d) = (-1138,1,1,0) and D = -4553:
#
(-81/458,-22193/4122)
(-81/458,11461/2061)
#
# (a,b,c,d) = (-1138,0,1,0) and D = -4552:
#
#
# (a,b,c,d) = (-1137,1,1,0) and D = -4549:
#
(-25/79,-4094/395)
(191961025/1252143759,98708274357152/17348451780945)
(-25/79,4219/395)
(191961025/1252143759,-33789298119509/5782817260315)
#
# (a,b,c,d) = (-1137,0,1,0) and D = -4548:
#
(-9/89,352/267)
(-9/89,-352/267)
(1/58,443/58)
(121/34,44881/374)
(289/122362,-42802891/2080154)
(-1/8,25/8)
(121/34,-44881/374)
(-1/8,-25/8)
(-373321/1115336,-7600642499/681470296)
(-373321/1115336,7600642499/681470296)
(289/122362,42802891/2080154)
(1/58,-443/58)
#
# (a,b,c,d) = (-142,1,2,0) and D = -4548:
#
(121/17,21775/374)
(289/61181,-10701951/1040077)
(-373321/557668,3914370815/681470296)
(289/61181,21398989/2080154)
(-1/4,13/8)
(-373321/557668,-921567921/170367574)
(-18/89,-325/534)
(-1/4,-3/2)
(1/29,221/58)
(-18/89,379/534)
(1/29,-111/29)
(121/17,-11553/187)
#
# (a,b,c,d) = (-42,1,3,0) and D = -4545:
#
#
# (a,b,c,d) = (-1136,1,1,0) and D = -4545:
#
#
# (a,b,c,d) = (-1136,0,1,0) and D = -4544:
#
(-4/7,269/14)
(-4/7,-269/14)
#
# (a,b,c,d) = (-142,0,2,0) and D = -4544:
#
(-8/7,269/28)
(-8/7,-269/28)
#
# (a,b,c,d) = (-1135,1,1,0) and D = -4541:
#
(1/5,7)
(-5041/44785,-1455527/635947)
(1/5,-36/5)
(-5041/44785,7635546/3179735)
#
# (a,b,c,d) = (-1135,0,1,0) and D = -4540:
#
(-4/31,-207/62)
(-4/31,207/62)
#
# (a,b,c,d) = (-1134,1,1,0) and D = -4537:
#
(625/3696,-41429/6600)
(-9/92,-103/138)
(1/12,53/12)
(64/153,1899/136)
(625/3696,188127/30800)
(64/153,-17603/1224)
(-9/92,233/276)
(1/12,-9/2)
#
# (a,b,c,d) = (-1134,0,1,0) and D = -4536:
#
#
# (a,b,c,d) = (-42,0,3,0) and D = -4536:
#
#
# (a,b,c,d) = (-1133,1,1,0) and D = -4533:
#
#
# (a,b,c,d) = (-1133,0,1,0) and D = -4532:
#
#
# (a,b,c,d) = (-1132,1,1,0) and D = -4529:
#
(-81/356,-5807/801)
(529/100580,-7976751/578335)
(-81/356,23957/3204)
(-1/10,6/5)
(4/113,1227/226)
(-1/10,-11/10)
(529/100580,31894837/2313340)
(289/128,162867/2176)
(289/128,-41945/544)
(4/113,-1235/226)
#
# (a,b,c,d) = (-1132,0,1,0) and D = -4528:
#
#
# (a,b,c,d) = (-141,2,2,0) and D = -4528:
#
#
# (a,b,c,d) = (-9,1,5,0) and D = -4525:
#
#
# (a,b,c,d) = (-1131,1,1,0) and D = -4525:
#
#
# (a,b,c,d) = (-1131,0,1,0) and D = -4524:
#
#
# (a,b,c,d) = (-1130,1,1,0) and D = -4521:
#
(-1/2,-33/2)
(4489/18100,-5275439/606350)
(-1/2,17)
(4489/18100,2050023/242540)
#
# (a,b,c,d) = (-1130,0,1,0) and D = -4520:
#
#
# (a,b,c,d) = (-1129,1,1,0) and D = -4517:
#
(1/203,2892/203)
(1/203,-2893/203)
#
# (a,b,c,d) = (-141,1,2,0) and D = -4516:
#
(-2/9,-19/18)
(8/105,367/140)
(2/3,-35/6)
(8/105,-1117/420)
(72/265,8227/3180)
(3200/87849,26062507/7027920)
(2/3,11/2)
(-2/9,7/6)
(3200/87849,-8730169/2342640)
(72/265,-8659/3180)
#
# (a,b,c,d) = (-1129,0,1,0) and D = -4516:
#
(1/3,-34/3)
(-1/9,-20/9)
(36/265,8443/1590)
(4/105,-1109/210)
(-1/9,20/9)
(1/3,34/3)
(1600/87849,-26126507/3513960)
(4/105,1109/210)
(36/265,-8443/1590)
(1600/87849,26126507/3513960)
#
# (a,b,c,d) = (-1128,1,1,0) and D = -4513:
#
(1/8,5)
(1/8,-41/8)
(-729/7568,8785/25542)
(-729/7568,-50597/204336)
#
# (a,b,c,d) = (-1128,0,1,0) and D = -4512:
#
(-4/23,245/46)
(-4/23,-245/46)
#
# (a,b,c,d) = (-141,0,2,0) and D = -4512:
#
(-8/23,-245/92)
(-8/23,245/92)
#
# (a,b,c,d) = (-41,3,3,0) and D = -4509:
#
#
# (a,b,c,d) = (-1127,1,1,0) and D = -4509:
#
#
# (a,b,c,d) = (-2,6,7,0) and D = -4508:
#
(64/191,5867/10696)
(-1,1)
(-1,-1/7)
(64/191,-1277/1528)
#
# (a,b,c,d) = (-1127,0,1,0) and D = -4508:
#
(64/1337,-7403/1528)
(64/1337,7403/1528)
(-1/7,4)
(-1/7,-4)
#
# (a,b,c,d) = (-1126,1,1,0) and D = -4505:
#
(1/4,-35/4)
(-529/3976,-158103/45724)
(-529/3976,328373/91448)
(1/4,17/2)
#
# (a,b,c,d) = (-1126,0,1,0) and D = -4504:
#
#
# (a,b,c,d) = (-1125,1,1,0) and D = -4501:
#
#
# (a,b,c,d) = (-9,0,5,0) and D = -4500:
#
#
# (a,b,c,d) = (-1125,0,1,0) and D = -4500:
#
#
# (a,b,c,d) = (-1124,1,1,0) and D = -4497:
#
(1/22,54/11)
(961/1492,985653/46252)
(1/22,-109/22)
(961/1492,-253861/11563)
#
# (a,b,c,d) = (-140,2,2,0) and D = -4496:
#
#
# (a,b,c,d) = (-17,3,4,0) and D = -4496:
#
#
# (a,b,c,d) = (-1124,0,1,0) and D = -4496:
#
#
# (a,b,c,d) = (1,5,-5,-4) and D = -4493:
#
(1,0)
(-233/367,360/367)
(-1/3,-7/12)
(304523/229041,-127699/916164)
(-213/371,247/371)
#
# (a,b,c,d) = (-1123,1,1,0) and D = -4493:
#
(4489/8987,9965607/602129)
(-14400/57311,-55401137/6877320)
(4489/8987,-10266370/602129)
(-1,34)
(-1,-33)
(-14400/57311,57129137/6877320)
#
# (a,b,c,d) = (-1123,0,1,0) and D = -4492:
#
#
# (a,b,c,d) = (3,2,-7,-3) and D = -4489:
#
(8/9,-1/3)
(-1/3,-5/9)
(-5/9,8/9)
#
# (a,b,c,d) = (-1122,1,1,0) and D = -4489:
#
(28654609/107078328,5179915016345/573190289784)
(1459264/474495273,-3445646354489/191063429928)
(-1750329/6466424,-74654822899/8555078952)
(28654609/107078328,-888883856387/95531714964)
(-1750329/6466424,38485254083/4277539476)
(1459264/474495273,10335176272555/573190289784)
#
# (a,b,c,d) = (0,1,67,0) and D = -4489:
#
(28654609/1598184,-1750329/6466424)
(1459264/7082019,-1750329/6466424)
(1459264/7082019,28654609/107078328)
(-117272043/6466424,28654609/107078328)
(-117272043/6466424,1459264/474495273)
(28654609/1598184,1459264/474495273)
#
# (a,b,c,d) = (-1122,0,1,0) and D = -4488:
#
#
# (a,b,c,d) = (-1121,1,1,0) and D = -4485:
#
(1,-34)
(1,33)
#
# (a,b,c,d) = (-140,1,2,0) and D = -4484:
#
(121/12460,56183/7832)
(-1/5,-1/2)
(-1/5,3/5)
(121/12460,-245967/34265)
#
# (a,b,c,d) = (-1121,0,1,0) and D = -4484:
#
(121/24920,3934141/274120)
(121/24920,-3934141/274120)
(-1/10,11/10)
(-1/10,-11/10)
#
# (a,b,c,d) = (-1120,1,1,0) and D = -4481:
#
(-64/583,10029/4664)
(361/131318,-47590771/2495042)
(106929/12302500,6164186351/574702500)
(9/112,211/48)
(9/112,-94/21)
(-64/583,-9517/4664)
(-36481/19240,-28714548/459355)
(-441/3170,129028/33285)
(-441/3170,-49759/13314)
(-1/4,-8)
(1849/64454,-16618171/2771522)
(-36481/19240,47336851/734968)
(1/20,19/4)
(106929/12302500,-2159213512/201145875)
(-729/2366,47036/4563)
(1849/64454,8269332/1385761)
(-729/2366,-638821/63882)
(-79977249/574377440,-120173373769/32104109037)
(-1/4,33/4)
(-79977249/574377440,2848996620121/733808206560)
(361/131318,23791956/1247521)
(1/20,-24/5)
#
# (a,b,c,d) = (2,3,-7,-2) and D = -4481:
#
(5345/6946,3331/13892)
(-1,1/2)
(3/2,-23/4)
(-8207/24104,-7225/12052)
(-575/554,1091/277)
(-5/9,-11/18)
(66091/71238,17905/35619)
(3/2,-1/2)
(-281/576,347/576)
(7517/2298,-28751/2298)
(3/2,1)
(167/48,-31/24)
#
# (a,b,c,d) = (-1120,0,1,0) and D = -4480:
#
(1/9,43/9)
(1/9,-43/9)
#
# (a,b,c,d) = (-140,0,2,0) and D = -4480:
#
(2/9,-43/18)
(2/9,43/18)
#
# (a,b,c,d) = (-1119,1,1,0) and D = -4477:
#
(-4/7,-263/14)
(151321/1123221,-2330569724/436932969)
(1/33,64/11)
(-9/77,-586/231)
(1/77,-677/77)
(1/11,-50/11)
(-4/7,271/14)
(-289/2211,43255/12529)
(-9/77,613/231)
(1/11,49/11)
(1/77,676/77)
(151321/1123221,757235285/145644323)
(4/9,-91/6)
(-289/2211,-124852/37587)
(1681/31647,-6118214/1297527)
(-256/127,139073/2032)
(1225/7359,1545727/257565)
(1681/31647,2016431/432509)
(-256/127,-134977/2032)
(4/9,265/18)
(1225/7359,-529534/85855)
(1/33,-193/33)
#
# (a,b,c,d) = (1,9,11,0) and D = -4477:
#
(-289/201,10535/37587)
(-2816/127,65727/22352)
(1/7,57/77)
(151321/102111,-5063006/39721179)
(-44/7,663/154)
(1/3,-2/3)
(1225/669,-335407/257565)
(1681/2877,22084/117957)
(1225/669,-4588/23415)
(-44/7,129/154)
(-2816/127,339777/22352)
(1681/2877,-863213/1297527)
(-9/7,16/21)
(1/7,-6/7)
(-9/7,67/231)
(44/9,-127/198)
(1,-9/11)
(151321/102111,-474081755/436932969)
(1,0)
(-289/201,3062/3417)
(1/3,13/33)
(44/9,-665/198)
#
# (a,b,c,d) = (-1119,0,1,0) and D = -4476:
#
#
# (a,b,c,d) = (-1118,1,1,0) and D = -4473:
#
(-81/692,16579/6228)
(-81/692,-7925/3114)
#
# (a,b,c,d) = (-1118,0,1,0) and D = -4472:
#
(9/139,-1871/417)
(9/139,1871/417)
#
# (a,b,c,d) = (-1117,1,1,0) and D = -4469:
#
(441/5035,-477352/105735)
(-1/5,-31/5)
(441/5035,468091/105735)
(-1/5,32/5)
#
# (a,b,c,d) = (-1117,0,1,0) and D = -4468:
#
#
# (a,b,c,d) = (-1116,1,1,0) and D = -4465:
#
(70756/18187089,-25857735825/1612588558)
(1/6,6)
(1/6,-37/6)
(70756/18187089,77554386379/4837765674)
#
# (a,b,c,d) = (-139,2,2,0) and D = -4464:
#
(1/225,-2387/225)
(169/2529,-92882/32877)
(50/381,8279/3810)
(50/381,-8779/3810)
(968/2985,-412613/131340)
(1/225,2386/225)
(5062562/284737725,-4814651483501/906035440950)
(1/5,-12/5)
(1/5,11/5)
(-1/3,8/3)
(32/297,-5675/2376)
(32/297,5419/2376)
(-2/3,-31/6)
(-17161/62115,16377967/8137065)
(968/2985,370021/131340)
(-17161/62115,-14129876/8137065)
(169/2529,90685/32877)
(-1/3,-7/3)
(-2/3,35/6)
(5062562/284737725,4798542411217/906035440950)
#
# (a,b,c,d) = (-41,2,3,0) and D = -4464:
#
(16/99,595/396)
(1/150,3181/450)
(-17161/41410,22586653/16274130)
(2531281/94912575,-1606226250524/453017720475)
(-1/2,-3/2)
(-1,-10/3)
(2531281/94912575,532723904794/151005906825)
(3/10,43/30)
(1/150,-1061/150)
(484/995,119791/65670)
(169/1686,120181/65754)
(25/127,-2968/1905)
(16/99,-1913/1188)
(3/10,-49/30)
(-1/2,11/6)
(-1,4)
(25/127,906/635)
(169/1686,-41525/21918)
(-17161/41410,-147077/132310)
(484/995,-47029/21890)
#
# (a,b,c,d) = (-5,2,6,0) and D = -4464:
#
(169/843,9832/10959)
(5062562/94912575,1594144446311/906035440950)
(-1,1)
(968/995,-30347/26268)
(-17161/20705,2069562/2712355)
(50/127,2593/3810)
(3/5,-13/15)
(3/5,2/3)
(50/127,-1031/1270)
(1/75,-796/225)
(-1,-2/3)
(32/99,-659/792)
(-2,13/6)
(32/99,1721/2376)
(1/75,53/15)
(5062562/94912575,-107350234573/60402362730)
(968/995,36381/43780)
(-17161/20705,-792119/1627413)
(169/843,-31693/32877)
(-2,-3/2)
#
# (a,b,c,d) = (-1116,0,1,0) and D = -4464:
#
(484/2985,-130439/21890)
(2531281/284737725,-1602198982453/151005906825)
(1/450,-1591/75)
(16/297,-1849/396)
(-17161/124230,-10169281/2712355)
(16/297,1849/396)
(-1/6,-5)
(2531281/284737725,1602198982453/151005906825)
(-1/6,5)
(169/5058,61189/10959)
(484/2985,130439/21890)
(-1/3,-11)
(169/5058,-61189/10959)
(-17161/124230,10169281/2712355)
(1/450,1591/75)
(1/10,23/5)
(-1/3,11)
(1/10,-23/5)
(25/381,-2843/635)
(25/381,2843/635)
#
# (a,b,c,d) = (-1115,1,1,0) and D = -4461:
#
#
# (a,b,c,d) = (-1115,0,1,0) and D = -4460:
#
#
# (a,b,c,d) = (-1114,1,1,0) and D = -4457:
#
(1/2,-17)
(-4489/17812,4952231/596702)
(1/2,33/2)
(9/304,5363/912)
(-121/1042,29693/11462)
(-4489/17812,-9603699/1193404)
(-121/1042,-14181/5731)
(9/304,-2695/456)
#
# (a,b,c,d) = (-1114,0,1,0) and D = -4456:
#
(-169/753,70357/9789)
(-17956/83055,-76657657/11129370)
(1/15,-67/15)
(36/553,14869/3318)
(1/15,67/15)
(36/553,-14869/3318)
(-169/753,-70357/9789)
(-17956/83055,76657657/11129370)
#
# (a,b,c,d) = (-1113,1,1,0) and D = -4453:
#
(9/1057,-34390/3171)
(9/1057,4909/453)
#
# (a,b,c,d) = (-1113,0,1,0) and D = -4452:
#
(-9/62,-757/186)
(-9/62,757/186)
#
# (a,b,c,d) = (-139,1,2,0) and D = -4452:
#
(-9/31,196/93)
(-9/31,-365/186)
#
# (a,b,c,d) = (-1112,1,1,0) and D = -4449:
#
(-1/8,25/8)
(-1/8,-3)
#
# (a,b,c,d) = (-139,0,2,0) and D = -4448:
#
#
# (a,b,c,d) = (-1112,0,1,0) and D = -4448:
#
#
# (a,b,c,d) = (-1111,1,1,0) and D = -4445:
#
#
# (a,b,c,d) = (-1111,0,1,0) and D = -4444:
#
#
# (a,b,c,d) = (-1110,1,1,0) and D = -4441:
#
(49/10980,115043/7686)
(-1/10,11/10)
(49/10980,-383591/25620)
(-1/10,-1)
#
# (a,b,c,d) = (-1110,0,1,0) and D = -4440:
#
#
# (a,b,c,d) = (-41,1,3,0) and D = -4437:
#
(4/11,-113/66)
(3/13,56/39)
(-1/3,-2/3)
(529/403,43239/9269)
(169/3201,-315727/124839)
(4/11,35/22)
(169/3201,104510/41613)
(-121/41,5145/451)
(-1/3,7/9)
(-121/41,-344/33)
(3/13,-59/39)
(529/403,-141884/27807)
#
# (a,b,c,d) = (-1109,1,1,0) and D = -4437:
#
(-1/9,-19/9)
(529/1209,401318/27807)
(1/13,57/13)
(169/9603,942787/124839)
(529/1209,-413485/27807)
(-1/9,20/9)
(169/9603,-944984/124839)
(1/13,-58/13)
(4/33,-331/66)
(4/33,323/66)
(-121/123,44974/1353)
(-121/123,-43643/1353)
#
# (a,b,c,d) = (-1109,0,1,0) and D = -4436:
#
#
# (a,b,c,d) = (-1108,1,1,0) and D = -4433:
#
#
# (a,b,c,d) = (-138,2,2,0) and D = -4432:
#
#
# (a,b,c,d) = (-1108,0,1,0) and D = -4432:
#
#
# (a,b,c,d) = (-1107,1,1,0) and D = -4429:
#
#
# (a,b,c,d) = (-41,0,3,0) and D = -4428:
#
#
# (a,b,c,d) = (-1107,0,1,0) and D = -4428:
#
#
# (a,b,c,d) = (-1106,1,1,0) and D = -4425:
#
(-9/14,65/3)
(-9/14,-883/42)
#
# (a,b,c,d) = (-1106,0,1,0) and D = -4424:
#
(1/239,3695/239)
(1/239,-3695/239)
#
# (a,b,c,d) = (-1105,1,1,0) and D = -4421:
#
#
# (a,b,c,d) = (-1105,0,1,0) and D = -4420:
#
#
# (a,b,c,d) = (-138,1,2,0) and D = -4420:
#
#
# (a,b,c,d) = (-1104,1,1,0) and D = -4417:
#
(1225/22794,-1873036/398895)
(1225/22794,1234399/265930)
#
# (a,b,c,d) = (-17,2,4,0) and D = -4416:
#
#
# (a,b,c,d) = (-1104,0,1,0) and D = -4416:
#
#
# (a,b,c,d) = (-138,0,2,0) and D = -4416:
#
#
# (a,b,c,d) = (-1103,1,1,0) and D = -4413:
#
(1/37,-228/37)
(207025/1547599,-3720745757/704157545)
(207025/1547599,3626549382/704157545)
(1/37,227/37)
#
# (a,b,c,d) = (-1103,0,1,0) and D = -4412:
#
(396806400/821478889,-263569726242037/16363859468880)
(-81796/321727,-755201855/92013922)
(9/217,-3320/651)
(276676/33577313,194626901135/17661666638)
(276676/33577313,-194626901135/17661666638)
(-81796/321727,755201855/92013922)
(396806400/821478889,263569726242037/16363859468880)
(9/217,3320/651)
#
# (a,b,c,d) = (-1102,1,1,0) and D = -4409:
#
(-8649/89252,-1071145/8300436)
(-8649/89252,937751/4150218)
#
# (a,b,c,d) = (1,1,-10,-3) and D = -4409:
#
(1,0)
(-82/11,279/11)
#
# (a,b,c,d) = (-1102,0,1,0) and D = -4408:
#
(-9/53,-809/159)
(-9/53,809/159)
#
# (a,b,c,d) = (-1101,1,1,0) and D = -4405:
#
(49/501,5269/1169)
(49/501,-16150/3507)
#
# (a,b,c,d) = (-1101,0,1,0) and D = -4404:
#
(-8649/89117,2140856/8287881)
(1/7,-38/7)
(196/1465,-106931/20510)
(1/7,38/7)
(1/26299,4264900/26299)
(196/1465,106931/20510)
(-8649/89117,-2140856/8287881)
(3526884/23054185,-246078686123/43295759430)
(1/26299,-4264900/26299)
(3526884/23054185,246078686123/43295759430)
#
# (a,b,c,d) = (1,1,-10,-4) and D = -4404:
#
(21345/21452,397/21452)
(-1699/1614,-751/1614)
(-3/2,1/2)
(-43/27,14/27)
(109/16,-279/16)
(1,0)
#
# (a,b,c,d) = (-40,3,3,0) and D = -4401:
#
#
# (a,b,c,d) = (-1100,1,1,0) and D = -4401:
#
#
# (a,b,c,d) = (-137,2,2,0) and D = -4400:
#
(-2601/9937,-781693/506787)
(182329/291475,-693982434/124459825)
(5929/75895,-15489609/5843915)
(9/35,-281/105)
(-1/5,-2/5)
(72/25,6733/300)
(72/25,-7597/300)
(5929/75895,15033076/5843915)
(2/5,-37/10)
(2/245,3833/490)
(-392/1735,60803/48580)
(-2601/9937,914344/506787)
(-206082/1062635,125444087/682211670)
(-392/1735,-49827/48580)
(182329/291475,616127951/124459825)
(1/7,15/7)
(-206082/1062635,6860557/682211670)
(-1/5,3/5)
(2/245,-3837/490)
(1/7,-16/7)
(9/35,254/105)
(2/5,33/10)
#
# (a,b,c,d) = (-1100,0,1,0) and D = -4400:
#
(1/5,7)
(9/70,107/21)
(1/14,-31/7)
(5929/151790,-6104537/1168783)
(-1/10,1)
(-1/10,-1)
(182329/582950,-262022077/24891965)
(182329/582950,262022077/24891965)
(1/245,-767/49)
(-196/1735,-11063/4858)
(-103041/1062635,-11858353/68221167)
(36/25,-1433/30)
(5929/151790,6104537/1168783)
(36/25,1433/30)
(1/14,31/7)
(9/70,-107/21)
(-103041/1062635,11858353/68221167)
(-196/1735,11063/4858)
(1/5,-7)
(-2601/19874,1696037/506787)
(1/245,767/49)
(-2601/19874,-1696037/506787)
#
# (a,b,c,d) = (-8,4,5,0) and D = -4400:
#
(-13005/19874,2359292/2533935)
(-13005/19874,-1032782/2533935)
(1,-9/5)
(5/14,26/35)
(36/5,-373/30)
(5/14,-36/35)
(1/49,153/49)
(5929/30358,5648004/5843915)
(9/14,-134/105)
(-103041/212527,54293969/341105835)
(182329/116590,184167594/124459825)
(-1/2,2/5)
(-103041/212527,15602135/68221167)
(1,1)
(1/49,-769/245)
(9/14,16/21)
(-1/2,0)
(36/5,1001/150)
(5929/30358,-1312214/1168783)
(-196/347,16551/24290)
(-196/347,-1115/4858)
(182329/116590,-67975312/24891965)
#
# (a,b,c,d) = (-1,2,10,0) and D = -4400:
#
(-1,0)
(5929/15179,2824002/5843915)
(2/49,-769/490)
(9/7,-67/105)
(2,-9/10)
(-392/347,16551/48580)
(182329/58295,-33987656/24891965)
(182329/58295,92083797/124459825)
(2/49,153/98)
(5/7,13/35)
(72/5,-373/60)
(-206082/212527,54293969/682211670)
(-13005/9937,-516391/2533935)
(2,1/2)
(9/7,8/21)
(-206082/212527,15602135/136442334)
(72/5,1001/300)
(5/7,-18/35)
(-1,1/5)
(-392/347,-1115/9716)
(-13005/9937,1179646/2533935)
(5929/15179,-656107/1168783)
#
# (a,b,c,d) = (-1099,1,1,0) and D = -4397:
#
(-1/7,-27/7)
(-1/7,4)
#
# (a,b,c,d) = (-1099,0,1,0) and D = -4396:
#
(25/981,31004/4905)
(25/981,-31004/4905)
#
# (a,b,c,d) = (-1098,1,1,0) and D = -4393:
#
#
# (a,b,c,d) = (-1098,0,1,0) and D = -4392:
#
#
# (a,b,c,d) = (-1097,1,1,0) and D = -4389:
#
(4,261/2)
(4,-269/2)
(4/25,-297/50)
(4/25,289/50)
#
# (a,b,c,d) = (-1097,0,1,0) and D = -4388:
#
(4489/28832,-11099569/1931744)
(-1/2,-33/2)
(4/41,-373/82)
(-9/92,145/276)
(1/34,201/34)
(-1/2,33/2)
(121/488,-45383/5368)
(4/41,373/82)
(-9/92,-145/276)
(121/488,45383/5368)
(1/34,-201/34)
(4489/28832,11099569/1931744)
#
# (a,b,c,d) = (-137,1,2,0) and D = -4388:
#
(4489/14416,5399403/1931744)
(-9/46,-59/276)
(121/244,11013/2684)
(1/17,50/17)
(121/244,-23357/5368)
(4489/14416,-2850083/965872)
(-1,17/2)
(8/41,365/164)
(8/41,-381/164)
(1/17,-101/34)
(-1,-8)
(-9/46,43/138)
#
# (a,b,c,d) = (-1096,1,1,0) and D = -4385:
#
#
# (a,b,c,d) = (-137,0,2,0) and D = -4384:
#
#
# (a,b,c,d) = (-1096,0,1,0) and D = -4384:
#
#
# (a,b,c,d) = (-1095,1,1,0) and D = -4381:
#
(1/3,-34/3)
(1/3,11)
#
# (a,b,c,d) = (-1095,0,1,0) and D = -4380:
#
#
# (a,b,c,d) = (-1094,1,1,0) and D = -4377:
#
(1/952,-14687/476)
(1/952,29373/952)
#
# (a,b,c,d) = (-1094,0,1,0) and D = -4376:
#
#
# (a,b,c,d) = (-1093,1,1,0) and D = -4373:
#
(1/17,-78/17)
(1/17,77/17)
#
# (a,b,c,d) = (-1093,0,1,0) and D = -4372:
#
#
# (a,b,c,d) = (-1092,1,1,0) and D = -4369:
#
(-25/36,349/15)
(-25/36,-4063/180)
#
# (a,b,c,d) = (-17,1,4,0) and D = -4368:
#
(1,2)
(-9/17,11/12)
(1225/7939,-1479851/1111460)
(-9/17,-40/51)
(16/121,1341/968)
(169/172,4401/2236)
(-289/542,-7333/9214)
(1225/7939,21132/16345)
(16/121,-1373/968)
(1,-9/4)
(-289/542,34245/36856)
(169/172,-19801/8944)
#
# (a,b,c,d) = (-1092,0,1,0) and D = -4368:
#
(169/688,-37405/4472)
(1225/31756,2916827/555730)
(-9/68,347/102)
(169/688,37405/4472)
(4/121,1357/242)
(1/4,-17/2)
(1/4,17/2)
(4/121,-1357/242)
(-289/2168,63577/18428)
(-9/68,-347/102)
(-289/2168,-63577/18428)
(1225/31756,-2916827/555730)
#
# (a,b,c,d) = (-136,2,2,0) and D = -4368:
#
(-289/1084,34245/18428)
(8/121,-1373/484)
(1/2,-9/2)
(169/344,-19801/4472)
(1225/15878,-1479851/555730)
(1225/15878,42264/16345)
(1/2,4)
(169/344,4401/1118)
(-9/34,-80/51)
(-289/1084,-7333/4607)
(-9/34,11/6)
(8/121,1341/484)
#
# (a,b,c,d) = (-1091,1,1,0) and D = -4365:
#
(4/49,-437/98)
(4/49,429/98)
(-2999824/21612479,141750253185/37432813628)
(-2999824/21612479,-136554558017/37432813628)
#
# (a,b,c,d) = (2,2,-9,2) and D = -4364:
#
(1,1/2)
(-1763/4606,-8711/9212)
#
# (a,b,c,d) = (-1091,0,1,0) and D = -4364:
#
#
# (a,b,c,d) = (-1090,1,1,0) and D = -4361:
#
(-1/10,-9/10)
(-1/10,1)
#
# (a,b,c,d) = (-1090,0,1,0) and D = -4360:
#
(-1/9,-19/9)
(-1,33)
(16/209,3687/836)
(100/801,-40049/8010)
(4/209,3033/418)
(16/209,-3687/836)
(49/639,19727/4473)
(484/969,352837/21318)
(2809/164951,67173531/8742403)
(2809/164951,-67173531/8742403)
(-289/1849,-141381/31433)
(-1,-33)
(-7396/66511,12114153/5719946)
(-7396/66511,-12114153/5719946)
(100/801,40049/8010)
(-289/1849,141381/31433)
(-1/9,19/9)
(4/209,-3033/418)
(49/639,-19727/4473)
(484/969,-352837/21318)
#
# (a,b,c,d) = (1,1,-10,-2) and D = -4360:
#
(43/25,14/25)
(-545/163,-196/163)
(29/5,-8/5)
(3/14,-19/14)
(206907/185761,-25802/185761)
(-94513/32651,26788/32651)
(-9743/15922,-7105/15922)
(-29/80,133/80)
(-1/2,1/2)
(-785/2164,-1063/2164)
(-253/76,-91/76)
(-4048033/2792797,-1619410/2792797)
(1,0)
(-55/38,279/38)
(-1/152,-119/152)
(-29155531/43930850,-19535013/43930850)
#
# (a,b,c,d) = (-1089,1,1,0) and D = -4357:
#
#
# (a,b,c,d) = (0,3,22,0) and D = -4356:
#
#
# (a,b,c,d) = (-136,1,2,0) and D = -4356:
#
#
# (a,b,c,d) = (-1089,0,1,0) and D = -4356:
#
#
# (a,b,c,d) = (-4,5,6,0) and D = -4356:
#
#
# (a,b,c,d) = (16,65,66,0) and D = -4356:
#
#
# (a,b,c,d) = (0,2,33,0) and D = -4356:
#
#
# (a,b,c,d) = (2,23,66,0) and D = -4356:
#
#
# (a,b,c,d) = (0,6,11,0) and D = -4356:
#
#
# (a,b,c,d) = (3,20,33,0) and D = -4356:
#
#
# (a,b,c,d) = (7,43,66,0) and D = -4356:
#
#
# (a,b,c,d) = (-5,1,6,0) and D = -4356:
#
#
# (a,b,c,d) = (-40,2,3,0) and D = -4356:
#
#
# (a,b,c,d) = (0,1,66,0) and D = -4356:
#
#
# (a,b,c,d) = (4,19,22,0) and D = -4356:
#
#
# (a,b,c,d) = (-1088,1,1,0) and D = -4353:
#
#
# (a,b,c,d) = (-1088,0,1,0) and D = -4352:
#
(25/376,-1047/235)
(-3045025/13519456,-21008769241/2948931340)
(49/4888,42741/4277)
(1/208,-375/26)
(-121/1007,-30105/11077)
(2809/1528,613881/10123)
(-1/4,8)
(-25/256,-59/160)
(16/137,-2651/548)
(1/172,564/43)
(121/10561,-1086207/116171)
(78961/1574896,-263445999/55318222)
(-1/8,3)
(16/137,2651/548)
(1,-33)
(-25/256,59/160)
(1/16,9/2)
(-81/824,541/927)
(1,33)
(9/424,-1097/159)
(1/172,-564/43)
(-121/1007,30105/11077)
(1/208,375/26)
(25/76,-1044/95)
(-1/4,-8)
(1/8,-5)
(9/424,1097/159)
(529/3008,-54239/8648)
(-81/824,-541/927)
(1/32,-23/4)
(-9/32,109/12)
(121/10561,1086207/116171)
(1681/4336,-286401/22222)
(-1/8,-3)
(25/76,1044/95)
(-3045025/13519456,21008769241/2948931340)
(2809/1528,-613881/10123)
(1/16,-9/2)
(78961/1574896,263445999/55318222)
(1681/4336,286401/22222)
(1/32,23/4)
(49/4888,-42741/4277)
(25/376,1047/235)
(529/3008,54239/8648)
(1/8,5)
(-9/32,-109/12)
#
# (a,b,c,d) = (-16,4,4,0) and D = -4352:
#
(-3045025/3379864,-1961900077/1474465670)
(-9/8,-41/24)
(484/10561,-1096855/464684)
(25/94,461/470)
(-9/8,17/6)
(1/52,187/52)
(2809/382,116251/10123)
(1/4,1)
(1681/1084,-177661/44444)
(-484/1007,-19457/44308)
(1/43,281/86)
(49/1222,21199/8554)
(484/10561,1075559/464684)
(-81/206,47/927)
(-1/2,-1/2)
(-484/1007,40753/44308)
(64/137,2139/2192)
(25/94,-293/235)
(-1,-3/2)
(529/752,-33203/17296)
(-3045025/3379864,13161168933/5897862680)
(1/4,-5/4)
(9/106,-281/159)
(-25/64,33/320)
(1/8,11/8)
(1/43,-283/86)
(529/752,5259/4324)
(-81/206,635/1854)
(9/106,535/318)
(1/8,-3/2)
(64/137,-3163/2192)
(-1,5/2)
(78961/393724,120628979/110636444)
(1681/1084,27185/11111)
(4,25/4)
(4,-41/4)
(25/19,-647/190)
(1/52,-47/13)
(1/2,1)
(25/19,397/190)
(-25/64,23/80)
(1/2,-3/2)
(78961/393724,-35704255/27659111)
(-1/2,1)
(2809/382,-381379/20246)
(49/1222,-10771/4277)
#
# (a,b,c,d) = (-2,2,8,0) and D = -4352:
#
(1,1/2)
(-9/4,17/12)
(1/26,187/104)
(128/137,2139/4384)
(-81/103,635/3708)
(-81/103,47/1854)
(-2,-3/4)
(-9/4,-41/48)
(-3045025/1689932,-1961900077/2948931340)
(-2,5/4)
(1/2,1/2)
(25/47,-293/470)
(2/43,281/172)
(1681/542,27185/22222)
(8,-41/8)
(49/611,-10771/8554)
(2809/191,116251/20246)
(25/47,461/940)
(78961/196862,-35704255/55318222)
(-3045025/1689932,13161168933/11795725360)
(-1,-1/4)
(1,-3/4)
(529/376,-33203/34592)
(1/4,11/16)
(2/43,-283/172)
(50/19,397/380)
(1/4,-3/4)
(968/10561,-1096855/929368)
(8,25/8)
(2809/191,-381379/40492)
(-25/32,33/640)
(9/53,-281/318)
(-25/32,23/160)
(1681/542,-177661/88888)
(9/53,535/636)
(50/19,-647/380)
(-1,1/2)
(529/376,5259/8648)
(49/611,21199/17108)
(-968/1007,-19457/88616)
(78961/196862,120628979/221272888)
(1/2,-5/8)
(968/10561,1075559/929368)
(128/137,-3163/4384)
(-968/1007,40753/88616)
(1/26,-47/26)
#
# (a,b,c,d) = (-136,0,2,0) and D = -4352:
#
(-1/2,-4)
(1/86,282/43)
(-242/1007,-30105/22154)
(1681/2168,-286401/44444)
(-3045025/6759728,-21008769241/5897862680)
(-9/16,109/24)
(-1/4,-3/2)
(242/10561,-1086207/232342)
(32/137,2651/1096)
(1/8,-9/4)
(32/137,-2651/1096)
(242/10561,1086207/232342)
(-81/412,-541/1854)
(-3045025/6759728,21008769241/5897862680)
(1681/2168,286401/44444)
(9/212,-1097/318)
(-25/128,-59/320)
(2,33/2)
(-81/412,541/1854)
(-25/128,59/320)
(25/38,522/95)
(529/1504,54239/17296)
(1/86,-282/43)
(2,-33/2)
(25/188,-1047/470)
(-1/4,3/2)
(25/38,-522/95)
(2809/764,-613881/20246)
(49/2444,42741/8554)
(1/16,23/8)
(1/104,-375/52)
(-242/1007,30105/22154)
(25/188,1047/470)
(78961/787448,263445999/110636444)
(78961/787448,-263445999/110636444)
(1/4,-5/2)
(-1/2,4)
(9/212,1097/318)
(1/4,5/2)
(1/16,-23/8)
(49/2444,-42741/8554)
(2809/764,613881/20246)
(1/104,375/52)
(-9/16,-109/24)
(1/8,9/4)
(529/1504,-54239/17296)
#
# (a,b,c,d) = (1,9,16,0) and D = -4352:
#
(-4,13/8)
(1681/271,-453345/177776)
(-162/103,3551/7416)
(18/53,427/1272)
(-25/16,533/1280)
(-1936/1007,125937/177232)
(1,-9/16)
(-4,5/8)
(78961/98431,31876815/442545776)
(1681/271,-10434/11111)
(100/19,-1647/760)
(16,-105/16)
(1/13,183/208)
(98/611,19827/34216)
(1/13,-12/13)
(-9/2,67/96)
(-25/16,37/80)
(1/2,-1/2)
(78961/98431,-14473074/27659111)
(4/43,-291/344)
(2,-1/4)
(16,-39/16)
(18/53,-335/636)
(-2,3/8)
(529/188,-81871/69184)
(256/137,-1957/8768)
(50/47,-543/940)
(4/43,273/344)
(256/137,-7259/8768)
(1,0)
(-2,3/4)
(-3045025/844966,34415443433/23591450720)
(-162/103,1505/3708)
(98/611,-11457/17108)
(5618/191,-181503/40492)
(5618/191,-976887/80984)
(100/19,-603/760)
(529/188,-1727/4324)
(-1936/1007,65727/177232)
(50/47,-39/1880)
(1936/10561,990375/1858736)
(1/2,7/32)
(-3045025/844966,837917137/1474465670)
(-9/2,11/6)
(2,-7/8)
(1936/10561,-1182039/1858736)
#
# (a,b,c,d) = (-17,0,4,0) and D = -4352:
#
(-484/1007,-30105/44308)
(-9/8,-109/48)
(-25/64,59/640)
(1/43,141/43)
(9/106,1097/636)
(1/8,-23/16)
(-9/8,109/48)
(-1,2)
(1/4,9/8)
(78961/393724,-263445999/221272888)
(529/752,-54239/34592)
(529/752,54239/34592)
(1/52,375/104)
(78961/393724,263445999/221272888)
(49/1222,-42741/17108)
(4,33/4)
(9/106,-1097/636)
(1/43,-141/43)
(-25/64,-59/640)
(-484/1007,30105/44308)
(-1/2,3/4)
(-1/2,-3/4)
(1/8,23/16)
(1/4,-9/8)
(2809/382,613881/40492)
(64/137,-2651/2192)
(-1,-2)
(484/10561,-1086207/464684)
(4,-33/4)
(64/137,2651/2192)
(1681/1084,-286401/88888)
(25/94,1047/940)
(25/19,261/95)
(49/1222,42741/17108)
(25/19,-261/95)
(-81/206,541/3708)
(1681/1084,286401/88888)
(1/2,5/4)
(1/2,-5/4)
(484/10561,1086207/464684)
(25/94,-1047/940)
(1/52,-375/104)
(2809/382,-613881/40492)
(-3045025/3379864,21008769241/11795725360)
(-81/206,-541/3708)
(-3045025/3379864,-21008769241/11795725360)
#
# (a,b,c,d) = (-1,6,8,0) and D = -4352:
#
(-1,0)
(2/43,-285/172)
(78961/196862,-165005061/221272888)
(1/2,3/8)
(50/19,147/380)
(-9/4,95/48)
(128/137,1115/4384)
(78961/196862,49220469/110636444)
(25/47,84/235)
(2809/191,83625/40492)
(49/611,-21885/17108)
(1/2,-3/4)
(8,9/8)
(1,-1)
(968/10561,1054263/929368)
(-81/103,341/927)
(1,1/4)
(529/376,-22685/17296)
(-2,-1/4)
(2809/191,-132564/10123)
(-3045025/1689932,9237368779/5897862680)
(-81/103,823/3708)
(1/4,5/8)
(9/53,-589/636)
(50/19,-897/380)
(-3045025/1689932,-2534031683/11795725360)
(529/376,8869/34592)
(-25/32,217/640)
(-1,3/4)
(-968/1007,1839/88616)
(25/47,-711/940)
(-25/32,79/320)
(2/43,279/172)
(968/10561,-1118151/929368)
(1681/542,-123291/44444)
(-2,7/4)
(49/611,5214/4277)
(-968/1007,62049/88616)
(-9/4,-7/24)
(1/26,-189/104)
(9/53,127/159)
(1681/542,39819/88888)
(1/26,93/52)
(128/137,-4187/4384)
(8,-57/8)
(1/4,-13/16)
#
# (a,b,c,d) = (-1087,1,1,0) and D = -4349:
#
(1010286225/6299947759,1154921468958973/200243839519815)
(9/301,-5311/903)
(121/1127,-58610/12397)
(-196/535,-88257/7490)
(-196/535,91001/7490)
(9/301,5284/903)
(121/1127,57279/12397)
(1010286225/6299947759,-1187033416620598/200243839519815)
#
# (a,b,c,d) = (-1087,0,1,0) and D = -4348:
#
#
# (a,b,c,d) = (-1086,1,1,0) and D = -4345:
#
(1/36,109/18)
(1/246,643/41)
(-1/6,5)
(-121/864,18217/4752)
(-4/39,-97/78)
(-121/864,-11701/3168)
(-49/96,11437/672)
(441/2146,-325639/45066)
(1/36,-73/12)
(-33489/24386,-198884411/4462638)
(190969/1366776,1046405899/199093704)
(-4/39,35/26)
(9/166,2303/498)
(225/31936,2853283/239520)
(441/2146,158189/22533)
(1/246,-3859/246)
(3481/53436,-2364691/525454)
(-49/96,-1849/112)
(-1/6,-29/6)
(9/166,-1165/249)
(-33489/24386,102506449/2231319)
(190969/1366776,-1611335575/298640556)
(3481/53436,13982767/3152724)
(225/31936,-5709941/479040)
#
# (a,b,c,d) = (1,2,-9,-5) and D = -4345:
#
(-1006/4301,-10431/21505)
(-13/23,19/23)
(6227/3707,-1330/3707)
(-143/43,279/43)
(1,1/5)
(4727/2165,9277/10825)
(-159467153/34956373,40613417/34956373)
(-8/13,7/13)
(1,-2)
(1,0)
(-422/13,-171/13)
(4,-1)
(26/131,-97/131)
#
# (a,b,c,d) = (2,1,-8,-1) and D = -4344:
#
(0,-1)
(-301/106,69/53)
(-603/1042,283/521)
(19/24,1/12)
#
# (a,b,c,d) = (-1086,0,1,0) and D = -4344:
#
(40401/183475,278911619/36878475)
(-1/5,31/5)
(40401/183475,-278911619/36878475)
(-1/5,-31/5)
#
# (a,b,c,d) = (-1085,1,1,0) and D = -4341:
#
#
# (a,b,c,d) = (-1085,0,1,0) and D = -4340:
#
#
# (a,b,c,d) = (-1084,1,1,0) and D = -4337:
#
(-4/31,-195/62)
(-4/31,203/62)
#
# (a,b,c,d) = (-1084,0,1,0) and D = -4336:
#
(9/37,917/111)
(9/37,-917/111)
(-30272004/232035695,-4192661276999/1276660393890)
(-30272004/232035695,4192661276999/1276660393890)
#
# (a,b,c,d) = (-135,2,2,0) and D = -4336:
#
(18/37,-971/222)
(-60544008/232035695,-3859548144983/2553320787780)
(-60544008/232035695,905154881803/510664157556)
(18/37,863/222)
#
# (a,b,c,d) = (-1083,1,1,0) and D = -4333:
#
(-1/3,11)
(-1/3,-32/3)
#
# (a,b,c,d) = (-1083,0,1,0) and D = -4332:
#
(4/73,-677/146)
(4/73,677/146)
#
# (a,b,c,d) = (-1082,1,1,0) and D = -4329:
#
#
# (a,b,c,d) = (-40,1,3,0) and D = -4329:
#
#
# (a,b,c,d) = (-1082,0,1,0) and D = -4328:
#
#
# (a,b,c,d) = (-1081,1,1,0) and D = -4325:
#
#
# (a,b,c,d) = (-1081,0,1,0) and D = -4324:
#
(1/2,33/2)
(-1/10,9/10)
(4/81,-775/162)
(1/12,53/12)
(-2809/20760,-3874607/1100280)
(9/2680,-138743/8040)
(-121/480,42479/5280)
(9/2680,138743/8040)
(-1/10,-9/10)
(1/12,-53/12)
(-2809/20760,3874607/1100280)
(-121/480,-42479/5280)
(1/2,-33/2)
(4/81,775/162)
#
# (a,b,c,d) = (-135,1,2,0) and D = -4324:
#
(-121/240,4381/1056)
(-1/5,-2/5)
(-121/240,-3429/880)
(-2809/10380,-124191/73352)
(8/81,-29/12)
(9/1340,34679/4020)
(1/6,-9/4)
(1,8)
(8/81,767/324)
(-1/5,1/2)
(1,-17/2)
(1/6,13/6)
(9/1340,-13877/1608)
(-2809/10380,1005871/550140)
#
# (a,b,c,d) = (-1080,1,1,0) and D = -4321:
#
#
# (a,b,c,d) = (-1080,0,1,0) and D = -4320:
#
(49/646,9958/2261)
(-4/39,33/26)
(1/6,-6)
(1/6,6)
(49/646,-9958/2261)
(-4/39,-33/26)
#
# (a,b,c,d) = (-135,0,2,0) and D = -4320:
#
(-8/39,-33/52)
(1/3,-3)
(49/323,-4979/2261)
(49/323,4979/2261)
(1/3,3)
(-8/39,33/52)
#
# (a,b,c,d) = (-5,0,6,0) and D = -4320:
#
(-8/13,-11/52)
(1,1)
(-8/13,11/52)
(1,-1)
(147/323,-4979/6783)
(147/323,4979/6783)
#
# (a,b,c,d) = (-40,0,3,0) and D = -4320:
#
(147/646,9958/6783)
(1/2,2)
(1/2,-2)
(147/646,-9958/6783)
(-4/13,11/26)
(-4/13,-11/26)
#
# (a,b,c,d) = (-1079,1,1,0) and D = -4317:
#
#
# (a,b,c,d) = (-1079,0,1,0) and D = -4316:
#
(4/25,291/50)
(4/25,-291/50)
#
# (a,b,c,d) = (-1078,1,1,0) and D = -4313:
#
#
# (a,b,c,d) = (-1078,0,1,0) and D = -4312:
#
#
# (a,b,c,d) = (2,1,-8,-2) and D = -4312:
#
#
# (a,b,c,d) = (-3,2,7,0) and D = -4312:
#
#
# (a,b,c,d) = (-1077,1,1,0) and D = -4309:
#
(-7225/71001,2420356/2011695)
(-7225/71001,-6646943/6035085)
(1/9,14/3)
(1/9,-43/9)
#
# (a,b,c,d) = (-1077,0,1,0) and D = -4308:
#
#
# (a,b,c,d) = (-1076,1,1,0) and D = -4305:
#
#
# (a,b,c,d) = (-134,2,2,0) and D = -4304:
#
(3042/1525,-2065357/118950)
(3042/1525,1828081/118950)
#
# (a,b,c,d) = (-1076,0,1,0) and D = -4304:
#
(1521/1525,-1946719/59475)
(1521/1525,1946719/59475)
#
# (a,b,c,d) = (1,7,-1,-3) and D = -4304:
#
(-106/167,117/167)
(1,0)
#
# (a,b,c,d) = (-1075,1,1,0) and D = -4301:
#
#
# (a,b,c,d) = (-1075,0,1,0) and D = -4300:
#
#
# (a,b,c,d) = (-1074,1,1,0) and D = -4297:
#
(-9/86,-185/129)
(-9/86,397/258)
#
# (a,b,c,d) = (-1074,0,1,0) and D = -4296:
#
(-9/41,-845/123)
(-9/41,845/123)
#
# (a,b,c,d) = (-1073,1,1,0) and D = -4293:
#
#
# (a,b,c,d) = (-39,3,3,0) and D = -4293:
#
#
# (a,b,c,d) = (-134,1,2,0) and D = -4292:
#
#
# (a,b,c,d) = (-1073,0,1,0) and D = -4292:
#
#
# (a,b,c,d) = (-1072,1,1,0) and D = -4289:
#
(-1/10,-4/5)
(-1/10,9/10)
#
# (a,b,c,d) = (-134,0,2,0) and D = -4288:
#
(-2/7,27/14)
(-2/7,-27/14)
#
# (a,b,c,d) = (-1072,0,1,0) and D = -4288:
#
(-1/7,-27/7)
(-1/7,27/7)
#
# (a,b,c,d) = (-1071,1,1,0) and D = -4285:
#
(-1/9,-2)
(289/5781,-156831/32759)
(289/5781,465580/98277)
(-1/9,19/9)
(484/2121,-122421/15554)
(484/2121,50945/6666)
#
# (a,b,c,d) = (-1071,0,1,0) and D = -4284:
#
#
# (a,b,c,d) = (-1070,1,1,0) and D = -4281:
#
(-8281/75620,-6432367/3440710)
(-8281/75620,2723661/1376284)
(1/10,-23/5)
(1/10,9/2)
#
# (a,b,c,d) = (1,5,-4,-5) and D = -4281:
#
(-87/25,16/25)
(1,0)
(-4/3,1/3)
(-1461/527,-1159/527)
(-52/59,333/295)
#
# (a,b,c,d) = (-1070,0,1,0) and D = -4280:
#
(1/11,-49/11)
(1/11,49/11)
#
# (a,b,c,d) = (-1069,1,1,0) and D = -4277:
#
#
# (a,b,c,d) = (-1069,0,1,0) and D = -4276:
#
(1024/21489,3327305/687648)
(1024/21489,-3327305/687648)
#
# (a,b,c,d) = (-1068,1,1,0) and D = -4273:
#
#
# (a,b,c,d) = (-1068,0,1,0) and D = -4272:
#
#
# (a,b,c,d) = (-133,2,2,0) and D = -4272:
#
#
# (a,b,c,d) = (-1067,1,1,0) and D = -4269:
#
(9/61,989/183)
(9/61,-1016/183)
#
# (a,b,c,d) = (-1067,0,1,0) and D = -4268:
#
#
# (a,b,c,d) = (-1066,1,1,0) and D = -4265:
#
#
# (a,b,c,d) = (-1066,0,1,0) and D = -4264:
#
#
# (a,b,c,d) = (-1065,1,1,0) and D = -4261:
#
(1/5,34/5)
(1/5,-7)
(-529/4665,48619/21459)
(-529/4665,-76976/35765)
#
# (a,b,c,d) = (-133,1,2,0) and D = -4260:
#
#
# (a,b,c,d) = (-1065,0,1,0) and D = -4260:
#
#
# (a,b,c,d) = (-1064,1,1,0) and D = -4257:
#
(-1/8,3)
(4/49,-435/98)
(9/874,680/69)
(-1/2,-16)
(-169/116,18190/377)
(36/97,-7219/582)
(9/874,-25867/2622)
(-1/2,33/2)
(16/1081,35571/4324)
(4/49,61/14)
(-169/116,-70563/1508)
(49/298,6072/1043)
(49/298,-12487/2086)
(169/32704,-845115/60736)
(-1/8,-23/8)
(16/1081,-35635/4324)
(169/32704,739201/53144)
(36/97,7003/582)
#
# (a,b,c,d) = (1,1,-10,-1) and D = -4257:
#
(-9/25,-13/25)
(-7/3,2/3)
(-385/509,-234/509)
(13657/2847,-3713/2847)
(-18/17,7/17)
(13/9,4/9)
(122915/30461,44289/30461)
(-62/165,91/165)
(-28/65,279/65)
(0,-1)
(1,0)
(4123/213,1495/213)
(200817/66887,-53690/66887)
#
# (a,b,c,d) = (-1064,0,1,0) and D = -4256:
#
(-1/10,4/5)
(-1/10,-4/5)
(16/5945,-458387/23780)
(16/5945,458387/23780)
#
# (a,b,c,d) = (-133,0,2,0) and D = -4256:
#
(-1/5,2/5)
(32/5945,458387/47560)
(-1/5,-2/5)
(32/5945,-458387/47560)
#
# (a,b,c,d) = (-1063,1,1,0) and D = -4253:
#
(1/7,37/7)
(1/7,-38/7)
#
# (a,b,c,d) = (-1063,0,1,0) and D = -4252:
#
(-784/4303,-657705/120484)
(-784/4303,657705/120484)
#
# (a,b,c,d) = (-1062,1,1,0) and D = -4249:
#
#
# (a,b,c,d) = (-1062,0,1,0) and D = -4248:
#
(289/2763,72055/15657)
(-4/39,-31/26)
(64/2313,37495/6168)
(1/3,-11)
(1/3,11)
(64/2313,-37495/6168)
(-4/39,31/26)
(289/2763,-72055/15657)
(1/19,-89/19)
(1/19,89/19)
#
# (a,b,c,d) = (-39,2,3,0) and D = -4248:
#
(289/921,67142/46971)
(3/19,86/57)
(-4/13,-23/78)
(289/921,-8552/5219)
(-4/13,1/2)
(3/19,-92/57)
(64/771,36983/18504)
(64/771,-4223/2056)
(1,10/3)
(1,-4)
#
# (a,b,c,d) = (-1061,1,1,0) and D = -4245:
#
#
# (a,b,c,d) = (-1061,0,1,0) and D = -4244:
#
#
# (a,b,c,d) = (-1060,1,1,0) and D = -4241:
#
(7569/14404,5295539/313287)
(1/38,-237/38)
(-121/970,3174/1067)
(-121/970,-30409/10670)
(1/38,118/19)
(7569/14404,-21840659/1253148)
#
# (a,b,c,d) = (-1060,0,1,0) and D = -4240:
#
(1/24,-61/12)
(3721/8016,-3712367/244488)
(1/24,61/12)
(3721/8016,3712367/244488)
#
# (a,b,c,d) = (-16,3,4,0) and D = -4240:
#
(3721/2004,-2196655/488976)
(1/6,-4/3)
(1/6,29/24)
(3721/2004,94732/30561)
#
# (a,b,c,d) = (-132,2,2,0) and D = -4240:
#
(3721/4008,-328279/40748)
(1/12,5/2)
(1/12,-31/12)
(3721/4008,1742693/244488)
#
# (a,b,c,d) = (-1059,1,1,0) and D = -4237:
#
#
# (a,b,c,d) = (-1059,0,1,0) and D = -4236:
#
#
# (a,b,c,d) = (-1058,1,1,0) and D = -4233:
#
(1/4,33/4)
(1/4,-17/2)
#
# (a,b,c,d) = (1,10,23,0) and D = -4232:
#
(100/7,-279/70)
(1,0)
(1,-10/23)
(100/7,-3583/1610)
#
# (a,b,c,d) = (-1058,0,1,0) and D = -4232:
#
(1/23,-5)
(100/161,-1417/70)
(100/161,1417/70)
(1/23,5)
#
# (a,b,c,d) = (-1057,1,1,0) and D = -4229:
#
(-1,33)
(-1,-32)
#
# (a,b,c,d) = (-132,1,2,0) and D = -4228:
#
(-32/111,595/296)
(-1/3,5/2)
(9/44,589/264)
(-10082/14097,11873143/2001774)
(1/9,-7/3)
(-32/111,-1657/888)
(841/6504,103613/47154)
(9/44,-7/3)
(-10082/14097,-3719107/667258)
(-6889/5904,-374449/40836)
(1/9,41/18)
(-1/3,-7/3)
(841/6504,-284431/125744)
(-6889/5904,9558563/980064)
#
# (a,b,c,d) = (-1057,0,1,0) and D = -4228:
#
(1/18,-83/18)
(-6889/11808,-18545339/980064)
(841/13008,-1682197/377232)
(-16/111,-1721/444)
(9/88,1205/264)
(-1/6,29/6)
(-16/111,1721/444)
(-5041/14097,11515232/1000887)
(-5041/14097,-11515232/1000887)
(9/88,-1205/264)
(841/13008,1682197/377232)
(-6889/11808,18545339/980064)
(1/18,83/18)
(-1/6,-29/6)
#
# (a,b,c,d) = (-1056,1,1,0) and D = -4225:
#
(16/65,2113/260)
(38809/1805570,-1221342332/177848645)
(1/260,-4193/260)
(768342961/11496204980,-1424323611537847/318663305840620)
(104329/1101230,-804496028/177848645)
(4/225,1127/150)
(49/156,3715/364)
(-64/55,-1489/40)
(768342961/11496204980,350756478250472/79665826460155)
(-1/4,8)
(121/104,-5492/143)
(4/65,-589/130)
(441/3784,-48140/9933)
(25/234,-5477/1170)
(1/30,167/30)
(441/3784,34169/7224)
(-7396/63631,-12708419/5472266)
(1/26,68/13)
(-144/455,56179/5460)
(21316/484185,-117774421/23563670)
(25/234,892/195)
(-6889/50830,-14342909/4218890)
(4489/22260,-10473979/1491420)
(1/260,1048/65)
(9/130,1709/390)
(-81/650,17297/5850)
(1024/83369,24078869/2667808)
(26569/5232110,-5985409948/426416965)
(-1/10,4/5)
(104329/1101230,1575293789/355697290)
(1/5720,-4916/65)
(-1/4,-31/4)
(1849/120120,-1739644/215215)
(1156/9545,-1601207/324530)
(-111556/510679,1173270521/170566786)
(49/156,-2872/273)
(784/138489,17177137/1292564)
(16/65,-2177/260)
(4489/22260,847768/124285)
(1/30,-28/5)
(-36481/370110,27650903/70691010)
(-4/39,-29/26)
(1/26,-137/26)
(-1016270641/9996025780,347624268375287/318663305840620)
(-2809/19360,-11207/2915)
(1/420,-2152/105)
(14641/110240,-69111113/13339040)
(-111556/510679,-1136010817/170566786)
(121/104,42605/1144)
(30780304/883654001,-26933079713495/4902512397548)
(-4/39,95/78)
(784/138489,-51553363/3877692)
(-6889/50830,7457348/2109445)
(-1/10,-7/10)
(-64/55,16891/440)
(-2809/19360,4093741/1026080)
(529/36686,3515860/421889)
(4/225,-3389/450)
(-25281/121940,-30373832/4847115)
(-144/455,-54451/5460)
(-7744/58695,-5546383/1721720)
(-7396/63631,13344475/5472266)
(-81/650,-8284/2925)
(30780304/883654001,26762310586903/4902512397548)
(1521/27886,2505172/543777)
(1024/83369,-2191967/242528)
(-36481/370110,-3447172/11781835)
(1/5720,432607/5720)
(9/130,-868/195)
(4/65,581/130)
(529/36686,-7043887/843778)
(21316/484185,350211127/70691010)
(-1016270641/9996025780,-78806644152712/79665826460155)
(-25281/121940,125515007/19388460)
(-7744/58695,17320621/5165160)
(1/420,2869/140)
(38809/1805570,2435039291/355697290)
(1156/9545,1561903/324530)
(58081/272210,-241785964/32801305)
(1521/27886,-5069663/1087554)
(58081/272210,469574407/65602610)
(26569/5232110,11966489149/852833930)
(14641/110240,2104361/416845)
(1849/120120,3788359/469560)
#
# (a,b,c,d) = (0,5,13,0) and D = -4225:
#
(-144/35,245/156)
(-96148/63631,38809/361114)
(529/2822,1156/1909)
(52/225,125/234)
(-111556/39283,26569/1046422)
(49/12,-144/91)
(1024/6413,14641/22048)
(-81/50,125/234)
(529/2822,-6889/10166)
(1/440,605/104)
(-4/3,9/26)
(9/10,1/6)
(-6889/3910,2645/36686)
(13/30,9/26)
(38809/138890,104329/220246)
(121/8,-64/11)
(1/440,-64/11)
(16/5,1/52)
(-832/55,605/104)
(15028/9545,-6889/10166)
(768342961/884323460,153901520/883654001)
(-7744/4515,1849/24024)
(5733/3784,-7744/11739)
(49/12,1/84)
(-6889/3910,1156/1909)
(16/5,-5/4)
(-111556/39283,58081/54442)
(25/18,4/45)
(21316/37245,7605/27886)
(1/2,-1/2)
(58357/22260,3920/138489)
(-13/4,1/52)
(-832/55,1/1144)
(14641/8480,5120/83369)
(25/18,-81/130)
(38809/138890,-36980/63631)
(-144/35,1/84)
(-25281/9380,3920/138489)
(26569/402470,-557780/510679)
(1849/9240,-7744/11739)
(-36481/28470,21316/96837)
(21316/37245,-36481/74022)
(-81/50,4/45)
(19773/27886,-36481/74022)
(-4/3,1/6)
(-13/4,16/13)
(9/10,-20/39)
(-1016270641/768925060,768342961/2299240996)
(-96148/63631,104329/220246)
(755053/272210,26569/1046422)
(1/2,4/13)
(121/8,1/1144)
(4/5,-1/2)
(1/20,-5/4)
(-13/10,5/26)
(-36517/19360,5120/83369)
(5733/3784,1849/24024)
(-13/10,4/13)
(4/5,5/26)
(400143952/883654001,-1016270641/1999205156)
(768342961/884323460,-1016270641/1999205156)
(-36481/28470,7605/27886)
(784/10653,4489/4452)
(1024/6413,-2809/3872)
(14641/8480,-2809/3872)
(-1016270641/768925060,153901520/883654001)
(13/420,245/156)
(13/30,-20/39)
(13/420,-144/91)
(784/10653,-25281/24388)
(1/20,16/13)
(26569/402470,58081/54442)
(-25281/9380,4489/4452)
(755053/272210,-557780/510679)
(104329/84710,-36980/63631)
(-36517/19360,14641/22048)
(58357/22260,-25281/24388)
(400143952/883654001,768342961/2299240996)
(104329/84710,38809/361114)
(-7744/4515,2205/3784)
(1849/9240,2205/3784)
(19773/27886,21316/96837)
(52/225,-81/130)
(15028/9545,2645/36686)
#
# (a,b,c,d) = (10,51,65,0) and D = -4225:
#
(125/18,-15521/5850)
(28665/3784,-15730597/5165160)
(4,-213/130)
(-832/11,34611/1144)
(5/2,-69/65)
(-7744/903,3527753/1033032)
(13/6,-149/195)
(768342961/176864692,-104268494034099/63732661168124)
(52/45,-79/234)
(13/84,-2053/5460)
(-36481/5694,17805251/7069101)
(1849/1848,-138571/516516)
(9/2,-331/195)
(1/4,-9/26)
(15028/1909,-2542593/843778)
(2000719760/883654001,-309897522476439/318663305840620)
(-81/10,29/9)
(58357/4452,-19527643/3877692)
(2645/2822,-80487/162265)
(2645/2822,-1009923/4218890)
(755053/54442,-2272431789/426416965)
(1/4,3/20)
(4,-3/2)
(16,-333/52)
(-144/7,43213/5460)
(16,-123/20)
(104329/16942,-176760063/71139458)
(104329/16942,-32108127/13680665)
(755053/54442,-947098569/170566786)
(-6889/782,110427/32453)
(5120/6413,-178803/1026080)
(15028/1909,-13345587/4218890)
(1/88,-6681/5720)
(605/8,-173031/5720)
(38809/27778,-46495593/71139458)
(1849/1848,-205319/397320)
(-144/7,691/84)
(28665/3784,-7484809/2582580)
(-65/4,813/130)
(1/88,51/44)
(5/2,-9/10)
(-81/10,18329/5850)
(-13/2,333/130)
(245/12,-3431/420)
(5120/6413,-6031401/13339040)
(98865/27886,-93281239/70691010)
(3920/10653,-520283/1491420)
(52/45,-3329/5850)
(-25281/1876,1547719/298284)
(14641/1696,-678849/205216)
(-832/11,166401/5720)
(768342961/176864692,-21724621352439/12256280993870)
(21316/7449,-6520867/5437770)
(125/18,-629/225)
(-36481/5694,13639147/5437770)
(-36517/3872,25078293/6669520)
(-20/3,1013/390)
(-36517/3872,9709773/2667808)
(26569/80494,36849549/426416965)
(-557780/39283,4839430773/852833930)
(9/2,-11/6)
(-20/3,79/30)
(98865/27886,-51680623/35345505)
(-480740/63631,1041236373/355697290)
(14641/1696,-23112213/6669520)
(26569/80494,-4531803/13120522)
(-1016270641/153785012,164208457467891/63732661168124)
(58357/4452,-50883827/9694230)
(-25281/1876,52200947/9694230)
(245/12,-21431/2730)
(605/8,-6399/220)
(38809/27778,-6055233/13680665)
(-1016270641/153785012,31970768947959/12256280993870)
(13/6,-73/78)
(-557780/39283,358599519/65602610)
(13/84,139/546)
(2000719760/883654001,-256202132176041/318663305840620)
(-13/2,33/13)
(3920/10653,1165919/19388460)
(-6889/782,14805627/4218890)
(21316/7449,-14789533/14138202)
(-65/4,1689/260)
(-7744/903,1316639/397320)
(-480740/63631,1067289267/355697290)
#
# (a,b,c,d) = (1,3,-10,1) and D = -4225:
#
(1764/1685,-67/1685)
(-9517/2705,-4977/2705)
(-62/235,-189/235)
(2,1)
(-23/31,-222/31)
(-92484/34445,-48763/34445)
(-5,1)
(-259/1685,1112/1685)
(-63/131,-79/131)
(-4/5,-3/5)
(-1/5,-6/5)
(-2/5,-19/5)
(277/235,114/235)
(-7/5,-4/5)
(43/25,21/25)
(-43/47,15/47)
(-301/337,-209/337)
(44356/13525,-8643/13525)
(-9/5,2/5)
(-1462/155,291/155)
(616/655,127/655)
(-301/655,268/655)
(17353/6889,-3296/6889)
(1577/155,819/155)
(1,0)
(7/5,-1/5)
(0,1)
(3229/13525,33528/13525)
(5719/34445,65243/34445)
(-1/5,3/5)
(27/5,14/5)
(-38/25,9/25)
(-1/5,-7/5)
#
# (a,b,c,d) = (0,1,65,0) and D = -4225:
#
(13/6,9/130)
(1849/1848,441/3784)
(98865/27886,21316/484185)
(58357/4452,784/138489)
(21316/7449,-36481/370110)
(-7744/903,1849/120120)
(1/4,16/65)
(-65/4,1/260)
(4,1/26)
(-81/10,25/234)
(13/6,-4/39)
(-20/3,9/130)
(5/2,4/65)
(1849/1848,-7744/58695)
(4,-1/10)
(768342961/176864692,-1016270641/9996025780)
(26569/80494,-111556/510679)
(125/18,-81/650)
(-65/4,16/65)
(245/12,-144/455)
(605/8,-64/55)
(-144/7,1/420)
(-81/10,4/225)
(28665/3784,-7744/58695)
(9/2,1/30)
(16,1/260)
(2000719760/883654001,-1016270641/9996025780)
(-1016270641/153785012,30780304/883654001)
(755053/54442,26569/5232110)
(13/84,49/156)
(-6889/782,1156/9545)
(-36517/3872,14641/110240)
(1/4,-1/4)
(245/12,1/420)
(768342961/176864692,30780304/883654001)
(-13/2,1/26)
(13/84,-144/455)
(5/2,-1/10)
(9/2,-4/39)
(14641/1696,1024/83369)
(-6889/782,529/36686)
(2000719760/883654001,768342961/11496204980)
(-480740/63631,104329/1101230)
(52/45,25/234)
(-36481/5694,1521/27886)
(38809/27778,-7396/63631)
(3920/10653,-25281/121940)
(52/45,-81/650)
(14641/1696,-2809/19360)
(104329/16942,-7396/63631)
(125/18,4/225)
(5120/6413,-2809/19360)
(3920/10653,4489/22260)
(38809/27778,104329/1101230)
(2645/2822,1156/9545)
(-20/3,1/30)
(-36481/5694,21316/484185)
(-832/11,121/104)
(-36517/3872,1024/83369)
(28665/3784,1849/120120)
(15028/1909,529/36686)
(605/8,1/5720)
(-7744/903,441/3784)
(-144/7,49/156)
(1/88,121/104)
(15028/1909,-6889/50830)
(5120/6413,14641/110240)
(104329/16942,38809/1805570)
(21316/7449,1521/27886)
(-480740/63631,38809/1805570)
(-25281/1876,784/138489)
(-25281/1876,4489/22260)
(26569/80494,58081/272210)
(58357/4452,-25281/121940)
(2645/2822,-6889/50830)
(16,-1/4)
(98865/27886,-36481/370110)
(-557780/39283,58081/272210)
(755053/54442,-111556/510679)
(-832/11,1/5720)
(-557780/39283,26569/5232110)
(-1016270641/153785012,768342961/11496204980)
(-13/2,4/65)
(1/88,-64/55)
#
# (a,b,c,d) = (-8,3,5,0) and D = -4225:
#
(-20/39,-31/390)
(-36980/63631,-8256027/27361330)
(4489/4452,-628966/372855)
(-144/91,-8471/5460)
(1/52,-42/13)
(1/52,837/260)
(3920/138489,51377747/19388460)
(-1/2,3/10)
(2645/36686,6946551/4218890)
(-2809/3872,-116109/205216)
(1/6,-7/6)
(125/234,-3176/2925)
(605/104,4161/715)
(-6889/10166,-206808/421889)
(16/13,-105/52)
(21316/96837,13137047/14138202)
(-81/130,448/585)
(1849/24024,205577/129129)
(1/84,86/21)
(1/1144,2163/143)
(1156/1909,-375267/324530)
(2205/3784,-449947/397320)
(1156/1909,51471/64906)
(-20/39,151/390)
(-64/11,819/88)
(4/13,21/26)
(-1016270641/1999205156,28720405536318/79665826460155)
(5120/83369,23849493/13339040)
(245/156,2186/1365)
(9/26,-77/78)
(9/26,152/195)
(605/104,-53253/5720)
(1/1144,-86523/5720)
(7605/27886,4595111/5437770)
(245/156,-13889/5460)
(2645/36686,-3564528/2109445)
(-1016270641/1999205156,-3537709370391/63732661168124)
(-5/4,39/20)
(38809/361114,-99848091/71139458)
(26569/1046422,1193617392/426416965)
(125/234,4477/5850)
(26569/1046422,-480045405/170566786)
(-144/91,2731/1092)
(-6889/10166,3783441/4218890)
(1849/24024,-8461601/5165160)
(153901520/883654001,-28128463599639/24512561987740)
(1/84,-1723/420)
(4/45,133/90)
(-7744/11739,-2373769/5165160)
(7605/27886,-2742448/2718885)
(2205/3784,38879/49665)
(58081/54442,37159176/32801305)
(1/6,16/15)
(-1/2,0)
(-36481/74022,5618413/70691010)
(5120/83369,-24341013/13339040)
(5/26,129/130)
(14641/22048,-2037801/1667380)
(-64/11,-2559/440)
(-7744/11739,883637/1033032)
(58081/54442,-23262183/13120522)
(104329/220246,-73795197/71139458)
(768342961/2299240996,-78670375064478/79665826460155)
(5/26,-72/65)
(153901520/883654001,25566926700759/24512561987740)
(3920/138489,-51707027/19388460)
(16/13,333/260)
(21316/96837,-75021643/70691010)
(-36481/74022,1528520/7069101)
(38809/361114,238152168/177848645)
(-5/4,-6/5)
(-557780/510679,-875192889/852833930)
(-81/130,-2293/5850)
(-36980/63631,17796867/27361330)
(4/13,-129/130)
(-557780/510679,1434088449/852833930)
(14641/22048,2197545/2667808)
(768342961/2299240996,50157680930007/63732661168124)
(4/45,-689/450)
(-25281/24388,-3734303/3877692)
(4489/4452,322715/298284)
(104329/220246,133940592/177848645)
(-25281/24388,7682638/4847115)
(-2809/3872,128397/128260)
#
# (a,b,c,d) = (-132,0,2,0) and D = -4224:
#
#
# (a,b,c,d) = (-1056,0,1,0) and D = -4224:
#
#
# (a,b,c,d) = (-1055,1,1,0) and D = -4221:
#
(784/349225,41273137/1955660)
(-1/5,-6)
(1,-33)
(-4225/8441,9024627/548665)
(-1/5,31/5)
(9/37,892/111)
(9/37,-919/111)
(-4225/8441,-8750002/548665)
(4/457,-9777/914)
(1,32)
(4/457,9769/914)
(784/349225,-206387637/9778300)
#
# (a,b,c,d) = (-39,1,3,0) and D = -4221:
#
(27/37,865/333)
(2352/349225,-206409589/29334900)
(27/37,-946/333)
(12/457,-9785/2742)
(-12675/8441,-8475377/1645995)
(-3/5,32/15)
(3,31/3)
(2352/349225,206343733/29334900)
(3,-34/3)
(-12675/8441,9299252/1645995)
(12/457,9761/2742)
(-3/5,-29/15)
#
# (a,b,c,d) = (-1055,0,1,0) and D = -4220:
#
#
# (a,b,c,d) = (-1054,1,1,0) and D = -4217:
#
(64/529,20345/4232)
(64/529,-20857/4232)
#
# (a,b,c,d) = (-1054,0,1,0) and D = -4216:
#
(-2704/1855,4564191/96460)
(-2704/1855,-4564191/96460)
#
# (a,b,c,d) = (-1053,1,1,0) and D = -4213:
#
#
# (a,b,c,d) = (-39,0,3,0) and D = -4212:
#
(-13456/19941,-5387951/2313156)
(75/211,-5084/3165)
(-12/23,-235/138)
(363/2623,141110/86559)
(169/12801,-836228/166413)
(1/9,-16/9)
(-1/3,-2/3)
(363/2623,-141110/86559)
(-12/23,235/138)
(169/12801,836228/166413)
(4/3,-29/6)
(-13456/19941,5387951/2313156)
(75/211,5084/3165)
(1/9,16/9)
(16/339,3611/1356)
(47524/188163,-60133219/41019534)
(1024/1251,-120877/40032)
(1024/1251,120877/40032)
(4/3,29/6)
(-1/3,2/3)
(47524/188163,60133219/41019534)
(16/339,-3611/1356)
#
# (a,b,c,d) = (-1,4,9,0) and D = -4212:
#
(-1,0)
(169/4267,-840622/499239)
(1089/2623,117152/259677)
(-36/23,-91/414)
(16/113,387/452)
(47524/62721,4379195/13673178)
(4,13/18)
(-13456/6647,-2266159/6939468)
(16/113,-3739/4068)
(1/3,-2/3)
(-36/23,379/414)
(-13456/6647,945527/771052)
(225/211,2834/9495)
(225/211,-7334/9495)
(1024/417,-186413/120096)
(1/3,14/27)
(47524/62721,-80853683/123058602)
(1024/417,6149/13344)
(4,-5/2)
(169/4267,92426/55471)
(1089/2623,-165068/259677)
(-1,4/9)
#
# (a,b,c,d) = (-1053,0,1,0) and D = -4212:
#
(1024/3753,120877/13344)
(169/38403,836228/55471)
(-1/9,2)
(47524/564489,-60133219/13673178)
(25/211,-5084/1055)
(1/27,-16/3)
(-1/9,-2)
(47524/564489,60133219/13673178)
(169/38403,-836228/55471)
(25/211,5084/1055)
(1024/3753,-120877/13344)
(4/9,-29/2)
(16/1017,-3611/452)
(-4/23,235/46)
(121/2623,-141110/28853)
(-13456/59823,5387951/771052)
(-13456/59823,-5387951/771052)
(121/2623,141110/28853)
(-4/23,-235/46)
(16/1017,3611/452)
(4/9,29/2)
(1/27,16/3)
#
# (a,b,c,d) = (1,3,-9,-1) and D = -4212:
#
(-2978/2977,1005/2977)
(-15/31,14/31)
(-294/29,61/29)
(-4/7,37/7)
(2,1)
(-1/5,6/5)
(-30302/11803,-15945/11803)
(0,-1)
(-91/103,-62/103)
(-10556/2545,2211/2545)
(1,0)
(139/47,-28/47)
(-6731565/805349,-3488654/805349)
#
# (a,b,c,d) = (-1052,1,1,0) and D = -4209:
#
#
# (a,b,c,d) = (-1052,0,1,0) and D = -4208:
#
(1/13,-57/13)
(1/13,57/13)
#
# (a,b,c,d) = (-131,2,2,0) and D = -4208:
#
(2/13,55/26)
(2/13,-59/26)
#
# (a,b,c,d) = (1,11,29,0) and D = -4205:
#
(121/19,-306/209)
(1,-11/29)
(1,0)
(121/19,-5767/6061)
#
# (a,b,c,d) = (-1051,1,1,0) and D = -4205:
#
(1/29,-160/29)
(1/29,159/29)
(121/551,44386/6061)
(121/551,-45717/6061)
#
# (a,b,c,d) = (-1051,0,1,0) and D = -4204:
#
(4096/25305,-9403619/1619520)
(16/9,2075/36)
(-559504/3560127,-11788111391/2662974996)
(361/885,223916/16815)
(-559504/3560127,11788111391/2662974996)
(16/9,-2075/36)
(361/885,-223916/16815)
(-1/3,-32/3)
(4096/25305,9403619/1619520)
(-1/3,32/3)
#
# (a,b,c,d) = (-1050,1,1,0) and D = -4201:
#
(-16/135,-265/108)
(-16/135,463/180)
#
# (a,b,c,d) = (-1050,0,1,0) and D = -4200:
#
#
# (a,b,c,d) = (-1049,1,1,0) and D = -4197:
#
(9/19,865/57)
(9/19,-892/57)
#
# (a,b,c,d) = (-1049,0,1,0) and D = -4196:
#
(-1/10,7/10)
(-1/10,-7/10)
#
# (a,b,c,d) = (-131,1,2,0) and D = -4196:
#
(-1/5,-3/10)
(-1/5,2/5)
#
# (a,b,c,d) = (-1048,1,1,0) and D = -4193:
#
(-361/3352,111379/63688)
(1/8,-5)
(-4225/16756,-2121382/272285)
(1/134,-776/67)
(1/8,39/8)
(-6241/62992,-244885/622046)
(-36/311,-4231/1866)
(-361/3352,-13065/7961)
(-6241/62992,2452119/4976368)
(-36/311,4447/1866)
(1/2,16)
(-217156/2135671,1047329617/995222686)
(-217156/2135671,-946134921/995222686)
(1/134,1551/134)
(1/2,-33/2)
(-4225/16756,8760153/1089140)
#
# (a,b,c,d) = (1,4,-7,-3) and D = -4193:
#
(-73/11,14/11)
(91148/36103,-49595/108309)
(-1648/779,-1057/779)
(-145/299,333/299)
(22/25,7/25)
(-1,1/3)
(-5/7,-13/21)
(-16/3,133/9)
(281/1445,-1314/1445)
(1,0)
(-182047/73229,36666/73229)
(-110/193,91/193)
#
# (a,b,c,d) = (-1048,0,1,0) and D = -4192:
#
(16/321,6113/1284)
(16/321,-6113/1284)
#
# (a,b,c,d) = (-131,0,2,0) and D = -4192:
#
(32/321,6113/2568)
(32/321,-6113/2568)
#
# (a,b,c,d) = (-1047,1,1,0) and D = -4189:
#
(1/15,22/5)
(1/15,-67/15)
#
# (a,b,c,d) = (-1047,0,1,0) and D = -4188:
#
#
# (a,b,c,d) = (-38,3,3,0) and D = -4185:
#
#
# (a,b,c,d) = (-1046,1,1,0) and D = -4185:
#
#
# (a,b,c,d) = (-1046,0,1,0) and D = -4184:
#
(9/331,6085/993)
(9/331,-6085/993)
#
# (a,b,c,d) = (-1045,1,1,0) and D = -4181:
#
(-1/7,-26/7)
(-1/7,27/7)
#
# (a,b,c,d) = (-1045,0,1,0) and D = -4180:
#
#
# (a,b,c,d) = (-1044,1,1,0) and D = -4177:
#
(81/1432,-59453/12888)
(1/6,-6)
(81/1432,14681/3222)
(-5041/48828,362067/288899)
(-7396/62607,4541631/1794734)
(1/6,35/6)
(-7396/62607,-12988837/5384202)
(-5041/48828,-3986893/3466788)
#
# (a,b,c,d) = (-1044,0,1,0) and D = -4176:
#
#
# (a,b,c,d) = (-130,2,2,0) and D = -4176:
#
#
# (a,b,c,d) = (-1043,1,1,0) and D = -4173:
#
#
# (a,b,c,d) = (-1043,0,1,0) and D = -4172:
#
(-16/143,-1161/572)
(-16/143,1161/572)
#
# (a,b,c,d) = (-1042,1,1,0) and D = -4169:
#
(-1/10,7/10)
(169/93380,14267091/606970)
(-1/10,-3/5)
(169/93380,-28536379/1213940)
#
# (a,b,c,d) = (-1042,0,1,0) and D = -4168:
#
#
# (a,b,c,d) = (-1041,1,1,0) and D = -4165:
#
(841/399,258280/3857)
(1/21,-34/7)
(841/399,-799229/11571)
(1/21,101/21)
#
# (a,b,c,d) = (-3,1,7,0) and D = -4165:
#
(841/57,-17804/1653)
(1/3,-5/7)
(1/3,2/3)
(841/57,33413/3857)
#
# (a,b,c,d) = (-1041,0,1,0) and D = -4164:
#
(-1/8,-23/8)
(-1/8,23/8)
(529/17680,2383393/406640)
(529/17680,-2383393/406640)
#
# (a,b,c,d) = (-130,1,2,0) and D = -4164:
#
(-1/4,-11/8)
(529/8840,-59889/20332)
(529/8840,91201/31280)
(-1/4,3/2)
#
# (a,b,c,d) = (-1040,1,1,0) and D = -4161:
#
#
# (a,b,c,d) = (-1040,0,1,0) and D = -4160:
#
#
# (a,b,c,d) = (-2,1,8,0) and D = -4160:
#
#
# (a,b,c,d) = (-130,0,2,0) and D = -4160:
#
#
# (a,b,c,d) = (-16,2,4,0) and D = -4160:
#
#
# (a,b,c,d) = (-1039,1,1,0) and D = -4157:
#
(1/41,264/41)
(1/41,-265/41)
#
# (a,b,c,d) = (-1039,0,1,0) and D = -4156:
#
#
# (a,b,c,d) = (-1038,1,1,0) and D = -4153:
#
(1/14,61/14)
(1/14,-31/7)
(-1681/8652,701425/118244)
(-1681/8652,-1017677/177366)
#
# (a,b,c,d) = (-1038,0,1,0) and D = -4152:
#
(-16/23,2059/92)
(-16/23,-2059/92)
#
# (a,b,c,d) = (-1037,1,1,0) and D = -4149:
#
(-9/5,-856/15)
(-9/5,883/15)
#
# (a,b,c,d) = (-1037,0,1,0) and D = -4148:
#
#
# (a,b,c,d) = (-1036,1,1,0) and D = -4145:
#
(-9/86,359/258)
(-9/86,-166/129)
#
# (a,b,c,d) = (-1036,0,1,0) and D = -4144:
#
(-1/10,-3/5)
(1/645,-16381/645)
(-1/10,3/5)
(1/645,16381/645)
#
# (a,b,c,d) = (-129,2,2,0) and D = -4144:
#
(-1/5,2/5)
(2/645,16379/1290)
(-1/5,-1/5)
(2/645,-127/10)
#
# (a,b,c,d) = (-1035,1,1,0) and D = -4141:
#
(9/115,13/3)
(9/115,-1522/345)
(-1/9,2)
(-49/33,11206/231)
(-1/9,-17/9)
(-49/33,-3621/77)
#
# (a,b,c,d) = (-38,2,3,0) and D = -4140:
#
(48/289,-5519/3468)
(-25/53,429/265)
(48/289,5135/3468)
(-25/53,-1037/795)
(1/3,-5/3)
(1/3,13/9)
#
# (a,b,c,d) = (-1035,0,1,0) and D = -4140:
#
(1/9,14/3)
(16/289,5327/1156)
(16/289,-5327/1156)
(-25/159,1162/265)
(1/9,-14/3)
(-25/159,-1162/265)
#
# (a,b,c,d) = (-1034,1,1,0) and D = -4137:
#
#
# (a,b,c,d) = (-1034,0,1,0) and D = -4136:
#
(-36/359,1405/2154)
(-36/359,-1405/2154)
#
# (a,b,c,d) = (-1033,1,1,0) and D = -4133:
#
#
# (a,b,c,d) = (-1033,0,1,0) and D = -4132:
#
(49/2052,93605/14364)
(49/2052,-93605/14364)
#
# (a,b,c,d) = (-129,1,2,0) and D = -4132:
#
(49/1026,-7829/2394)
(49/1026,46631/14364)
#
# (a,b,c,d) = (-1032,1,1,0) and D = -4129:
#
(121/3870,-40864/7095)
(121/3870,5671/990)
#
# (a,b,c,d) = (-1032,0,1,0) and D = -4128:
#
(4,-257/2)
(-1/2,16)
(1/814,11612/407)
(-10404/43847,-32831405/4472394)
(-1/2,-16)
(-10404/43847,32831405/4472394)
(81/142,-11740/639)
(4,257/2)
(1/814,-11612/407)
(81/142,11740/639)
#
# (a,b,c,d) = (-129,0,2,0) and D = -4128:
#
(1/407,5806/407)
(-20808/43847,-32831405/8944788)
(81/71,-5870/639)
(81/71,5870/639)
(-1,8)
(1/407,-5806/407)
(-20808/43847,32831405/8944788)
(8,-257/4)
(8,257/4)
(-1,-8)
#
# (a,b,c,d) = (-7,5,5,0) and D = -4125:
#
(5/49,332/245)
(5/49,-51/35)
#
# (a,b,c,d) = (-1031,1,1,0) and D = -4125:
#
(1/49,344/49)
(1/49,-345/49)
#
# (a,b,c,d) = (-1031,0,1,0) and D = -4124:
#
(-121/931,-31930/10241)
(147456/488977,-1849994873/187767168)
(16/377,-7603/1508)
(1/5,-34/5)
(16/377,7603/1508)
(1/5,34/5)
(-121/931,31930/10241)
(147456/488977,1849994873/187767168)
#
# (a,b,c,d) = (-1030,1,1,0) and D = -4121:
#
(-1/10,-1/2)
(-1/10,3/5)
#
# (a,b,c,d) = (-1030,0,1,0) and D = -4120:
#
#
# (a,b,c,d) = (-1029,1,1,0) and D = -4117:
#
(1/3,-11)
(1/3,32/3)
(-4225/24621,-7781008/1600365)
(-4225/24621,2685211/533455)
#
# (a,b,c,d) = (-3,0,7,0) and D = -4116:
#
#
# (a,b,c,d) = (-1029,0,1,0) and D = -4116:
#
#
# (a,b,c,d) = (-38,1,3,0) and D = -4113:
#
(1/4,-3/2)
(4/19,-3/2)
(361/1876,-81059/53466)
(-1/2,-3/2)
(4/19,163/114)
(27/23326,3562505/209934)
(-1225/2888,20663/15960)
(-27/38,23/9)
(361/1876,51753/35644)
(-27/38,-793/342)
(27/23326,-1781293/104967)
(-1225/2888,-58287/50540)
(1/4,17/12)
(-1/2,5/3)
(-2187/3944,610055/319464)
(-2187/3944,-275503/159732)
#
# (a,b,c,d) = (-1028,1,1,0) and D = -4113:
#
(-729/3944,147593/26622)
(-1/6,-14/3)
(-9/38,847/114)
(-1/6,29/6)
(361/5628,118159/26733)
(-1225/8664,-1092041/303240)
(4/57,-505/114)
(1/12,13/3)
(1/12,-53/12)
(-729/3944,-570689/106488)
(4/57,497/114)
(-1225/8664,283729/75810)
(-9/38,-410/57)
(361/5628,-479495/106932)
(9/23326,-3562559/69978)
(9/23326,1781266/34989)
#
# (a,b,c,d) = (-128,2,2,0) and D = -4112:
#
#
# (a,b,c,d) = (-1028,0,1,0) and D = -4112:
#
#
# (a,b,c,d) = (2,4,-6,-2) and D = -4112:
#
#
# (a,b,c,d) = (-16,1,4,0) and D = -4112:
#
#
# (a,b,c,d) = (-1027,1,1,0) and D = -4109:
#
(1/95,926/95)
(1/95,-927/95)
#
# (a,b,c,d) = (-1027,0,1,0) and D = -4108:
#
(289/341,-157572/5797)
(289/341,157572/5797)
#
# (a,b,c,d) = (-1026,1,1,0) and D = -4105:
#
#
# (a,b,c,d) = (-38,0,3,0) and D = -4104:
#
(3/7,37/21)
(3/7,-37/21)
(-16428/55055,-1265399/12222210)
(-16428/55055,1265399/12222210)
#
# (a,b,c,d) = (2,6,-3,-3) and D = -4104:
#
#
# (a,b,c,d) = (-1026,0,1,0) and D = -4104:
#
(1/7,-37/7)
(1/7,37/7)
(-5476/55055,1265399/4074070)
(-5476/55055,-1265399/4074070)
#
# (a,b,c,d) = (-1025,1,1,0) and D = -4101:
#
(1/61,-478/61)
(121/181,42022/1991)
(121/181,-43353/1991)
(25/271,-6056/1355)
(1/61,477/61)
(25/271,5931/1355)
#
# (a,b,c,d) = (-1025,0,1,0) and D = -4100:
#
(1/50,-71/10)
(-4489/37465,-1267012/502031)
(81/2260,21989/4068)
(441/7750,-148781/32550)
(1/10,9/2)
(289/271,-157356/4607)
(289/271,157356/4607)
(5041/58400,3635819/829280)
(-1/4,-31/4)
(1/3730,-45561/746)
(-4489/37465,1267012/502031)
(-25/206,2697/1030)
(1/50,71/10)
(36481/1223899,1372253082/233764709)
(-121/904,32819/9944)
(-25/74,3951/370)
(-1,-32)
(-1/10,1/2)
(-25/74,-3951/370)
(-121/904,-32819/9944)
(36481/1223899,-1372253082/233764709)
(-1/5,6)
(-25/206,-2697/1030)
(1/3730,45561/746)
(49/655,4008/917)
(5041/58400,-3635819/829280)
(16,-2049/4)
(1/920,-5581/184)
(4096/8201,-8425499/524864)
(441/7750,148781/32550)
(4096/8201,8425499/524864)
(289/2480,-39997/8432)
(1/10,-9/2)
(-26956864/201691255,689169380257/209436199192)
(-1/5,-6)
(289/2480,39997/8432)
(169/84790,4937973/220454)
(676/2825,116479/14690)
(-121/920,6441/2024)
(-1681/3440,-439461/28208)
(1/40,51/8)
(481636/13839841,52587256689/9604849654)
(-269361/597680,-890363221/62039184)
(-1/10,-1/2)
(76729/494420,-152824663/27390868)
(1/920,5581/184)
(-36/215,1231/258)
(9/46,-919/138)
(4/985,-6183/394)
(16/185,-649/148)
(-5776/56575,810829/859940)
(1/166,2139/166)
(1/4,33/4)
(-64/575,-1773/920)
(1/446,9419/446)
(8281/400,4825209/7280)
(-361/40,43919/152)
(-22801/26750,-22028271/807850)
(1/64,513/64)
(1/446,-9419/446)
(529/1550,78857/7130)
(1/4,-33/4)
(-121/1220,-9/2684)
(9/10,-173/6)
(4/25,-57/10)
(-9/80,97/48)
(49/1150,-8103/1610)
(49/1150,8103/1610)
(16,2049/4)
(-9/80,-97/48)
(4/25,57/10)
(9/10,173/6)
(-121/1220,9/2684)
(1/20,-19/4)
(529/1550,-78857/7130)
(1/64,-513/64)
(-22801/26750,22028271/807850)
(1/155,-386/31)
(-361/40,-43919/152)
(8281/400,-4825209/7280)
(-64/575,1773/920)
(1/166,-2139/166)
(-1,32)
(1/155,386/31)
(16/185,649/148)
(4/985,6183/394)
(9/295,1028/177)
(9/46,919/138)
(-36/215,-1231/258)
(1/20,19/4)
(-1/4,31/4)
(76729/494420,152824663/27390868)
(-269361/597680,890363221/62039184)
(481636/13839841,-52587256689/9604849654)
(81/2260,-21989/4068)
(1/40,-51/8)
(-1681/3440,439461/28208)
(-121/920,-6441/2024)
(-5776/56575,-810829/859940)
(676/2825,-116479/14690)
(9/295,-1028/177)
(169/84790,-4937973/220454)
(-26956864/201691255,-689169380257/209436199192)
(49/655,-4008/917)
#
# (a,b,c,d) = (1,9,10,0) and D = -4100:
#
(529/155,-9418/3565)
(18/59,157/354)
(4816360/13839841,37545764409/96048496540)
(441/775,16358/81375)
(1352/565,-8341/29380)
(1/373,-4557/746)
(81/226,-2855/4068)
(-121/92,2769/10120)
(-121/92,921/1012)
(98/131,921/9170)
(1352/565,-274663/146900)
(-125/103,732/2575)
(49/115,1254/4025)
(-53913728/40338251,114094192147/418872398384)
(-22801/2675,5301483/807850)
(8/5,-3/20)
(-121/122,1197/2684)
(441/775,-23213/32550)
(1/373,11388/1865)
(1/92,-559/184)
(-361/4,10565/152)
(364810/1223899,-1685807277/2337647090)
(1/5,-4/5)
(-1681/344,45207/70520)
(160,-831/40)
(289/248,-42107/42160)
(5/223,4687/2230)
(-5/2,7/20)
(-11552/11315,4761613/8599400)
(2890/271,-63729/46070)
(-10,13/10)
(2/31,377/310)
(81/226,3857/10170)
(-2,3/2)
(-269361/59768,537137113/155097960)
(-605/452,6769/24860)
(-5/2,19/10)
(5/32,117/160)
(76729/49442,-19230367/136954340)
(8/197,-1251/788)
(5041/5840,20731/414640)
(-72/43,635/516)
(364810/1223899,1058698887/2337647090)
(8281/40,-195693/7280)
(1,0)
(5/2,-3/10)
(1/2,1/4)
(-11552/11315,627991/1719880)
(40960/8201,-3370981/5248640)
(8/5,-129/100)
(-8978/7493,3973879/5020310)
(1/2,-7/10)
(-10,77/10)
(5/83,-546/415)
(-1681/344,105975/28208)
(5/2,-39/20)
(1/92,1393/460)
(-128/115,6381/9200)
(529/155,-15323/35650)
(32/37,73/1480)
(-269361/59768,36782201/62039184)
(-22801/2675,2239572/2019625)
(8281/40,-2901837/18200)
(-8978/7493,287971/1004062)
(-361/4,4453/380)
(45/23,-1067/690)
(-125/103,4161/5150)
(-2,3/10)
(18/59,-1271/1770)
(76729/49442,-17205503/13695434)
(289/248,-211/4216)
(2/31,-79/62)
(5/223,-2366/1115)
(-53913728/40338251,1948809721249/2094361991920)
(-72/43,713/2580)
(-1,1/2)
(-605/452,46357/49720)
(9,-104/15)
(5/83,1047/830)
(98/131,-1419/1834)
(-125/37,2394/925)
(-128/115,567/1840)
(-9/8,17/24)
(169/8479,245910/110227)
(1/5,31/50)
(-121/122,2997/6710)
(2890/271,-378441/46070)
(1/4,21/40)
(45/23,-74/345)
(1,-9/10)
(32/37,-245/296)
(5/32,-279/320)
(169/8479,-2478873/1102270)
(49/115,-1119/1610)
(8/197,6111/3940)
(1/4,-3/4)
(9,-7/6)
(40960/8201,-20221979/5248640)
(-9/8,73/240)
(-1,2/5)
(5041/5840,-3428509/4146400)
(-125/37,837/1850)
(4816360/13839841,-67628748969/96048496540)
(160,-4929/40)
#
# (a,b,c,d) = (-128,1,2,0) and D = -4100:
#
(963272/13839841,-52921512073/19209699308)
(76729/247210,-98172156/34238585)
(-128/575,-8353/9200)
(-121/460,-15437/10120)
(2/155,-1931/310)
(32,-2113/8)
(-1/5,-1/5)
(18/295,-5167/1770)
(963272/13839841,52253001305/19209699308)
(578/271,152443/9214)
(8/25,-293/100)
(1352/2825,564819/146900)
(1/10,-12/5)
(72962/1223899,-1379220953/467529418)
(-72/215,6371/2580)
(-2/5,31/10)
(-269361/298840,143487952/19387245)
(1/32,4)
(8/25,277/100)
(441/3875,-376583/162750)
(441/3875,183661/81375)
(1352/2825,-599971/146900)
(-1681/1720,-66512/8815)
(1/20,127/40)
(1/5,-23/10)
(98/655,-20383/9170)
(1/223,4709/446)
(1/1865,-113903/3730)
(-121/610,172/3355)
(-128/575,9377/9200)
(1/83,1069/166)
(-8978/37465,6635823/5020310)
(-25/37,-1913/370)
(8/985,30907/3940)
(1/223,-2355/223)
(18/295,5113/1770)
(8192/8201,8163355/1049728)
(-72/215,-5939/2580)
(-53913728/201691255,-3305886863397/2094361991920)
(49/575,-20429/8050)
(1/460,-13953/920)
(5041/29200,-9268503/4146400)
(-25/103,-643/515)
(5041/29200,278456/129575)
(8/985,-30923/3940)
(-22801/13375,56792153/4039250)
(-2,33/2)
(-121/610,643/13420)
(-2/5,-29/10)
(-269361/298840,-2156008873/310195920)
(-22801/13375,-26674601/2019625)
(-1/2,-15/4)
(-121/460,2096/1265)
(-361/20,113227/760)
(-1/5,3/10)
(-9/40,16/15)
(578/271,-162269/9214)
(8281/200,-777488/2275)
(289/1240,-102449/42160)
(76729/247210,371434691/136954340)
(529/775,191059/35650)
(-121/452,-1968/1243)
(32/185,-3309/1480)
(-11552/56575,-3615169/8599400)
(32,1985/8)
(9/5,-223/15)
(-1/2,4)
(2/155,1929/310)
(98/655,19697/9170)
(-1681/1720,1133113/141040)
(32/185,3181/1480)
(1/2,4)
(9/23,223/69)
(1/460,1744/115)
(169/42395,-12346031/1102270)
(529/775,-101613/17825)
(1/32,-257/64)
(-9/40,-229/240)
(1/2,-17/4)
(1/83,-535/83)
(1/1865,56951/1865)
(-25/37,1019/185)
(81/1130,-55337/20340)
(-361/20,-13296/95)
(-8978/37465,-6034297/5020310)
(-2,-31/2)
(1/5,11/5)
(-53913728/201691255,3585806939173/2094361991920)
(-25/103,1411/1030)
(1/10,47/20)
(169/42395,6171917/551135)
(8192/8201,-8687643/1049728)
(49/575,10043/4025)
(72962/1223899,1365285211/467529418)
(1/25,-89/25)
(1/20,-16/5)
(-11552/56575,4493121/8599400)
(-121/452,17075/9944)
(1/25,177/50)
(289/1240,6096/2635)
(9/5,419/30)
(8281/200,11686237/36400)
(81/1130,13652/5085)
(9/23,-473/138)
#
# (a,b,c,d) = (-1,1,10,0) and D = -4100:
#
(-1,0)
(18/59,-211/354)
(45/23,-527/690)
(2/31,-387/310)
(529/155,6669/7130)
(529/155,-22756/17825)
(-269361/59768,51508079/31019592)
(-11552/11315,249961/1719880)
(-1681/344,254191/141040)
(2/31,77/62)
(9,73/30)
(1/92,-2791/920)
(8/197,1235/788)
(-125/103,1661/5150)
(-121/92,-511/2024)
(-10,37/10)
(-9/8,-7/48)
(-1,1/10)
(1352/565,-26811/29380)
(1/5,-18/25)
(289/248,8771/21080)
(1,-1/2)
(-5/2,-13/20)
(5/32,127/160)
(18/59,1001/1770)
(-53913728/40338251,165825883629/418872398384)
(160,1729/40)
(-361/4,25389/760)
(-269361/59768,-375282431/310195920)
(-361/4,-1853/76)
(169/8479,1233944/551135)
(364810/1223899,-1407092437/2337647090)
(32/37,117/296)
(441/775,6976/16275)
(2890/271,132791/46070)
(441/775,-79021/162750)
(81/226,1063/2034)
(-72/43,1447/2580)
(8281/40,-278939/3640)
(-11552/11315,-371853/8599400)
(5041/5840,-399373/829280)
(-125/37,-1663/1850)
(-5/2,9/10)
(-9/8,31/120)
(5/223,4707/2230)
(-605/452,19737/49720)
(5/223,-2356/1115)
(-10,-27/10)
(1/92,279/92)
(4816360/13839841,50915979769/96048496540)
(8/5,49/100)
(-121/122,67/1342)
(40960/8201,7114779/5248640)
(8/197,-6191/3940)
(5041/5840,819477/2073200)
(364810/1223899,1337413727/2337647090)
(8281/40,2035819/36400)
(1/373,-22781/3730)
(5/83,1067/830)
(169/8479,-494017/220454)
(1/4,-13/20)
(1/4,5/8)
(1352/565,98903/146900)
(-121/122,661/13420)
(5/2,-19/20)
(32/37,-713/1480)
(98/131,733/1834)
(76729/49442,-43519649/68477170)
(1/5,7/10)
(-128/115,457/1840)
(-125/103,-518/2575)
(-1681/344,-18527/14104)
(1/373,2278/373)
(45/23,196/345)
(-121/92,1943/5060)
(-53913728/40338251,-549209342369/2094361991920)
(-125/37,1144/925)
(4816360/13839841,-54258533609/96048496540)
(5/2,7/10)
(98/131,-4351/9170)
(1,2/5)
(5/32,-259/320)
(49/115,-4223/8050)
(9,-10/3)
(-22801/2675,12735611/4039250)
(8/5,-13/20)
(81/226,-11359/20340)
(2890/271,-181921/46070)
(5/83,-536/415)
(49/115,388/805)
(1/2,-1/2)
(-128/115,-1261/9200)
(-8978/7493,313555/1004062)
(289/248,-4491/8432)
(1/2,9/20)
(40960/8201,-9736219/5248640)
(-605/452,-6541/24860)
(-72/43,-203/516)
(-2,-1/2)
(-8978/7493,-966249/5020310)
(160,-2369/40)
(-22801/2675,-929266/403925)
(76729/49442,13157073/27390868)
(-2,7/10)
#
# (a,b,c,d) = (-8,2,5,0) and D = -4100:
#
(-9/16,-7/24)
(1/184,279/46)
(-125/206,-1036/2575)
(81/452,1063/1017)
(289/496,-4491/4216)
(-5/4,-13/10)
(-269361/119536,51508079/15509796)
(8281/80,2035819/18200)
(-22801/5350,-1858532/403925)
(-1681/688,-18527/7052)
(-26956864/40338251,165825883629/209436199192)
(49/230,-4223/4025)
(5/64,-259/160)
(1/746,-22781/1865)
(1445/271,132791/23035)
(5041/11680,-399373/414640)
(1/31,77/31)
(-5,37/5)
(5/166,-1072/415)
(80,-2369/20)
(1/746,4556/373)
(529/310,6669/3565)
(16/37,117/148)
(1/2,4/5)
(-125/74,-1663/925)
(5/64,127/80)
(-121/244,661/6710)
(80,1729/20)
(8281/80,-278939/1820)
(1/31,-387/155)
(-269361/119536,-375282431/155097960)
(49/131,-4351/4585)
(-5776/11315,-371853/4299700)
(182405/1223899,-1407092437/1168823545)
(-5,-27/5)
(45/46,392/345)
(4/197,1235/394)
(529/310,-45512/17825)
(-4489/7493,-966249/2510155)
(-1,-1)
(441/1550,-79021/81375)
(5041/11680,819477/1036600)
(-36/43,1447/1290)
(1/4,-1)
(-5776/11315,249961/859940)
(-1,7/5)
(45/46,-527/345)
(-1681/688,254191/70520)
(9/2,-20/3)
(-64/115,-1261/4600)
(1/10,-36/25)
(1/2,-1)
(9/59,1001/885)
(182405/1223899,1337413727/1168823545)
(76729/98884,13157073/13695434)
(-125/74,2288/925)
(4/5,49/50)
(-9/16,31/60)
(5/446,4707/1115)
(-36/43,-203/258)
(-125/206,1661/2575)
(169/16958,2467888/551135)
(20480/8201,-9736219/2624320)
(81/452,-11359/10170)
(169/16958,-494017/110227)
(9/2,73/15)
(76729/98884,-43519649/34238585)
(1445/271,-181921/23035)
(-605/904,19737/24860)
(-361/8,-1853/38)
(-22801/5350,12735611/2019625)
(49/230,776/805)
(1/4,9/10)
(-5/4,9/5)
(-1/2,1/5)
(-121/244,67/671)
(5/166,1067/415)
(289/496,8771/10540)
(-26956864/40338251,-549209342369/1047180995960)
(1/8,5/4)
(1/10,7/5)
(5/4,-19/10)
(4/5,-13/10)
(5/4,7/5)
(2408180/13839841,-54258533609/48024248270)
(20480/8201,7114779/2624320)
(-64/115,457/920)
(441/1550,13952/16275)
(-605/904,-6541/12430)
(-4489/7493,313555/502031)
(1/184,-2791/460)
(16/37,-713/740)
(-1/2,0)
(-121/184,-511/1012)
(5/446,-4712/1115)
(-361/8,25389/380)
(4/197,-6191/1970)
(676/565,-26811/14690)
(676/565,98903/73450)
(-121/184,1943/2530)
(2408180/13839841,50915979769/48024248270)
(9/59,-211/177)
(49/131,733/917)
(1/8,-13/10)
#
# (a,b,c,d) = (-1024,1,1,0) and D = -4097:
#
#
# (a,b,c,d) = (-128,0,2,0) and D = -4096:
#
#
# (a,b,c,d) = (-15,4,4,0) and D = -4096:
#
#
# (a,b,c,d) = (0,4,16,0) and D = -4096:
#
#
# (a,b,c,d) = (0,2,32,0) and D = -4096:
#
#
# (a,b,c,d) = (2,12,16,0) and D = -4096:
#
#
# (a,b,c,d) = (7,30,32,0) and D = -4096:
#
#
# (a,b,c,d) = (-1024,0,1,0) and D = -4096:
#
#
# (a,b,c,d) = (-2,0,8,0) and D = -4096:
#
#
# (a,b,c,d) = (0,8,8,0) and D = -4096:
#
#
# (a,b,c,d) = (-16,0,4,0) and D = -4096:
#
#
# (a,b,c,d) = (0,1,64,0) and D = -4096:
#
#
# (a,b,c,d) = (-1023,1,1,0) and D = -4093:
#
#
# (a,b,c,d) = (-1023,0,1,0) and D = -4092:
#
(-4096/8183,-8351771/523712)
(16,-2047/4)
(13456/12946921,-46585417973/1501842836)
(16,2047/4)
(-225/239,-107884/3585)
(13456/12946921,46585417973/1501842836)
(-4096/8183,8351771/523712)
(1,-32)
(-225/239,107884/3585)
(1,32)
#
# (a,b,c,d) = (-1022,1,1,0) and D = -4089:
#
#
# (a,b,c,d) = (-1022,0,1,0) and D = -4088:
#
#
# (a,b,c,d) = (-1021,1,1,0) and D = -4085:
#
(1/11,48/11)
(1/11,-49/11)
#
# (a,b,c,d) = (-1021,0,1,0) and D = -4084:
#
#
# (a,b,c,d) = (-1020,1,1,0) and D = -4081:
#
(9/10180,-205427/6108)
(9/10180,256777/7635)
(-1/10,1/2)
(-1/10,-2/5)
#
# (a,b,c,d) = (-1020,0,1,0) and D = -4080:
#
(-529/86,-194291/989)
(-529/86,194291/989)
#
# (a,b,c,d) = (-127,2,2,0) and D = -4080:
#
(-529/43,-91062/989)
(-529/43,103229/989)
#
# (a,b,c,d) = (-37,3,3,0) and D = -4077:
#
(49/101,-1522/707)
(-357474649/1161489799,10626008084422/21960287629693)
(-357474649/1161489799,-3867234895779/21960287629693)
(49/101,1179/707)
(-1,-3)
(-1,4)
#
# (a,b,c,d) = (-1019,1,1,0) and D = -4077:
#
(-357474649/3484469397,-61840206816583/65880862889079)
(-357474649/3484469397,68598980005226/65880862889079)
(-1/3,-31/3)
(-1/3,32/3)
(49/303,-12326/2121)
(49/303,11983/2121)
#
# (a,b,c,d) = (-1019,0,1,0) and D = -4076:
#
(-1/7,26/7)
(-1/7,-26/7)
#
# (a,b,c,d) = (-1018,1,1,0) and D = -4073:
#
(225/7696,340997/57720)
(-1/8,-11/4)
(-1/8,23/8)
(225/7696,-685369/115440)
#
# (a,b,c,d) = (-1018,0,1,0) and D = -4072:
#
(-1/9,-17/9)
(-1/9,17/9)
(1156/79857,22601591/2715138)
(1156/79857,-22601591/2715138)
#
# (a,b,c,d) = (-1017,1,1,0) and D = -4069:
#
#
# (a,b,c,d) = (-127,1,2,0) and D = -4068:
#
#
# (a,b,c,d) = (-1017,0,1,0) and D = -4068:
#
#
# (a,b,c,d) = (-1016,1,1,0) and D = -4065:
#
(1/16,-9/2)
(1/16,71/16)
(169/844,73107/10972)
(169/844,-18826/2743)
#
# (a,b,c,d) = (1,2,-9,-3) and D = -4065:
#
(1,0)
(-4189/225,-1777/225)
(-4,1)
(-32/33,13/33)
(-89/97,279/97)
#
# (a,b,c,d) = (-1016,0,1,0) and D = -4064:
#
(4,255/2)
(10609/502550,178980046/25881325)
(-16/23,-2037/92)
(-25/239,1491/1195)
(121/41650,-4250088/229075)
(1/1330,-24252/665)
(-2209/22207,16789/1043729)
(18769/543286,-204373290/37215091)
(1/6194,243740/3097)
(-49/110,-5436/385)
(-256/1015,-126491/16240)
(121/41650,4250088/229075)
(1/22,-54/11)
(16/9937,-990567/39748)
(45369/688390,-324458806/73313535)
(324/385,186047/6930)
(16/9937,990567/39748)
(-2209/22207,-16789/1043729)
(-256/1015,126491/16240)
(198025/2383046,-2314231922/530227735)
(-90440100/502603871,24992392219633/4779762813210)
(18769/543286,204373290/37215091)
(-25/14,1992/35)
(1/2,16)
(-25/239,-1491/1195)
(-16/23,2037/92)
(-1/10,-2/5)
(9/121,1585/363)
(729/226,-313700/3051)
(-25/14,-1992/35)
(-49/110,5436/385)
(9/121,-1585/363)
(1/22,54/11)
(1/17,77/17)
(1723969/22988086,65866982190/15091678459)
(-115600/57799,1252728301/19651660)
(1/2,-16)
(4/5705,430907/11410)
(-90440100/502603871,-24992392219633/4779762813210)
(7396/20825,20495651/1790950)
(7396/20825,-20495651/1790950)
(4/5705,-430907/11410)
(-115600/57799,-1252728301/19651660)
(45369/688390,324458806/73313535)
(1/25,-129/25)
(1/6194,-243740/3097)
(1/17,-77/17)
(1/1330,24252/665)
(1723969/22988086,-65866982190/15091678459)
(-1/10,2/5)
(1/25,129/25)
(10609/502550,-178980046/25881325)
(4,-255/2)
(729/226,313700/3051)
(324/385,-186047/6930)
(198025/2383046,2314231922/530227735)
#
# (a,b,c,d) = (1,6,-2,-4) and D = -4064:
#
(113/71,-327/142)
(-34413/261512,-325591/523024)
(-3,1/2)
(15/13,31/26)
(11567/9624,-1603/19248)
(-27497/40003,23058/40003)
(-1/3,-2/3)
(1,-3/2)
(-223/842,-1085/1684)
(-107795/152368,-274089/304736)
(-157/219,172/219)
(-3/4,7/8)
(1829/1688,-129/3376)
(-1/2,-3/4)
(1,1)
(-215/109,39/109)
(-85/122,129/244)
(1,0)
(-961/243,157/243)
(496471/560587,946259/1121174)
(127/219,-437/438)
(473/548,91/1096)
(-121/174,245/348)
(-43/29,9/29)
(2417/657,-3455/657)
(53/29,57/29)
#
# (a,b,c,d) = (-127,0,2,0) and D = -4064:
#
(-231200/57799,1252728301/39303320)
(198025/1191523,-1157115961/530227735)
(1/665,-12126/665)
(2/25,-129/50)
(18769/271643,-102186645/37215091)
(-4418/22207,-16789/2087458)
(-32/23,2037/184)
(729/113,-156850/3051)
(1723969/11494043,32933491095/15091678459)
(8/5705,430907/22820)
(729/113,156850/3051)
(-32/23,-2037/184)
(-1/5,-1/5)
(1/665,12126/665)
(-4418/22207,16789/2087458)
(8,-255/4)
(18769/271643,102186645/37215091)
(2/25,129/50)
(-25/7,996/35)
(8/5705,-430907/22820)
(-49/55,-2718/385)
(198025/1191523,1157115961/530227735)
(-1/5,1/5)
(1/3097,121870/3097)
(-231200/57799,-1252728301/39303320)
(1723969/11494043,-32933491095/15091678459)
(14792/20825,20495651/3581900)
(-512/1015,-126491/32480)
(-180880200/502603871,-24992392219633/9559525626420)
(2/17,-77/34)
(121/20825,2125044/229075)
(-50/239,1491/2390)
(1/11,-27/11)
(45369/344195,162229403/73313535)
(121/20825,-2125044/229075)
(10609/251275,89490023/25881325)
(648/385,-186047/13860)
(8,255/4)
(18/121,-1585/726)
(32/9937,-990567/79496)
(32/9937,990567/79496)
(18/121,1585/726)
(1,-8)
(648/385,186047/13860)
(10609/251275,-89490023/25881325)
(45369/344195,-162229403/73313535)
(1/11,27/11)
(-50/239,-1491/2390)
(2/17,77/34)
(1,8)
(-180880200/502603871,24992392219633/9559525626420)
(-25/7,-996/35)
(-512/1015,126491/32480)
(1/3097,-121870/3097)
(14792/20825,-20495651/3581900)
(-49/55,2718/385)
#
# (a,b,c,d) = (2,1,-8,-3) and D = -4064:
#
(224894/560587,-721365/560587)
(-3109/438,4493/1314)
(2,1)
(-145589/261512,90001/130756)
(425/162,647/486)
(61/58,-167/58)
(-2,1)
(293/218,137/218)
(-1/2,-1/2)
(73613/80006,-18619/80006)
(-1/2,5/6)
(61/58,-31/87)
(-83147/152368,95471/76184)
(107/122,-11/61)
(-2195/3208,-2491/4812)
(-979/1688,-425/844)
(5/4,-1/2)
(-191/548,-141/274)
(-431/842,327/421)
(61/58,25/58)
(8/13,-23/13)
(-220/71,107/71)
(1/2,-3/2)
(-94/73,155/219)
(-1/2,1)
(167/146,-187/438)
#
# (a,b,c,d) = (-1015,1,1,0) and D = -4061:
#
(-49/433,-6014/3031)
(1/35,209/35)
(-49/433,6357/3031)
(9/7,121/3)
(9/7,-874/21)
(1/35,-6)
#
# (a,b,c,d) = (-1015,0,1,0) and D = -4060:
#
#
# (a,b,c,d) = (-1014,1,1,0) and D = -4057:
#
(-16/159,-335/636)
(-16/159,133/212)
#
# (a,b,c,d) = (-1014,0,1,0) and D = -4056:
#
#
# (a,b,c,d) = (-1013,1,1,0) and D = -4053:
#
(-9/83,422/249)
(-9/83,-395/249)
#
# (a,b,c,d) = (-1013,0,1,0) and D = -4052:
#
#
# (a,b,c,d) = (-1012,1,1,0) and D = -4049:
#
(-1/10,-3/10)
(-1/10,2/5)
#
# (a,b,c,d) = (-126,2,2,0) and D = -4048:
#
#
# (a,b,c,d) = (-1012,0,1,0) and D = -4048:
#
#
# (a,b,c,d) = (-1011,1,1,0) and D = -4045:
#
(4/201,-955/134)
(4/201,2857/402)
#
# (a,b,c,d) = (-1011,0,1,0) and D = -4044:
#
#
# (a,b,c,d) = (-1010,1,1,0) and D = -4041:
#
(225/3556,117977/26670)
(225/3556,-239329/53340)
#
# (a,b,c,d) = (-1010,0,1,0) and D = -4040:
#
(-324/359,-185219/6462)
(-324/359,185219/6462)
#
# (a,b,c,d) = (-1009,1,1,0) and D = -4037:
#
(13689/74803,-55641041/8751951)
(13689/74803,54039428/8751951)
(1/31,175/31)
(1/31,-176/31)
#
# (a,b,c,d) = (-126,1,2,0) and D = -4036:
#
(1/4,-5/2)
(1/3,-3)
(2/1355,49877/2710)
(-1/5,-1/10)
(24649/80272,-71304929/25205408)
(-1225/5892,-212257/412440)
(1/1260,-251/10)
(1/3,17/6)
(-1225/5892,21261/34370)
(-1/5,1/5)
(-169/840,967/3120)
(2/1355,-49879/2710)
(24649/80272,16858759/6301352)
(1/4,19/8)
(18/67,991/402)
(1/1260,63251/2520)
(-169/840,-381/1820)
(18/67,-1045/402)
#
# (a,b,c,d) = (-1009,0,1,0) and D = -4036:
#
(-169/1680,-11341/21840)
(-1/10,-3/10)
(24649/160544,-138739965/25205408)
(1/1355,-49878/1355)
(1/8,39/8)
(1/6,-35/6)
(-1225/11784,467389/412440)
(9/67,1018/201)
(9/67,-1018/201)
(24649/160544,138739965/25205408)
(1/6,35/6)
(-1/10,3/10)
(1/8,-39/8)
(-1225/11784,-467389/412440)
(1/1355,49878/1355)
(-169/1680,11341/21840)
(1/2520,126503/2520)
(1/2520,-126503/2520)
#
# (a,b,c,d) = (-1008,1,1,0) and D = -4033:
#
#
# (a,b,c,d) = (-4,4,6,0) and D = -4032:
#
#
# (a,b,c,d) = (-126,0,2,0) and D = -4032:
#
#
# (a,b,c,d) = (-37,2,3,0) and D = -4032:
#
#
# (a,b,c,d) = (-1008,0,1,0) and D = -4032:
#
#
# (a,b,c,d) = (-1007,1,1,0) and D = -4029:
#
(-1281424/12502175,13581003727/14152462100)
(4/25,-287/50)
(-144/767,51425/9204)
(4/121,1351/242)
(-144/767,-49697/9204)
(4/121,-1359/242)
(-1281424/12502175,-12130431759/14152462100)
(4/25,279/50)
#
# (a,b,c,d) = (-1007,0,1,0) and D = -4028:
#
#
# (a,b,c,d) = (-1006,1,1,0) and D = -4025:
#
(1/3620,-217803/3620)
(1/3620,108901/1810)
(-1/10,3/10)
(-1/10,-1/5)
#
# (a,b,c,d) = (-8,1,5,0) and D = -4025:
#
(-1/2,0)
(1/724,2178/181)
(-1/2,1/10)
(1/724,-43561/3620)
#
# (a,b,c,d) = (-1006,0,1,0) and D = -4024:
#
(-4/15,-247/30)
(-4/15,247/30)
(-7396/59343,-14071703/5103498)
(-7396/59343,14071703/5103498)
#
# (a,b,c,d) = (-1005,1,1,0) and D = -4021:
#
#
# (a,b,c,d) = (-1005,0,1,0) and D = -4020:
#
#
# (a,b,c,d) = (-1004,1,1,0) and D = -4017:
#
#
# (a,b,c,d) = (-1004,0,1,0) and D = -4016:
#
(529/2717,410713/62491)
(-1/10,1/5)
(49729/7392710,10051754183/824287165)
(4/17,-263/34)
(9/94,625/141)
(9/94,-625/141)
(49729/7392710,-10051754183/824287165)
(361/4238,-175607/40261)
(4/17,263/34)
(361/4238,175607/40261)
(529/2717,-410713/62491)
(-1/10,-1/5)
#
# (a,b,c,d) = (-125,2,2,0) and D = -4016:
#
(-1/5,0)
(49729/3696355,-1006284375/164857433)
(1058/2717,386379/124982)
(49729/3696355,5020332308/824287165)
(9/47,299/141)
(361/2119,84374/40261)
(8/17,247/68)
(1058/2717,-435047/124982)
(8/17,-279/68)
(361/2119,-91233/40261)
(-1/5,1/5)
(9/47,-326/141)
#
# (a,b,c,d) = (-1003,1,1,0) and D = -4013:
#
#
# (a,b,c,d) = (-1003,0,1,0) and D = -4012:
#
(-256/1647,111175/26352)
(-256/1647,-111175/26352)
#
# (a,b,c,d) = (-1002,1,1,0) and D = -4009:
#
(-1/10,-1/10)
(-1/10,1/5)
(1/10020,1003001/10020)
(1/10020,-1001/10)
#
# (a,b,c,d) = (-1002,0,1,0) and D = -4008:
#
#
# (a,b,c,d) = (-37,1,3,0) and D = -4005:
#
(-4/13,9/26)
(-1/3,-5/9)
(3/1141,-38543/3423)
(3/1141,38540/3423)
(-1/3,2/3)
(-4/13,-19/78)
(1/43,-163/43)
(-1587/2471,383125/170499)
(-1587/2471,-346624/170499)
(1/43,488/129)
#
# (a,b,c,d) = (-1001,1,1,0) and D = -4005:
#
(-529/2471,-358791/56833)
(1/1141,38541/1141)
(1/129,1465/129)
(-529/2471,52994/8119)
(1/129,-1466/129)
(1/1141,-5506/163)
(-4/39,73/78)
(-4/39,-5/6)
(-1/9,17/9)
(-1/9,-16/9)
#
# (a,b,c,d) = (-125,1,2,0) and D = -4004:
#
(-1/5,0)
(1/46,-221/46)
(-9/31,182/93)
(-9/31,-337/186)
(-1/5,1/10)
(1/46,441/92)
#
# (a,b,c,d) = (-1001,0,1,0) and D = -4004:
#
(1/92,-883/92)
(-1/10,-1/10)
(-1/10,1/10)
(1/92,883/92)
(-9/62,-701/186)
(-9/62,701/186)
#
# (a,b,c,d) = (-1000,1,1,0) and D = -4001:
#
(-4/31,189/62)
(1/128,-1449/128)
(441/1780,297739/37380)
(529/6280,-635167/144440)
(-1/2,-31/2)
(-1/10,0)
(1/128,181/16)
(81/9628,-236342/21663)
(10201/43400,-34331301/4383400)
(1/28,-38/7)
(-1/2,16)
(64/1729,73439/13832)
(100/1121,-49581/11210)
(169/610,7000/793)
(64/1729,-73951/13832)
(1/100,10)
(529/6280,15575/3611)
(1/28,151/28)
(100/1121,48581/11210)
(-1/10,1/10)
(1/100,-1001/100)
(81/9628,944639/86652)
(-121/890,-3200/979)
(10201/43400,166505/21917)
(169/610,-72197/7930)
(-121/890,33331/9790)
(441/1780,-15350/1869)
(-4/31,-181/62)
#
# (a,b,c,d) = (1,3,-8,-3) and D = -4001:
#
(1,1/3)
(332/299,-993/299)
(-271/603,1178/1809)
(1/7,-6/7)
(4915/5083,1461/5083)
(-4/7,11/7)
(-971/253,-504/253)
(305,-199/3)
(2,1)
(15658/8321,-3007/8321)
(-5113/3077,1290/3077)
(514/307,-93/307)
(-4/13,-7/13)
(-149417/153583,-94839/153583)
(-997/1813,2710/1813)
(1,-3)
(1,0)
(-6077/6923,-4069/6923)
(-504667/654533,255591/654533)
(-1361/23,296/23)
(-5/11,7/11)
#
# (a,b,c,d) = (-1000,0,1,0) and D = -4000:
#
(1/65,-105/13)
(-1/6,-14/3)
(196/3081,191771/43134)
(196/3081,-191771/43134)
(-1/6,14/3)
(1/65,105/13)
(-1/10,0)
#
# (a,b,c,d) = (-8,0,5,0) and D = -4000:
#
(-5/6,-14/15)
(980/3081,-191771/215670)
(1/13,-21/13)
(1/13,21/13)
(-5/6,14/15)
(980/3081,191771/215670)
(-1/2,0)
#
# (a,b,c,d) = (-1,0,10,0) and D = -4000:
#
(-5/3,7/15)
(-1,0)
(1960/3081,191771/431340)
(1960/3081,-191771/431340)
(-5/3,-7/15)
(2/13,21/26)
(2/13,-21/26)
#
# (a,b,c,d) = (-125,0,2,0) and D = -4000:
#
(-1/5,0)
(392/3081,-191771/86268)
(2/65,-105/26)
(2/65,105/26)
(392/3081,191771/86268)
(-1/3,7/3)
(-1/3,-7/3)
#
# (a,b,c,d) = (-999,1,1,0) and D = -3997:
#
(-100/999,-1/10)
(-121/633,-38278/6963)
(-121/633,13203/2321)
(1/57,-144/19)
(1/57,431/57)
(-100/999,1999/9990)
#
# (a,b,c,d) = (-37,0,3,0) and D = -3996:
#
#
# (a,b,c,d) = (-999,0,1,0) and D = -3996:
#
#
# (a,b,c,d) = (2,11,11,0) and D = -3993:
#
#
# (a,b,c,d) = (-998,1,1,0) and D = -3993:
#
#
# (a,b,c,d) = (-998,0,1,0) and D = -3992:
#
(100/49,-31593/490)
(100/49,31593/490)
#
# (a,b,c,d) = (-997,1,1,0) and D = -3989:
#
(1/5,33/5)
(1/5,-34/5)
#
# (a,b,c,d) = (2,0,-8,-1) and D = -3988:
#
(-288/485,283/485)
(0,-1)
(-13/19,11/19)
(-9/37,41/37)
(-883753/463915,473723/463915)
(2,-1)
(1960615/2041883,634027/2041883)
(-2,-1)
(26689/32725,3701/32725)
(-27/19,215/19)
(-323/55,-157/55)
(-21231/179677,-137587/179677)
(-90767390/24550703,47165137/24550703)
(95/73,-43/73)
(277/181,125/181)
#
# (a,b,c,d) = (-997,0,1,0) and D = -3988:
#
(289/2943,-222610/50031)
(-4/39,67/78)
(4/57,499/114)
(9216/38617,28948195/3707232)
(9216/38617,-28948195/3707232)
(4/57,-499/114)
(-4/39,-67/78)
(289/2943,222610/50031)
(1/3,32/3)
(81/4303,283202/38727)
(1/3,-32/3)
(49/144531,-54946688/1011717)
(9/151,-2042/453)
(-25/249,374/1245)
(16/9,2021/36)
(-169/597,-67820/7761)
(49/144531,54946688/1011717)
(-169/597,67820/7761)
(16/9,-2021/36)
(3844/158553,-63580675/9830286)
(-25/249,-374/1245)
(9/151,2042/453)
(81/4303,-283202/38727)
(3844/158553,63580675/9830286)
#
# (a,b,c,d) = (-996,1,1,0) and D = -3985:
#
#
# (a,b,c,d) = (-996,0,1,0) and D = -3984:
#
(-1/8,-11/4)
(-1/8,11/4)
(121/4240,139633/23320)
(121/4240,-139633/23320)
#
# (a,b,c,d) = (-15,3,4,0) and D = -3984:
#
(-1/2,7/8)
(-1/2,-1/2)
(121/1060,-71813/46640)
(121/1060,3391/2332)
#
# (a,b,c,d) = (-124,2,2,0) and D = -3984:
#
(-1/4,-5/4)
(121/2120,-35241/11660)
(-1/4,3/2)
(121/2120,69151/23320)
#
# (a,b,c,d) = (1,2,-10,1) and D = -3981:
#
(0,1)
(5/38,63/38)
(-846/1793,-1027/1793)
(-1/3,-2/3)
(-1121/3006,-1891/3006)
(19/223,306/223)
(213583617/207282784,-7760261/207282784)
(1177198/38437,523449/38437)
(-434/27,-193/27)
(13/12,-1/12)
(-2932/2013,805/2013)
(-79439/3886,-35325/3886)
(9,4)
(-9268/35123,-27333/35123)
(-27/16,7/16)
(1,0)
(-10471/1506,-4661/1506)
(4069676/3551961,-440735/3551961)
#
# (a,b,c,d) = (-995,1,1,0) and D = -3981:
#
(1/13,56/13)
(196/2041,125103/28574)
(196/2041,-127847/28574)
(-9/65,-658/195)
(16/265,4731/1060)
(-4/23,231/46)
(-1/5,-29/5)
(-9/65,137/39)
(1/13,-57/13)
(-1/5,6)
(-4/23,-223/46)
(16/265,-959/212)
(79524/723097,-948555631/203913354)
(79524/723097,926129863/203913354)
#
# (a,b,c,d) = (-995,0,1,0) and D = -3980:
#
#
# (a,b,c,d) = (-994,1,1,0) and D = -3977:
#
(-1/4,-15/2)
(3721/32072,4531659/978196)
(-1/4,31/4)
(3721/32072,-9290299/1956392)
#
# (a,b,c,d) = (-994,0,1,0) and D = -3976:
#
#
# (a,b,c,d) = (1,0,-10,-1) and D = -3973:
#
(1,-10)
(-1286487/176297,414064/176297)
(-62719/237281,173100/237281)
(-61/32,21/32)
(180970/141097,-41997/141097)
(35371/5968,10989/5968)
(-627790/373841,222459/373841)
(-1/31,-28/31)
(-1/2,1/2)
(-6641/940,-2071/940)
(28,-9)
(12541/1270,-4029/1270)
(-165914/11327,1657477/11327)
(-26/73,-37/73)
(-17/80,73/80)
(1,0)
(169/121,42/121)
(13/10,3/10)
(-112/71,-39/71)
(-710101/19412,-221139/19412)
(-494/467,217/467)
(0,-1)
#
# (a,b,c,d) = (-993,1,1,0) and D = -3973:
#
(-1,-31)
(289/6447,-542768/109599)
(-16/103,1757/412)
(9/181,2566/543)
(1/123,1364/123)
(-1/7,26/7)
(-1,32)
(1/9,41/9)
(289/6447,179285/36533)
(1/9,-14/3)
(4/393,2597/262)
(256/3977,-284123/63632)
(961/4559,973168/141329)
(9/181,-2593/543)
(-16/103,-1693/412)
(-169/283,70175/3679)
(4/393,-7799/786)
(-1/7,-25/7)
(256/3977,280027/63632)
(961/4559,-1002959/141329)
(1/123,-455/41)
(-169/283,-67978/3679)
#
# (a,b,c,d) = (-124,1,2,0) and D = -3972:
#
#
# (a,b,c,d) = (-993,0,1,0) and D = -3972:
#
#
# (a,b,c,d) = (2,3,-9,2) and D = -3969:
#
#
# (a,b,c,d) = (0,3,21,0) and D = -3969:
#
(1/12,3/4)
(21/4,-16/21)
(-88725/31496,16129/338520)
(-16/3,3/4)
(-88725/31496,61504/173355)
(1/12,-16/21)
(21/4,1/84)
(16129/48360,61504/173355)
(16129/48360,-12675/31496)
(61504/24765,16129/338520)
(61504/24765,-12675/31496)
(-16/3,1/84)
#
# (a,b,c,d) = (-2,5,7,0) and D = -3969:
#
(-29575/31496,5704121/7165340)
(-16/9,-17/36)
(-29575/31496,-1796367/14330680)
(16129/145080,-151615609/128976120)
(1/36,-41/18)
(61504/74295,-125206391/128976120)
(16129/145080,10098121/9212580)
(7/4,-25/14)
(7/4,15/28)
(61504/74295,6991633/18425160)
(-16/9,439/252)
(1/36,569/252)
#
# (a,b,c,d) = (0,7,9,0) and D = -3969:
#
(-16/7,1/36)
(61504/57785,-29575/31496)
(9/4,-16/9)
(1/28,7/4)
(61504/57785,16129/145080)
(9/4,1/36)
(-16/7,7/4)
(16129/112840,-29575/31496)
(-38025/31496,16129/145080)
(1/28,-16/9)
(16129/112840,61504/74295)
(-38025/31496,61504/74295)
#
# (a,b,c,d) = (1,6,-9,1) and D = -3969:
#
(0,1)
(-3/5,-4/5)
(1119/605,-133/605)
(4/5,1/5)
(133/605,1252/605)
(-1/5,3/5)
(-1252/605,-1119/605)
(-1,-1)
(1,0)
#
# (a,b,c,d) = (0,1,63,0) and D = -3969:
#
(-16,1/4)
(1/4,1/4)
(61504/8255,-4225/31496)
(61504/8255,16129/1015560)
(63/4,-16/63)
(-16,1/252)
(-266175/31496,16129/1015560)
(63/4,1/252)
(1/4,-16/63)
(16129/16120,61504/520065)
(16129/16120,-4225/31496)
(-266175/31496,61504/520065)
#
# (a,b,c,d) = (-36,3,3,0) and D = -3969:
#
(61504/173355,60097657/42992040)
(16129/338520,-9580373/3582670)
(1/84,-445/84)
(1/84,37/7)
(-12675/31496,7838117/6141720)
(-16/21,-185/84)
(3/4,7/3)
(-16/21,83/28)
(61504/173355,-25116883/14330680)
(16129/338520,112916093/42992040)
(-12675/31496,-1341623/1535430)
(3/4,-37/12)
#
# (a,b,c,d) = (3,3,-6,-3) and D = -3969:
#
#
# (a,b,c,d) = (12,55,63,0) and D = -3969:
#
(1/4,-13/36)
(63/4,-1765/252)
(1/4,1/7)
(16129/16120,-5721907/18425160)
(-266175/31496,482390117/128976120)
(-16,199/28)
(16129/16120,-2016881/3582670)
(63/4,-425/63)
(-16,247/36)
(-266175/31496,117296377/32244030)
(61504/8255,-58540343/18425160)
(61504/8255,-47681351/14330680)
#
# (a,b,c,d) = (-992,1,1,0) and D = -3969:
#
(-16/63,1985/252)
(16129/1015560,-128310844/16122015)
(61504/520065,601890881/128976120)
(-4225/31496,-808124/255905)
(-16/63,-1921/252)
(1/4,-33/4)
(16129/1015560,33046399/4160520)
(1/252,1000/63)
(1/252,-4001/252)
(61504/520065,-617143873/128976120)
(-4225/31496,217407/66040)
(1/4,8)
#
# (a,b,c,d) = (-992,0,1,0) and D = -3968:
#
(9/97,-1279/291)
(9/97,1279/291)
#
# (a,b,c,d) = (-124,0,2,0) and D = -3968:
#
(18/97,-1279/582)
(18/97,1279/582)
#
# (a,b,c,d) = (-991,1,1,0) and D = -3965:
#
(1,-32)
(1,31)
#
# (a,b,c,d) = (-991,0,1,0) and D = -3964:
#
#
# (a,b,c,d) = (-990,1,1,0) and D = -3961:
#
#
# (a,b,c,d) = (-990,0,1,0) and D = -3960:
#
#
# (a,b,c,d) = (2,7,-1,-3) and D = -3957:
#
(167/195,-29/585)
(2,3)
(1/2,-1)
(-1535/2189,4079/6567)
#
# (a,b,c,d) = (-989,1,1,0) and D = -3957:
#
(1/7,36/7)
(1/7,-37/7)
(-5329/52997,-730512/3868781)
(-5329/52997,1119529/3868781)
#
# (a,b,c,d) = (-989,0,1,0) and D = -3956:
#
#
# (a,b,c,d) = (-988,1,1,0) and D = -3953:
#
#
# (a,b,c,d) = (-123,2,2,0) and D = -3952:
#
(-2/3,-29/6)
(-25/123,248/615)
(81/281,6262/2529)
(-2/3,11/2)
(7688/23793,-2939533/983444)
(7688/23793,7865287/2950332)
(-25/123,-1/5)
(81/281,-6991/2529)
(1/21,68/21)
(1/21,-23/7)
#
# (a,b,c,d) = (-988,0,1,0) and D = -3952:
#
(-1/3,31/3)
(-25/246,-371/615)
(1/42,-137/21)
(3844/23793,-8341943/1475166)
(1/42,137/21)
(-25/246,371/615)
(3844/23793,8341943/1475166)
(-1/3,-31/3)
(81/562,-13253/2529)
(81/562,13253/2529)
#
# (a,b,c,d) = (-987,1,1,0) and D = -3949:
#
(1/45,-304/45)
(1/45,101/15)
#
# (a,b,c,d) = (-987,0,1,0) and D = -3948:
#
#
# (a,b,c,d) = (-986,1,1,0) and D = -3945:
#
(9/46,445/69)
(9/46,-917/138)
#
# (a,b,c,d) = (-986,0,1,0) and D = -3944:
#
#
# (a,b,c,d) = (-985,1,1,0) and D = -3941:
#
(30276/88705,-34017527/3086934)
(30276/88705,164819611/15434670)
#
# (a,b,c,d) = (2,3,-7,-1) and D = -3941:
#
(0,-1)
#
# (a,b,c,d) = (-123,1,2,0) and D = -3940:
#
(-2/9,-5/6)
(2/1011,-32147/2022)
(-2/9,17/18)
(-8/39,-53/156)
(-8/39,23/52)
(2/1011,10715/674)
#
# (a,b,c,d) = (-985,0,1,0) and D = -3940:
#
(-4/39,61/78)
(-4/39,-61/78)
(1/1011,-32146/1011)
(-1/9,16/9)
(1/1011,32146/1011)
(-1/9,-16/9)
#
# (a,b,c,d) = (-984,1,1,0) and D = -3937:
#
(1/2,-16)
(-441/1748,-276571/36708)
(-441/1748,71458/9177)
(1/2,31/2)
#
# (a,b,c,d) = (-984,0,1,0) and D = -3936:
#
(4/49,-425/98)
(4/49,425/98)
#
# (a,b,c,d) = (-123,0,2,0) and D = -3936:
#
(8/49,425/196)
(8/49,-425/196)
#
# (a,b,c,d) = (-983,1,1,0) and D = -3933:
#
(1/73,624/73)
(1/73,-625/73)
#
# (a,b,c,d) = (-983,0,1,0) and D = -3932:
#
#
# (a,b,c,d) = (-982,1,1,0) and D = -3929:
#
(1/70,-587/70)
(1/70,293/35)
(152881/2606660,4576760523/1019204060)
(152881/2606660,-2318268497/509602030)
#
# (a,b,c,d) = (-982,0,1,0) and D = -3928:
#
(4/41,363/82)
(4/41,-363/82)
#
# (a,b,c,d) = (-981,1,1,0) and D = -3925:
#
(-4/39,-55/78)
(-4/39,21/26)
#
# (a,b,c,d) = (-36,2,3,0) and D = -3924:
#
(1/5,7/5)
(-1936/2485,-777893/328020)
(1/5,-23/15)
(-1936/2485,316087/109340)
#
# (a,b,c,d) = (-981,0,1,0) and D = -3924:
#
(1/15,22/5)
(1/15,-22/5)
(-1936/7455,-863077/109340)
(-1936/7455,863077/109340)
#
# (a,b,c,d) = (-980,1,1,0) and D = -3921:
#
(-16/95,1809/380)
(-7921/68420,-2513079/1217876)
(-7921/68420,3317591/1522345)
(-25/74,1962/185)
(-25/74,-3799/370)
(6561/175840,538027/101736)
(1/10,22/5)
(1/10,-9/2)
(6561/175840,-75855221/14243040)
(-16/95,-349/76)
#
# (a,b,c,d) = (-122,2,2,0) and D = -3920:
#
#
# (a,b,c,d) = (-980,0,1,0) and D = -3920:
#
#
# (a,b,c,d) = (-979,1,1,0) and D = -3917:
#
#
# (a,b,c,d) = (-979,0,1,0) and D = -3916:
#
(16/2025,-91147/8100)
(961/8625,-1229018/267375)
(9/25,854/75)
(9/25,-854/75)
(961/8625,1229018/267375)
(16/2025,91147/8100)
#
# (a,b,c,d) = (-978,1,1,0) and D = -3913:
#
(100/9,-31777/90)
(100/9,10259/30)
#
# (a,b,c,d) = (-978,0,1,0) and D = -3912:
#
#
# (a,b,c,d) = (-977,1,1,0) and D = -3909:
#
(104329/406585,1068025066/131326955)
(104329/406585,-1101723333/131326955)
#
# (a,b,c,d) = (-122,1,2,0) and D = -3908:
#
(-3721/8876,-3230951/1082872)
(1/7,-31/14)
(1/7,15/7)
(-3721/8876,864483/270718)
#
# (a,b,c,d) = (-977,0,1,0) and D = -3908:
#
(1/14,61/14)
(1/14,-61/14)
(-3721/17752,-6688883/1082872)
(-3721/17752,6688883/1082872)
#
# (a,b,c,d) = (-976,1,1,0) and D = -3905:
#
(16/521,-12091/2084)
(16/521,12027/2084)
#
# (a,b,c,d) = (-122,0,2,0) and D = -3904:
#
(1/6,13/6)
(1/6,-13/6)
(-169/570,14207/7410)
(-169/570,-14207/7410)
#
# (a,b,c,d) = (-15,2,4,0) and D = -3904:
#
(-169/285,-1201/1482)
(1/3,-7/6)
(-169/285,1367/1235)
(1/3,1)
#
# (a,b,c,d) = (-976,0,1,0) and D = -3904:
#
(1/12,13/3)
(-169/1140,-14207/3705)
(1/12,-13/3)
(-169/1140,14207/3705)
#
# (a,b,c,d) = (-975,1,1,0) and D = -3901:
#
#
# (a,b,c,d) = (-975,0,1,0) and D = -3900:
#
#
# (a,b,c,d) = (-7,4,5,0) and D = -3900:
#
#
# (a,b,c,d) = (-974,1,1,0) and D = -3897:
#
(-1/8,-21/8)
(1/18,-83/18)
(-3025/3924,-5104051/215820)
(196/561,85301/7854)
(1/6,-35/6)
(-1/8,11/4)
(196/561,-88045/7854)
(1/6,17/3)
(-529/5052,129709/116196)
(16/1137,38359/4548)
(16/1137,-38423/4548)
(1/18,41/9)
(-529/5052,-58771/58098)
(-3025/3924,2635213/107910)
#
# (a,b,c,d) = (-36,1,3,0) and D = -3897:
#
(16/379,-12829/4548)
(-3/8,23/24)
(196/187,-30263/7854)
(1/2,11/6)
(1/6,-14/9)
(1/6,3/2)
(-3/8,-5/6)
(1/2,-2)
(196/187,9173/2618)
(-3025/1308,-411473/53955)
(-529/1684,-35125/116196)
(-3025/1308,201363/23980)
(16/379,4255/1516)
(-529/1684,3941/9683)
#
# (a,b,c,d) = (-974,0,1,0) and D = -3896:
#
(289/995,-156509/16915)
(289/995,156509/16915)
#
# (a,b,c,d) = (-973,1,1,0) and D = -3893:
#
(-3481/1957,6509304/115463)
(1/19,88/19)
(1/19,-89/19)
(-3481/1957,-6303925/115463)
#
# (a,b,c,d) = (-973,0,1,0) and D = -3892:
#
(-25/241,-1098/1205)
(4/9,-251/18)
(-1024/7887,744407/252384)
(1/11,-48/11)
(49/3383,-197058/23681)
(49/3383,197058/23681)
(1/11,48/11)
(-1024/7887,-744407/252384)
(4/9,251/18)
(-25/241,1098/1205)
#
# (a,b,c,d) = (1,0,-10,-2) and D = -3892:
#
(30237402305/27022965889,5032485787/27022965889)
(1,-5)
(-113/59,-37/59)
(-3,1)
(1,0)
(-11/13,6/13)
(-10067/18469,-7926/18469)
#
# (a,b,c,d) = (1,1,-10,1) and D = -3889:
#
(0,1)
(-11479/181,-4345/181)
(-873/1883,-1027/1883)
(13/11,-2/11)
(1,0)
(26/119,279/119)
#
# (a,b,c,d) = (-972,1,1,0) and D = -3889:
#
(4/1185,40789/2370)
(-1/6,14/3)
(-169/432,-66815/5616)
(-169/432,639/52)
(4/1185,-13599/790)
(-1/6,-9/2)
#
# (a,b,c,d) = (-121,2,2,0) and D = -3888:
#
#
# (a,b,c,d) = (-3,6,6,0) and D = -3888:
#
#
# (a,b,c,d) = (-36,0,3,0) and D = -3888:
#
#
# (a,b,c,d) = (-972,0,1,0) and D = -3888:
#
#
# (a,b,c,d) = (-971,1,1,0) and D = -3885:
#
#
# (a,b,c,d) = (-971,0,1,0) and D = -3884:
#
(1/265,4314/265)
(1/265,-4314/265)
#
# (a,b,c,d) = (-970,1,1,0) and D = -3881:
#
(-5929/58000,-2438157/4466000)
(-5929/58000,289469/446600)
(-2401/20152,-2231529/987448)
(-2401/20152,1174589/493724)
(1/8,19/4)
(1/8,-39/8)
(1681/21680,381247/88888)
(1681/21680,-3881391/888880)
#
# (a,b,c,d) = (-970,0,1,0) and D = -3880:
#
#
# (a,b,c,d) = (-969,1,1,0) and D = -3877:
#
(9/97,1259/291)
(121/507,42316/5577)
(-1/9,16/9)
(961/76347,-21130684/2366757)
(121/507,-14549/1859)
(-1567504/15190527,-14111337953/19018539804)
(4/33,-317/66)
(529/1389,-388397/31947)
(7921/6177,-7435166/183251)
(4/33,103/22)
(7921/6177,21600529/549753)
(-81/527,1151/279)
(-1/9,-5/3)
(9/97,-1286/291)
(-1156/11439,42019/388926)
(-1156/11439,-905/129642)
(-81/527,-18838/4743)
(-1567504/15190527,5357950987/6339513268)
(1/297,1706/99)
(961/76347,413743/46407)
(49/879,27992/6153)
(1/297,-5119/297)
(529/1389,125410/10649)
(49/879,-9445/2051)
#
# (a,b,c,d) = (1,4,-8,-1) and D = -3877:
#
(-14,-9)
(-161/191,62/191)
(-1629/4690,2759/4690)
(-91/389,360/389)
(0,-1)
(-684/1285,539/1285)
(-20606/46991,22793/46991)
(8557/3008,-1519/3008)
(-7/38,-27/38)
(11/4,7/4)
(403/92,-3409/92)
(1,0)
(238/167,-31/167)
(-1953/575,-1262/575)
(-34047/1505,6262/1505)
#
# (a,b,c,d) = (-121,1,2,0) and D = -3876:
#
(-1,-15/2)
(961/1940,464271/120280)
(-1,8)
(961/1940,-247031/60140)
#
# (a,b,c,d) = (-969,0,1,0) and D = -3876:
#
(-1/2,31/2)
(961/3880,958333/120280)
(961/3880,-958333/120280)
(-1/2,-31/2)
#
# (a,b,c,d) = (1,7,0,-3) and D = -3873:
#
(1,0)
(-424/605,441/605)
#
# (a,b,c,d) = (-968,1,1,0) and D = -3873:
#
(21609/13078,-100442539/1922466)
(21609/13078,48633008/961233)
#
# (a,b,c,d) = (-121,0,2,0) and D = -3872:
#
(-2/7,-25/14)
(-2/7,25/14)
#
# (a,b,c,d) = (-968,0,1,0) and D = -3872:
#
(-1/7,-25/7)
(-1/7,25/7)
#
# (a,b,c,d) = (-967,1,1,0) and D = -3869:
#
(-9/89,26/267)
(-9/89,1/267)
#
# (a,b,c,d) = (-967,0,1,0) and D = -3868:
#
(1/69,-574/69)
(1/69,574/69)
#
# (a,b,c,d) = (-966,1,1,0) and D = -3865:
#
(1/84,-257/28)
(1/84,55/6)
(2374681/49137816,120304958531/25240458152)
(2374681/49137816,-26041018501/5408669604)
#
# (a,b,c,d) = (-966,0,1,0) and D = -3864:
#
(-1/5,29/5)
(-1/5,-29/5)
#
# (a,b,c,d) = (-965,1,1,0) and D = -3861:
#
(-49/285,-9337/1995)
(2304/110449,36811639/5301552)
(1/3,-32/3)
(2304/110449,-36922231/5301552)
(-49/285,1936/399)
(1/3,31/3)
#
# (a,b,c,d) = (-35,3,3,0) and D = -3861:
#
(1,3)
(-49/95,-177/133)
(6912/110449,36369271/15904656)
(-49/95,1228/665)
(6912/110449,-37364599/15904656)
(1,-4)
#
# (a,b,c,d) = (-965,0,1,0) and D = -3860:
#
#
# (a,b,c,d) = (-964,1,1,0) and D = -3857:
#
(4/169,-2215/338)
(4/169,2207/338)
(8690704/81366233,-1095219686403/239867654884)
(8690704/81366233,1069599491011/239867654884)
#
# (a,b,c,d) = (-120,2,2,0) and D = -3856:
#
(25/108,397/180)
(-1/2,4)
(-9/4,223/12)
(-574592/1966287,-3598068439/2107859664)
(-169/830,-112/1079)
(2/5,-7/2)
(49/9550,329876/33425)
(-968/4215,-164213/185460)
(-574592/1966287,1404677021/702619888)
(1/24,83/24)
(2/5,31/10)
(49/9550,-132019/13370)
(-1/2,-7/2)
(25/108,-329/135)
(-169/830,3317/10790)
(-9/4,-49/3)
(1/24,-7/2)
(-968/4215,13787/12364)
#
# (a,b,c,d) = (-15,1,4,0) and D = -3856:
#
(-169/415,3317/21580)
(-1936/4215,-164213/370920)
(49/4775,-132019/26740)
(25/54,397/360)
(-1936/4215,13787/24728)
(1/12,83/48)
(49/4775,164938/33425)
(25/54,-329/270)
(-1,-7/4)
(-9/2,-49/6)
(4/5,31/20)
(-1149184/1966287,1404677021/1405239776)
(-169/415,-56/1079)
(-1,2)
(-1149184/1966287,-3598068439/4215719328)
(4/5,-7/4)
(-9/2,223/24)
(1/12,-7/4)
#
# (a,b,c,d) = (-964,0,1,0) and D = -3856:
#
(-9/8,419/12)
(25/216,2507/540)
(-484/4215,185509/92730)
(1/5,33/5)
(49/19100,1319847/66850)
(-287296/1966287,3906049751/1053929832)
(-287296/1966287,-3906049751/1053929832)
(1/5,-33/5)
(-9/8,-419/12)
(-484/4215,-185509/92730)
(25/216,-2507/540)
(49/19100,-1319847/66850)
(1/48,-167/24)
(-1/4,15/2)
(1/48,167/24)
(-1/4,-15/2)
(-169/1660,4437/10790)
(-169/1660,-4437/10790)
#
# (a,b,c,d) = (-963,1,1,0) and D = -3853:
#
(-100/951,10657/9510)
(4/417,-2841/278)
(-16/87,615/116)
(4/417,8515/834)
(-100/951,-3219/3170)
(-16/87,-1781/348)
#
# (a,b,c,d) = (-963,0,1,0) and D = -3852:
#
#
# (a,b,c,d) = (-962,1,1,0) and D = -3849:
#
#
# (a,b,c,d) = (-962,0,1,0) and D = -3848:
#
(3844/7697,7422791/477214)
(-1,-31)
(3844/7697,-7422791/477214)
(-1,31)
#
# (a,b,c,d) = (-961,1,1,0) and D = -3845:
#
#
# (a,b,c,d) = (15,61,62,0) and D = -3844:
#
(49/33,-289/462)
(49/33,-1994/2387)
(121/21,-1277/462)
(121/21,-6934/2387)
(-558/77,50563/14322)
(-558/77,51551/14322)
#
# (a,b,c,d) = (0,1,62,0) and D = -3844:
#
(121/21,49/2046)
(121/21,-9/77)
(-558/77,49/2046)
(-558/77,121/1302)
(49/33,-9/77)
(49/33,121/1302)
#
# (a,b,c,d) = (1,2,-9,-2) and D = -3844:
#
(-1/2,-1/2)
(-1/2,1/2)
(-25/8,-11/8)
(-1/2,9/4)
(29/8,-7/8)
(1,0)
#
# (a,b,c,d) = (-120,1,2,0) and D = -3844:
#
(-18/77,-467/462)
(49/1023,-15583/4774)
(121/651,15299/7161)
(49/1023,23203/7161)
(-18/77,521/462)
(121/651,-10643/4774)
#
# (a,b,c,d) = (0,2,31,0) and D = -3844:
#
(49/66,121/651)
(-279/77,121/651)
(-279/77,49/1023)
(121/42,49/1023)
(121/42,-18/77)
(49/66,-18/77)
#
# (a,b,c,d) = (-961,0,1,0) and D = -3844:
#
(-9/77,-494/231)
(49/2046,-3005/462)
(-9/77,494/231)
(49/2046,3005/462)
(121/1302,2017/462)
(121/1302,-2017/462)
#
# (a,b,c,d) = (-960,1,1,0) and D = -3841:
#
(-4/15,49/6)
(-4/15,-79/10)
#
# (a,b,c,d) = (-15,0,4,0) and D = -3840:
#
(1,2)
(1/109,569/109)
(-9/11,49/33)
(4,-31/4)
(-64/119,1499/1904)
(4,31/4)
(-64/119,-1499/1904)
(-9/11,-49/33)
(1/109,-569/109)
(1,-2)
#
# (a,b,c,d) = (-120,0,2,0) and D = -3840:
#
(2,31/2)
(-9/22,98/33)
(-32/119,-1499/952)
(-32/119,1499/952)
(1/2,-4)
(2,-31/2)
(1/218,1138/109)
(1/2,4)
(1/218,-1138/109)
(-9/22,-98/33)
#
# (a,b,c,d) = (-960,0,1,0) and D = -3840:
#
(-16/119,1499/476)
(1/4,-8)
(-16/119,-1499/476)
(1/436,2276/109)
(-9/44,196/33)
(1/436,-2276/109)
(-9/44,-196/33)
(1,-31)
(1/4,8)
(1,31)
#
# (a,b,c,d) = (-14,4,4,0) and D = -3840:
#
(4,-39/4)
(-9/11,125/66)
(1,-5/2)
(4,23/4)
(-64/119,2011/1904)
(-64/119,-141/272)
(-9/11,-71/66)
(1/109,-1139/218)
(1,3/2)
(1/109,1137/218)
#
# (a,b,c,d) = (-959,1,1,0) and D = -3837:
#
(-3721/2177,1020394/18971)
(-3721/2177,-6915777/132797)
#
# (a,b,c,d) = (-959,0,1,0) and D = -3836:
#
#
# (a,b,c,d) = (-958,1,1,0) and D = -3833:
#
(1/44,293/44)
(1/44,-147/22)
#
# (a,b,c,d) = (-958,0,1,0) and D = -3832:
#
(25/219,5047/1095)
(25/219,-5047/1095)
#
# (a,b,c,d) = (-957,1,1,0) and D = -3829:
#
(-1/3,-10)
(3721/23055,-274493/48495)
(-1/3,31/3)
(3721/23055,2577772/468785)
#
# (a,b,c,d) = (-957,0,1,0) and D = -3828:
#
#
# (a,b,c,d) = (-956,1,1,0) and D = -3825:
#
#
# (a,b,c,d) = (-119,2,2,0) and D = -3824:
#
(2401/12685,1300434/621565)
(2401/12685,-1418083/621565)
#
# (a,b,c,d) = (-956,0,1,0) and D = -3824:
#
(2401/25370,2718517/621565)
(2401/25370,-2718517/621565)
#
# (a,b,c,d) = (-955,1,1,0) and D = -3821:
#
(4/17,-261/34)
(4/17,253/34)
(-1056784/8230975,4882542003/1692288460)
(-1056784/8230975,-23326336063/8461442300)
#
# (a,b,c,d) = (-955,0,1,0) and D = -3820:
#
(-4/31,177/62)
(-4/31,-177/62)
#
# (a,b,c,d) = (-954,1,1,0) and D = -3817:
#
#
# (a,b,c,d) = (-35,2,3,0) and D = -3816:
#
(1/21,166/63)
(-1/3,2/3)
(-16/45,-337/540)
(-1/3,-4/9)
(-108/95,1451/342)
(-108/95,-5959/1710)
(1/21,-8/3)
(-16/45,31/36)
#
# (a,b,c,d) = (-954,0,1,0) and D = -3816:
#
(1/63,-167/21)
(-16/135,401/180)
(-36/95,-6607/570)
(-36/95,6607/570)
(-16/135,-401/180)
(-1/9,5/3)
(1/63,167/21)
(-1/9,-5/3)
#
# (a,b,c,d) = (-953,1,1,0) and D = -3813:
#
(4,-251/2)
(-4/23,-217/46)
(576/3337,-475237/80088)
(4,243/2)
(576/3337,461413/80088)
(-4/23,225/46)
#
# (a,b,c,d) = (-953,0,1,0) and D = -3812:
#
(-1/8,-21/8)
(25/826,-24051/4130)
(25/826,24051/4130)
(1/2,-31/2)
(1/7,36/7)
(25/386,8509/1930)
(49/1808,-77603/12656)
(1/2,31/2)
(-961/3808,-889141/118048)
(49/1808,77603/12656)
(-1/8,21/8)
(25/4264,278463/21320)
(1/7,-36/7)
(25/386,-8509/1930)
(-961/3808,889141/118048)
(25/4264,-278463/21320)
#
# (a,b,c,d) = (-119,1,2,0) and D = -3812:
#
(25/193,-4317/1930)
(1,-8)
(49/904,19315/6328)
(1,15/2)
(49/904,-38973/12656)
(2/7,5/2)
(-1/4,11/8)
(-1/4,-5/4)
(2/7,-37/14)
(25/413,1709/590)
(-961/1904,32819/8432)
(25/413,-6044/2065)
(25/2132,139169/21320)
(-961/1904,-25275/6944)
(25/193,2096/965)
(25/2132,-69647/10660)
#
# (a,b,c,d) = (-952,1,1,0) and D = -3809:
#
#
# (a,b,c,d) = (-119,0,2,0) and D = -3808:
#
(729/1073,-153848/28971)
(-25/117,359/585)
(2/9,-41/18)
(-13448/61983,7161169/10165212)
(-25/117,-359/585)
(729/1073,153848/28971)
(2/9,41/18)
(289/1233,48718/20961)
(-13448/61983,-7161169/10165212)
(289/1233,-48718/20961)
#
# (a,b,c,d) = (-952,0,1,0) and D = -3808:
#
(-6724/61983,-7161169/5082606)
(729/2146,307696/28971)
(1/9,-41/9)
(1/9,41/9)
(-25/234,-718/585)
(-6724/61983,7161169/5082606)
(-25/234,718/585)
(289/2466,97436/20961)
(289/2466,-97436/20961)
(729/2146,-307696/28971)
#
# (a,b,c,d) = (-951,1,1,0) and D = -3805:
#
(1/39,-82/13)
(241081/2016651,1526954446/330058547)
(1/39,245/39)
(241081/2016651,-4699234109/990175641)
#
# (a,b,c,d) = (-951,0,1,0) and D = -3804:
#
#
# (a,b,c,d) = (-950,1,1,0) and D = -3801:
#
(-36/167,-6191/1002)
(-36/167,6407/1002)
#
# (a,b,c,d) = (-950,0,1,0) and D = -3800:
#
#
# (a,b,c,d) = (-949,1,1,0) and D = -3797:
#
#
# (a,b,c,d) = (-949,0,1,0) and D = -3796:
#
#
# (a,b,c,d) = (-948,1,1,0) and D = -3793:
#
(-4/39,-11/26)
(-4/39,41/78)
#
# (a,b,c,d) = (-948,0,1,0) and D = -3792:
#
#
# (a,b,c,d) = (-118,2,2,0) and D = -3792:
#
#
# (a,b,c,d) = (-35,1,3,0) and D = -3789:
#
#
# (a,b,c,d) = (-947,1,1,0) and D = -3789:
#
#
# (a,b,c,d) = (-947,0,1,0) and D = -3788:
#
(16/89,2141/356)
(16/89,-2141/356)
#
# (a,b,c,d) = (-946,1,1,0) and D = -3785:
#
(1/46,-157/23)
(1/46,313/46)
#
# (a,b,c,d) = (-946,0,1,0) and D = -3784:
#
(-4/39,-35/78)
(-4/39,35/78)
#
# (a,b,c,d) = (-945,1,1,0) and D = -3781:
#
(17956/19593,-10747049/375066)
(16/2553,-129043/10212)
(-4/15,81/10)
(16/2553,42993/3404)
(17956/19593,8091471/291718)
(-4/15,-47/6)
#
# (a,b,c,d) = (-945,0,1,0) and D = -3780:
#
(1/16,-71/16)
(-5041/13856,10880927/983776)
(-5041/13856,-10880927/983776)
(121/1191,19332/4367)
(1/16,71/16)
(121/1191,-19332/4367)
(-1/6,9/2)
(-1/6,-9/2)
#
# (a,b,c,d) = (-35,0,3,0) and D = -3780:
#
(-15123/13856,-10880927/2951328)
(3/16,-71/48)
(-1/2,-3/2)
(121/397,6444/4367)
(-1/2,3/2)
(3/16,71/48)
(-15123/13856,10880927/2951328)
(121/397,-6444/4367)
#
# (a,b,c,d) = (-4,3,6,0) and D = -3780:
#
(-1,1)
(-15123/6928,-478733/368916)
(242/397,5113/8734)
(3/8,-5/6)
(-1,-1/2)
(-15123/6928,7051063/2951328)
(3/8,31/48)
(242/397,-7775/8734)
#
# (a,b,c,d) = (-118,1,2,0) and D = -3780:
#
(1/8,35/16)
(242/1191,-59327/26202)
(-1/3,-13/6)
(242/1191,56665/26202)
(-5041/6928,5619419/983776)
(-5041/6928,-1315377/245944)
(-1/3,7/3)
(1/8,-9/4)
#
# (a,b,c,d) = (-944,1,1,0) and D = -3777:
#
#
# (a,b,c,d) = (-944,0,1,0) and D = -3776:
#
(-4/31,-175/62)
(-4/31,175/62)
#
# (a,b,c,d) = (-118,0,2,0) and D = -3776:
#
(-8/31,175/124)
(-8/31,-175/124)
#
# (a,b,c,d) = (-1,7,7,0) and D = -3773:
#
(9/13,-38/39)
(-13456/6889,1734623/799124)
(-1,0)
(121/227,873/2497)
(7/23,90/161)
(1/17,-27/17)
(19663/83147,-28055210/30847537)
(-81/113,313/1017)
(-4,-1/2)
(7/23,-139/161)
(900/703,4831/21090)
(1/17,26/17)
(19663/83147,20760237/30847537)
(-4,9/2)
(-1,1)
(121/227,-2204/2497)
(-81/113,416/1017)
(1024/10919,415351/349408)
(1024/10919,-448119/349408)
(9/13,11/39)
(900/703,-31831/21090)
(-13456/6889,-173727/799124)
#
# (a,b,c,d) = (-943,1,1,0) and D = -3773:
#
(-4/7,249/14)
(-1/7,25/7)
(-81/791,2888/7119)
(1/23,-5)
(-13456/48223,47535023/5593868)
(121/1589,74721/17479)
(9/91,-1214/273)
(1024/76433,-21171399/2445856)
(9/91,1187/273)
(-4/7,-241/14)
(1024/76433,21138631/2445856)
(121/1589,-76052/17479)
(2809/83147,24333285/4406791)
(1/23,114/23)
(900/4921,884719/147630)
(900/4921,-911719/147630)
(2809/83147,-24482162/4406791)
(-81/791,-2159/7119)
(1/119,-1299/119)
(1/119,1298/119)
(-13456/48223,-45974127/5593868)
(-1/7,-24/7)
#
# (a,b,c,d) = (-943,0,1,0) and D = -3772:
#
#
# (a,b,c,d) = (-942,1,1,0) and D = -3769:
#
(-3969/13100,3826309/412650)
(-3969/13100,-7402571/825300)
#
# (a,b,c,d) = (-942,0,1,0) and D = -3768:
#
#
# (a,b,c,d) = (-941,1,1,0) and D = -3765:
#
(-9/29,-800/87)
(-9/29,827/87)
#
# (a,b,c,d) = (-941,0,1,0) and D = -3764:
#
#
# (a,b,c,d) = (-940,1,1,0) and D = -3761:
#
#
# (a,b,c,d) = (2,1,-8,1) and D = -3760:
#
(0,1)
(7/2,-3/2)
(-5/2,-3/2)
(-549/898,-283/449)
(174440968/218699225,-4285479/218699225)
(-20083/8326,-157425/8326)
(-1/2,1/2)
(-421/890,-587/890)
(-22/53,-167/53)
(-351/1030,-797/1030)
(98/59,55/59)
(-1/4,-3/2)
(-3847/3470,983/1735)
(497/542,187/542)
(36/43,-5/43)
(9/10,-1/5)
(-9751/3880,2139/1940)
#
# (a,b,c,d) = (-117,2,2,0) and D = -3760:
#
(2/21,-103/42)
(-2601/7777,-827318/396627)
(-288/359,55997/8616)
(-8/39,-1/12)
(968/16569,-242101/81004)
(49/183,2987/1281)
(-18/11,881/66)
(20000/153081,-7698331/3401800)
(-225/793,1706/915)
(169/6363,39800/9191)
(1/3,-3)
(169/6363,-360397/82719)
(1/27,11/3)
(-18/11,-773/66)
(-2601/7777,959969/396627)
(1/27,-100/27)
(-578/2739,18699/31042)
(81/383,-8066/3447)
(-578/2739,-36445/93126)
(3362/549,219475/5002)
(2/21,33/14)
(3362/549,-2250959/45018)
(-25/57,971/285)
(-288/359,-49085/8616)
(-8/39,15/52)
(49/183,-1110/427)
(81/383,7337/3447)
(1/3,8/3)
(20000/153081,65284979/30616200)
(-25/57,-282/95)
(-225/793,-18803/11895)
(968/16569,2136317/729036)
#
# (a,b,c,d) = (-940,0,1,0) and D = -3760:
#
(-225/1586,40981/11895)
(10000/153081,-67284979/15308100)
(169/12726,718597/82719)
(-144/359,-52541/4308)
(-2601/15554,1787287/396627)
(-25/114,-1817/285)
(81/766,-15403/3447)
(1/6,-17/3)
(1/54,-199/27)
(10000/153081,67284979/15308100)
(1681/549,-2113117/22509)
(-144/359,52541/4308)
(-9/11,-827/33)
(-289/2739,-46271/46563)
(1/54,199/27)
(-4/39,29/78)
(1/6,17/3)
(484/16569,2157613/364518)
(49/366,6317/1281)
(-25/114,1817/285)
(-289/2739,46271/46563)
(1/21,-101/21)
(1/21,101/21)
(81/766,15403/3447)
(-2601/15554,-1787287/396627)
(49/366,-6317/1281)
(169/12726,-718597/82719)
(484/16569,-2157613/364518)
(-4/39,-29/78)
(-225/1586,-40981/11895)
(-9/11,827/33)
(1681/549,2113117/22509)
#
# (a,b,c,d) = (1,4,-6,-4) and D = -3760:
#
(-17/898,-1115/1796)
(-5,1)
(-155/271,171/271)
(-41/43,31/86)
(-5/4,-7/8)
(-145/53,-189/106)
(-11/10,7/20)
(-178726447/218699225,170155489/437398450)
(14029/3880,-5473/7760)
(-43/59,153/118)
(1,1/2)
(-223/515,-287/515)
(-83/445,-252/445)
(1,0)
(1,-2)
(-68671/4163,-44377/4163)
(5813/3470,-1881/6940)
#
# (a,b,c,d) = (-939,1,1,0) and D = -3757:
#
(-214369/1600771,2319152255/741156973)
(-214369/1600771,-2219899408/741156973)
(-121/523,-38333/5753)
(-1/9,5/3)
(-121/523,39664/5753)
(4/17,251/34)
(1849/22083,-4127089/949569)
(-169/391,67985/5083)
(84681/322507,-789425434/93849537)
(-9/17,-811/51)
(-9/17,838/51)
(784/5457,-795271/152796)
(1/51,-122/17)
(-400/3111,59071/20740)
(784/5457,257773/50932)
(-169/391,-65788/5083)
(1849/22083,1349194/316523)
(1/101,1015/101)
(84681/322507,764783263/93849537)
(1/17,76/17)
(1/17,-77/17)
(1/101,-1016/101)
(4/17,-259/34)
(-400/3111,-169213/62220)
(-1/9,-14/9)
(1/51,365/51)
#
# (a,b,c,d) = (1,9,17,0) and D = -3757:
#
(-214369/94163,34125843/43597469)
(17/101,939/1717)
(784/321,-144919/152796)
(17/101,-1092/1717)
(-2057/523,62823/97801)
(-9,73/51)
(1849/1299,-35189/55857)
(-214369/94163,313136292/741156973)
(4,-3/2)
(-17/9,62/153)
(1/3,-26/51)
(-169/23,813/299)
(-17/9,91/153)
(1,-9/17)
(1/3,1/3)
(784/321,-3097/8988)
(-169/23,5952/5083)
(-9,10/3)
(84681/18971,-9211870/5520561)
(-400/183,25811/62220)
(1,0)
(4,-21/34)
(-2057/523,140820/97801)
(-400/183,2717/3660)
(1849/1299,-117350/949569)
(84681/18971,-65177749/93849537)
#
# (a,b,c,d) = (-939,0,1,0) and D = -3756:
#
(1/13,56/13)
(1/13,-56/13)
#
# (a,b,c,d) = (1,6,-3,-3) and D = -3753:
#
(-8/31,-21/31)
(-73712/50623,15043/50623)
(-3860/3277,949/3277)
(5497/6241,444/6241)
(-302/103,49/103)
(-11/19,15/19)
(1,1)
(-1157396/3074599,-2191065/3074599)
(787/1147,-1658/1147)
(-14390/2629,2263/2629)
(1,0)
(1,-2)
(-71/115,111/115)
(-146/205,-189/205)
#
# (a,b,c,d) = (-938,1,1,0) and D = -3753:
#
(169/2058,-8299/1911)
(81/208,11083/936)
(-1/2,-15)
(3721/15028,3539535/458354)
(-1/2,31/2)
(-25/14,3891/70)
(1/24,-61/12)
(-25/14,-269/5)
(961/29652,-371557/65658)
(-4/39,-23/78)
(-4/39,31/78)
(1/24,121/24)
(961/29652,5172007/919212)
(169/2058,113989/26754)
(3721/15028,-7306051/916708)
(81/208,-22895/1872)
#
# (a,b,c,d) = (-34,3,3,0) and D = -3753:
#
(1/8,13/8)
(243/208,9625/2808)
(-3/2,35/6)
(-75/14,4391/210)
(-4/13,7/26)
(11163/15028,-483175/161772)
(961/9884,-295609/153202)
(1/8,-7/4)
(961/9884,561427/306404)
(-3/2,-13/3)
(169/686,-6943/4459)
(243/208,-25811/5616)
(11163/15028,3085573/1375062)
(-4/13,1/26)
(-75/14,-1633/105)
(169/686,11689/8918)
#
# (a,b,c,d) = (-938,0,1,0) and D = -3752:
#
#
# (a,b,c,d) = (-937,1,1,0) and D = -3749:
#
(-1/5,29/5)
(361/4235,-349911/80465)
(361/4235,343052/80465)
(-1/5,-28/5)
#
# (a,b,c,d) = (-117,1,2,0) and D = -3748:
#
#
# (a,b,c,d) = (-937,0,1,0) and D = -3748:
#
#
# (a,b,c,d) = (-936,1,1,0) and D = -3745:
#
(4/81,-773/162)
(4/81,85/18)
(-169/516,-16274/1677)
(-169/516,22431/2236)
#
# (a,b,c,d) = (-936,0,1,0) and D = -3744:
#
(1/10,-22/5)
(1/10,22/5)
#
# (a,b,c,d) = (-117,0,2,0) and D = -3744:
#
(1/5,11/5)
(1/5,-11/5)
#
# (a,b,c,d) = (-935,1,1,0) and D = -3741:
#
#
# (a,b,c,d) = (-935,0,1,0) and D = -3740:
#
(25/1981,88254/9905)
(25/1981,-88254/9905)
#
# (a,b,c,d) = (-934,1,1,0) and D = -3737:
#
(11236/5015177,11230747193/531608762)
(9/118,-769/177)
(9/118,1511/354)
(11236/5015177,-11231938209/531608762)
(196/3161,-197889/44254)
(196/3161,195145/44254)
(-1/4,-29/4)
(-1/4,15/2)
(-121/802,-33087/8822)
(-121/802,17209/4411)
#
# (a,b,c,d) = (1,5,-6,-2) and D = -3736:
#
(-4787/1588,-3925/1588)
(29/17,-4/17)
(-1/2,1/2)
(-179/466,387/466)
(-1681/1688,-1543/1688)
(1,0)
#
# (a,b,c,d) = (-934,0,1,0) and D = -3736:
#
(625/4779,580667/119475)
(625/4779,-580667/119475)
(1/3,31/3)
(1/3,-31/3)
#
# (a,b,c,d) = (-933,1,1,0) and D = -3733:
#
(1/189,866/63)
(1/189,-2599/189)
#
# (a,b,c,d) = (1,5,-5,-3) and D = -3732:
#
(1,0)
(-103/197,180/197)
#
# (a,b,c,d) = (-933,0,1,0) and D = -3732:
#
(-3600/9191,6538627/551460)
(-3600/9191,-6538627/551460)
#
# (a,b,c,d) = (-932,1,1,0) and D = -3729:
#
(-1/8,-5/2)
(-1/8,21/8)
#
# (a,b,c,d) = (-116,2,2,0) and D = -3728:
#
(1/4,-5/2)
(-361/1736,14589/32984)
(1/4,9/4)
(-361/1736,-3865/16492)
#
# (a,b,c,d) = (-14,3,4,0) and D = -3728:
#
(1/2,-11/8)
(-361/868,-871/65968)
(1/2,1)
(-361/868,383/1178)
#
# (a,b,c,d) = (-932,0,1,0) and D = -3728:
#
(1/8,-19/4)
(1/8,19/4)
(-361/3472,22319/32984)
(-361/3472,-22319/32984)
#
# (a,b,c,d) = (-931,1,1,0) and D = -3725:
#
(-169/1465,-35654/19045)
(4/425,-8769/850)
(-169/1465,37851/19045)
(1/5,32/5)
(-9/35,811/105)
(-9/35,-112/15)
(-1,-30)
(1/5,-33/5)
(-1,31)
(4/425,8761/850)
#
# (a,b,c,d) = (-7,3,5,0) and D = -3725:
#
(-5,-23/5)
(-9/7,40/21)
(1,1)
(-169/293,-811/3809)
(4/85,-353/170)
(-9/7,-17/15)
(-169/293,10646/19045)
(1,-8/5)
(4/85,1741/850)
(-5,38/5)
#
# (a,b,c,d) = (-931,0,1,0) and D = -3724:
#
(100/81,-30521/810)
(100/81,30521/810)
#
# (a,b,c,d) = (0,1,61,0) and D = -3721:
#
(-25/4,16/305)
(61/20,16/305)
(242109/1240,25/953064)
(-61504/315,3969/1240)
(-25/4,1/20)
(16/5,1/20)
(242109/1240,-61504/19215)
(25/15624,3969/1240)
(61/20,-25/244)
(16/5,-25/244)
(-61504/315,25/953064)
(25/15624,-61504/19215)
#
# (a,b,c,d) = (3,4,-5,-3) and D = -3721:
#
(2/3,1/3)
(-1,2/3)
(1/3,-1)
(-734/759,167/253)
(233/759,-734/759)
(122177/65311,-60586/65311)
(2,-1)
(-60586/65311,-61591/65311)
(167/253,233/759)
(-1,2)
(-1,-1)
(-61591/65311,122177/65311)
#
# (a,b,c,d) = (-930,1,1,0) and D = -3721:
#
(25/953064,10004609/51240)
(-25/244,-29/1220)
(-25/244,77/610)
(3969/1240,-3875791/39060)
(16/305,5641/1220)
(1/20,-19/4)
(-61504/19215,-91516427/953064)
(1/20,47/10)
(25/953064,-465214381/2382660)
(3969/1240,48397/504)
(-61504/19215,157611709/1588440)
(16/305,-1141/244)
#
# (a,b,c,d) = (-930,0,1,0) and D = -3720:
#
#
# (a,b,c,d) = (-929,1,1,0) and D = -3717:
#
(1,30)
(1,-31)
#
# (a,b,c,d) = (-929,0,1,0) and D = -3716:
#
#
# (a,b,c,d) = (-116,1,2,0) and D = -3716:
#
#
# (a,b,c,d) = (-928,1,1,0) and D = -3713:
#
(1/4,31/4)
(-441/3272,-206515/68712)
(1/4,-8)
(-441/3272,26972/8589)
#
# (a,b,c,d) = (-116,0,2,0) and D = -3712:
#
(-8/7,-243/28)
(-8/7,243/28)
#
# (a,b,c,d) = (-928,0,1,0) and D = -3712:
#
(-4/7,-243/14)
(-4/7,243/14)
#
# (a,b,c,d) = (-927,1,1,0) and D = -3709:
#
(-4/39,3/26)
(256/129,-42261/688)
(4900/86769,-3086933/674870)
(256/129,122687/2064)
(-4/39,-1/78)
(4900/86769,27439397/6073830)
#
# (a,b,c,d) = (-34,2,3,0) and D = -3708:
#
(1/11,21/11)
(-4/13,7/78)
(108/289,-521/306)
(-1,-3)
(-1,11/3)
(1/11,-65/33)
(-4/13,3/26)
(108/289,7561/5202)
#
# (a,b,c,d) = (-927,0,1,0) and D = -3708:
#
(36/289,-8209/1734)
(-4/39,1/26)
(-1/3,10)
(1/33,64/11)
(-1/3,-10)
(1/33,-64/11)
(-4/39,-1/26)
(36/289,8209/1734)
#
# (a,b,c,d) = (-926,1,1,0) and D = -3705:
#
#
# (a,b,c,d) = (-926,0,1,0) and D = -3704:
#
(-25/221,1917/1105)
(-25/221,-1917/1105)
#
# (a,b,c,d) = (-925,1,1,0) and D = -3701:
#
(1/11,47/11)
(676/4625,16527/3250)
(49/65,2055/91)
(49/65,-10618/455)
(-9/83,334/249)
(676/4625,-25163/4810)
(1/11,-48/11)
(24964/1313537,-40869879/5609158)
(-9/83,-307/249)
(-9025/66781,-19124328/6344195)
(-9025/66781,19981703/6344195)
(24964/1313537,1508241211/207538846)
#
# (a,b,c,d) = (-925,0,1,0) and D = -3700:
#
(16/201,3451/804)
(16/201,-3451/804)
(25/159,-4298/795)
(-1/9,-14/9)
(25/159,4298/795)
(-1/9,14/9)
#
# (a,b,c,d) = (1,5,-7,-1) and D = -3700:
#
(5,4)
(532/755,-4087/755)
(-288/487,185/487)
(-167308/67267,-135335/67267)
(-76/269,207/269)
(0,-1)
(1,0)
#
# (a,b,c,d) = (-924,1,1,0) and D = -3697:
#
(1/12,17/4)
(1/12,-13/3)
#
# (a,b,c,d) = (-115,2,2,0) and D = -3696:
#
#
# (a,b,c,d) = (-924,0,1,0) and D = -3696:
#
#
# (a,b,c,d) = (-923,1,1,0) and D = -3693:
#
(9/43,854/129)
(9/43,-881/129)
#
# (a,b,c,d) = (-923,0,1,0) and D = -3692:
#
#
# (a,b,c,d) = (-922,1,1,0) and D = -3689:
#
(-3721/14740,-3271623/449570)
(1/2,15)
(1/2,-31/2)
(-3721/14740,6770227/899140)
#
# (a,b,c,d) = (-922,0,1,0) and D = -3688:
#
#
# (a,b,c,d) = (-921,1,1,0) and D = -3685:
#
#
# (a,b,c,d) = (-115,1,2,0) and D = -3684:
#
#
# (a,b,c,d) = (-921,0,1,0) and D = -3684:
#
#
# (a,b,c,d) = (-34,1,3,0) and D = -3681:
#
#
# (a,b,c,d) = (-920,1,1,0) and D = -3681:
#
#
# (a,b,c,d) = (-920,0,1,0) and D = -3680:
#
(1/26,68/13)
(1/26,-68/13)
#
# (a,b,c,d) = (-115,0,2,0) and D = -3680:
#
(1/13,34/13)
(1/13,-34/13)
#
# (a,b,c,d) = (-919,1,1,0) and D = -3677:
#
#
# (a,b,c,d) = (-919,0,1,0) and D = -3676:
#
(-1/7,-24/7)
(256/5985,-479377/95760)
(256/5985,479377/95760)
(-1/7,24/7)
#
# (a,b,c,d) = (-918,1,1,0) and D = -3673:
#
(361/1062,-23793/2242)
(361/1062,103639/10089)
(2809/45372,-3580029/801572)
(-1/6,-13/3)
(-1/6,9/2)
(2809/45372,5295605/1202358)
#
# (a,b,c,d) = (-918,0,1,0) and D = -3672:
#
#
# (a,b,c,d) = (-34,0,3,0) and D = -3672:
#
#
# (a,b,c,d) = (-917,1,1,0) and D = -3669:
#
(-49/167,10333/1169)
(-49/167,-9990/1169)
(-10404/34055,4578583/496230)
(25/889,26713/4445)
(1/7,-36/7)
(25/889,-3834/635)
(1/7,5)
(-10404/34055,-30988873/3473610)
#
# (a,b,c,d) = (-917,0,1,0) and D = -3668:
#
#
# (a,b,c,d) = (-916,1,1,0) and D = -3665:
#
(-1089/10526,-56326/173679)
(1/14,-61/14)
(289/416,36625/1768)
(1/14,30/7)
(-1089/10526,148589/347358)
(289/416,-151413/7072)
#
# (a,b,c,d) = (-916,0,1,0) and D = -3664:
#
#
# (a,b,c,d) = (-114,2,2,0) and D = -3664:
#
#
# (a,b,c,d) = (2,0,-8,-2) and D = -3664:
#
(899/644,-433/644)
(-1/2,-1/2)
#
# (a,b,c,d) = (1,5,-4,-4) and D = -3664:
#
(1,0)
(-233/322,333/322)
#
# (a,b,c,d) = (-915,1,1,0) and D = -3661:
#
(1/15,-22/5)
(1/15,13/3)
#
# (a,b,c,d) = (-915,0,1,0) and D = -3660:
#
#
# (a,b,c,d) = (-914,1,1,0) and D = -3657:
#
#
# (a,b,c,d) = (-914,0,1,0) and D = -3656:
#
#
# (a,b,c,d) = (-913,1,1,0) and D = -3653:
#
(25/101,-3974/505)
(25/101,3849/505)
#
# (a,b,c,d) = (-913,0,1,0) and D = -3652:
#
#
# (a,b,c,d) = (-114,1,2,0) and D = -3652:
#
#
# (a,b,c,d) = (-912,1,1,0) and D = -3649:
#
(1/182,-1228/91)
(1/182,2455/182)
#
# (a,b,c,d) = (-114,0,2,0) and D = -3648:
#
(43218/19153,-95965505/5630982)
(25/488,7681/2440)
(-1/4,5/4)
(-1/4,-5/4)
(25/488,-7681/2440)
(43218/19153,95965505/5630982)
#
# (a,b,c,d) = (-14,2,4,0) and D = -3648:
#
(86436/19153,83259413/11261964)
(-1/2,-1/2)
(25/244,1889/1220)
(86436/19153,-108671597/11261964)
(25/244,-3903/2440)
(-1/2,3/4)
#
# (a,b,c,d) = (-1,5,8,0) and D = -3648:
#
(172872/19153,32435045/22523928)
(-1,0)
(25/122,-4153/4880)
(172872/19153,-159495965/22523928)
(25/122,441/610)
(-1,5/8)
#
# (a,b,c,d) = (-912,0,1,0) and D = -3648:
#
(-1/8,-5/2)
(25/976,-7681/1220)
(21609/19153,-95965505/2815491)
(-1/8,5/2)
(21609/19153,95965505/2815491)
(25/976,7681/1220)
#
# (a,b,c,d) = (-911,1,1,0) and D = -3645:
#
(2739025/4314591,-139399612861/7140648105)
(2739025/4314591,134866526486/7140648105)
(-1849/7011,-2287417/301473)
(-16/71,1869/284)
(1/9,40/9)
(-1/9,14/9)
(4/9,-247/18)
(-1849/7011,2366924/301473)
(25/549,-13468/2745)
(-16/71,-1805/284)
(-1/9,-13/9)
(1/9,-41/9)
(1/99,-986/99)
(1/99,985/99)
(25/549,13343/2745)
(4/9,239/18)
#
# (a,b,c,d) = (-1,3,9,0) and D = -3645:
#
(1,1/3)
(1,-2/3)
(2739025/479399,2812459393/2380216035)
(-1,0)
(-144/71,2701/2556)
(1/11,12/11)
(-1,1/3)
(-1849/779,125945/100491)
(2739025/479399,-2448515256/793405345)
(-1849/779,-46438/100491)
(-144/71,-973/2556)
(4,5/6)
(1/11,-37/33)
(4,-13/6)
(25/61,-559/915)
(25/61,434/915)
#
# (a,b,c,d) = (-33,3,3,0) and D = -3645:
#
(1/3,4/3)
(-1849/2337,298328/100491)
(1/33,-10/3)
(-1/3,-1/3)
(-48/71,-1549/852)
(4/3,-31/6)
(1/33,109/33)
(-1/3,2/3)
(2739025/1438197,-17503550929/2380216035)
(25/183,1427/915)
(4/3,23/6)
(25/183,-1552/915)
(1/3,-5/3)
(-1849/2337,-218821/100491)
(2739025/1438197,12970464554/2380216035)
(-48/71,2125/852)
#
# (a,b,c,d) = (1,9,9,0) and D = -3645:
#
(-1,2/3)
(4,-1/2)
(-144/71,4429/2556)
(-1,1/3)
(2739025/479399,-1720626982/2380216035)
(4,-7/2)
(25/61,-228/305)
(2739025/479399,-11878632143/2380216035)
(1/11,-38/33)
(-144/71,755/2556)
(-1849/779,68484/33497)
(1,0)
(1/11,35/33)
(1,-1)
(-1849/779,11023/33497)
(25/61,103/305)
#
# (a,b,c,d) = (-911,0,1,0) and D = -3644:
#
(4/65,-577/130)
(4/65,577/130)
#
# (a,b,c,d) = (-910,1,1,0) and D = -3641:
#
(1/1648,66901/1648)
(1/1648,-33451/824)
#
# (a,b,c,d) = (-910,0,1,0) and D = -3640:
#
(25/179,4467/895)
(25/179,-4467/895)
#
# (a,b,c,d) = (-909,1,1,0) and D = -3637:
#
(529/9393,-9778/2139)
(1/27,143/27)
(9/13,802/39)
(9/13,-829/39)
(-100/879,-14669/8790)
(-100/879,5223/2930)
(1/27,-16/3)
(529/9393,325137/72013)
#
# (a,b,c,d) = (-909,0,1,0) and D = -3636:
#
(-1/5,-28/5)
(-1/5,28/5)
(7569/24235,20208916/2108445)
(7569/24235,-20208916/2108445)
#
# (a,b,c,d) = (2,2,-8,1) and D = -3636:
#
(0,1)
(-637/229,-435/229)
(280/233,-87/233)
(146431/138033,1130665/138033)
(-261/413,-283/413)
(7/9,1/9)
#
# (a,b,c,d) = (-908,1,1,0) and D = -3633:
#
(784/9073,-1099351/254044)
(1/22,107/22)
(46225/74404,-305170667/15996860)
(1/22,-54/11)
(46225/74404,73808073/3999215)
(784/9073,1077399/254044)
#
# (a,b,c,d) = (-908,0,1,0) and D = -3632:
#
(25/101,-3901/505)
(-1/2,15)
(25/101,3901/505)
(-1/2,-15)
#
# (a,b,c,d) = (-113,2,2,0) and D = -3632:
#
(50/101,-4151/1010)
(-1,-7)
(-1,8)
(50/101,3651/1010)
#
# (a,b,c,d) = (-907,1,1,0) and D = -3629:
#
#
# (a,b,c,d) = (-907,0,1,0) and D = -3628:
#
#
# (a,b,c,d) = (-6,5,5,0) and D = -3625:
#
(5/6,-23/15)
(5/6,7/10)
#
# (a,b,c,d) = (-906,1,1,0) and D = -3625:
#
(1/6,-17/3)
(1/6,11/2)
#
# (a,b,c,d) = (1,1,-10,2) and D = -3624:
#
(-1/3,-4/3)
(1,0)
(3/2,1/2)
(53/146,279/146)
(91115/38112,-23071/38112)
#
# (a,b,c,d) = (-906,0,1,0) and D = -3624:
#
(-16/143,887/572)
(-121/281,39785/3091)
(-8649/68057,16460551/6329301)
(1/55,-409/55)
(1/55,409/55)
(-8649/68057,-16460551/6329301)
(-121/281,-39785/3091)
(-16/143,-887/572)
#
# (a,b,c,d) = (-905,1,1,0) and D = -3621:
#
#
# (a,b,c,d) = (-905,0,1,0) and D = -3620:
#
(-1/4,-29/4)
(841/7304,963313/211816)
(-1/4,29/4)
(841/7304,-963313/211816)
#
# (a,b,c,d) = (-113,1,2,0) and D = -3620:
#
(841/3652,234731/105908)
(-1/2,15/4)
(-1/2,-7/2)
(841/3652,-493851/211816)
#
# (a,b,c,d) = (-904,1,1,0) and D = -3617:
#
(1/32,-23/4)
(1/32,183/32)
#
# (a,b,c,d) = (-113,0,2,0) and D = -3616:
#
(8/57,493/228)
(8/57,-493/228)
#
# (a,b,c,d) = (-904,0,1,0) and D = -3616:
#
(4/57,-493/114)
(4/57,493/114)
#
# (a,b,c,d) = (-903,1,1,0) and D = -3613:
#
(1/3,-31/3)
(-3721/21597,-1974970/439139)
(-3721/21597,6151891/1317417)
(1/3,10)
#
# (a,b,c,d) = (-903,0,1,0) and D = -3612:
#
(-121/227,-39850/2497)
(-121/227,39850/2497)
#
# (a,b,c,d) = (-902,1,1,0) and D = -3609:
#
(9/58,455/87)
(9/58,-937/174)
#
# (a,b,c,d) = (-902,0,1,0) and D = -3608:
#
(4/113,-1225/226)
(4/113,1225/226)
#
# (a,b,c,d) = (-901,1,1,0) and D = -3605:
#
(-4/31,-163/62)
(-4/31,171/62)
#
# (a,b,c,d) = (1,8,4,-2) and D = -3604:
#
(-1,1)
(5/7,1/7)
(-14197/9499,15614/9499)
(-283/341,234/341)
(3/19,-14/19)
(-71/3551,-2869/3551)
(1,0)
(-29/131,-140/131)
#
# (a,b,c,d) = (-901,0,1,0) and D = -3604:
#
(400/801,241201/16020)
(-4/15,-233/30)
(-1,-30)
(6084/10825,14288923/844350)
(6084/10825,-14288923/844350)
(1/467,-10092/467)
(-1,30)
(1/467,10092/467)
(-4/15,233/30)
(400/801,-241201/16020)
#
# (a,b,c,d) = (-900,1,1,0) and D = -3601:
#
#
# (a,b,c,d) = (4,22,30,0) and D = -3600:
#
#
# (a,b,c,d) = (-112,2,2,0) and D = -3600:
#
#
# (a,b,c,d) = (2,11,12,0) and D = -3600:
#
#
# (a,b,c,d) = (10,49,60,0) and D = -3600:
#
#
# (a,b,c,d) = (0,1,60,0) and D = -3600:
#
#
# (a,b,c,d) = (0,5,12,0) and D = -3600:
#
#
# (a,b,c,d) = (0,4,15,0) and D = -3600:
#
#
# (a,b,c,d) = (-900,0,1,0) and D = -3600:
#
#
# (a,b,c,d) = (-33,2,3,0) and D = -3600:
#
#
# (a,b,c,d) = (7,41,60,0) and D = -3600:
#
#
# (a,b,c,d) = (2,13,20,0) and D = -3600:
#
#
# (a,b,c,d) = (-4,2,6,0) and D = -3600:
#
#
# (a,b,c,d) = (0,6,10,0) and D = -3600:
#
#
# (a,b,c,d) = (0,3,20,0) and D = -3600:
#
#
# (a,b,c,d) = (0,2,30,0) and D = -3600:
#
#
# (a,b,c,d) = (-14,1,4,0) and D = -3600:
#
#
# (a,b,c,d) = (3,14,15,0) and D = -3600:
#
#
# (a,b,c,d) = (-7,2,5,0) and D = -3600:
#
#
# (a,b,c,d) = (4,31,60,0) and D = -3600:
#
#
# (a,b,c,d) = (-899,1,1,0) and D = -3597:
#
(-100/239,30259/2390)
(1296/14353,-72263/16668)
(-100/239,-29259/2390)
(4/97,-989/194)
(1296/14353,2193497/516708)
(4/97,981/194)
#
# (a,b,c,d) = (1,3,-8,-2) and D = -3596:
#
(-5/4,-3/4)
(-5653/1868,-3059/1868)
(-27761/19981,-16206/19981)
(29/11,-6/11)
(15233/16488,2855/16488)
(-17/177,-122/177)
(-1/2,1/2)
(-569/724,273/724)
(93/67,-14/67)
(-31/86,63/86)
(-11/31,38/31)
(-5/7,-4/7)
(1331951/1024016,-179735/1024016)
(-9439/28514,-16209/28514)
(-3/8,11/8)
(1,0)
(184735/138807,-26024/138807)
(-43/66,-37/66)
#
# (a,b,c,d) = (-899,0,1,0) and D = -3596:
#
(6241/101441,-35530150/8013839)
(64/18145,2444241/145160)
(-4/23,-213/46)
(-4096/35335,4202483/2261440)
(6084/26809,14890355/2091102)
(-121/755,-34092/8305)
(16/25,-1923/100)
(16/25,1923/100)
(25/7981,713004/39905)
(6084/26809,-14890355/2091102)
(1/5,32/5)
(-4096/35335,-4202483/2261440)
(-121/755,34092/8305)
(-4/23,213/46)
(64/18145,-2444241/145160)
(6241/101441,35530150/8013839)
(4/257,4127/514)
(1,-30)
(-9/23,802/69)
(-400/799,238801/15980)
(-9/23,-802/69)
(1/5,-32/5)
(-400/799,-238801/15980)
(25/7981,-713004/39905)
(-78400/756551,-13882707/211834280)
(-78400/756551,13882707/211834280)
(1,30)
(4/257,-4127/514)
#
# (a,b,c,d) = (-898,1,1,0) and D = -3593:
#
#
# (a,b,c,d) = (-898,0,1,0) and D = -3592:
#
(-1/9,13/9)
(27225/69391,135849311/11449515)
(7396/151401,61917323/13020486)
(-1/9,-13/9)
(7396/151401,-61917323/13020486)
(27225/69391,-135849311/11449515)
(676/71217,19012631/1851642)
(676/71217,-19012631/1851642)
#
# (a,b,c,d) = (1,8,3,-2) and D = -3592:
#
(-283/377,495/754)
(127/199,-403/398)
(-4909433/3805204,12207361/7610408)
(1,0)
(5/2,-13/4)
#
# (a,b,c,d) = (-897,1,1,0) and D = -3589:
#
(-1/3,10)
(3481/21615,-2342312/425095)
(3481/21615,6821557/1275285)
(-1/3,-29/3)
#
# (a,b,c,d) = (-897,0,1,0) and D = -3588:
#
(1/4,31/4)
(-961/7112,-660577/220472)
(1/4,-31/4)
(-961/7112,660577/220472)
#
# (a,b,c,d) = (-112,1,2,0) and D = -3588:
#
(-961/3556,-315393/220472)
(1/2,-4)
(1/2,15/4)
(-961/3556,6164/3937)
#
# (a,b,c,d) = (-896,1,1,0) and D = -3585:
#
(1/34,-201/34)
(1/34,100/17)
#
# (a,b,c,d) = (-13,4,4,0) and D = -3584:
#
#
# (a,b,c,d) = (-112,0,2,0) and D = -3584:
#
#
# (a,b,c,d) = (-14,0,4,0) and D = -3584:
#
#
# (a,b,c,d) = (-896,0,1,0) and D = -3584:
#
#
# (a,b,c,d) = (-895,1,1,0) and D = -3581:
#
(-1/7,-23/7)
(2209/52535,2476727/493829)
(2209/52535,-12487458/2469145)
(-1/7,24/7)
#
# (a,b,c,d) = (-895,0,1,0) and D = -3580:
#
#
# (a,b,c,d) = (2,2,-7,-2) and D = -3580:
#
(1,1/2)
(-1765/9506,-12169/19012)
#
# (a,b,c,d) = (-894,1,1,0) and D = -3577:
#
(1/8,37/8)
(-625/5904,-17351/24600)
(1/8,-19/4)
(-625/5904,119731/147600)
#
# (a,b,c,d) = (2,2,-7,-3) and D = -3576:
#
(2,-5)
#
# (a,b,c,d) = (-894,0,1,0) and D = -3576:
#
#
# (a,b,c,d) = (-33,1,3,0) and D = -3573:
#
#
# (a,b,c,d) = (-893,1,1,0) and D = -3573:
#
#
# (a,b,c,d) = (-893,0,1,0) and D = -3572:
#
#
# (a,b,c,d) = (1,2,-9,-1) and D = -3569:
#
(-42/13,-19/13)
(9114/3589,-2119/3589)
(32517/22997,12670/22997)
(-7/17,9/17)
(-3798/7367,-3857/7367)
(-29/59,28/59)
(12/7,5/7)
(-8898/22127,11899/22127)
(-247/493,-259/493)
(-31/9,-14/9)
(379/93,-91/93)
(-166805/245427,-127612/245427)
(0,-1)
(-35/151,279/151)
(1,0)
(77/29,-18/29)
(-15403/9877,4358/9877)
(-273/1073,2281/1073)
(-171/113,49/113)
#
# (a,b,c,d) = (-892,1,1,0) and D = -3569:
#
(1/123532,-10854485/30883)
(35721/302584,258105023/57188376)
(841/6940,229463/50315)
(-1/8,5/2)
(-8649/66572,4300553/1547799)
(1/10,-22/5)
(16/17,1881/68)
(100489/89680,-241958329/7107140)
(-841/6820,474273/197780)
(4/41,-359/82)
(16/17,-1945/68)
(4/41,351/82)
(169/9526,-933161/123838)
(-9/2,-793/6)
(25/916,27911/4580)
(-5329/2090,-5712626/76285)
(25/916,-7009/1145)
(169/6800,-141417/22100)
(-121/1058,20575/11638)
(841/6940,-942241/201260)
(1/10,43/10)
(100489/89680,935978303/28428560)
(-1369/1150,-743602/21275)
(169/9526,465482/61919)
(-8649/66572,-16397855/6191196)
(1/123532,43417939/123532)
(169/6800,563471/88400)
(-5329/2090,11814269/152570)
(35721/302584,-66214073/14297094)
(-1/8,-19/8)
(-841/6820,-112471/49445)
(-9/2,410/3)
(-121/1058,-9622/5819)
(36/1945,-86129/11670)
(36/1945,85913/11670)
(-1369/1150,1537857/42550)
#
# (a,b,c,d) = (1,4,-7,-2) and D = -3568:
#
(1,1/2)
(1,-4)
(501491/384770,-57563/384770)
(-3,-2)
(-11/190,-279/380)
(2759/2119,-316/2119)
(-3191/8494,6327/8494)
(29/14,-5/14)
(15221/17366,5031/17366)
(-59/163,333/326)
(-1/2,1/2)
(-645/26,-427/26)
(-921/2359,3239/4718)
(-5/2,1/2)
(-1/4,-5/8)
(55085/12128,-20767/24256)
(-93/202,337/202)
(-293/202,1161/202)
(-1/10,-7/10)
(1,0)
(109/79,133/158)
(-113/10,43/20)
(-2441/4540,-5549/9080)
(-801881/128312,305987/256624)
(-69/50,17/50)
(-85/71,-62/71)
(-311/94,1235/94)
(36245/1673,23994/1673)
#
# (a,b,c,d) = (-111,2,2,0) and D = -3568:
#
(-25/107,-446/535)
(-18/59,-613/354)
(49/121,-2900/847)
(22472/55593,11842505/3928572)
(-1/3,-2)
(8/17,-265/68)
(-2976800/13885311,19882275137/33880158840)
(-81/331,-3026/2979)
(48841/181641,30676264/13380887)
(1521/95477,20835947/3723603)
(-192721/108383,673505648/47580137)
(-3362/1467,-639937/40098)
(-18/59,721/354)
(-2976800/13885311,-4206294379/11293386280)
(1681/27577,-3313309/1130657)
(-192721/108383,-588901129/47580137)
(-25/107,571/535)
(-3481/16643,-113174/981937)
(8/33,-107/44)
(1521/95477,-20895266/3723603)
(-3249/2479,-1287407/141303)
(1/9,20/9)
(-50/99,-1117/330)
(32/6969,-193969/18584)
(1/9,-7/3)
(9/3293,3611/267)
(121/26197,-2998894/288167)
(-13778/22843,-15580997/3791938)
(2/29,157/58)
(-3481/16643,318553/981937)
(-3249/2479,39800/3819)
(2/29,-161/58)
(22472/55593,-40291579/11785716)
(25/1357,35297/6785)
(8/17,233/68)
(-32/151,-331/1208)
(32/6969,581651/55752)
(9/3293,-133634/9879)
(49/121,2557/847)
(-3362/1467,2195495/120294)
(121/26197,2997563/288167)
(-13778/22843,17868145/3791938)
(-32/151,587/1208)
(1,-8)
(25/1357,-35422/6785)
(-81/331,3755/2979)
(2/53,385/106)
(2/53,-389/106)
(48841/181641,-102822653/40142661)
(1,7)
(8/33,289/132)
(-1/3,7/3)
(1681/27577,3244388/1130657)
(-50/99,3851/990)
#
# (a,b,c,d) = (-892,0,1,0) and D = -3568:
#
(1/2,15)
(-1/6,-13/3)
(-81/662,6781/2979)
(9/6586,267241/9879)
(1681/55154,6557697/1130657)
(1/29,-159/29)
(16/6969,-581779/27876)
(49/242,5457/847)
(4/33,305/66)
(-1/6,13/3)
(-6889/22843,-16724571/1895969)
(121/52394,5996457/288167)
(-9/59,667/177)
(-192721/216766,1262406777/47580137)
(-3481/33286,431727/981937)
(-16/151,459/604)
(-16/151,-459/604)
(-9/59,-667/177)
(48841/363282,-194851445/40142661)
(1/29,159/29)
(-6889/22843,16724571/1895969)
(11236/55593,-37909547/5892858)
(4/33,-305/66)
(25/2714,70719/6785)
(16/6969,581779/27876)
(121/52394,-5996457/288167)
(1521/190954,41731213/3723603)
(1/18,41/9)
(-25/214,-1017/535)
(1/2,-15)
(-25/99,3601/495)
(1/18,-41/9)
(1521/190954,-41731213/3723603)
(1/53,387/53)
(-1681/1467,-2057653/60147)
(25/2714,-70719/6785)
(-1488400/13885311,-16250579137/16940079420)
(48841/363282,194851445/40142661)
(9/6586,-267241/9879)
(4/17,-249/34)
(-3481/33286,-431727/981937)
(-25/99,-3601/495)
(11236/55593,37909547/5892858)
(-192721/216766,-1262406777/47580137)
(-25/214,1017/535)
(4/17,249/34)
(1681/55154,-6557697/1130657)
(49/242,-5457/847)
(-81/662,-6781/2979)
(-1488400/13885311,16250579137/16940079420)
(-1681/1467,2057653/60147)
(1/53,-387/53)
(-3249/4958,2760007/141303)
(-3249/4958,-2760007/141303)
#
# (a,b,c,d) = (1,3,-7,-5) and D = -3568:
#
(1004/47,-231/47)
(2521723/513248,1297775/513248)
(944/101,-217/101)
(35737/3346,-60239/3346)
(2,1)
(-101/142,147/142)
(181/316,-351/316)
(-3707/4238,-2443/4238)
(5543/4247,-784/4247)
(276/101,-61/101)
(-13/16,7/16)
(-1/2,-1/2)
(6/5,13/25)
(-13/2,3/2)
(-11/7,-6/7)
(-33709/38477,-110982/192385)
(1117/652,-215/652)
(-1,2/5)
(71/8,183/40)
(1/4,-3/4)
(-163/152,301/760)
(1,0)
(-3/2,5/2)
(11559/9436,-1397/9436)
(-159/13,268/13)
(-2353/3632,10431/18160)
(-172471/48512,-89403/48512)
(-32/8683,-5063/8683)
#
# (a,b,c,d) = (-891,1,1,0) and D = -3565:
#
#
# (a,b,c,d) = (-33,0,3,0) and D = -3564:
#
#
# (a,b,c,d) = (-891,0,1,0) and D = -3564:
#
#
# (a,b,c,d) = (-890,1,1,0) and D = -3561:
#
#
# (a,b,c,d) = (-890,0,1,0) and D = -3560:
#
(1/71,599/71)
(1/71,-599/71)
#
# (a,b,c,d) = (-889,1,1,0) and D = -3557:
#
#
# (a,b,c,d) = (-889,0,1,0) and D = -3556:
#
(27889/149160,-150342179/24909720)
(27889/149160,150342179/24909720)
(1/30,-167/30)
(1/30,167/30)
#
# (a,b,c,d) = (-111,1,2,0) and D = -3556:
#
(1/15,-14/5)
(27889/74580,12140393/4151620)
(1/15,83/30)
(27889/74580,-77499821/24909720)
#
# (a,b,c,d) = (-888,1,1,0) and D = -3553:
#
(4/81,-257/54)
(9412624/6209217,-875242100225/19049877756)
(4/81,763/162)
(9412624/6209217,282121389931/6349959252)
#
# (a,b,c,d) = (-888,0,1,0) and D = -3552:
#
#
# (a,b,c,d) = (-111,0,2,0) and D = -3552:
#
#
# (a,b,c,d) = (-887,1,1,0) and D = -3549:
#
(1/25,128/25)
(1/25,-129/25)
#
# (a,b,c,d) = (-887,0,1,0) and D = -3548:
#
(100/521,-32069/5210)
(-25/79,3656/395)
(100/521,32069/5210)
(-25/79,-3656/395)
#
# (a,b,c,d) = (-886,1,1,0) and D = -3545:
#
#
# (a,b,c,d) = (-886,0,1,0) and D = -3544:
#
(-8649/25277,23602609/2350761)
(-8649/25277,-23602609/2350761)
#
# (a,b,c,d) = (-885,1,1,0) and D = -3541:
#
(-1/9,13/9)
(-1/9,-4/3)
(625/70299,-18652657/1757475)
(625/70299,6212344/585825)
#
# (a,b,c,d) = (-885,0,1,0) and D = -3540:
#
(4761/439,9772802/30291)
(-30976/4199,162184381/739024)
(1/19,-88/19)
(100/1969,-92297/19690)
(4761/439,-9772802/30291)
(100/1969,92297/19690)
(-30976/4199,-162184381/739024)
(1/19,88/19)
#
# (a,b,c,d) = (1,7,1,-3) and D = -3540:
#
(-212/271,207/271)
(1,0)
(-2,1/3)
(-61/29,10/29)
#
# (a,b,c,d) = (-884,1,1,0) and D = -3537:
#
#
# (a,b,c,d) = (-32,3,3,0) and D = -3537:
#
#
# (a,b,c,d) = (-884,0,1,0) and D = -3536:
#
#
# (a,b,c,d) = (-110,2,2,0) and D = -3536:
#
#
# (a,b,c,d) = (-883,1,1,0) and D = -3533:
#
(1/13,-56/13)
(1/13,55/13)
(-1369/7033,-1359702/260221)
(-1369/7033,1410355/260221)
#
# (a,b,c,d) = (-883,0,1,0) and D = -3532:
#
(-4/7,237/14)
(-4/7,-237/14)
#
# (a,b,c,d) = (-882,1,1,0) and D = -3529:
#
#
# (a,b,c,d) = (-882,0,1,0) and D = -3528:
#
(1/7,-5)
(-100/959,-23/1370)
(1/7,5)
(-100/959,23/1370)
#
# (a,b,c,d) = (-2,4,7,0) and D = -3528:
#
(-100/137,1977/9590)
(1,-1)
(1,3/7)
(-100/137,289/1370)
#
# (a,b,c,d) = (-7,1,5,0) and D = -3525:
#
(-1,6/5)
(-1,-1)
(121/287,-14106/15785)
(121/287,365/451)
#
# (a,b,c,d) = (-881,1,1,0) and D = -3525:
#
(-1/5,-27/5)
(121/1435,66537/15785)
(121/1435,-67868/15785)
(-1/5,28/5)
#
# (a,b,c,d) = (-881,0,1,0) and D = -3524:
#
#
# (a,b,c,d) = (-110,1,2,0) and D = -3524:
#
#
# (a,b,c,d) = (-880,1,1,0) and D = -3521:
#
#
# (a,b,c,d) = (-110,0,2,0) and D = -3520:
#
#
# (a,b,c,d) = (-880,0,1,0) and D = -3520:
#
#
# (a,b,c,d) = (-879,1,1,0) and D = -3517:
#
#
# (a,b,c,d) = (-879,0,1,0) and D = -3516:
#
#
# (a,b,c,d) = (-878,1,1,0) and D = -3513:
#
(-1/2,15)
(-1/2,-29/2)
#
# (a,b,c,d) = (-878,0,1,0) and D = -3512:
#
(1/11,47/11)
(-13924/6463,-48682015/762634)
(-13924/6463,48682015/762634)
(1/11,-47/11)
(-1521/12533,-1058689/488787)
(-1521/12533,1058689/488787)
#
# (a,b,c,d) = (-877,1,1,0) and D = -3509:
#
#
# (a,b,c,d) = (1,5,-3,-5) and D = -3508:
#
(-13/29,-18/29)
(-26/25,153/125)
(1,0)
(-8/13,-9/13)
#
# (a,b,c,d) = (-877,0,1,0) and D = -3508:
#
(9/31,-818/93)
(9/31,818/93)
(36/73,6427/438)
(36/73,-6427/438)
#
# (a,b,c,d) = (-876,1,1,0) and D = -3505:
#
(361/3144,-90773/19912)
(361/3144,66365/14934)
(-1/4,29/4)
(-1/4,-7)
#
# (a,b,c,d) = (-109,2,2,0) and D = -3504:
#
(2/37,225/74)
(412232/1614865,-3634181289/1466297420)
(2/37,-229/74)
(412232/1614865,3259874633/1466297420)
#
# (a,b,c,d) = (-876,0,1,0) and D = -3504:
#
(206116/1614865,-3447027961/733148710)
(206116/1614865,3447027961/733148710)
(1/37,227/37)
(1/37,-227/37)
#
# (a,b,c,d) = (-875,1,1,0) and D = -3501:
#
(-64/95,3075/152)
(-64/95,-14863/760)
#
# (a,b,c,d) = (-7,0,5,0) and D = -3500:
#
(4/13,23/26)
(4/13,-23/26)
(-42320/18031,22906297/8294260)
(-42320/18031,-22906297/8294260)
#
# (a,b,c,d) = (-875,0,1,0) and D = -3500:
#
(4/65,115/26)
(4/65,-115/26)
(-8464/18031,22906297/1658852)
(-8464/18031,-22906297/1658852)
#
# (a,b,c,d) = (-874,1,1,0) and D = -3497:
#
(-2209/5152,1549683/121072)
(1/16,35/8)
(1/16,-71/16)
(-2209/5152,-130241/10528)
#
# (a,b,c,d) = (1,6,-1,-4) and D = -3496:
#
(1,0)
(-6/7,13/14)
#
# (a,b,c,d) = (-874,0,1,0) and D = -3496:
#
(-169/433,-64323/5629)
(-169/433,64323/5629)
#
# (a,b,c,d) = (-873,1,1,0) and D = -3493:
#
(4/57,-165/38)
(-100/831,-5601/2770)
(4/57,487/114)
(-100/831,17803/8310)
(256/1593,-15419/2832)
(256/1593,134675/25488)
#
# (a,b,c,d) = (-3,5,6,0) and D = -3492:
#
(1,1/2)
(1/11,29/22)
(121/501,-31567/33066)
(-3/4,-1/12)
(3/89,-1195/534)
(-2/3,1/2)
(24/73,-787/876)
(243/1643,89329/88722)
(-25/6,103/20)
(-42709344/4231007,-276192615217/67729960056)
(2,-5/2)
(8/11,-47/44)
(49/129,-268/301)
(-326432/502381,533097137/1217771544)
(1,-4/3)
(24/73,547/876)
(1225/1606,156311/337260)
(1/2,-11/12)
(1/2,1/2)
(1225/1606,-61781/56210)
(147/11,2495/462)
(147/11,-3820/231)
(1/163,5095/978)
(1/11,-46/33)
(-121/188,2543/6204)
(3174/4819,-673571/665022)
(-1369/353,-122275/78366)
(1/72,83/24)
(8/11,61/132)
(-1323/934,100091/58842)
(-121/188,523/4136)
(-625/356,114227/53400)
(-5766/4169,1284917/775434)
(243/1643,-50132/44361)
(-25/6,-151/90)
(36481/514053,443011840/294552369)
(-289/292,-8597/29784)
(-289/292,5527/4964)
(121/501,1384/1837)
(1/163,-850/163)
(3174/4819,308561/665022)
(2,5/6)
(49/129,3109/5418)
(-1369/353,62590/13061)
(-3/4,17/24)
(-326432/502381,42098501/405923848)
(32041/85712,-27327683/30684896)
(-2401/2937,361330/431739)
(75/62,517/930)
(25/2256,-131393/33840)
(-2/3,1/18)
(1/72,-1499/432)
(36481/514053,-102318115/65456082)
(-42709344/4231007,845935264177/67729960056)
(-27/43,193/774)
(25/2256,29129/7520)
(9747/61569464,683222521991/21056756688)
(3/89,590/267)
(9747/61569464,-341612649943/10528378344)
(-625/356,-6017/8900)
(-1323/934,-61267/117684)
(-5766/4169,-391187/775434)
(-27/43,106/387)
(75/62,-2909/1860)
(-2401/2937,-14935/95942)
(32041/85712,26653177/46027344)
(4225/774,-1019981/150930)
(4225/774,74093/33540)
#
# (a,b,c,d) = (-873,0,1,0) and D = -3492:
#
(-25/36,1229/60)
(4/73,-667/146)
(-441/1868,-261449/39228)
(-625/2136,150329/17800)
(-1/8,19/8)
(49/22,10135/154)
(1/432,2993/144)
(4/33,101/22)
(-961/4169,838052/129239)
(25/13536,-524947/22560)
(-1/9,4/3)
(25/124,-3943/620)
(1/178,-2375/178)
(-7118224/4231007,561063939697/11288326676)
(1/12,17/4)
(121/3006,-56479/11022)
(49/774,7933/1806)
(-1/9,-4/3)
(49/774,-7933/1806)
(25/124,3943/620)
(25/13536,524947/22560)
(1/6,-11/2)
(4/33,-101/22)
(1/432,-2993/144)
(49/22,-10135/154)
(1/3,-10)
(-625/2136,-150329/17800)
(121/3006,56479/11022)
(-961/4169,-838052/129239)
(4/73,667/146)
(-25/36,-1229/60)
(1/12,-17/4)
(1/66,-179/22)
(-289/1752,-41759/9928)
(-9/86,19/258)
(-1369/2118,-497815/26122)
(529/4819,-491066/110837)
(-7118224/4231007,-561063939697/11288326676)
(3249/123138928,-1366447821877/7018918896)
(-163216/1507143,-203400817/202961924)
(-441/1868,261449/39228)
(-121/1128,3517/4136)
(1/3,10)
(1225/9636,526997/112420)
(36481/3084318,1806886715/196368246)
(81/3286,189593/29574)
(-2401/17622,-857075/287826)
(32041/514272,-135289403/30684896)
(-9/86,-19/258)
(4225/4644,-2706799/100620)
(4225/4644,2706799/100620)
(3249/123138928,1366447821877/7018918896)
(32041/514272,135289403/30684896)
(-2401/17622,857075/287826)
(81/3286,-189593/29574)
(36481/3084318,-1806886715/196368246)
(1225/9636,-526997/112420)
(1/178,2375/178)
(-1/8,-19/8)
(1/978,-10195/326)
(-121/1128,-3517/4136)
(-163216/1507143,203400817/202961924)
(1/6,11/2)
(529/4819,491066/110837)
(-1369/2118,497815/26122)
(1/978,10195/326)
(-289/1752,41759/9928)
(1/66,179/22)
#
# (a,b,c,d) = (-4,1,6,0) and D = -3492:
#
(-3/4,-1/3)
(1,5/6)
(121/501,13787/16533)
(-3/4,11/24)
(2,3/2)
(36481/514053,149993237/98184123)
(-1369/353,137117/39183)
(-42709344/4231007,-504089674801/67729960056)
(1/11,-15/11)
(-1323/934,36154/29421)
(1/163,1699/326)
(36481/514053,-906927293/589104738)
(25/2256,-10939/2820)
(243/1643,-47945/44361)
(3/89,593/267)
(-326432/502381,-137461553/1217771544)
(75/62,-2159/1860)
(-42709344/4231007,618038204593/67729960056)
(-1369/353,-74527/26122)
(1,-1)
(-27/43,31/774)
(3174/4819,454565/665022)
(9747/61569464,-85403023591/2632094586)
(121/501,-9635/11022)
(-121/188,-1093/12408)
(1225/1606,80687/112420)
(-2401/2937,-369713/863478)
(-2/3,5/18)
(1/11,89/66)
(8/11,31/44)
(-2/3,-1/6)
(1/163,-2549/489)
(-25/6,-46/15)
(1225/1606,-71234/84315)
(-289/292,-6141/9928)
(2,-11/6)
(-5766/4169,-748679/775434)
(1/72,187/54)
(8/11,-109/132)
(-25/6,677/180)
(-625/356,27659/17800)
(1/72,-499/144)
(147/11,-2791/231)
(1/2,-3/4)
(3/89,-1189/534)
(-1323/934,-116833/117684)
(32041/85712,2699043/3835612)
(-121/188,101/517)
(-2401/2937,81227/143913)
(75/62,446/465)
(147/11,4553/462)
(-289/292,2917/3723)
(4225/774,1216087/301860)
(4225/774,-124226/25155)
(1/2,2/3)
(24/73,-691/876)
(49/129,-2069/2709)
(-5766/4169,927425/775434)
(32041/85712,-70512371/92054688)
(25/2256,262411/67680)
(-27/43,25/387)
(3174/4819,-527567/665022)
(-625/356,-8419/6675)
(-326432/502381,89780027/405923848)
(9747/61569464,683223633149/21056756688)
(243/1643,93703/88722)
(49/129,1265/1806)
(24/73,643/876)
#
# (a,b,c,d) = (-109,1,2,0) and D = -3492:
#
(-289/876,65095/29784)
(-326432/1507143,-544263187/1217771544)
(8/73,-675/292)
(-2401/8811,-613394/431739)
(1225/4818,-811933/337260)
(49/11,2448/77)
(25/6768,393679/33840)
(-1/4,5/4)
(-9/43,2/129)
(2/3,29/6)
(1058/4819,-503233/221674)
(1/6,25/12)
(49/387,-12071/5418)
(-121/564,-2305/6204)
(1/89,-594/89)
(2/3,-31/6)
(8/73,659/292)
(49/11,-5239/154)
(-2/9,-11/18)
(1/3,8/3)
(1/6,-13/6)
(-1369/1059,-360698/39183)
(1/3,-17/6)
(-2401/8811,1344437/863478)
(81/1643,-95161/29574)
(-1369/1059,772049/78366)
(4225/2322,1961443/150930)
(-326432/1507143,6203135/11172216)
(1/216,4489/432)
(25/62,1909/620)
(-9/43,23/258)
(3249/61569464,341611909171/3509459448)
(1058/4819,478899/221674)
(-625/1068,-217681/53400)
(1/489,-15293/978)
(1/33,-269/66)
(1/216,-2245/216)
(81/1643,47216/14787)
(8/33,-311/132)
(121/1503,-42692/16533)
(8/33,295/132)
(3249/61569464,-683224003535/7018918896)
(1/489,7646/489)
(1/89,1187/178)
(25/62,-1017/310)
(1/33,134/33)
(1225/4818,384529/168630)
(-1922/4169,-808261/258478)
(-289/876,-30091/14892)
(36481/1542159,-1356907004/294552369)
(-441/934,135355/39228)
(25/6768,-787483/67680)
(-2/9,13/18)
(-1922/4169,867843/258478)
(-14236448/4231007,-542072518065/22576653352)
(4225/2322,-4197511/301860)
(-121/564,5941/12408)
(-14236448/4231007,580055361329/22576653352)
(-625/1068,116653/26700)
(121/1503,84053/33066)
(32041/257136,-102900887/46027344)
(-25/18,953/90)
(36481/1542159,2706846137/589104738)
(49/387,5864/2709)
(-1/4,-9/8)
(-441/934,-63047/19614)
(32041/257136,200066435/92054688)
(-25/18,-1781/180)
#
# (a,b,c,d) = (-32,2,3,0) and D = -3492:
#
(1/144,-499/72)
(-1369/706,-74527/13061)
(1,3)
(1,-11/3)
(1225/3212,-142468/84315)
(-3/8,-2/3)
(-1/3,5/9)
(-21354672/4231007,618038204593/33864980028)
(49/258,-4138/2709)
(-289/584,5834/3723)
(147/22,-5582/231)
(36481/1028106,-906927293/294552369)
(4225/1548,-248452/25155)
(4/11,-109/66)
(32041/171424,2699043/1917806)
(-3/8,11/12)
(1/326,1699/163)
(3/178,1186/267)
(3/178,-1189/267)
(-25/12,677/90)
(243/3286,-95890/44361)
(4225/1548,1216087/150930)
(25/4512,-10939/1410)
(-1/3,-1/3)
(1/326,-5098/489)
(1/2,5/3)
(-1323/1868,-116833/58842)
(-21354672/4231007,-504089674801/33864980028)
(4/11,31/22)
(-2401/5874,162454/143913)
(1/22,89/33)
(1/144,187/27)
(1/4,-3/2)
(-163216/502381,89780027/202961924)
(-25/12,-92/15)
(75/124,-2159/930)
(1587/4819,-527567/332511)
(121/1002,-9635/5511)
(-27/86,50/387)
(-1323/1868,72308/29421)
(9747/123138928,683223633149/10528378344)
(1/22,-30/11)
(243/3286,93703/44361)
(32041/171424,-70512371/46027344)
(25/4512,262411/33840)
(-1369/706,274234/39183)
(49/258,1265/903)
(12/73,-691/438)
(-121/376,-1093/6204)
(-2883/4169,927425/387717)
(1225/3212,80687/56210)
(1587/4819,454565/332511)
(147/22,4553/231)
(-625/712,27659/8900)
(-27/86,31/387)
(121/1002,27574/16533)
(1/4,4/3)
(-121/376,202/517)
(1/2,-2)
(36481/1028106,299986474/98184123)
(-2883/4169,-748679/387717)
(12/73,643/438)
(-163216/502381,-137461553/608885772)
(-2401/5874,-369713/431739)
(75/124,892/465)
(9747/123138928,-85403023591/1316047293)
(-289/584,-6141/4964)
(-625/712,-16838/6675)
#
# (a,b,c,d) = (-872,1,1,0) and D = -3489:
#
#
# (a,b,c,d) = (-872,0,1,0) and D = -3488:
#
(-1/7,23/7)
(-1/7,-23/7)
#
# (a,b,c,d) = (-109,0,2,0) and D = -3488:
#
(-2/7,23/14)
(-2/7,-23/14)
#
# (a,b,c,d) = (-871,1,1,0) and D = -3485:
#
(-1,-29)
(-1,30)
#
# (a,b,c,d) = (-871,0,1,0) and D = -3484:
#
(-49/75,-10102/525)
(-6400/56151,7161493/4492080)
(1/9,40/9)
(-49/75,10102/525)
(1/9,-40/9)
(-6400/56151,-7161493/4492080)
#
# (a,b,c,d) = (0,1,59,0) and D = -3481:
#
#
# (a,b,c,d) = (-870,1,1,0) and D = -3481:
#
#
# (a,b,c,d) = (-870,0,1,0) and D = -3480:
#
#
# (a,b,c,d) = (-869,1,1,0) and D = -3477:
#
(1,-30)
(1,29)
(-3481/6953,6130068/410227)
(-3481/6953,-5924689/410227)
#
# (a,b,c,d) = (-869,0,1,0) and D = -3476:
#
(-49/61,-10100/427)
(-49/61,10100/427)
#
# (a,b,c,d) = (-868,1,1,0) and D = -3473:
#
(-4/7,239/14)
(-4/7,-33/2)
#
# (a,b,c,d) = (-108,2,2,0) and D = -3472:
#
(-169/804,-157/5226)
(9/32,-125/48)
(-2/3,-9/2)
(1/18,-55/18)
(-169/804,837/3484)
(1/18,3)
(9/32,223/96)
(-2/3,31/6)
(11881/44676,10995857/4869684)
(11881/44676,-682827/270538)
#
# (a,b,c,d) = (-868,0,1,0) and D = -3472:
#
(11881/89352,23286743/4869684)
(-1/3,29/3)
(1/36,-109/18)
(-1/3,-29/3)
(1/36,109/18)
(-169/1608,-2825/10452)
(11881/89352,-23286743/4869684)
(-169/1608,2825/10452)
(9/64,473/96)
(9/64,-473/96)
#
# (a,b,c,d) = (-13,3,4,0) and D = -3472:
#
(9/16,-277/192)
(-4/3,35/12)
(-169/402,1177/5226)
(11881/22338,-13585915/9739368)
(9/16,49/48)
(-4/3,-23/12)
(1/9,53/36)
(1/9,-14/9)
(-169/402,1883/20904)
(11881/22338,2425207/2434842)
#
# (a,b,c,d) = (-867,1,1,0) and D = -3469:
#
(1/5,-32/5)
(1/5,31/5)
#
# (a,b,c,d) = (-867,0,1,0) and D = -3468:
#
#
# (a,b,c,d) = (-32,1,3,0) and D = -3465:
#
(25/278,-1364/695)
(4/3,-83/18)
(-1/2,-4/3)
(3/4,-8/3)
(3/4,29/12)
(49/19178,-4600255/402738)
(121/1952,1555/671)
(121/1952,-150611/64416)
(289/1588,29320/20247)
(-1/2,3/2)
(4/3,25/6)
(49/19178,766652/67123)
(289/1588,-40731/26996)
(25/278,8059/4170)
#
# (a,b,c,d) = (-866,1,1,0) and D = -3465:
#
(289/4764,-180833/40494)
(1/4,-31/4)
(-1/6,13/3)
(49/57534,-6900211/201369)
(25/834,12151/2085)
(121/5856,449171/64416)
(1/4,15/2)
(4/9,233/18)
(121/5856,-225251/32208)
(49/57534,13800079/402738)
(4/9,-241/18)
(-1/6,-25/6)
(25/834,-24427/4170)
(289/4764,356753/80988)
#
# (a,b,c,d) = (-866,0,1,0) and D = -3464:
#
#
# (a,b,c,d) = (-865,1,1,0) and D = -3461:
#
(1/43,-284/43)
(1/43,283/43)
#
# (a,b,c,d) = (-108,1,2,0) and D = -3460:
#
#
# (a,b,c,d) = (-865,0,1,0) and D = -3460:
#
#
# (a,b,c,d) = (-864,1,1,0) and D = -3457:
#
#
# (a,b,c,d) = (-4,0,6,0) and D = -3456:
#
#
# (a,b,c,d) = (-864,0,1,0) and D = -3456:
#
#
# (a,b,c,d) = (-32,0,3,0) and D = -3456:
#
#
# (a,b,c,d) = (-108,0,2,0) and D = -3456:
#
#
# (a,b,c,d) = (-863,1,1,0) and D = -3453:
#
#
# (a,b,c,d) = (-863,0,1,0) and D = -3452:
#
(1/17,76/17)
(-23104/33847,102977797/5144744)
(1/17,-76/17)
(-23104/33847,-102977797/5144744)
#
# (a,b,c,d) = (-862,1,1,0) and D = -3449:
#
(-121/706,-16811/3883)
(16/65,-1983/260)
(-121/706,34953/7766)
(1/2,29/2)
(-3481/13780,2956233/406510)
(-3553225/102664,200024593959/193521640)
(-3553225/102664,-96663382417/96760820)
(-3481/13780,-5707087/813020)
(16/65,1919/260)
(1/2,-15)
#
# (a,b,c,d) = (-862,0,1,0) and D = -3448:
#
#
# (a,b,c,d) = (-861,1,1,0) and D = -3445:
#
(-1/9,-11/9)
(529/68571,-5988560/525711)
(-1/9,4/3)
(529/68571,17953513/1577133)
#
# (a,b,c,d) = (-861,0,1,0) and D = -3444:
#
(-36/143,-6103/858)
(-36/143,6103/858)
#
# (a,b,c,d) = (-860,1,1,0) and D = -3441:
#
(9/112,353/84)
(9/112,-1439/336)
#
# (a,b,c,d) = (-107,2,2,0) and D = -3440:
#
#
# (a,b,c,d) = (-860,0,1,0) and D = -3440:
#
#
# (a,b,c,d) = (-859,1,1,0) and D = -3437:
#
(36/5041,357859/30246)
(36/5041,-358075/30246)
#
# (a,b,c,d) = (-859,0,1,0) and D = -3436:
#
#
# (a,b,c,d) = (-858,1,1,0) and D = -3433:
#
(1/78,53/6)
(1/78,-115/13)
#
# (a,b,c,d) = (-858,0,1,0) and D = -3432:
#
#
# (a,b,c,d) = (-857,1,1,0) and D = -3429:
#
#
# (a,b,c,d) = (-31,3,3,0) and D = -3429:
#
#
# (a,b,c,d) = (-857,0,1,0) and D = -3428:
#
(1/8,37/8)
(1/8,-37/8)
(-1369/12688,395279/469456)
(1/104,1061/104)
(9/16,-793/48)
(-784/6487,374165/181636)
(-1369/12688,-395279/469456)
(1/104,-1061/104)
(9/16,793/48)
(-784/6487,-374165/181636)
#
# (a,b,c,d) = (-107,1,2,0) and D = -3428:
#
(9/8,-205/24)
(1/4,-19/8)
(-1568/6487,396117/363272)
(1/52,265/52)
(1/4,9/4)
(-1568/6487,-352213/363272)
(1/52,-531/104)
(-1369/6344,111483/234728)
(9/8,383/48)
(-1369/6344,-172313/469456)
#
# (a,b,c,d) = (-856,1,1,0) and D = -3425:
#
#
# (a,b,c,d) = (-107,0,2,0) and D = -3424:
#
(-200/399,28151/7980)
(-200/399,-28151/7980)
(1/7,15/7)
(1/7,-15/7)
#
# (a,b,c,d) = (-856,0,1,0) and D = -3424:
#
(-100/399,-28151/3990)
(1/14,-30/7)
(-100/399,28151/3990)
(1/14,30/7)
#
# (a,b,c,d) = (-855,1,1,0) and D = -3421:
#
#
# (a,b,c,d) = (-855,0,1,0) and D = -3420:
#
#
# (a,b,c,d) = (-854,1,1,0) and D = -3417:
#
(-1/8,-9/4)
(-1/8,19/8)
#
# (a,b,c,d) = (-854,0,1,0) and D = -3416:
#
(-1/5,-27/5)
(-1/5,27/5)
#
# (a,b,c,d) = (-853,1,1,0) and D = -3413:
#
#
# (a,b,c,d) = (-853,0,1,0) and D = -3412:
#
(-25/201,-2282/1005)
(-25/201,2282/1005)
#
# (a,b,c,d) = (-852,1,1,0) and D = -3409:
#
(1/540,3137/135)
(1/540,-4183/180)
#
# (a,b,c,d) = (-106,2,2,0) and D = -3408:
#
(-450/11,-91763/330)
(-450/11,105263/330)
#
# (a,b,c,d) = (-852,0,1,0) and D = -3408:
#
(-225/11,-98513/165)
(-225/11,98513/165)
#
# (a,b,c,d) = (-851,1,1,0) and D = -3405:
#
#
# (a,b,c,d) = (-851,0,1,0) and D = -3404:
#
#
# (a,b,c,d) = (-850,1,1,0) and D = -3401:
#
(1/68,-281/34)
(1/68,33/4)
#
# (a,b,c,d) = (-6,4,5,0) and D = -3400:
#
(-676/411,-4375/3562)
(1/3,-1)
(-16/3,167/20)
(219961/314835,171103603/246096025)
(2601/10835,-580631/552585)
(36/29,-1739/870)
(219961/314835,-185191529/147657615)
(36/29,175/174)
(-5/9,-1/45)
(-16/3,-49/12)
(2601/10835,2372551/2762925)
(-5/9,7/15)
(1/3,11/15)
(-676/411,135929/53430)
#
# (a,b,c,d) = (-850,0,1,0) and D = -3400:
#
(-676/2055,100777/10686)
(-676/2055,-100777/10686)
(1/15,-13/3)
(2601/54175,2637853/552585)
(-1/9,-11/9)
(219961/1574175,719634227/147657615)
(1/15,13/3)
(-1/9,11/9)
(219961/1574175,-719634227/147657615)
(36/145,-1307/174)
(-16/15,373/12)
(2601/54175,-2637853/552585)
(-16/15,-373/12)
(36/145,1307/174)
#
# (a,b,c,d) = (-849,1,1,0) and D = -3397:
#
(-1/7,-22/7)
(-1/7,23/7)
(225/5551,-426799/83265)
(225/5551,423424/83265)
#
# (a,b,c,d) = (-106,1,2,0) and D = -3396:
#
(22801/53060,12833207/4006030)
(-72/239,-4879/2868)
(1/14,75/28)
(-72/239,5311/2868)
(841/1700,-381081/98600)
(1/14,-19/7)
(1/5,-11/5)
(162/6331,503461/113958)
(22801/53060,-54775779/16024120)
(1/5,21/10)
(162/6331,-504919/113958)
(-1,-7)
(841/1700,89173/24650)
(-1849/7240,803103/622640)
(-1,15/2)
(-1849/7240,-180899/155660)
#
# (a,b,c,d) = (-849,0,1,0) and D = -3396:
#
(-1/2,29/2)
(-1849/14480,-1526699/622640)
(81/6331,-504190/56979)
(-36/239,5095/1434)
(1/10,-43/10)
(81/6331,504190/56979)
(841/3400,-737773/98600)
(22801/106120,-106108607/16024120)
(1/28,-151/28)
(841/3400,737773/98600)
(22801/106120,106108607/16024120)
(1/10,43/10)
(-1/2,-29/2)
(-36/239,-5095/1434)
(-1849/14480,1526699/622640)
(1/28,151/28)
#
# (a,b,c,d) = (-848,1,1,0) and D = -3393:
#
(4,229/2)
(4,-237/2)
#
# (a,b,c,d) = (-848,0,1,0) and D = -3392:
#
(-1/4,7)
(49/428,3337/749)
(49/428,-3337/749)
(-1/4,-7)
#
# (a,b,c,d) = (-13,2,4,0) and D = -3392:
#
(49/107,-920/749)
(-1,2)
(49/107,1497/1498)
(-1,-3/2)
#
# (a,b,c,d) = (-106,0,2,0) and D = -3392:
#
(-1/2,7/2)
(49/214,3337/1498)
(49/214,-3337/1498)
(-1/2,-7/2)
#
# (a,b,c,d) = (-847,1,1,0) and D = -3389:
#
(1/7,-5)
(-529/5005,13014/115115)
(1/7,34/7)
(-529/5005,-11/1495)
#
# (a,b,c,d) = (-847,0,1,0) and D = -3388:
#
#
# (a,b,c,d) = (-846,1,1,0) and D = -3385:
#
#
# (a,b,c,d) = (-31,2,3,0) and D = -3384:
#
#
# (a,b,c,d) = (-846,0,1,0) and D = -3384:
#
#
# (a,b,c,d) = (-845,1,1,0) and D = -3381:
#
#
# (a,b,c,d) = (-845,0,1,0) and D = -3380:
#
#
# (a,b,c,d) = (-844,1,1,0) and D = -3377:
#
#
# (a,b,c,d) = (-105,2,2,0) and D = -3376:
#
#
# (a,b,c,d) = (-844,0,1,0) and D = -3376:
#
#
# (a,b,c,d) = (-843,1,1,0) and D = -3373:
#
(1/3,29/3)
(1/3,-10)
#
# (a,b,c,d) = (-843,0,1,0) and D = -3372:
#
#
# (a,b,c,d) = (-842,1,1,0) and D = -3369:
#
#
# (a,b,c,d) = (2,2,-7,-1) and D = -3368:
#
(0,-1)
(574/687,215/687)
(-495/758,397/758)
(7/8,3/8)
(-457/414,235/414)
#
# (a,b,c,d) = (-842,0,1,0) and D = -3368:
#
(-1,-29)
(-1,29)
#
# (a,b,c,d) = (-841,1,1,0) and D = -3365:
#
(-16/151,-21/604)
(-16/151,85/604)
#
# (a,b,c,d) = (0,2,29,0) and D = -3364:
#
(1/3,-1/3)
(3136/2325,-8649/40600)
(-8649/2800,6272/67425)
(1/3,9/29)
(9/2,-1/3)
(18125/10416,6272/67425)
(-29/6,9/29)
(-29/6,2/87)
(9/2,2/87)
(18125/10416,-8649/40600)
(3136/2325,625/5208)
(-8649/2800,625/5208)
#
# (a,b,c,d) = (14,57,58,0) and D = -3364:
#
(2/3,-1/6)
(-29/3,407/87)
(9,-785/174)
(18125/5208,-440581/269700)
(-8649/1400,22975121/7551600)
(2/3,-85/174)
(9,-13/3)
(-8649/1400,28169/9300)
(18125/5208,-13491857/7551600)
(-29/3,839/174)
(6272/2325,-366857/260400)
(6272/2325,-9381371/7551600)
#
# (a,b,c,d) = (-105,1,2,0) and D = -3364:
#
(9/29,218/87)
(-8649/40600,1879627/7551600)
(625/5208,13571/6200)
(-8649/40600,-15361/107880)
(-1/3,-2)
(9/29,-463/174)
(625/5208,-585607/260400)
(-1/3,13/6)
(6272/67425,-3681821/1510320)
(2/87,811/174)
(2/87,-271/58)
(6272/67425,6019291/2517200)
#
# (a,b,c,d) = (0,1,58,0) and D = -3364:
#
(-29/3,1/87)
(2/3,-1/6)
(6272/2325,-8649/81200)
(18125/5208,3136/67425)
(-29/3,9/58)
(9,1/87)
(-8649/1400,625/10416)
(2/3,9/58)
(6272/2325,625/10416)
(9,-1/6)
(18125/5208,-8649/81200)
(-8649/1400,3136/67425)
#
# (a,b,c,d) = (-841,0,1,0) and D = -3364:
#
(625/10416,1155589/260400)
(-8649/81200,-101893/260400)
(3136/67425,-628741/130200)
(9/58,-31/6)
(9/58,31/6)
(1/87,-28/3)
(-8649/81200,101893/260400)
(-1/6,-25/6)
(3136/67425,628741/130200)
(625/10416,-1155589/260400)
(1/87,28/3)
(-1/6,25/6)
#
# (a,b,c,d) = (-840,1,1,0) and D = -3361:
#
(1/6,16/3)
(1/6,-11/2)
#
# (a,b,c,d) = (-840,0,1,0) and D = -3360:
#
(1,29)
(1,-29)
#
# (a,b,c,d) = (-105,0,2,0) and D = -3360:
#
(2,29/2)
(2,-29/2)
#
# (a,b,c,d) = (-31,1,3,0) and D = -3357:
#
(12/217,-3217/1302)
(1/7,11/7)
(192/697,22867/16728)
(361/749,-78580/42693)
(-1/3,-1/3)
(300/169,-30553/5070)
(1/7,-34/21)
(-1,10/3)
(4489/1981,-1019581/132727)
(-1,-3)
(300/169,27553/5070)
(-1/3,4/9)
(192/697,-24403/16728)
(4489/1981,2757980/398181)
(361/749,23907/14231)
(12/217,103/42)
#
# (a,b,c,d) = (-839,1,1,0) and D = -3357:
#
(1/21,100/21)
(-1/9,-10/9)
(-1/3,-28/3)
(4/217,3201/434)
(-1/3,29/3)
(64/697,-23891/5576)
(-1/9,11/9)
(4/217,-3209/434)
(361/2247,222022/42693)
(64/697,23379/5576)
(100/169,28553/1690)
(4489/5943,-8875466/398181)
(1/21,-101/21)
(361/2247,-228881/42693)
(100/169,-29553/1690)
(4489/5943,8574703/398181)
#
# (a,b,c,d) = (-839,0,1,0) and D = -3356:
#
#
# (a,b,c,d) = (2,4,-5,-3) and D = -3356:
#
(2,5/3)
#
# (a,b,c,d) = (-838,1,1,0) and D = -3353:
#
(9/22,-401/33)
(9/22,775/66)
#
# (a,b,c,d) = (-838,0,1,0) and D = -3352:
#
(64/11009,1155201/88072)
(64/11009,-1155201/88072)
#
# (a,b,c,d) = (-837,1,1,0) and D = -3349:
#
#
# (a,b,c,d) = (-31,0,3,0) and D = -3348:
#
#
# (a,b,c,d) = (2,3,-6,-3) and D = -3348:
#
#
# (a,b,c,d) = (-837,0,1,0) and D = -3348:
#
#
# (a,b,c,d) = (-836,1,1,0) and D = -3345:
#
(1140624/1777681,34698051865/1898563308)
(49/436,-13635/3052)
(25/124,-983/155)
(1/304,1325/76)
(25/124,3807/620)
(1/304,-279/16)
(49/436,3323/763)
(1140624/1777681,-35916238297/1898563308)
#
# (a,b,c,d) = (-104,2,2,0) and D = -3344:
#
(-25/92,179/115)
(2209/820,-802571/38540)
(1/10,-12/5)
(1/1856,-14135/464)
(-1/4,5/4)
(-98/227,9995/3178)
(2/5,29/10)
(2209/820,174687/9635)
(1/1856,56539/1856)
(1/2,7/2)
(1/10,23/10)
(9/200,499/150)
(2/5,-33/10)
(1/2,-4)
(-1/4,-1)
(-25/92,-591/460)
(9/200,-2023/600)
(-98/227,-8623/3178)
#
# (a,b,c,d) = (-13,1,4,0) and D = -3344:
#
(1/5,-6/5)
(1,7/4)
(-25/46,179/230)
(2209/410,174687/19270)
(-25/46,-591/920)
(4/5,-33/20)
(2209/410,-802571/77080)
(1/928,56539/3712)
(-196/227,-8623/6356)
(4/5,29/20)
(1/5,23/20)
(-1/2,5/8)
(9/100,-2023/1200)
(9/100,499/300)
(1,-2)
(-196/227,9995/6356)
(-1/2,-1/2)
(1/928,-14135/928)
#
# (a,b,c,d) = (-836,0,1,0) and D = -3344:
#
(-49/227,9309/1589)
(-25/184,1307/460)
(9/400,4019/600)
(-1/8,9/4)
(-25/184,-1307/460)
(2209/1640,-1501319/38540)
(1/5,-31/5)
(1/4,15/2)
(1/4,-15/2)
(-1/8,-9/4)
(1/5,31/5)
(2209/1640,1501319/38540)
(1/20,47/10)
(9/400,-4019/600)
(1/3712,-113079/1856)
(1/20,-47/10)
(-49/227,-9309/1589)
(1/3712,113079/1856)
#
# (a,b,c,d) = (-835,1,1,0) and D = -3341:
#
#
# (a,b,c,d) = (-835,0,1,0) and D = -3340:
#
#
# (a,b,c,d) = (-834,1,1,0) and D = -3337:
#
(-9/26,391/39)
(-9/26,-755/78)
#
# (a,b,c,d) = (-834,0,1,0) and D = -3336:
#
(122500/716689,-1378853113/250841150)
(-49/425,4621/2975)
(1/31,-175/31)
(-4/23,203/46)
(1/31,175/31)
(-4/23,-203/46)
(-49/425,-4621/2975)
(122500/716689,1378853113/250841150)
(441/1975,281483/41475)
(441/1975,-281483/41475)
#
# (a,b,c,d) = (-833,1,1,0) and D = -3333:
#
(16/49,-39/4)
(16/49,1847/196)
#
# (a,b,c,d) = (-104,1,2,0) and D = -3332:
#
(1,7)
(1,-15/2)
(-841/1664,-20401/6032)
(-841/1664,26985/7424)
#
# (a,b,c,d) = (-833,0,1,0) and D = -3332:
#
(1/2,29/2)
(1/2,-29/2)
(-841/3328,677221/96512)
(-841/3328,-677221/96512)
#
# (a,b,c,d) = (-832,1,1,0) and D = -3329:
#
(25/464,-668/145)
(25/464,10563/2320)
#
# (a,b,c,d) = (-104,0,2,0) and D = -3328:
#
#
# (a,b,c,d) = (-12,4,4,0) and D = -3328:
#
#
# (a,b,c,d) = (-13,0,4,0) and D = -3328:
#
#
# (a,b,c,d) = (-832,0,1,0) and D = -3328:
#
#
# (a,b,c,d) = (-831,1,1,0) and D = -3325:
#
(1/9,13/3)
(1/11,46/11)
(-6241/53289,2456591/1403277)
(1/1829,78220/1829)
(-4/31,157/62)
(14341369/412109009,-8538439522187/1560656817083)
(14341369/412109009,8484128757784/1560656817083)
(-6241/53289,-6876734/4209831)
(-4/31,-149/62)
(-961/6501,695326/201531)
(1/1829,-78221/1829)
(1/11,-47/11)
(1/9,-40/9)
(-625/699,-147433/5825)
(-961/6501,-221845/67177)
(-625/699,457924/17475)
#
# (a,b,c,d) = (1,3,-7,-4) and D = -3325:
#
(2455/2257,-637/9028)
(961/2507,-2534/2507)
(-2,1/2)
(-1,2)
(-11/7,3/7)
(-125/58,-273/232)
(-69/19,-37/19)
(1,0)
#
# (a,b,c,d) = (-831,0,1,0) and D = -3324:
#
#
# (a,b,c,d) = (-830,1,1,0) and D = -3321:
#
#
# (a,b,c,d) = (-30,3,3,0) and D = -3321:
#
#
# (a,b,c,d) = (-830,0,1,0) and D = -3320:
#
(-49/181,-9577/1267)
(-49/181,9577/1267)
#
# (a,b,c,d) = (-829,1,1,0) and D = -3317:
#
(1/47,-324/47)
(1/47,323/47)
#
# (a,b,c,d) = (-829,0,1,0) and D = -3316:
#
(1/23,-114/23)
(5776/14145,12750623/1075020)
(400/66249,-17053307/1324980)
(64/65,14751/520)
(-1/9,-10/9)
(1/23,114/23)
(-16/55,-1797/220)
(-1/9,10/9)
(64/65,-14751/520)
(400/66249,17053307/1324980)
(5776/14145,-12750623/1075020)
(-16/55,1797/220)
#
# (a,b,c,d) = (1,6,-4,-2) and D = -3316:
#
(-255/457,676/457)
(-30053/34243,-37164/34243)
(-5/11,8/11)
(-229/899,-652/899)
(-849/367,139/367)
(1,-3)
(1,0)
(1,1)
#
# (a,b,c,d) = (-828,1,1,0) and D = -3313:
#
#
# (a,b,c,d) = (-103,2,2,0) and D = -3312:
#
(-24200/57551,-33062457/12661220)
(2/13,-57/26)
(-24200/57551,38386457/12661220)
(2/13,53/26)
#
# (a,b,c,d) = (-828,0,1,0) and D = -3312:
#
(1/13,55/13)
(1/13,-55/13)
(-12100/57551,35724457/6330610)
(-12100/57551,-35724457/6330610)
#
# (a,b,c,d) = (-827,1,1,0) and D = -3309:
#
(-25/179,-2619/895)
(1/505,-11349/505)
(-25/179,2744/895)
(1/505,11348/505)
(-10404/26375,-29689759/2690250)
(-1/5,27/5)
(2916/51385,12418847/2774790)
(2916/51385,-12576311/2774790)
(-1/5,-26/5)
(-10404/26375,30750967/2690250)
#
# (a,b,c,d) = (-827,0,1,0) and D = -3308:
#
(-1/7,-22/7)
(-1/7,22/7)
#
# (a,b,c,d) = (-826,1,1,0) and D = -3305:
#
(-25/46,1821/115)
(4/41,-353/82)
(-8649/59444,2630965/789756)
(-25/46,-3517/230)
(-8649/59444,-8806199/2764146)
(4/41,345/82)
#
# (a,b,c,d) = (1,4,-5,-5) and D = -3305:
#
(-3,-2)
(-199/173,279/173)
(1,0)
(-126647/71997,30506/71997)
(-1/9,-5/9)
#
# (a,b,c,d) = (-826,0,1,0) and D = -3304:
#
#
# (a,b,c,d) = (-825,1,1,0) and D = -3301:
#
(16/273,-4903/1092)
(16/273,1613/364)
#
# (a,b,c,d) = (-103,1,2,0) and D = -3300:
#
#
# (a,b,c,d) = (-825,0,1,0) and D = -3300:
#
#
# (a,b,c,d) = (-824,1,1,0) and D = -3297:
#
(9/184,-2627/552)
(9/184,325/69)
#
# (a,b,c,d) = (-103,0,2,0) and D = -3296:
#
(1/19,-59/19)
(27848/114665,61090549/27060940)
(-242/655,34333/14410)
(9/17,200/51)
(98/905,28951/12670)
(98/905,-28951/12670)
(-242/655,-34333/14410)
(27848/114665,-61090549/27060940)
(1/19,59/19)
(9/17,-200/51)
#
# (a,b,c,d) = (-824,0,1,0) and D = -3296:
#
(49/905,28951/6335)
(13924/114665,-61090549/13530470)
(9/34,400/51)
(1/38,118/19)
(9/34,-400/51)
(-121/655,34333/7205)
(13924/114665,61090549/13530470)
(-121/655,-34333/7205)
(1/38,-118/19)
(49/905,-28951/6335)
#
# (a,b,c,d) = (-823,1,1,0) and D = -3293:
#
(357604/619817,-6262071945/370650566)
(357604/619817,6048224753/370650566)
#
# (a,b,c,d) = (-823,0,1,0) and D = -3292:
#
#
# (a,b,c,d) = (-822,1,1,0) and D = -3289:
#
(1/12,25/6)
(-10201/58200,13254667/2939100)
(-10201/58200,-8493011/1959400)
(1/12,-17/4)
#
# (a,b,c,d) = (-822,0,1,0) and D = -3288:
#
(36/169,6571/1014)
(36/169,-6571/1014)
#
# (a,b,c,d) = (-821,1,1,0) and D = -3285:
#
#
# (a,b,c,d) = (-821,0,1,0) and D = -3284:
#
#
# (a,b,c,d) = (-820,1,1,0) and D = -3281:
#
(361/1460,10039/1387)
(1681/54058,12688283/2216378)
(-5329/48400,-616903/706640)
(-16/55,1819/220)
(4/145,1757/290)
(121/6128,-481887/67408)
(-25/134,3289/670)
(-1/4,7)
(81/786928,-174519007/1770588)
(9/220,-3367/660)
(-1/2,29/2)
(-1/4,-27/4)
(-16/55,-351/44)
(-49/458,827/3206)
(-2601/23804,-226483/303501)
(4/25,-53/10)
(81/786928,698075299/7082352)
(1/8,9/2)
(1/8,-37/8)
(-8874441/28315232,755230240583/84351076128)
(1681/54058,-6378602/1108189)
(-1/2,-14)
(-49/458,-242/1603)
(-2601/23804,1038583/1214004)
(4/145,-353/58)
(121/6128,120139/16852)
(9/220,167/33)
(1/790,-4441/158)
(4/25,257/50)
(361/1460,-207639/27740)
(-16641/9080,-12080351/234264)
(-5329/48400,868383/883300)
(1/790,11102/395)
(784/210617,-96671539/5897276)
(-25/134,-1582/335)
(-16641/9080,15637111/292830)
(-8874441/28315232,-182198320211/21087769032)
(784/210617,2357307/143836)
#
# (a,b,c,d) = (1,7,2,-3) and D = -3281:
#
(11741215/22592993,12870881/22592993)
(-20/37,-133/111)
(5/41,-28/41)
(73/7,-11/7)
(47/281,-193/281)
(76597/31411,-87363/31411)
(34/3101,-2143/3101)
(-1,1)
(2182/1643,-2569/1643)
(-1,-2)
(1321/1909,364/1909)
(-1,1/3)
(-712/347,-1393/347)
(-24686/3071,3731/3071)
(-1445/89,218/89)
(11/13,1/13)
(1,0)
(55525/28033,-63684/28033)
(-314950/274873,83821/274873)
(152023/92537,-175903/92537)
(-424/479,387/479)
(-4/3,13/9)
(2/7,-5/7)
#
# (a,b,c,d) = (-102,2,2,0) and D = -3280:
#
#
# (a,b,c,d) = (-820,0,1,0) and D = -3280:
#
#
# (a,b,c,d) = (-819,1,1,0) and D = -3277:
#
(-1/9,-1)
(961/129897,46809341/4026807)
(-1/9,10/9)
(-7396/43407,-170137/41022)
(-7396/43407,1790947/414778)
(961/129897,-5204348/447423)
#
# (a,b,c,d) = (-819,0,1,0) and D = -3276:
#
#
# (a,b,c,d) = (-30,2,3,0) and D = -3276:
#
#
# (a,b,c,d) = (-818,1,1,0) and D = -3273:
#
(-1/8,9/4)
(16/97,-2097/388)
(16/97,2033/388)
(-1/8,-17/8)
(25/76,1787/190)
(25/76,-3699/380)
#
# (a,b,c,d) = (-818,0,1,0) and D = -3272:
#
(-25/209,-1911/1045)
(-25/209,1911/1045)
#
# (a,b,c,d) = (-817,1,1,0) and D = -3269:
#
#
# (a,b,c,d) = (-102,1,2,0) and D = -3268:
#
(1/12,5/2)
(1/12,-61/24)
#
# (a,b,c,d) = (-817,0,1,0) and D = -3268:
#
(1/24,121/24)
(1/24,-121/24)
#
# (a,b,c,d) = (-816,1,1,0) and D = -3265:
#
(-1/6,25/6)
(-1/6,-4)
#
# (a,b,c,d) = (-816,0,1,0) and D = -3264:
#
#
# (a,b,c,d) = (-102,0,2,0) and D = -3264:
#
#
# (a,b,c,d) = (1,4,-6,-3) and D = -3261:
#
(1,0)
(-145/263,306/263)
#
# (a,b,c,d) = (-815,1,1,0) and D = -3261:
#
#
# (a,b,c,d) = (-815,0,1,0) and D = -3260:
#
#
# (a,b,c,d) = (-814,1,1,0) and D = -3257:
#
#
# (a,b,c,d) = (-814,0,1,0) and D = -3256:
#
(1/3,-29/3)
(1/3,29/3)
#
# (a,b,c,d) = (-813,1,1,0) and D = -3253:
#
(-1,-28)
(-1,29)
(361/723,193136/13737)
(361/723,-66665/4579)
#
# (a,b,c,d) = (-813,0,1,0) and D = -3252:
#
(-1764/16463,-24695/691446)
(-1764/16463,24695/691446)
(2209/14539,3440464/683333)
(2209/14539,-3440464/683333)
(-4624/43127,-407077/2932636)
(1/7,-34/7)
(-4624/43127,407077/2932636)
(1/7,34/7)
#
# (a,b,c,d) = (1,1,-9,-3) and D = -3252:
#
(-41,126)
(-16/13,-7/13)
(-268/171,91/171)
(-162062/107045,55783/107045)
(1,0)
(-730/633,-329/633)
#
# (a,b,c,d) = (6,37,57,0) and D = -3249:
#
#
# (a,b,c,d) = (-812,1,1,0) and D = -3249:
#
#
# (a,b,c,d) = (-30,1,3,0) and D = -3249:
#
#
# (a,b,c,d) = (0,3,19,0) and D = -3249:
#
#
# (a,b,c,d) = (0,1,57,0) and D = -3249:
#
#
# (a,b,c,d) = (-101,2,2,0) and D = -3248:
#
(2/149,1817/298)
(2/149,-1821/298)
#
# (a,b,c,d) = (-812,0,1,0) and D = -3248:
#
(1/149,1819/149)
(1/149,-1819/149)
#
# (a,b,c,d) = (-811,1,1,0) and D = -3245:
#
(1,-29)
(1,28)
(-361/721,-190970/13699)
(-361/721,197829/13699)
#
# (a,b,c,d) = (-811,0,1,0) and D = -3244:
#
(-1/3,-28/3)
(-1/3,28/3)
#
# (a,b,c,d) = (-810,1,1,0) and D = -3241:
#
(1/18,9/2)
(121/149136,28796441/820248)
(36/505,12799/3030)
(-26569/11700,-12110237/190710)
(-169/348,31649/2262)
(-26569/11700,13937013/211900)
(-169/348,-20367/1508)
(36/505,-2603/606)
(121/149136,-19198071/546832)
(1/18,-41/9)
#
# (a,b,c,d) = (-1,2,9,0) and D = -3240:
#
(-1,2/9)
(4/89,279/178)
(-1,0)
(4/89,-2527/1602)
#
# (a,b,c,d) = (-810,0,1,0) and D = -3240:
#
(-1/9,-1)
(-1/9,1)
(4/801,2519/178)
(4/801,-2519/178)
#
# (a,b,c,d) = (-30,0,3,0) and D = -3240:
#
(4/267,2519/534)
(-1/3,1/3)
(4/267,-2519/534)
(-1/3,-1/3)
#
# (a,b,c,d) = (-809,1,1,0) and D = -3237:
#
(-144/503,-46981/6036)
(1/127,-1432/127)
(-1849/14381,1503100/618383)
(1/127,1431/127)
(-1849/14381,-1423593/618383)
(190969/292699,2337575860/127909463)
(-144/503,48709/6036)
(190969/292699,-2421029313/127909463)
#
# (a,b,c,d) = (-809,0,1,0) and D = -3236:
#
#
# (a,b,c,d) = (-101,1,2,0) and D = -3236:
#
#
# (a,b,c,d) = (-808,1,1,0) and D = -3233:
#
#
# (a,b,c,d) = (-808,0,1,0) and D = -3232:
#
(4/9,229/18)
(1/6,16/3)
(-256/2343,-26339/37488)
(-25/186,-1244/465)
(1/6,-16/3)
(9/2278,-54364/3417)
(-25/186,1244/465)
(4/9,-229/18)
(-256/2343,26339/37488)
(9/2278,54364/3417)
#
# (a,b,c,d) = (-101,0,2,0) and D = -3232:
#
(-512/2343,26339/74976)
(9/1139,27182/3417)
(1/3,8/3)
(-25/93,-622/465)
(-25/93,622/465)
(9/1139,-27182/3417)
(-512/2343,-26339/74976)
(1/3,-8/3)
(8/9,229/36)
(8/9,-229/36)
#
# (a,b,c,d) = (-807,1,1,0) and D = -3229:
#
(-7056/65231,2750327/5479404)
(-7056/65231,-2157623/5479404)
#
# (a,b,c,d) = (1,1,-9,-4) and D = -3229:
#
(109/25,-252/25)
(1,0)
#
# (a,b,c,d) = (-807,0,1,0) and D = -3228:
#
#
# (a,b,c,d) = (-6,3,5,0) and D = -3225:
#
(19321/16640,5980189/5782400)
(1/26,59/26)
(-36/67,59/402)
(1/2,7/10)
(-17405/25544,-1311937/3767740)
(1/2,-1)
(5/4,-37/20)
(-36/67,353/2010)
(1/26,-149/65)
(-17405/25544,5704559/7535480)
(-289/436,26449/37060)
(-289/436,-1171/3706)
(19321/16640,-4003447/2312960)
(5/4,11/10)
#
# (a,b,c,d) = (-806,1,1,0) and D = -3225:
#
(1/10,21/5)
(-289/2180,-92941/37060)
(1/130,-1483/130)
(-36/335,253/2010)
(-3481/25544,2133453/753548)
(-3481/25544,-131017/48616)
(1/10,-43/10)
(1/4,29/4)
(1/130,57/5)
(1/4,-15/2)
(19321/83200,-3126417/444800)
(19321/83200,78601223/11564800)
(-36/335,-37/2010)
(-289/2180,48927/18530)
#
# (a,b,c,d) = (-806,0,1,0) and D = -3224:
#
(1/35,209/35)
(36/529,-13625/3174)
(36/529,13625/3174)
(1/35,-209/35)
(174724/1274945,-2524213537/532927010)
(174724/1274945,2524213537/532927010)
#
# (a,b,c,d) = (-805,1,1,0) and D = -3221:
#
(-1/7,-3)
(1/5,6)
(16/41,-1867/164)
(169/1265,659/143)
(81/31,-21052/279)
(1521/884833,-36189326/1500369)
(1/5,-31/5)
(25/17051,2226451/85255)
(9/187,2656/561)
(25/17051,-2226576/85255)
(1849/47495,65553/12685)
(1849/47495,-2126708/408457)
(16/41,1803/164)
(81/31,20323/279)
(1521/884833,832295179/34508487)
(9/187,-2683/561)
(169/1265,-77982/16445)
(-1/7,22/7)
#
# (a,b,c,d) = (1,1,-9,-2) and D = -3221:
#
(-1445/1323,589/1323)
(31/251,-259/251)
(-1,-1/2)
(599/463,-119/463)
(-55/29,252/29)
(-9629/14231,-6628/14231)
(-1/3,7/6)
(-31/21,-13/21)
(31,-9)
(-701/879,388/879)
(1,0)
(-3875/7959,16897/7959)
(-17/28,27/56)
#
# (a,b,c,d) = (-805,0,1,0) and D = -3220:
#
#
# (a,b,c,d) = (-804,1,1,0) and D = -3217:
#
(-361/1428,63437/9044)
(1/2,-29/2)
(1/2,14)
(-361/1428,-45863/6783)
#
# (a,b,c,d) = (-804,0,1,0) and D = -3216:
#
(4/25,259/50)
(-106929/608,-495725531/99408)
(1/88,413/44)
(1/16,-35/8)
(1/16,35/8)
(-106929/608,495725531/99408)
(81/4120,-132629/18540)
(1/88,-413/44)
(-1225/2336,-605231/40880)
(4/25,-259/50)
(81/4120,132629/18540)
(-1225/2336,605231/40880)
#
# (a,b,c,d) = (-100,2,2,0) and D = -3216:
#
(81/2060,6595/1854)
(-106929/304,265345657/99408)
(81/2060,-66679/18540)
(1/44,103/22)
(-1225/1168,324053/40880)
(1/44,-207/44)
(8/25,243/100)
(8/25,-11/4)
(-1225/1168,-140589/20440)
(1/8,-9/4)
(1/8,17/8)
(-106929/304,-115189937/49704)
#
# (a,b,c,d) = (-12,3,4,0) and D = -3216:
#
(-106929/152,18769465/12426)
(16/25,211/200)
(81/1030,65221/37080)
(1/22,-26/11)
(-106929/152,-195414091/198816)
(16/25,-307/200)
(-1225/584,22933/5110)
(1/4,1)
(1/22,205/88)
(81/1030,-8426/4635)
(1/4,-19/16)
(-1225/584,-238303/81760)
#
# (a,b,c,d) = (-803,1,1,0) and D = -3213:
#
#
# (a,b,c,d) = (-29,3,3,0) and D = -3213:
#
#
# (a,b,c,d) = (-803,0,1,0) and D = -3212:
#
#
# (a,b,c,d) = (-802,1,1,0) and D = -3209:
#
(-9/20,773/60)
(-9/20,-373/30)
#
# (a,b,c,d) = (-802,0,1,0) and D = -3208:
#
(81/7,-20645/63)
(81/7,20645/63)
#
# (a,b,c,d) = (-801,1,1,0) and D = -3205:
#
(9/349,-6578/1047)
(-1/9,-8/9)
(-25/51,1194/85)
(9/349,6551/1047)
(289/64251,16284340/1092267)
(-1/9,1)
(289/64251,-1809917/121363)
(-25/51,-3457/255)
#
# (a,b,c,d) = (-100,1,2,0) and D = -3204:
#
(729/2648,-348539/142992)
(225/347,-25157/5205)
(-1/4,9/8)
(11449/11660,-3607855/499048)
(1/11,53/22)
(-2/5,-5/2)
(289/6920,20365/5882)
(-2/5,27/10)
(225/347,46939/10410)
(5408/32665,1395815/679432)
(-1/4,-1)
(5408/32665,-7260291/3397160)
(1/11,-27/11)
(289/6920,-819513/235280)
(11449/11660,2101779/311905)
(729/2648,41107/17874)
#
# (a,b,c,d) = (-801,0,1,0) and D = -3204:
#
(11449/23320,-34853507/2495240)
(-1/8,17/8)
(1/22,107/22)
(225/694,-97253/10410)
(-1/5,-26/5)
(729/5296,677395/142992)
(2704/32665,-7119683/1698580)
(2704/32665,7119683/1698580)
(1/22,-107/22)
(-1/8,-17/8)
(225/694,97253/10410)
(729/5296,-677395/142992)
(-1/5,26/5)
(11449/23320,34853507/2495240)
(289/13840,1634113/235280)
(289/13840,-1634113/235280)
#
# (a,b,c,d) = (-800,1,1,0) and D = -3201:
#
#
# (a,b,c,d) = (-800,0,1,0) and D = -3200:
#
#
# (a,b,c,d) = (-100,0,2,0) and D = -3200:
#
#
# (a,b,c,d) = (-799,1,1,0) and D = -3197:
#
#
# (a,b,c,d) = (-799,0,1,0) and D = -3196:
#
#
# (a,b,c,d) = (-798,1,1,0) and D = -3193:
#
(4/33,-299/66)
(4/33,97/22)
#
# (a,b,c,d) = (-798,0,1,0) and D = -3192:
#
#
# (a,b,c,d) = (-797,1,1,0) and D = -3189:
#
(30625/9139,148648088/1599325)
(1/19,-88/19)
(1/19,87/19)
(30625/9139,-154007463/1599325)
#
# (a,b,c,d) = (-797,0,1,0) and D = -3188:
#
(100/401,29351/4010)
(100/401,-29351/4010)
#
# (a,b,c,d) = (-2,3,7,0) and D = -3185:
#
(-289/148,-5927/8806)
(1/2,-5/7)
(1/2,1/2)
(-289/148,3799/2516)
#
# (a,b,c,d) = (-796,1,1,0) and D = -3185:
#
(1/14,-30/7)
(1/14,59/14)
(-289/1036,-33027/4403)
(-289/1036,137021/17612)
#
# (a,b,c,d) = (-99,2,2,0) and D = -3184:
#
(9/89,610/267)
(9/89,-637/267)
#
# (a,b,c,d) = (-796,0,1,0) and D = -3184:
#
(9/178,-1247/267)
(9/178,1247/267)
#
# (a,b,c,d) = (-795,1,1,0) and D = -3181:
#
(100/1521,-66181/15210)
(100/1521,21727/5070)
#
# (a,b,c,d) = (-795,0,1,0) and D = -3180:
#
(-100/791,-17323/7910)
(-100/791,17323/7910)
#
# (a,b,c,d) = (-794,1,1,0) and D = -3177:
#
(9/388,-3847/582)
(9/388,7667/1164)
#
# (a,b,c,d) = (-794,0,1,0) and D = -3176:
#
(-4/31,145/62)
(-4/31,-145/62)
#
# (a,b,c,d) = (-793,1,1,0) and D = -3173:
#
(-196/143,-75893/2002)
(-196/143,6049/154)
#
# (a,b,c,d) = (1,6,-2,-3) and D = -3173:
#
(1,0)
(-11/17,14/17)
#
# (a,b,c,d) = (-99,1,2,0) and D = -3172:
#
(-1/2,7/2)
(25/343,4546/1715)
(26569/199764,-71192741/32561532)
(121/189,-19763/4158)
(1/31,-245/62)
(-2/9,-7/18)
(-1/2,-13/4)
(81/356,13621/6408)
(121/189,1024/231)
(81/356,-7175/3204)
(-2/9,1/2)
(1/31,122/31)
(26569/199764,15339415/7235896)
(25/343,-9217/3430)
#
# (a,b,c,d) = (-793,0,1,0) and D = -3172:
#
(81/712,27971/6408)
(-1/4,-27/4)
(-1/9,-8/9)
(25/686,-18309/3430)
(121/378,-38195/4158)
(-1/4,27/4)
(25/686,18309/3430)
(1/62,489/62)
(121/378,38195/4158)
(-1/9,8/9)
(81/712,-27971/6408)
(1/62,-489/62)
(26569/399528,280440217/65123064)
(26569/399528,-280440217/65123064)
#
# (a,b,c,d) = (-792,1,1,0) and D = -3169:
#
#
# (a,b,c,d) = (-29,2,3,0) and D = -3168:
#
(1/3,4/3)
(-3/2,-25/6)
(588/793,-88619/33306)
(-1/2,-7/6)
(1/59,784/177)
(32041/23838,556819/147138)
(588/793,72155/33306)
(16/91,-561/364)
(-676/1869,-69593/145782)
(16/91,1555/1092)
(25/122,-2737/1830)
(-1/2,3/2)
(1/59,-262/59)
(-3721/10854,-202765/662094)
(32041/23838,-59913931/12801006)
(25/122,829/610)
(-3721/10854,1062257/1986282)
(1/3,-14/9)
(-676/1869,34915/48594)
(-3/2,31/6)
#
# (a,b,c,d) = (-99,0,2,0) and D = -3168:
#
(25/183,653/305)
(32/273,1619/728)
(2/9,13/6)
(-1352/5607,-87169/97188)
(32041/35757,-13544648/2133501)
(2/177,785/118)
(-1352/5607,87169/97188)
(-1,7)
(392/793,-80387/22204)
(392/793,80387/22204)
(-1/3,-2)
(2/177,-785/118)
(-1/3,2)
(32/273,-1619/728)
(2/9,-13/6)
(32041/35757,13544648/2133501)
(-3721/16281,208819/331047)
(-1,-7)
(25/183,-653/305)
(-3721/16281,-208819/331047)
#
# (a,b,c,d) = (-792,0,1,0) and D = -3168:
#
(-1/2,-14)
(1/9,-13/3)
(196/793,80387/11102)
(1/9,13/3)
(25/366,1306/305)
(16/273,-1619/364)
(-1/6,-4)
(25/366,-1306/305)
(32041/71514,27089296/2133501)
(-1/6,4)
(16/273,1619/364)
(196/793,-80387/11102)
(-1/2,14)
(32041/71514,-27089296/2133501)
(-3721/32562,417638/331047)
(-676/5607,87169/48594)
(-676/5607,-87169/48594)
(-3721/32562,-417638/331047)
(1/177,-785/59)
(1/177,785/59)
#
# (a,b,c,d) = (-3,4,6,0) and D = -3168:
#
(2/59,781/354)
(32/91,-625/728)
(-1,1)
(2/3,1/2)
(32/91,1363/2184)
(-1352/1869,-16865/291564)
(1176/793,47459/66612)
(-3,-4/3)
(-3,10/3)
(-3721/5427,2018/110349)
(32041/11919,867701/711167)
(-1,-1/3)
(-3721/5427,435800/993141)
(25/61,-778/915)
(1176/793,-113315/66612)
(2/59,-263/118)
(2/3,-17/18)
(32041/11919,-19279987/6400503)
(25/61,176/305)
(-1352/1869,17497/32396)
#
# (a,b,c,d) = (-791,1,1,0) and D = -3165:
#
#
# (a,b,c,d) = (-791,0,1,0) and D = -3164:
#
(4,-225/2)
(4,225/2)
#
# (a,b,c,d) = (-790,1,1,0) and D = -3161:
#
#
# (a,b,c,d) = (-790,0,1,0) and D = -3160:
#
#
# (a,b,c,d) = (-789,1,1,0) and D = -3157:
#
#
# (a,b,c,d) = (-789,0,1,0) and D = -3156:
#
(81/223,-20746/2007)
(81/223,20746/2007)
#
# (a,b,c,d) = (-788,1,1,0) and D = -3153:
#
#
# (a,b,c,d) = (1,2,-8,-4) and D = -3152:
#
(1,0)
(-29/13,63/13)
#
# (a,b,c,d) = (-788,0,1,0) and D = -3152:
#
#
# (a,b,c,d) = (-98,2,2,0) and D = -3152:
#
#
# (a,b,c,d) = (-787,1,1,0) and D = -3149:
#
(-22801/23545,-94813178/3555295)
(1/17,-76/17)
(1/17,75/17)
(-22801/23545,98256129/3555295)
#
# (a,b,c,d) = (-787,0,1,0) and D = -3148:
#
(-9/83,-44/249)
(-9/83,44/249)
#
# (a,b,c,d) = (-786,1,1,0) and D = -3145:
#
(1/2184,102065/2184)
(1/2184,-17011/364)
#
# (a,b,c,d) = (2,1,-8,2) and D = -3144:
#
(28167/32756,4481/16378)
(-3/2,-1)
#
# (a,b,c,d) = (-786,0,1,0) and D = -3144:
#
#
# (a,b,c,d) = (-29,1,3,0) and D = -3141:
#
(25/2337,195622/35055)
(1,-10/3)
(1,3)
(-1849/1615,257951/69445)
(48/145,-2599/1740)
(1/5,-22/15)
(-192/23,-13579/552)
(83521/183641,251394926/159216747)
(25/2337,-65249/11685)
(48/145,83/60)
(-361/695,59086/39615)
(-390625/714627,-634722767/446641875)
(-1/3,-2/9)
(-1/3,1/3)
(-361/695,-17409/13205)
(1/5,7/5)
(-390625/714627,2148308926/1339925625)
(-192/23,15115/552)
(-1849/1615,-694346/208335)
(83521/183641,-91844165/53072249)
#
# (a,b,c,d) = (-785,1,1,0) and D = -3141:
#
(83521/550923,-802459916/159216747)
(-64/23,14603/184)
(16/145,2471/580)
(-1/9,-7/9)
(1/15,-13/3)
(-361/2085,170399/39615)
(-361/2085,-32708/7923)
(25/7011,586991/35055)
(-390625/2143881,-5956645528/1339925625)
(-1/9,8/9)
(-390625/2143881,6200786153/1339925625)
(16/145,-507/116)
(1/3,-29/3)
(1/3,28/3)
(1/15,64/15)
(-1849/4845,2242052/208335)
(83521/550923,778322347/159216747)
(-1849/4845,-432509/41667)
(25/7011,-587116/35055)
(-64/23,-14091/184)
#
# (a,b,c,d) = (-98,1,2,0) and D = -3140:
#
(2/11,45/22)
(1458/40051,-8053937/2162754)
(-8/31,-135/124)
(-2,29/2)
(1458/40051,8014571/2162754)
(-8/31,151/124)
(-16928/54439,-16959773/10016776)
(-16928/54439,377901/204424)
(-2,-27/2)
(2/11,-47/22)
#
# (a,b,c,d) = (-785,0,1,0) and D = -3140:
#
(-4/31,-143/62)
(1/11,46/11)
(729/40051,-8034254/1081377)
(1/11,-46/11)
(729/40051,8034254/1081377)
(-1,28)
(-1,-28)
(-4/31,143/62)
(-8464/54439,-17738461/5008388)
(-8464/54439,17738461/5008388)
#
# (a,b,c,d) = (1,3,-8,-1) and D = -3137:
#
(2873/1595,1533/1595)
(-14,3)
(-11/19,91/19)
(18928/19693,915/19693)
(-175/167,-117/167)
(-19/83,122/83)
(7657/2047,-1617/2047)
(-2/9,11/9)
(11/5,6/5)
(-9/11,4/11)
(2548/223,1425/223)
(-301/345,-221/345)
(-9/53,-38/53)
(0,-1)
(1,0)
(31478/34133,5679/34133)
(-6964/12431,5409/12431)
#
# (a,b,c,d) = (-784,1,1,0) and D = -3137:
#
(16/97,1999/388)
(4/89,865/178)
(9/3094,12292/663)
(16129/82348,-63064751/10458196)
(9/3094,-172115/9282)
(121/346,-38491/3806)
(4/89,-873/178)
(1/26,135/26)
(121/6032,-470627/66352)
(289/574,-10052/697)
(16/97,-2063/388)
(289/574,135815/9758)
(-10609/77158,-10647972/3973637)
(-1/8,17/8)
(16129/82348,2179156/373507)
(9/28,757/84)
(-4/23,199/46)
(9/28,-28/3)
(-121/602,2492/473)
(121/6032,29331/4147)
(-10609/77158,22388671/7947274)
(-121/602,-33557/6622)
(121/346,18580/1903)
(1/26,-68/13)
(-4/23,-191/46)
(-1/8,-2)
#
# (a,b,c,d) = (0,2,28,0) and D = -3136:
#
(-4,1/4)
(-1600225/229848,33489/3177680)
(25/12,8/105)
(289/2774,722/1241)
(1/2,-2/7)
(16/15,25/168)
(-5329/646,289/38836)
(7/2,1/28)
(1577536/231495,33489/3177680)
(-63/20,8/105)
(10108/1241,-5329/9044)
(234423/1588840,-1600225/3217872)
(234423/1588840,788768/1620465)
(7/2,-2/7)
(-5329/646,722/1241)
(-63/20,25/168)
(1/2,1/4)
(1577536/231495,-1600225/3217872)
(-4,1/28)
(16/15,-9/40)
(25/12,-9/40)
(10108/1241,289/38836)
(-1600225/229848,788768/1620465)
(289/2774,-5329/9044)
#
# (a,b,c,d) = (-784,0,1,0) and D = -3136:
#
(-1/7,-3)
(25/336,253/60)
(4/105,157/30)
(1/8,-9/2)
(1/56,15/2)
(-1600225/6435744,1938485807/290757720)
(-1600225/6435744,-1938485807/290757720)
(1/56,-15/2)
(1/8,9/2)
(4/105,-157/30)
(25/336,-253/60)
(-1/7,3)
(33489/6355360,4005669841/290757720)
(-5329/18088,379191/47158)
(361/1241,196965/23579)
(289/77672,773121/47158)
(394384/1620465,1033592017/145378860)
(394384/1620465,-1033592017/145378860)
(-9/80,61/60)
(289/77672,-773121/47158)
(-9/80,-61/60)
(361/1241,-196965/23579)
(-5329/18088,-379191/47158)
(33489/6355360,-4005669841/290757720)
#
# (a,b,c,d) = (-98,0,2,0) and D = -3136:
#
(33489/3177680,4005669841/581515440)
(-5329/9044,379191/94316)
(1/4,9/4)
(-9/40,-61/120)
(788768/1620465,-1033592017/290757720)
(788768/1620465,1033592017/290757720)
(-9/40,61/120)
(1/4,-9/4)
(-5329/9044,-379191/94316)
(33489/3177680,-4005669841/581515440)
(8/105,157/60)
(289/38836,-773121/94316)
(-1600225/3217872,1938485807/581515440)
(1/28,15/4)
(25/168,-253/120)
(722/1241,196965/47158)
(722/1241,-196965/47158)
(25/168,253/120)
(-2/7,-3/2)
(1/28,-15/4)
(-1600225/3217872,-1938485807/581515440)
(-2/7,3/2)
(289/38836,773121/94316)
(8/105,-157/60)
#
# (a,b,c,d) = (-12,2,4,0) and D = -3136:
#
(25/84,-79/70)
(-4/7,25/28)
(-4/7,-17/28)
(1444/1241,-224401/94316)
(33489/1588840,-501474791/145378860)
(25/84,823/840)
(1/2,1)
(-9/20,-17/120)
(1577536/1620465,-8225836727/4070608080)
(289/19418,2703467/660212)
(1/14,13/7)
(-5329/4522,1521677/660212)
(289/19418,-677095/165053)
(1577536/1620465,2081483837/1356869360)
(-1600225/1608936,-481046501/339217340)
(-5329/4522,-283165/165053)
(1/14,-53/28)
(16/105,-377/280)
(-1600225/1608936,7796842637/4070608080)
(16/105,1067/840)
(1444/1241,169529/94316)
(1/2,-5/4)
(-9/20,11/30)
(33489/1588840,1999770677/581515440)
#
# (a,b,c,d) = (0,4,14,0) and D = -3136:
#
(-63/40,25/84)
(7/4,1/14)
(5054/1241,289/19418)
(788768/231495,33489/1588840)
(289/5548,1444/1241)
(1/4,-4/7)
(-63/40,16/105)
(-1600225/459696,1577536/1620465)
(8/15,-9/20)
(25/24,-9/20)
(-1600225/459696,33489/1588840)
(8/15,25/84)
(5054/1241,-5329/4522)
(-5329/1292,289/19418)
(-2,1/14)
(25/24,16/105)
(-5329/1292,1444/1241)
(7/4,-4/7)
(1/4,1/2)
(-2,1/2)
(289/5548,-5329/4522)
(234423/3177680,-1600225/1608936)
(234423/3177680,1577536/1620465)
(788768/231495,-1600225/1608936)
#
# (a,b,c,d) = (1,15,56,0) and D = -3136:
#
(-63/10,181/210)
(-8,57/56)
(7,-57/56)
(1,-15/56)
(-8,9/8)
(25/6,-19/30)
(7,-6/7)
(289/1387,49959/188632)
(32/15,-323/1680)
(32/15,-91/240)
(20216/1241,-2683815/1320424)
(3155072/231495,-1975256729/1163030880)
(-63/10,1387/1680)
(-1600225/114924,16151377591/8141216160)
(1,0)
(-5329/323,443889/188632)
(289/1387,-52926/165053)
(3155072/231495,-15893981137/8141216160)
(25/6,-811/1680)
(234423/794420,-290572561/1017652020)
(234423/794420,1681089353/8141216160)
(-5329/323,341004/165053)
(20216/1241,-3077745/1320424)
(-1600225/114924,253801639/145378860)
#
# (a,b,c,d) = (1,1,-9,-1) and D = -3136:
#
(117/58,-31/58)
(3/2,1/2)
(-1/2,9/2)
(-3/2,1/2)
(-1/2,-1/2)
(-6/29,37/29)
(-1446/1651,-817/1651)
(7,-2)
(3897/3302,-629/3302)
(-1/2,1/2)
(0,-1)
(-105/58,-43/58)
(-1005/3302,2263/3302)
(1,0)
(-13/2,-5/2)
#
# (a,b,c,d) = (6,26,28,0) and D = -3136:
#
(7/2,-41/28)
(234423/1588840,861994381/2035304040)
(10108/1241,-2299711/660212)
(289/2774,177313/330106)
(-5329/646,1359103/330106)
(25/12,-49/60)
(7/2,-25/14)
(-4,7/4)
(1/2,-1/2)
(234423/1588840,-2281681079/4070608080)
(1577536/231495,-3948470629/1356869360)
(1577536/231495,-1987513703/581515440)
(-1600225/229848,1009078069/290757720)
(-63/20,1259/840)
(16/15,-37/120)
(289/2774,-59785/94316)
(16/15,-191/280)
(-63/20,599/420)
(-5329/646,334145/94316)
(-4,55/28)
(-1600225/229848,4062869053/1356869360)
(25/12,-313/280)
(1/2,1/28)
(10108/1241,-2693641/660212)
#
# (a,b,c,d) = (0,7,8,0) and D = -3136:
#
(-9/10,25/48)
(-8/7,1/8)
(2888/1241,-5329/2584)
(3155072/1620465,-1600225/919392)
(3155072/1620465,234423/6355360)
(1,-1)
(-9/10,4/15)
(-1600225/804468,394384/231495)
(2888/1241,289/11096)
(33489/794420,394384/231495)
(1/7,7/8)
(25/42,4/15)
(33489/794420,-1600225/919392)
(-8/7,7/8)
(32/105,25/48)
(1,1/8)
(289/9709,-5329/2584)
(-5329/2261,289/11096)
(25/42,-63/80)
(289/9709,2527/1241)
(1/7,-1)
(-1600225/804468,234423/6355360)
(32/105,-63/80)
(-5329/2261,2527/1241)
#
# (a,b,c,d) = (-1,6,7,0) and D = -3136:
#
(-63/80,323/1680)
(7/8,15/56)
(234423/6355360,15893981137/8141216160)
(-5329/2584,2683815/1320424)
(25/48,-1387/1680)
(-1,0)
(-1,6/7)
(289/11096,3077745/1320424)
(2527/1241,52926/165053)
(289/11096,-443889/188632)
(25/48,91/240)
(-63/80,811/1680)
(4/15,19/30)
(2527/1241,-341004/165053)
(394384/231495,290572561/1017652020)
(7/8,-57/56)
(-1600225/919392,1975256729/1163030880)
(234423/6355360,-16151377591/8141216160)
(394384/231495,-253801639/145378860)
(1/8,-9/8)
(-1600225/919392,-1681089353/8141216160)
(-5329/2584,-49959/188632)
(1/8,57/56)
(4/15,-181/210)
#
# (a,b,c,d) = (0,1,56,0) and D = -3136:
#
(-8,1/8)
(-5329/323,361/1241)
(234423/794420,-1600225/6435744)
(32/15,-9/80)
(20216/1241,-5329/18088)
(1,-1/7)
(7,-1/7)
(25/6,4/105)
(20216/1241,289/77672)
(-5329/323,289/77672)
(3155072/231495,33489/6355360)
(-63/10,25/336)
(25/6,-9/80)
(289/1387,361/1241)
(-1600225/114924,33489/6355360)
(1,1/8)
(32/15,25/336)
(-63/10,4/105)
(289/1387,-5329/18088)
(7,1/56)
(-8,1/56)
(234423/794420,394384/1620465)
(3155072/231495,-1600225/6435744)
(-1600225/114924,394384/1620465)
#
# (a,b,c,d) = (-783,1,1,0) and D = -3133:
#
(3025/18879,60309/11935)
(1/147,594/49)
(-100/711,-20087/7110)
(-1/3,28/3)
(225/361,93016/5415)
(1/147,-1783/147)
(225/361,-96391/5415)
(-100/711,2343/790)
(3025/18879,-5413258/1038345)
(-1/3,-9)
#
# (a,b,c,d) = (-783,0,1,0) and D = -3132:
#
(1,-28)
(1,28)
#
# (a,b,c,d) = (2,3,-6,-2) and D = -3132:
#
#
# (a,b,c,d) = (-29,0,3,0) and D = -3132:
#
(3,-28/3)
(3,28/3)
#
# (a,b,c,d) = (-782,1,1,0) and D = -3129:
#
#
# (a,b,c,d) = (-782,0,1,0) and D = -3128:
#
(-9/53,-649/159)
(-9/53,649/159)
#
# (a,b,c,d) = (-781,1,1,0) and D = -3125:
#
#
# (a,b,c,d) = (-5,5,5,0) and D = -3125:
#
#
# (a,b,c,d) = (-781,0,1,0) and D = -3124:
#
(8767521/55850155,836999599904/165372308955)
(8767521/55850155,-836999599904/165372308955)
#
# (a,b,c,d) = (2,6,-2,-3) and D = -3124:
#
(4/3,-1/3)
#
# (a,b,c,d) = (-780,1,1,0) and D = -3121:
#
(-6400/54639,2230547/1457040)
(-6400/54639,-475357/336240)
#
# (a,b,c,d) = (-780,0,1,0) and D = -3120:
#
#
# (a,b,c,d) = (-97,2,2,0) and D = -3120:
#
#
# (a,b,c,d) = (-779,1,1,0) and D = -3117:
#
(1/7,-34/7)
(-4489/41237,755841/2762879)
(-4489/41237,-455078/2762879)
(1/7,33/7)
#
# (a,b,c,d) = (-779,0,1,0) and D = -3116:
#
#
# (a,b,c,d) = (-778,1,1,0) and D = -3113:
#
(4/137,1615/274)
(4/137,-1623/274)
#
# (a,b,c,d) = (-778,0,1,0) and D = -3112:
#
(196/62577,15654071/876078)
(-1/9,7/9)
(196/62577,-15654071/876078)
(-1/9,-7/9)
#
# (a,b,c,d) = (-777,1,1,0) and D = -3109:
#
(7507600/67536441,262601064913/61683282780)
(4/161,-2059/322)
(4/161,293/46)
(7507600/67536441,-115482002677/26435692620)
#
# (a,b,c,d) = (-777,0,1,0) and D = -3108:
#
(4,223/2)
(-795664/397823,19781997311/354858116)
(9/2032,-91601/6096)
(1/4,-29/4)
(-25/104,3319/520)
(-25/104,-3319/520)
(1/4,29/4)
(9/2032,91601/6096)
(4,-223/2)
(-795664/397823,-19781997311/354858116)
#
# (a,b,c,d) = (-97,1,2,0) and D = -3108:
#
(-1591328/397823,-19072265023/709716232)
(9/1016,45787/6096)
(1/2,-15/4)
(8,215/4)
(-25/52,861/260)
(8,-231/4)
(-1591328/397823,20491729599/709716232)
(9/1016,-22907/3048)
(-25/52,-1597/520)
(1/2,7/2)
#
# (a,b,c,d) = (-28,3,3,0) and D = -3105:
#
(-49/148,-45/1036)
(-49/148,97/259)
(1/2,3/2)
(1/2,-2)
#
# (a,b,c,d) = (-776,1,1,0) and D = -3105:
#
(1/6,-16/3)
(1/6,31/6)
(-49/444,-1777/3108)
(-49/444,530/777)
#
# (a,b,c,d) = (-97,0,2,0) and D = -3104:
#
(1,7)
(-392/775,73331/21700)
(1,-7)
(-392/775,-73331/21700)
#
# (a,b,c,d) = (-776,0,1,0) and D = -3104:
#
(-196/775,-73331/10850)
(1/2,-14)
(-196/775,73331/10850)
(1/2,14)
#
# (a,b,c,d) = (-775,1,1,0) and D = -3101:
#
(-1/5,26/5)
(289/3515,-251738/59755)
(-1/5,-5)
(289/3515,49365/11951)
#
# (a,b,c,d) = (-775,0,1,0) and D = -3100:
#
(-16/135,169/108)
(1/5,6)
(1/5,-6)
(1/41,264/41)
(36/745,4241/894)
(-4/15,-43/6)
(-12769/87175,6167748/1970155)
(-49/55,1908/77)
(36/745,-4241/894)
(-12769/87175,-6167748/1970155)
(-4/15,43/6)
(1/41,-264/41)
(-16/135,-169/108)
(-49/55,-1908/77)
(30976/285729,-215317583/50288304)
(30976/285729,215317583/50288304)
#
# (a,b,c,d) = (-6,2,5,0) and D = -3100:
#
(-4/3,17/10)
(-49/11,-313/77)
(36/149,805/894)
(5/41,259/205)
(-49/11,2251/385)
(-4/3,-7/6)
(36/149,-4457/4470)
(-16/27,-7/36)
(-12769/17435,-4724851/9850775)
(5/41,-269/205)
(1,-7/5)
(-16/27,233/540)
(-12769/17435,1522129/1970155)
(154880/285729,-80858821/83813840)
(1,1)
(154880/285729,188058703/251441520)
#
# (a,b,c,d) = (-774,1,1,0) and D = -3097:
#
#
# (a,b,c,d) = (-774,0,1,0) and D = -3096:
#
#
# (a,b,c,d) = (-773,1,1,0) and D = -3093:
#
(1/13,-55/13)
(1/13,54/13)
#
# (a,b,c,d) = (-773,0,1,0) and D = -3092:
#
#
# (a,b,c,d) = (-772,1,1,0) and D = -3089:
#
#
# (a,b,c,d) = (-12,1,4,0) and D = -3088:
#
(-625/834,4378/3475)
(1/3,-13/12)
(1/3,1)
(-625/834,-89447/83400)
#
# (a,b,c,d) = (-96,2,2,0) and D = -3088:
#
(-625/1668,8756/3475)
(1/6,-13/6)
(1/6,2)
(-625/1668,-89447/41700)
#
# (a,b,c,d) = (-772,0,1,0) and D = -3088:
#
(1/12,-25/6)
(1/12,25/6)
(-625/3336,-194519/41700)
(-625/3336,194519/41700)
#
# (a,b,c,d) = (-771,1,1,0) and D = -3085:
#
(-1/9,7/9)
(-1/9,-2/3)
#
# (a,b,c,d) = (-771,0,1,0) and D = -3084:
#
#
# (a,b,c,d) = (-770,1,1,0) and D = -3081:
#
(1/40,-51/8)
(259081/2313520,-2571554917/588790840)
(259081/2313520,91113411/21410576)
(1/40,127/20)
#
# (a,b,c,d) = (-770,0,1,0) and D = -3080:
#
#
# (a,b,c,d) = (-769,1,1,0) and D = -3077:
#
(1/281,-4711/281)
(1/281,4710/281)
#
# (a,b,c,d) = (-769,0,1,0) and D = -3076:
#
#
# (a,b,c,d) = (-96,1,2,0) and D = -3076:
#
#
# (a,b,c,d) = (-768,1,1,0) and D = -3073:
#
(-1/6,-23/6)
(-1/6,4)
#
# (a,b,c,d) = (-1,4,8,0) and D = -3072:
#
(2/13,-49/52)
(-225/37,2303/555)
(17672/27313,-7014105/10269688)
(-1,1/2)
(2/13,45/52)
(17672/27313,3691769/10269688)
(-225/37,-1231/1110)
(-1,0)
#
# (a,b,c,d) = (-768,0,1,0) and D = -3072:
#
(-1/8,2)
(-225/296,11674/555)
(1/52,94/13)
(2209/27313,-5352937/1283711)
(2209/27313,5352937/1283711)
(1/52,-94/13)
(-225/296,-11674/555)
(-1/8,-2)
#
# (a,b,c,d) = (-96,0,2,0) and D = -3072:
#
(4418/27313,-5352937/2567422)
(-1/4,1)
(-1/4,-1)
(-225/148,-5837/555)
(4418/27313,5352937/2567422)
(1/26,47/13)
(1/26,-47/13)
(-225/148,5837/555)
#
# (a,b,c,d) = (-12,0,4,0) and D = -3072:
#
(1/13,47/26)
(8836/27313,5352937/5134844)
(-225/74,5837/1110)
(-1/2,-1/2)
(-1/2,1/2)
(-225/74,-5837/1110)
(1/13,-47/26)
(8836/27313,-5352937/5134844)
#
# (a,b,c,d) = (-11,4,4,0) and D = -3072:
#
(-225/74,-8299/2220)
(1/13,23/13)
(8836/27313,-6183521/5134844)
(1/13,-24/13)
(-225/74,15049/2220)
(-1/2,-1/4)
(-1/2,3/4)
(8836/27313,411123/466804)
#
# (a,b,c,d) = (-767,1,1,0) and D = -3069:
#
(-6241/425,13903341/33575)
(-6241/425,-13410302/33575)
#
# (a,b,c,d) = (-767,0,1,0) and D = -3068:
#
#
# (a,b,c,d) = (-766,1,1,0) and D = -3065:
#
(-1/4,27/4)
(2809/24776,2799689/656564)
(2809/24776,-5748255/1313128)
(-1/4,-13/2)
#
# (a,b,c,d) = (-766,0,1,0) and D = -3064:
#
(1/27,143/27)
(1/27,-143/27)
#
# (a,b,c,d) = (-765,1,1,0) and D = -3061:
#
#
# (a,b,c,d) = (-28,2,3,0) and D = -3060:
#
(-1/3,-1/9)
(-1/3,1/3)
#
# (a,b,c,d) = (-765,0,1,0) and D = -3060:
#
(-1/9,-2/3)
(-1/9,2/3)
#
# (a,b,c,d) = (-764,1,1,0) and D = -3057:
#
(-1/2,-27/2)
(-1/2,14)
(225/106,91621/1590)
(225/106,-47498/795)
#
# (a,b,c,d) = (-95,2,2,0) and D = -3056:
#
(1/5,2)
(1/5,-11/5)
(-98/355,-6033/4970)
(-98/355,1481/994)
#
# (a,b,c,d) = (-764,0,1,0) and D = -3056:
#
(1/10,21/5)
(-49/355,6719/2485)
(-49/355,-6719/2485)
(1/10,-21/5)
#
# (a,b,c,d) = (-763,1,1,0) and D = -3053:
#
(-1/7,-20/7)
(-1/7,3)
(-3969/17933,6602210/1129779)
(-3969/17933,-6352163/1129779)
#
# (a,b,c,d) = (-763,0,1,0) and D = -3052:
#
#
# (a,b,c,d) = (-762,1,1,0) and D = -3049:
#
(1/114,1217/114)
(1/114,-203/19)
#
# (a,b,c,d) = (-762,0,1,0) and D = -3048:
#
#
# (a,b,c,d) = (-761,1,1,0) and D = -3045:
#
(-49/299,8098/2093)
(-49/299,-7755/2093)
#
# (a,b,c,d) = (-761,0,1,0) and D = -3044:
#
(16/89,-1955/356)
(16/89,1955/356)
#
# (a,b,c,d) = (-95,1,2,0) and D = -3044:
#
(32/89,-2019/712)
(32/89,1891/712)
#
# (a,b,c,d) = (-760,1,1,0) and D = -3041:
#
(36/25,5849/150)
(36/25,-1213/30)
#
# (a,b,c,d) = (-95,0,2,0) and D = -3040:
#
(-289/693,-31307/11781)
(-289/693,31307/11781)
#
# (a,b,c,d) = (-760,0,1,0) and D = -3040:
#
(-289/1386,-62614/11781)
(-289/1386,62614/11781)
#
# (a,b,c,d) = (-759,1,1,0) and D = -3037:
#
(-1/9,-5/9)
(-1/9,2/3)
#
# (a,b,c,d) = (-759,0,1,0) and D = -3036:
#
(1/25,128/25)
(1/25,-128/25)
(65536/238825,-476719477/61139200)
(65536/238825,476719477/61139200)
#
# (a,b,c,d) = (-28,1,3,0) and D = -3033:
#
#
# (a,b,c,d) = (-758,1,1,0) and D = -3033:
#
#
# (a,b,c,d) = (-758,0,1,0) and D = -3032:
#
(16/257,4481/1028)
(16/257,-4481/1028)
#
# (a,b,c,d) = (-757,1,1,0) and D = -3029:
#
(-1,28)
(3025/6059,-4685752/333245)
(3025/6059,4519377/333245)
(-1,-27)
#
# (a,b,c,d) = (-757,0,1,0) and D = -3028:
#
(1/3,-28/3)
(14884/433697,289950801/52911034)
(1/3,28/3)
(4/17,-231/34)
(-25/169,-2646/845)
(-25/169,2646/845)
(4/17,231/34)
(14884/433697,-289950801/52911034)
#
# (a,b,c,d) = (1,3,-7,-3) and D = -3028:
#
(-2/3,5/3)
(7934/7335,-487/7335)
(-4/5,-3/5)
(42691/3285,-9638/3285)
(-1,-2/3)
(-1717/2025,806/2025)
(1,0)
#
# (a,b,c,d) = (-756,1,1,0) and D = -3025:
#
#
# (a,b,c,d) = (-6,1,5,0) and D = -3025:
#
#
# (a,b,c,d) = (0,5,11,0) and D = -3025:
#
#
# (a,b,c,d) = (0,1,55,0) and D = -3025:
#
#
# (a,b,c,d) = (2,21,55,0) and D = -3025:
#
#
# (a,b,c,d) = (-2,6,6,0) and D = -3024:
#
(-2,-1/2)
(-2,5/2)
(24/25,109/300)
(24/25,-397/300)
#
# (a,b,c,d) = (-94,2,2,0) and D = -3024:
#
(-2/3,-25/6)
(-2/3,29/6)
(8/25,237/100)
(8/25,-269/100)
#
# (a,b,c,d) = (-756,0,1,0) and D = -3024:
#
(-1/3,9)
(-1/3,-9)
(4/25,253/50)
(4/25,-253/50)
#
# (a,b,c,d) = (-28,0,3,0) and D = -3024:
#
(-1,3)
(12/25,-253/150)
(-1,-3)
(12/25,253/150)
#
# (a,b,c,d) = (1,3,-9,1) and D = -3024:
#
(0,1)
(-6/11,-7/11)
(1,0)
(-73/29,-42/29)
(44646/2651,-9139/2651)
#
# (a,b,c,d) = (1,2,-8,-3) and D = -3021:
#
(-332/499,709/1497)
(1,0)
(-1/2,-1/2)
(-8/3,-11/9)
(-89/79,252/79)
#
# (a,b,c,d) = (-755,1,1,0) and D = -3021:
#
(1,27)
(169/8155,-740007/106015)
(1,-28)
(169/8155,147562/21203)
#
# (a,b,c,d) = (-755,0,1,0) and D = -3020:
#
#
# (a,b,c,d) = (-754,1,1,0) and D = -3017:
#
#
# (a,b,c,d) = (-754,0,1,0) and D = -3016:
#
(-1/9,5/9)
(-1/9,-5/9)
#
# (a,b,c,d) = (-753,1,1,0) and D = -3013:
#
(1/9,-13/3)
(1/9,38/9)
#
# (a,b,c,d) = (-753,0,1,0) and D = -3012:
#
(-9/56,611/168)
(-9/56,-611/168)
#
# (a,b,c,d) = (-94,1,2,0) and D = -3012:
#
(-9/28,319/168)
(-9/28,-73/42)
#
# (a,b,c,d) = (-752,1,1,0) and D = -3009:
#
(-1/8,-15/8)
(-1/8,2)
#
# (a,b,c,d) = (-94,0,2,0) and D = -3008:
#
#
# (a,b,c,d) = (-752,0,1,0) and D = -3008:
#
#
# (a,b,c,d) = (-751,1,1,0) and D = -3005:
#
#
# (a,b,c,d) = (-751,0,1,0) and D = -3004:
#
(9/745,-20348/2235)
(9/745,20348/2235)
#
# (a,b,c,d) = (-750,1,1,0) and D = -3001:
#
(-4/31,-131/62)
(-4/31,139/62)
(32400/1425721,1706923981/256629780)
(32400/1425721,-1712755981/256629780)
#
# (a,b,c,d) = (-6,0,5,0) and D = -3000:
#
(-1,1)
(-1,-1)
(20/49,407/490)
(20/49,-407/490)
#
# (a,b,c,d) = (-750,0,1,0) and D = -3000:
#
(-1/5,-5)
(-1/5,5)
(4/49,407/98)
(4/49,-407/98)
#
# (a,b,c,d) = (-27,3,3,0) and D = -2997:
#
(-1/3,1/3)
(-1/3,0)
(1/249,756/83)
(1/249,-2269/249)
#
# (a,b,c,d) = (-1,1,9,0) and D = -2997:
#
(1/83,252/83)
(1/83,-2269/747)
(-1,0)
(-1,1/9)
#
# (a,b,c,d) = (-749,1,1,0) and D = -2997:
#
(-1/9,5/9)
(-1/9,-4/9)
(1/747,20416/747)
(1/747,-20417/747)
#
# (a,b,c,d) = (-749,0,1,0) and D = -2996:
#
#
# (a,b,c,d) = (1,5,-4,-3) and D = -2993:
#
(122/323,-333/323)
(-1724/2465,1069/2465)
(10187/12193,20026/36579)
(-40/17,247/51)
(-2/3,-7/9)
(-206/349,333/349)
(254113/137663,-115765/412989)
(-1,-1)
(-73/5,13/5)
(3194/2581,-283/2581)
(-1,1/3)
(-5/17,-11/17)
(-1,2)
(-193/317,169/317)
(4/5,1/5)
(1,0)
(-1160/379,-1057/379)
(-1726/799,335/799)
(-153229/224621,280555/224621)
(2729/4309,-6172/4309)
(3067/145,-6327/145)
(61/79,26/79)
#
# (a,b,c,d) = (-748,1,1,0) and D = -2993:
#
(4/401,-8037/802)
(-121/182,-17830/1001)
(1/778,-21701/778)
(1/8,-9/2)
(1/4,-29/4)
(-4/23,193/46)
(1/2,-14)
(1/2,27/2)
(1225/13294,954286/232645)
(-121/182,36991/2002)
(484/2737,319237/60214)
(1/244,3811/244)
(-16/143,37/52)
(1225/13294,-114791/27370)
(169/5126,370791/66638)
(169/5126,-16954/3029)
(-16/143,-343/572)
(1/778,10850/389)
(6400/2921,13750219/233680)
(1/244,-953/61)
(-361/2632,133695/50008)
(1000000/436036601,9104634766349/436036601000)
(-4/23,-185/46)
(1/8,35/8)
(484/2737,-19405/3542)
(961/45424,2425129/352036)
(-5041/43792,-48033/45724)
(25/406,4402/1015)
(4/401,8029/802)
(4761/57088,16169815/3939072)
(-5041/43792,3624155/3109232)
(-361/2632,-31709/12502)
(-9/74,-361/222)
(1/4,7)
(-3025/11956,-4276053/657580)
(4761/57088,-4124581/984768)
(-3025/11956,1110607/164395)
(1000000/436036601,-827784978759/39639691000)
(6400/2921,-14262219/233680)
(25/406,-8929/2030)
(961/45424,-572371/82832)
(-9/74,194/111)
#
# (a,b,c,d) = (-748,0,1,0) and D = -2992:
#
(1/86,399/43)
(1/86,-399/43)
#
# (a,b,c,d) = (-93,2,2,0) and D = -2992:
#
(1/43,-200/43)
(1/43,199/43)
#
# (a,b,c,d) = (-747,1,1,0) and D = -2989:
#
#
# (a,b,c,d) = (-747,0,1,0) and D = -2988:
#
#
# (a,b,c,d) = (-746,1,1,0) and D = -2985:
#
#
# (a,b,c,d) = (-746,0,1,0) and D = -2984:
#
(-484/4375,-29003/96250)
(-484/4375,29003/96250)
(1/7,-33/7)
(1/7,33/7)
#
# (a,b,c,d) = (-745,1,1,0) and D = -2981:
#
(-3481/29185,-2461741/1721915)
(1/5,-6)
(-121/109,-35652/1199)
(-121/109,36983/1199)
(1/5,29/5)
(-3481/29185,533424/344383)
#
# (a,b,c,d) = (1,5,-3,-4) and D = -2981:
#
(-233/277,306/277)
(2089/2747,973/2747)
(-2770/3,8201/6)
(-1,-1)
(-505/564,871/2256)
(1,0)
(-2/9,-11/18)
#
# (a,b,c,d) = (-93,1,2,0) and D = -2980:
#
(9/248,2761/744)
(1250/64791,16481839/3239550)
(162/19,-20627/342)
(9/2,-191/6)
(1/3,-8/3)
(3249/84617,-17497010/4823169)
(8/81,-769/324)
(-1/3,2)
(1/48,235/48)
(-850208/2625111,2177846855/1141048248)
(-1/3,-11/6)
(9/248,-179/48)
(162/19,19169/342)
(-2/9,5/18)
(529/4632,-80305/35512)
(25/183,1916/915)
(9/38,-509/228)
(1/48,-157/32)
(9/2,355/12)
(-2/9,-1/6)
(8/81,251/108)
(1/3,5/2)
(-961/4308,-19517/89032)
(529/4632,469663/213072)
(9/38,241/114)
(121/45537,-13743047/1001814)
(25/78,317/130)
(3249/84617,34808827/9646338)
(-961/4308,44171/133548)
(1250/64791,-5504363/1079850)
(121/45537,2290286/166969)
(-338/261,62015/6786)
(-338/261,-19207/2262)
(-850208/2625111,-192877579/110424024)
(25/183,-1319/610)
(25/78,-2027/780)
#
# (a,b,c,d) = (-745,0,1,0) and D = -2980:
#
(625/64791,16497464/1619775)
(-961/8616,-146893/267096)
(9/4,-737/12)
(-1/6,-23/6)
(1/6,31/6)
(81/19,-19898/171)
(625/64791,-16497464/1619775)
(25/156,3929/780)
(9/76,991/228)
(529/9264,-951493/213072)
(81/19,19898/171)
(529/9264,951493/213072)
(9/76,-991/228)
(25/156,-3929/780)
(1/6,-31/6)
(-961/8616,146893/267096)
(-1/9,-4/9)
(9/496,-11071/1488)
(25/366,7789/1830)
(121/91074,-27484763/1001814)
(1/96,-941/96)
(-425104/2625111,-6256372757/1711572372)
(3249/169234,69802847/9646338)
(-1/9,4/9)
(-169/261,59818/3393)
(9/4,737/12)
(-169/261,-59818/3393)
(3249/169234,-69802847/9646338)
(-425104/2625111,6256372757/1711572372)
(-1/6,23/6)
(1/96,941/96)
(4/81,761/162)
(121/91074,27484763/1001814)
(25/366,-7789/1830)
(9/496,11071/1488)
(4/81,-761/162)
#
# (a,b,c,d) = (-744,1,1,0) and D = -2977:
#
(11881/48216,36234371/5255544)
(11881/48216,-1563725/218981)
#
# (a,b,c,d) = (-93,0,2,0) and D = -2976:
#
#
# (a,b,c,d) = (-744,0,1,0) and D = -2976:
#
#
# (a,b,c,d) = (-743,1,1,0) and D = -2973:
#
(1/817,23352/817)
(1/817,-23353/817)
#
# (a,b,c,d) = (-743,0,1,0) and D = -2972:
#
(-1/7,-20/7)
(-1/7,20/7)
(900/14809,1946627/444270)
(900/14809,-1946627/444270)
#
# (a,b,c,d) = (-742,1,1,0) and D = -2969:
#
(1/20,93/20)
(1/20,-47/10)
#
# (a,b,c,d) = (-742,0,1,0) and D = -2968:
#
(-765625/3519501,-17012068193/3079563375)
(-765625/3519501,17012068193/3079563375)
#
# (a,b,c,d) = (-741,1,1,0) and D = -2965:
#
(-1/9,-1/3)
(-1/9,4/9)
#
# (a,b,c,d) = (-741,0,1,0) and D = -2964:
#
#
# (a,b,c,d) = (-740,1,1,0) and D = -2961:
#
(4/25,-51/10)
(4/25,247/50)
#
# (a,b,c,d) = (-11,3,4,0) and D = -2960:
#
(-9/11,19/12)
(16/41,-389/328)
(169/374,-6023/4862)
(361/1529,10733/10564)
(-1,2)
(169/374,1591/1768)
(-7441984/12708319,-36862019377/69336588464)
(16/41,293/328)
(1022121/3025594,2776499735/3058875534)
(-9/11,-32/33)
(-1,-5/4)
(1/824,-11827/824)
(1022121/3025594,-1291462903/1112318376)
(1/824,47305/3296)
(361/1529,-34660/29051)
(-7441984/12708319,67314617905/69336588464)
#
# (a,b,c,d) = (-92,2,2,0) and D = -2960:
#
(-1/2,7/2)
(1/1648,-47307/1648)
(169/748,-21895/9724)
(-3720992/12708319,57163751729/34668294232)
(-1/2,-3)
(1/1648,23653/824)
(169/748,9849/4862)
(361/3058,62461/29051)
(361/3058,-131781/58102)
(-9/22,91/33)
(-3720992/12708319,-47012885553/34668294232)
(-9/22,-155/66)
(1022121/6051188,-6586363801/3058875534)
(8/41,-357/164)
(8/41,325/164)
(1022121/6051188,12139363271/6117751068)
#
# (a,b,c,d) = (-740,0,1,0) and D = -2960:
#
(-1/4,13/2)
(169/1496,41593/9724)
(361/6116,-256703/58102)
(1/3296,-94613/1648)
(1/3296,94613/1648)
(4/41,-341/82)
(1022121/12102376,-25312090873/6117751068)
(-9/44,337/66)
(-9/44,-337/66)
(1022121/12102376,25312090873/6117751068)
(4/41,341/82)
(-1860496/12708319,52088318641/17334147116)
(-1/4,-13/2)
(-1860496/12708319,-52088318641/17334147116)
(361/6116,256703/58102)
(169/1496,-41593/9724)
#
# (a,b,c,d) = (-739,1,1,0) and D = -2957:
#
(1/11,45/11)
(1/11,-46/11)
#
# (a,b,c,d) = (-739,0,1,0) and D = -2956:
#
(1/21,-100/21)
(40000/70329,-218274733/14065800)
(1/21,100/21)
(40000/70329,218274733/14065800)
#
# (a,b,c,d) = (-738,1,1,0) and D = -2953:
#
#
# (a,b,c,d) = (-738,0,1,0) and D = -2952:
#
(4/6633,180071/4422)
(-1/9,-1/3)
(4/9,73/6)
(9/103,-1277/309)
(9216/8401,24047207/806496)
(25/351,2467/585)
(-1/9,1/3)
(25/351,-2467/585)
(4/6633,-180071/4422)
(4/9,-73/6)
(8464/30537,-7272215/936468)
(8464/30537,7272215/936468)
(9/103,1277/309)
(9216/8401,-24047207/806496)
#
# (a,b,c,d) = (-27,2,3,0) and D = -2952:
#
(4/2211,-180079/13266)
(4/3,-9/2)
(25/117,-96/65)
(27648/8401,21392999/2419488)
(27/103,-1358/927)
(8464/10179,80167/34684)
(-1/3,0)
(-1/3,2/9)
(4/3,65/18)
(4/2211,20007/1474)
(27648/8401,-26701415/2419488)
(25/117,2342/1755)
(27/103,1196/927)
(8464/10179,-8050903/2809404)
#
# (a,b,c,d) = (-737,1,1,0) and D = -2949:
#
#
# (a,b,c,d) = (-737,0,1,0) and D = -2948:
#
(1/59,-454/59)
(-4489/36218,4377111/2426606)
(-1/8,15/8)
(-1/2,-27/2)
(1/14,-59/14)
(1/59,454/59)
(64/1081,38163/8648)
(64/1081,-38163/8648)
(1/14,59/14)
(25/1424,53843/7120)
(-3481/11032,5453843/650888)
(288369/1130086,-4372224317/606856182)
(-4489/36218,-4377111/2426606)
(-1/2,27/2)
(-1/8,-15/8)
(81/328,20663/2952)
(3721/19264,-6717099/1175104)
(-3481/11032,-5453843/650888)
(25/1424,-53843/7120)
(3721/19264,6717099/1175104)
(288369/1130086,4372224317/606856182)
(81/328,-20663/2952)
#
# (a,b,c,d) = (-92,1,2,0) and D = -2948:
#
(25/712,-3373/890)
(-4489/18109,-1019087/1213303)
(288369/565043,-2263539235/606856182)
(2/59,-455/118)
(-4489/18109,2338937/2426606)
(81/164,-1337/369)
(3721/9632,3245059/1175104)
(-3481/5516,2829611/650888)
(-1,-13/2)
(-3481/5516,-328029/81361)
(128/1081,-38675/17296)
(3721/9632,-434005/146888)
(-1/4,1)
(1/7,-15/7)
(-1,7)
(1/7,29/14)
(81/164,9967/2952)
(2/59,453/118)
(288369/565043,1054342541/303428091)
(-1/4,-7/8)
(128/1081,1637/752)
(25/712,26859/7120)
#
# (a,b,c,d) = (-736,1,1,0) and D = -2945:
#
#
# (a,b,c,d) = (-736,0,1,0) and D = -2944:
#
#
# (a,b,c,d) = (-92,0,2,0) and D = -2944:
#
#
# (a,b,c,d) = (-735,1,1,0) and D = -2941:
#
(-87025/56631,-683152472/16706145)
(-81/455,3517/819)
(4/297,5119/594)
(-1369/8955,73748/22089)
(-1/9,1/3)
(-1/9,-2/9)
(-87025/56631,236274949/5568715)
(1/33,-64/11)
(-64/543,-1819/1448)
(-64/543,5969/4344)
(4/297,-1709/198)
(9/2695,-139922/8085)
(441/18733,-2580857/393393)
(-441/1175,-48647/4935)
(-4/15,-41/6)
(-1369/8955,-1055567/331335)
(441/18733,2571596/393393)
(9/2695,571/33)
(-4/15,71/10)
(-81/455,-2408/585)
(1/33,191/33)
(-441/1175,252496/24675)
#
# (a,b,c,d) = (2,1,-7,-1) and D = -2941:
#
(-468/695,397/695)
(-2,1)
(-351/82,85/41)
(-259/23,125/23)
(-2/5,-3/5)
(0,-1)
(6104/5735,-2143/5735)
(691/400,-157/200)
(-7/10,-3/5)
(-1051/1775,7361/1775)
(-385/116,-113/58)
(7/5,-3/5)
(333/1751,-2969/1751)
(-819/1415,-827/1415)
#
# (a,b,c,d) = (-2,2,7,0) and D = -2940:
#
#
# (a,b,c,d) = (-735,0,1,0) and D = -2940:
#
#
# (a,b,c,d) = (-734,1,1,0) and D = -2937:
#
(1/16,-35/8)
(-19321/28448,-35635591/1977136)
(1/16,69/16)
(-19321/28448,73956801/3954272)
#
# (a,b,c,d) = (-734,0,1,0) and D = -2936:
#
#
# (a,b,c,d) = (-733,1,1,0) and D = -2933:
#
(1/29,-159/29)
(1/29,158/29)
#
# (a,b,c,d) = (-733,0,1,0) and D = -2932:
#
(16/59337,14454011/237348)
(-1/9,2/9)
(-8649/49373,-18811900/4591689)
(-1/9,-2/9)
(-8649/49373,18811900/4591689)
(16/59337,-14454011/237348)
#
# (a,b,c,d) = (1,4,-5,-4) and D = -2932:
#
(1,0)
(2,-7/2)
(-43/50,279/200)
(345/389,154/389)
(102/77,-361/154)
#
# (a,b,c,d) = (-732,1,1,0) and D = -2929:
#
(4/65,563/130)
(4/65,-571/130)
#
# (a,b,c,d) = (-732,0,1,0) and D = -2928:
#
(9/301,5273/903)
(9/301,-5273/903)
#
# (a,b,c,d) = (-91,2,2,0) and D = -2928:
#
(18/301,-761/258)
(18/301,5219/1806)
#
# (a,b,c,d) = (-731,1,1,0) and D = -2925:
#
(1/6579,-730/9)
(-1/9,2/9)
(1/6579,533629/6579)
(-1/9,-1/9)
#
# (a,b,c,d) = (-27,1,3,0) and D = -2925:
#
(-1/3,1/9)
(1/2193,-177877/6579)
(-1/3,0)
(1/2193,19764/731)
#
# (a,b,c,d) = (-731,0,1,0) and D = -2924:
#
(9,-730/3)
(9,730/3)
#
# (a,b,c,d) = (-730,1,1,0) and D = -2921:
#
(49/3880,24169/2716)
(49/3880,-242033/27160)
#
# (a,b,c,d) = (2,4,-5,-2) and D = -2920:
#
(141/194,127/388)
(15/17,11/17)
(-17/5,-31/10)
(275/124,-191/248)
(-1,1/2)
(-1,-1)
(-1811/1700,1727/3400)
(3973/9197,-27789/18394)
(25/13,-17/26)
(-1/2,5/4)
(-347/527,283/527)
(5145203703/87277705,-1856274473/87277705)
(3/25,-23/25)
(-1,3)
(31/43,25/86)
(-12115/17587,9221/17587)
(73487959/221897,-26512865/221897)
(-138797/73229,53035/73229)
#
# (a,b,c,d) = (-730,0,1,0) and D = -2920:
#
(-1,27)
(961/12159,1563803/376929)
(4/89,867/178)
(324/649,-158437/11682)
(17956/37961,-65428731/5086774)
(-361/561,-184843/10659)
(-64/519,-7181/4152)
(1336336/3275289,-42157120643/3786234084)
(1336336/3275289,42157120643/3786234084)
(-64/519,7181/4152)
(-361/561,184843/10659)
(1/231,3511/231)
(324/649,158437/11682)
(961/12159,-1563803/376929)
(1/231,-3511/231)
(-223729/124321,2858866053/58803833)
(16/329,-6213/1316)
(-15625/22561,52661613/2820125)
(-106929/118721,-943837397/38821767)
(25/311,6441/1555)
(16/41,-1749/164)
(17956/37961,65428731/5086774)
(4/89,-867/178)
(16/41,1749/164)
(25/311,-6441/1555)
(-106929/118721,943837397/38821767)
(-1/9,1/9)
(-1/9,-1/9)
(-15625/22561,-52661613/2820125)
(16/329,6213/1316)
(-1,-27)
(-223729/124321,-2858866053/58803833)
#
# (a,b,c,d) = (1,5,-5,-2) and D = -2917:
#
(-457/254,2943/508)
(-15/13,4/13)
(43997/39479,-2322/39479)
(1/2,-7/4)
(29/395,-342/395)
(849/985,221/1970)
(208527/204185,-2521/204185)
(519/263,-79/263)
(141/263,-487/263)
(-179/421,360/421)
(-262819/257549,160857/515098)
(-33/115,-157/230)
(3,-1/2)
(-3/8,-11/16)
(269/223,-874/223)
(-1,-1)
(-849/1076,5335/2152)
(-1/35,-27/35)
(-125095/46331,403398/46331)
(-5/11,13/11)
(494256905/504297376,12452641/1008594752)
(-5,-9/2)
(812719/641858,1364087/1283716)
(1,0)
(339/257,287/257)
(51/53,38/53)
(-3181/371,549/371)
(4945/187,4446/187)
(-687/1292,1321/2584)
(-23/5,4/5)
(-6477/11773,19075/11773)
(-227/190,117/380)
(-11/17,7/17)
(-47585/11629,8307/11629)
(-24369/36769,14806/36769)
#
# (a,b,c,d) = (-729,1,1,0) and D = -2917:
#
(1/3,-28/3)
(-121/237,12141/869)
(4/129,-495/86)
(1/141,558/47)
(16/417,-2907/556)
(1681/35391,-2315880/483677)
(25/2979,18063/1655)
(1/141,-1675/141)
(36,-5941/6)
(16/177,-2953/708)
(1/81,-730/81)
(-36/263,4087/1578)
(961/13287,-1744912/411897)
(49/249,9890/1743)
(1/3,9)
(25/2979,-162692/14895)
(4/129,1477/258)
(9/103,-1288/309)
(2009190976/98019278601,10246365072849015/1464538714670408)
(-81/503,-15769/4527)
(9/73,-973/219)
(-121/237,-35092/2607)
(-1/3,-26/3)
(256/393,36279/2096)
(1/81,9)
(2009190976/98019278601,-30829155194855269/4393616144011224)
(-27225/87599,-116259101/14453835)
(16/177,963/236)
(16/417,8657/1668)
(1347921/1995901,-43136957926/2317241061)
(-1/9,0)
(-128164/356487,1243568503/127622346)
(-128164/356487,-399228597/42540782)
(9/73,946/219)
(9/277,4654/831)
(-2116/3303,296703/16882)
(-625/2781,-14364/2575)
(-2116/3303,-2572991/151938)
(9/103,1261/309)
(-81/503,16498/4527)
(961/13287,571707/137299)
(49/249,-3411/581)
(-1/3,9)
(-1/9,1/9)
(-100/639,22141/6390)
(36,5725/6)
(-100/639,-2349/710)
(256/393,-112933/6288)
(-27225/87599,120751226/14453835)
(-625/2781,403453/69525)
(1347921/1995901,41572021645/2317241061)
(9/277,-4681/831)
(1681/35391,6878719/1451031)
(-36/263,-3871/1578)
#
# (a,b,c,d) = (1,9,18,0) and D = -2916:
#
(-2,1/2)
(1,0)
(1,-1/2)
#
# (a,b,c,d) = (0,3,18,0) and D = -2916:
#
(1,-1/3)
(-2,1/6)
(1,1/6)
#
# (a,b,c,d) = (0,6,9,0) and D = -2916:
#
(1/2,1/3)
(-1,1/3)
(1/2,-2/3)
#
# (a,b,c,d) = (13,53,54,0) and D = -2916:
#
(-6,53/18)
(3,-14/9)
(3,-25/18)
#
# (a,b,c,d) = (0,1,54,0) and D = -2916:
#
(3,-1/9)
(-6,1/18)
(3,1/18)
#
# (a,b,c,d) = (3,15,18,0) and D = -2916:
#
(-2,5/6)
(1,-2/3)
(1,-1/6)
#
# (a,b,c,d) = (-27,0,3,0) and D = -2916:
#
(1/6,-3/2)
(-1/3,0)
(1/6,3/2)
#
# (a,b,c,d) = (-91,1,2,0) and D = -2916:
#
(-2/9,1/18)
(1/9,-41/18)
(1/9,20/9)
#
# (a,b,c,d) = (-3,3,6,0) and D = -2916:
#
(1/3,-5/6)
(-2/3,1/6)
(1/3,2/3)
#
# (a,b,c,d) = (-729,0,1,0) and D = -2916:
#
(-1/9,0)
(1/18,9/2)
(1/18,-9/2)
#
# (a,b,c,d) = (0,2,27,0) and D = -2916:
#
(3/2,1/9)
(-3,1/9)
(3/2,-2/9)
#
# (a,b,c,d) = (-1,0,9,0) and D = -2916:
#
(1/2,-1/2)
(-1,0)
(1/2,1/2)
#
# (a,b,c,d) = (-728,1,1,0) and D = -2913:
#
(-81/728,1457/6552)
(-9/74,184/111)
(-81/728,-1/9)
(-9/74,-341/222)
#
# (a,b,c,d) = (-728,0,1,0) and D = -2912:
#
(1,-27)
(1,27)
#
# (a,b,c,d) = (-91,0,2,0) and D = -2912:
#
(2,-27/2)
(2,27/2)
#
# (a,b,c,d) = (-727,1,1,0) and D = -2909:
#
#
# (a,b,c,d) = (-727,0,1,0) and D = -2908:
#
(169/18321,2480548/238173)
(169/18321,-2480548/238173)
(9,728/3)
(9,-728/3)
#
# (a,b,c,d) = (-726,1,1,0) and D = -2905:
#
(16/561,-407/68)
(16/561,13367/2244)
#
# (a,b,c,d) = (-726,0,1,0) and D = -2904:
#
(-81/725,-2179/6525)
(-81/725,2179/6525)
#
# (a,b,c,d) = (-725,1,1,0) and D = -2901:
#
(-1/5,-24/5)
(-1/5,5)
#
# (a,b,c,d) = (-725,0,1,0) and D = -2900:
#
#
# (a,b,c,d) = (-5,4,5,0) and D = -2900:
#
#
# (a,b,c,d) = (-724,1,1,0) and D = -2897:
#
#
# (a,b,c,d) = (-90,2,2,0) and D = -2896:
#
#
# (a,b,c,d) = (-724,0,1,0) and D = -2896:
#
#
# (a,b,c,d) = (-723,1,1,0) and D = -2893:
#
(-1/7,-19/7)
(169/4767,-111830/20657)
(-1/7,20/7)
(169/4767,333293/61971)
#
# (a,b,c,d) = (-723,0,1,0) and D = -2892:
#
(1296/3097,1266301/111492)
(1296/3097,-1266301/111492)
#
# (a,b,c,d) = (1,0,-9,-1) and D = -2889:
#
(2/11,-21/11)
(-3,-1)
(-1469/4581,12595/4581)
(-11915/9303,107017/9303)
(-38/567,-473/567)
(4221/3223,-1063/3223)
(138509/70059,42365/70059)
(3355/2779,-744/2779)
(3027/2807,-458/2807)
(103/3,-35/3)
(4/3,1/3)
(-27/53,28/53)
(-5/21,19/21)
(-1241/1059,-515/1059)
(762/487,215/487)
(10675/2211,-3611/2211)
(590880/40913,-200753/40913)
(-38/9,13/9)
(-10955/27,-3587/27)
(158/149,21/149)
(-1/3,2/3)
(-7/9,-4/9)
(0,-1)
(-13/59,93/59)
(1,0)
(-803/79,273/79)
(-437/463,-210/463)
(-85924/47483,31617/47483)
(1,-9)
(244/69,79/69)
(-546/379,215/379)
(3,-1)
(-61/29,-21/29)
(-25851/16469,-9476/16469)
(-112/41,39/41)
(-25706697/23648491,-11161531/23648491)
(-515/1177,-582/1177)
(-1204/1397,663/1397)
(217547/214671,14294/214671)
(31623/31211,-2078/31211)
(-95/157,78/157)
#
# (a,b,c,d) = (-26,3,3,0) and D = -2889:
#
(3/10,37/30)
(8464/23035,2689759/2119220)
(-2209/6290,166637/295630)
(-256/221,1087/272)
(16/19,-229/76)
(676/12139,-782741/315614)
(12769/184012,22527437/10396678)
(-4/5,-19/10)
(-27/80,121/360)
(2523/50320,5598553/2188920)
(25/568,-7887/2840)
(3/472,-10259/1416)
(1/4,5/4)
(243/622,-14135/8397)
(867/790,111781/40290)
(-3025/8762,-33559/240955)
(25/148,-1167/740)
(-16/5,-159/20)
(1/34,57/17)
(25/52,-19/10)
(2523/50320,-11416607/4377840)
(-256/221,-10035/3536)
(12,179/6)
(25/568,3881/1420)
(300/481,-2567/1110)
(4/475,-5981/950)
(529/4192,-166941/96416)
(-3/8,19/24)
(4/475,5973/950)
(529/4192,77387/48208)
(3/10,-23/15)
(12,-251/6)
(1/4,-3/2)
(1/34,-115/34)
(3/472,5125/708)
(-4/5,27/10)
(867/790,-77999/20145)
(-121/200,4289/2200)
(8464/23035,-3468447/2119220)
(12769/184012,-46497771/20793356)
(-121/200,-1479/1100)
(25/148,521/370)
(-2209/6290,-31407/147815)
(1/10,-19/10)
(243/622,21709/16794)
(1444/331,136453/12578)
(676/12139,765165/315614)
(-27/80,1/720)
(-3025/8762,17961/37070)
(1/10,9/5)
(25/52,369/260)
(300/481,24371/14430)
(76729/397720,147482273/110168440)
(147/718,-22877/15078)
(2209/1132,258891/53204)
(-1/2,-1)
(147/718,9895/7539)
(2209/1132,-181357/26602)
(1444/331,-191325/12578)
(76729/397720,-84368103/55084220)
(16/19,165/76)
(-1/2,3/2)
(4563/59212,7114675/3463902)
(-3/8,-5/12)
(-16/5,223/20)
(-30625/74222,-4133239/6494425)
(-30625/74222,13625853/12988850)
(1369/2620,144593/96940)
(1369/2620,-97623/48470)
(4563/59212,-14763221/6927804)
#
# (a,b,c,d) = (-722,1,1,0) and D = -2889:
#
(25/1704,35179/4260)
(12769/552036,-412708351/62380068)
(-16/15,-1687/60)
(25/1704,-70483/8520)
(-9/80,67/120)
(1/10,41/10)
(-4/15,-203/30)
(676/36417,6956789/946842)
(1/102,515/51)
(1369/7860,1503949/290820)
(81/622,-12677/2799)
(-256/663,110795/10608)
(-121/600,33277/6600)
(1/472,-10255/472)
(-30625/222666,-47917901/19483275)
(1/30,83/15)
(-16/15,1751/60)
(-1/8,15/8)
(1/472,5127/236)
(-2209/18870,-490309/443445)
(1/30,-167/30)
(12769/552036,205632727/31190034)
(1444/993,1447565/37734)
(49/718,10581/2513)
(841/50320,-11319051/1459280)
(676/36417,-6974365/946842)
(4,211/2)
(529/12576,720817/144624)
(-121/600,-15973/3300)
(-3025/26286,-634781/722865)
(100/481,28371/4810)
(81/622,24625/5598)
(1/102,-1031/102)
(529/12576,-1453801/289248)
(1369/7860,-777301/145410)
(8464/69105,27322583/6357660)
(1/12,-25/6)
(4/1425,-53797/2850)
(8464/69105,-28101271/6357660)
(841/50320,5647331/729640)
(16/57,-95/12)
(25/156,-1973/390)
(1/12,49/12)
(1521/59212,7233313/1154634)
(289/790,-68173/6715)
(-30625/222666,101195177/38966550)
(-256/663,-106699/10608)
(-1/8,-7/4)
(25/156,3821/780)
(-1/6,-11/3)
(2209/3396,-1424567/79806)
(25/444,4939/1110)
(100/481,-29371/4810)
(2209/3396,2745311/159612)
(1444/993,-1502437/37734)
(4/1425,2831/150)
(4,-219/2)
(49/718,-21505/5026)
(289/790,131433/13430)
(-1/6,23/6)
(1521/59212,-14525945/2309268)
(16/57,1741/228)
(-3025/26286,1435937/1445730)
(76729/1193160,1412356189/330505320)
(-9/80,-107/240)
(1/10,-21/5)
(-4/15,211/30)
(25/444,-10003/2220)
(-2209/18870,1084441/886890)
(76729/1193160,-716805061/165252660)
#
# (a,b,c,d) = (1,4,-7,-1) and D = -2889:
#
(-4859/8421,-5596/8421)
(5761/1527,-1073/1527)
(-8473/9669,-7379/9669)
(9/7,-1/7)
(1895/237,1333/237)
(407/471,112/471)
(10/3,7/3)
(3856/4191,1745/4191)
(-18939427/70945473,62574925/70945473)
(-23/87,143/87)
(-86/33,17/33)
(-403/1389,1084/1389)
(-1/3,-2/3)
(-206/189,61/189)
(-1813/3531,1612/3531)
(-39935/93633,-61168/93633)
(-91/353,333/353)
(98/1461,-1739/1461)
(-7/3,-5/3)
(3439/23353,-35487/23353)
(-1393892/122739,-981007/122739)
(-12053/49407,61178/49407)
(-4/3,1/3)
(-377/9,2833/9)
(268/123,185/123)
(-27,-19)
(-1/3,2/3)
(-74/447,-337/447)
(139/159,26/159)
(1,0)
(-37/3,7/3)
(212392/142449,140231/142449)
(-6331/8337,-5966/8337)
(48887/3101,-9243/3101)
(1406/1137,877/1137)
(-17819/71557,-49932/71557)
(8/23,-63/23)
(-2791/737,-1971/737)
(0,-1)
(-1/3,7/3)
(385/177,-67/177)
#
# (a,b,c,d) = (-722,0,1,0) and D = -2888:
#
(-16/31,1711/124)
(-16/31,-1711/124)
#
# (a,b,c,d) = (-721,1,1,0) and D = -2885:
#
(1/91,-869/91)
(1/91,124/13)
#
# (a,b,c,d) = (-721,0,1,0) and D = -2884:
#
(-81/320,-18719/2880)
(3721/24000,7139341/1464000)
(1/2,27/2)
(1/32,183/32)
(-169/1504,-8835/19552)
(-25/174,-2449/870)
(-25/174,2449/870)
(-169/1504,8835/19552)
(1/2,-27/2)
(94249/1069170,-1351227977/328235190)
(1/15,-64/15)
(1/32,-183/32)
(1/15,64/15)
(94249/1069170,1351227977/328235190)
(-81/320,18719/2880)
(3721/24000,-7139341/1464000)
#
# (a,b,c,d) = (-90,1,2,0) and D = -2884:
#
(3721/12000,57603/24400)
(1,-7)
(1/16,91/32)
(-81/160,-1799/576)
(-169/752,1379/4888)
(-25/87,-581/435)
(-169/752,-3319/19552)
(1/16,-23/8)
(1,13/2)
(-25/87,429/290)
(2/15,-13/6)
(94249/534585,661146767/328235190)
(2/15,21/10)
(-81/160,2431/720)
(94249/534585,-23002707/10941173)
(3721/12000,-3683161/1464000)
#
# (a,b,c,d) = (-720,1,1,0) and D = -2881:
#
#
# (a,b,c,d) = (-90,0,2,0) and D = -2880:
#
(1/2,7/2)
(1/2,-7/2)
(-49/178,-1573/1246)
(-49/178,1573/1246)
#
# (a,b,c,d) = (-720,0,1,0) and D = -2880:
#
(1/4,-7)
(-49/356,1573/623)
(1/4,7)
(-49/356,-1573/623)
#
# (a,b,c,d) = (-11,2,4,0) and D = -2880:
#
(1,-2)
(-49/89,-615/1246)
(1,3/2)
(-49/89,479/623)
#
# (a,b,c,d) = (-719,1,1,0) and D = -2877:
#
#
# (a,b,c,d) = (-719,0,1,0) and D = -2876:
#
(-1296/5135,1195703/184860)
(1/13,-54/13)
(-1296/5135,-1195703/184860)
(1/13,54/13)
#
# (a,b,c,d) = (-718,1,1,0) and D = -2873:
#
#
# (a,b,c,d) = (2,11,13,0) and D = -2873:
#
#
# (a,b,c,d) = (-718,0,1,0) and D = -2872:
#
#
# (a,b,c,d) = (-717,1,1,0) and D = -2869:
#
(-16/135,241/180)
(-16/135,-659/540)
#
# (a,b,c,d) = (-717,0,1,0) and D = -2868:
#
(-81/713,-4310/6417)
(-81/713,4310/6417)
#
# (a,b,c,d) = (-716,1,1,0) and D = -2865:
#
#
# (a,b,c,d) = (-716,0,1,0) and D = -2864:
#
(-3364/28015,-2295623/1624870)
(225/2686,82967/20145)
(1/5,-29/5)
(-49/10,-4589/35)
(1/110,577/55)
(-49/10,4589/35)
(1/110,-577/55)
(1/5,29/5)
(225/2686,-82967/20145)
(-3364/28015,2295623/1624870)
#
# (a,b,c,d) = (-89,2,2,0) and D = -2864:
#
(225/1343,-43171/20145)
(-6728/28015,-1905399/3249740)
(1/55,288/55)
(-49/5,2466/35)
(2/5,-31/10)
(1/55,-289/55)
(225/1343,39796/20145)
(2/5,27/10)
(-6728/28015,2685847/3249740)
(-49/5,-2123/35)
#
# (a,b,c,d) = (-715,1,1,0) and D = -2861:
#
(1/23,-114/23)
(1/23,113/23)
#
# (a,b,c,d) = (-715,0,1,0) and D = -2860:
#
(1/9,-38/9)
(-5776/44919,-6866341/3413844)
(1/9,38/9)
(-5776/44919,6866341/3413844)
#
# (a,b,c,d) = (1,2,-9,1) and D = -2857:
#
(7166/6215,-819/6215)
(19/205,279/205)
(21,-5)
(-1535/1957,727/1957)
(-43791/30385,-23306/30385)
(-33673/142127,-141300/142127)
(818/197,-193/197)
(-219/373,-218/373)
(12/11,-1/11)
(-247/59,-119/59)
(3913/3481,1304/3481)
(-124335/39353,-60277/39353)
(-2,-1)
(-999/4559,-5971/4559)
(-3/5,2/5)
(-25/47,-28/47)
(-1147/2147,-9943/2147)
(-14/19,-11/19)
(1,0)
(-63/473,338/473)
(161/113,67/113)
(0,1)
(-2803599/2940649,1077244/2940649)
#
# (a,b,c,d) = (-714,1,1,0) and D = -2857:
#
(-1/4,13/2)
(4/17,-229/34)
(961/48128,-5301619/745984)
(625/4256,-509279/106400)
(1/6,-31/6)
(-4/7,-209/14)
(625/4256,35261/7600)
(1/42,13/2)
(81/1888,83953/16992)
(-49/412,1963/1442)
(1/1112,-18541/556)
(22801/401096,134226437/30282748)
(484/2886929,-4905176363/63512438)
(-8649/47348,-1318921/314526)
(484/2886929,4905165715/63512438)
(-121/18,-17453/99)
(961/48128,10573447/1491968)
(25/734,-20227/3670)
(289/2568,60803/14552)
(-16/39,-1661/156)
(1/42,-137/21)
(1/6,5)
(1/1112,37081/1112)
(-8649/47348,19269251/4403364)
(-529/4726,1145/6394)
(25/734,10051/1835)
(22801/401096,-271895825/60565496)
(4/17,13/2)
(-529/4726,-3649/54349)
(-16/39,575/52)
(81/1888,-42341/8496)
(-1/4,-25/4)
(-49/412,-3583/2884)
(-4/7,31/2)
(-121/18,12079/66)
(289/2568,-93661/21828)
#
# (a,b,c,d) = (-714,0,1,0) and D = -2856:
#
#
# (a,b,c,d) = (-713,1,1,0) and D = -2853:
#
(-4225/37541,-25917/78715)
(1/7,32/7)
(1/7,-33/7)
(-4225/37541,1078052/2440165)
#
# (a,b,c,d) = (-713,0,1,0) and D = -2852:
#
(-289/2092,89747/35564)
(-1225/10384,-437039/363440)
(1/8,-35/8)
(9/4,-721/12)
(4/233,-3563/466)
(9/4,721/12)
(1/8,35/8)
(4/233,3563/466)
(-289/2092,-89747/35564)
(-1225/10384,437039/363440)
#
# (a,b,c,d) = (-89,1,2,0) and D = -2852:
#
(-1225/5192,-98541/181720)
(-289/1046,-42417/35564)
(1/4,17/8)
(-1225/5192,239957/363440)
(9/2,-187/6)
(1/4,-9/4)
(9/2,347/12)
(8/233,-3571/932)
(8/233,3555/932)
(-289/1046,23665/17782)
#
# (a,b,c,d) = (-712,1,1,0) and D = -2849:
#
#
# (a,b,c,d) = (-712,0,1,0) and D = -2848:
#
(1/17,-75/17)
(1/17,75/17)
(-2500/1479,-3334931/73950)
(-2500/1479,3334931/73950)
#
# (a,b,c,d) = (-89,0,2,0) and D = -2848:
#
(2/17,-75/34)
(2/17,75/34)
(-5000/1479,3334931/147900)
(-5000/1479,-3334931/147900)
#
# (a,b,c,d) = (-711,1,1,0) and D = -2845:
#
#
# (a,b,c,d) = (-26,2,3,0) and D = -2844:
#
#
# (a,b,c,d) = (-711,0,1,0) and D = -2844:
#
#
# (a,b,c,d) = (-710,1,1,0) and D = -2841:
#
(289/2092,-164627/35564)
(-81/704,-2489/3168)
(73441/1388050,2407401/529805)
(-81/704,5707/6336)
(4/145,-1763/290)
(4/145,351/58)
(289/2092,79857/17782)
(-1/2,27/2)
(-1/2,-13)
(73441/1388050,-1729157221/376161550)
#
# (a,b,c,d) = (-710,0,1,0) and D = -2840:
#
(3364/2489,5200403/144362)
(3364/2489,-5200403/144362)
(1/19,87/19)
(1/19,-87/19)
#
# (a,b,c,d) = (-709,1,1,0) and D = -2837:
#
#
# (a,b,c,d) = (1,2,-8,-2) and D = -2836:
#
(1,0)
(-31/53,126/53)
#
# (a,b,c,d) = (-709,0,1,0) and D = -2836:
#
#
# (a,b,c,d) = (-708,1,1,0) and D = -2833:
#
(9/412,2095/309)
(9/412,-8407/1236)
#
# (a,b,c,d) = (-708,0,1,0) and D = -2832:
#
(-1/8,7/4)
(49/3088,85921/10808)
(49/3088,-85921/10808)
(-1/8,-7/4)
(-756900/1845071,17341458967/1605211770)
(-756900/1845071,-17341458967/1605211770)
#
# (a,b,c,d) = (-11,1,4,0) and D = -2832:
#
(49/772,42789/21616)
(49/772,-10783/5404)
(-3027600/1845071,18658464967/6420847080)
(-1/2,1/2)
(-3027600/1845071,-16024452967/6420847080)
(-1/2,-3/8)
#
# (a,b,c,d) = (-88,2,2,0) and D = -2832:
#
(49/1544,42789/10808)
(-1/4,1)
(-1513800/1845071,18658464967/3210423540)
(49/1544,-10783/2702)
(-1513800/1845071,-16024452967/3210423540)
(-1/4,-3/4)
#
# (a,b,c,d) = (-707,1,1,0) and D = -2829:
#
(4/73,655/146)
(4/73,-663/146)
#
# (a,b,c,d) = (-707,0,1,0) and D = -2828:
#
#
# (a,b,c,d) = (-706,1,1,0) and D = -2825:
#
#
# (a,b,c,d) = (-706,0,1,0) and D = -2824:
#
(1/39,-245/39)
(1/39,245/39)
(240100/2093169,-4352340553/1025652810)
(240100/2093169,4352340553/1025652810)
#
# (a,b,c,d) = (-705,1,1,0) and D = -2821:
#
(641601/18045535,15521199136/2890894707)
(1/113,1201/113)
(641601/18045535,-78119918081/14454473535)
(1/113,-1202/113)
#
# (a,b,c,d) = (-88,1,2,0) and D = -2820:
#
#
# (a,b,c,d) = (-705,0,1,0) and D = -2820:
#
#
# (a,b,c,d) = (-704,1,1,0) and D = -2817:
#
#
# (a,b,c,d) = (-26,1,3,0) and D = -2817:
#
#
# (a,b,c,d) = (-88,0,2,0) and D = -2816:
#
(-2/7,19/14)
(2888/41825,8676719/3178700)
(-2/7,-19/14)
(2888/41825,-8676719/3178700)
#
# (a,b,c,d) = (-11,0,4,0) and D = -2816:
#
(-4/7,19/28)
(-4/7,-19/28)
(5776/41825,-8676719/6357400)
(5776/41825,8676719/6357400)
#
# (a,b,c,d) = (-10,4,4,0) and D = -2816:
#
(-4/7,27/28)
(-4/7,-11/28)
(5776/41825,-1823139/1271480)
(5776/41825,8237743/6357400)
#
# (a,b,c,d) = (-704,0,1,0) and D = -2816:
#
(-1/7,-19/7)
(1444/41825,8676719/1589350)
(1444/41825,-8676719/1589350)
(-1/7,19/7)
#
# (a,b,c,d) = (-703,1,1,0) and D = -2813:
#
(-1,27)
(-1,-26)
(2809/5627,3896110/298231)
(2809/5627,-4044987/298231)
#
# (a,b,c,d) = (-703,0,1,0) and D = -2812:
#
(-1/3,26/3)
(-1/3,-26/3)
#
# (a,b,c,d) = (-702,1,1,0) and D = -2809:
#
(47089/3405168,698256933/82102384)
(3308761/21529872,-7354093085/1506262968)
(47089/3405168,-242097335/28420056)
(-3504384/20920319,148422343679/39162837168)
(-3504384/20920319,-141862136831/39162837168)
(3308761/21529872,20576420439/4351426352)
#
# (a,b,c,d) = (0,1,53,0) and D = -2809:
#
(3308761/406224,47089/3405168)
(-3504384/394723,47089/3405168)
(-3504384/394723,3308761/21529872)
(2495717/3405168,3308761/21529872)
(2495717/3405168,-3504384/20920319)
(3308761/406224,-3504384/20920319)
#
# (a,b,c,d) = (-26,0,3,0) and D = -2808:
#
(1,-3)
(1,3)
(1225/14257,990909/498995)
(676/3403,-125751/88478)
(16/43,249/172)
(-12/23,181/138)
(1225/14257,-990909/498995)
(1572528/8546593,-26932945103/18563199996)
(1572528/8546593,26932945103/18563199996)
(-12/23,-181/138)
(-27/77,235/693)
(-1156/581,115425/19754)
(-27/77,-235/693)
(16/43,-249/172)
(676/3403,125751/88478)
(-1156/581,-115425/19754)
(3/139,-1639/417)
(3/139,1639/417)
#
# (a,b,c,d) = (1,0,-9,-2) and D = -2808:
#
(-22339/15949,-8356/15949)
(1,-9/2)
(-5/8,-7/16)
(-1,1/2)
(-11/5,4/5)
(5/41,-42/41)
(-563/113,-182/113)
(76025629/1412204,-52758385/2824408)
(1,0)
(47/38,21/76)
#
# (a,b,c,d) = (-702,0,1,0) and D = -2808:
#
(524176/8546593,-26932945103/6187733332)
(-1156/1743,346275/19754)
(16/129,-747/172)
(676/10209,-377253/88478)
(1/3,9)
(-4/23,-181/46)
(16/129,747/172)
(1/139,1639/139)
(1225/42771,-2972727/498995)
(1/139,-1639/139)
(1/3,-9)
(1225/42771,2972727/498995)
(676/10209,377253/88478)
(-1156/1743,-346275/19754)
(-9/77,-235/231)
(-9/77,235/231)
(524176/8546593,26932945103/6187733332)
(-4/23,181/46)
#
# (a,b,c,d) = (-701,1,1,0) and D = -2805:
#
(1/229,-3466/229)
(1,26)
(-2809/5609,3994425/297277)
(361/1651,190197/31369)
(361/1651,-197056/31369)
(-144/359,46115/4308)
(1,-27)
(1/229,3465/229)
(-2809/5609,-3845548/297277)
(-144/359,-44387/4308)
#
# (a,b,c,d) = (-701,0,1,0) and D = -2804:
#
(256/3185,-209929/50960)
(-1764/13439,1191905/564438)
(-1/5,-24/5)
(-1764/13439,-1191905/564438)
(256/3185,209929/50960)
(1/247,3882/247)
(1/247,-3882/247)
(-4/7,211/14)
(-4/7,-211/14)
(-1/5,24/5)
#
# (a,b,c,d) = (1,1,-9,1) and D = -2804:
#
(0,1)
(-277/27,-112/27)
(-13/25,-14/25)
(13/55,126/55)
(1,0)
(-1417/6945,4382/6945)
(6/5,-1/5)
#
# (a,b,c,d) = (-700,1,1,0) and D = -2801:
#
(4/17,219/34)
(-121/490,-2346/385)
(-795664/6011455,11994899263/5362217860)
(-169/16,14809/52)
(-121/490,6835/1078)
(-795664/6011455,-2257033395/1072443572)
(4/17,-227/34)
(-169/16,-57039/208)
#
# (a,b,c,d) = (-87,2,2,0) and D = -2800:
#
(-1/3,2)
(-1/3,-5/3)
#
# (a,b,c,d) = (-700,0,1,0) and D = -2800:
#
(-1/6,-11/3)
(-1/6,11/3)
#
# (a,b,c,d) = (-699,1,1,0) and D = -2797:
#
(196/6897,575989/96558)
(196/6897,-192911/32186)
#
# (a,b,c,d) = (-699,0,1,0) and D = -2796:
#
#
# (a,b,c,d) = (-698,1,1,0) and D = -2793:
#
(1849/9352,-1163535/201068)
(1849/9352,2247563/402136)
(1/28,75/14)
(1/28,-151/28)
#
# (a,b,c,d) = (-2,1,7,0) and D = -2793:
#
(1849/1336,143503/201068)
(1/4,-11/14)
(1849/1336,-52359/57448)
(1/4,3/4)
#
# (a,b,c,d) = (-698,0,1,0) and D = -2792:
#
#
# (a,b,c,d) = (-697,1,1,0) and D = -2789:
#
(9/205,-74/15)
(9/205,3007/615)
#
# (a,b,c,d) = (-87,1,2,0) and D = -2788:
#
#
# (a,b,c,d) = (-697,0,1,0) and D = -2788:
#
#
# (a,b,c,d) = (-696,1,1,0) and D = -2785:
#
(1/24,5)
(1/24,-121/24)
#
# (a,b,c,d) = (-87,0,2,0) and D = -2784:
#
(1/17,50/17)
(1/17,-50/17)
#
# (a,b,c,d) = (-696,0,1,0) and D = -2784:
#
(1/34,100/17)
(1/34,-100/17)
#
# (a,b,c,d) = (-25,3,3,0) and D = -2781:
#
#
# (a,b,c,d) = (-695,1,1,0) and D = -2781:
#
#
# (a,b,c,d) = (-695,0,1,0) and D = -2780:
#
#
# (a,b,c,d) = (-694,1,1,0) and D = -2777:
#
(64/649,-21595/5192)
(9/64,-445/96)
(289/712,-66647/6052)
(-121/274,-17055/1507)
(16641/4528,27744889/292056)
(-4/31,-117/62)
(1/22,-107/22)
(-100/439,25191/4390)
(-209764/39407,-2483314667/18048406)
(9/64,863/192)
(-17956/78719,60629059/10548346)
(-1/8,7/4)
(81/5392,-198383/24264)
(-1/8,-13/8)
(5041/12452,-4855617/442046)
(-49/236,-8107/1652)
(1/2,-27/2)
(64/649,21083/5192)
(1/58,221/29)
(81/5392,396037/48528)
(1/22,53/11)
(-134689/1180388,252057149/433202396)
(-4/31,125/62)
(1/2,13)
(16641/4528,-57636467/584112)
(5041/12452,9353323/884092)
(-17956/78719,-58222955/10548346)
(1/58,-443/58)
(-209764/39407,2579386579/18048406)
(-2809/11092,3819159/587876)
(-100/439,-24191/4390)
(-2809/11092,-1835141/293938)
(529/65582,-8402013/754193)
(289/712,128381/12104)
(-121/274,35441/3014)
(529/65582,16791859/1508386)
(-134689/1180388,-101313143/216601198)
(-49/236,4225/826)
#
# (a,b,c,d) = (1,5,-6,-1) and D = -2777:
#
(9,8)
(-7/15,-11/15)
(-17/25,9/25)
(-152/493,387/493)
(-740/2493,4187/2493)
(-7/267,-254/267)
(44187/53237,24643/53237)
(-210/83,37/83)
(-133/417,790/417)
(-15883/5307,2743/5307)
(-1,-1)
(-970/2613,1627/2613)
(111/89,91/89)
(163/37,-27/37)
(0,-1)
(1,0)
(-21/29,10/29)
(6,-1)
(127/65,-854/65)
(74710/3059,66421/3059)
(513/487,-3457/487)
(4958/6223,1817/6223)
#
# (a,b,c,d) = (-694,0,1,0) and D = -2776:
#
(1/11,-45/11)
(1/11,45/11)
(-900/5159,607139/154770)
(-900/5159,-607139/154770)
#
# (a,b,c,d) = (-693,1,1,0) and D = -2773:
#
#
# (a,b,c,d) = (-693,0,1,0) and D = -2772:
#
#
# (a,b,c,d) = (-692,1,1,0) and D = -2769:
#
(-81/680,1919/1530)
(1/4,27/4)
(-3025/21896,756673/301070)
(1/4,-7)
(-3025/21896,-2860317/1204280)
(289/17200,-565479/73100)
(-81/680,-6947/6120)
(289/17200,2257003/292400)
(16/217,-3645/868)
(16/217,3581/868)
(63001/402052,-716553/145831)
(63001/402052,480041425/100915052)
#
# (a,b,c,d) = (-86,2,2,0) and D = -2768:
#
#
# (a,b,c,d) = (-692,0,1,0) and D = -2768:
#
#
# (a,b,c,d) = (-691,1,1,0) and D = -2765:
#
#
# (a,b,c,d) = (-691,0,1,0) and D = -2764:
#
#
# (a,b,c,d) = (-690,1,1,0) and D = -2761:
#
(1/60,-233/30)
(1/60,31/4)
#
# (a,b,c,d) = (-690,0,1,0) and D = -2760:
#
#
# (a,b,c,d) = (-689,1,1,0) and D = -2757:
#
#
# (a,b,c,d) = (-689,0,1,0) and D = -2756:
#
(-1/4,25/4)
(-1/4,-25/4)
(625/5576,584449/139400)
(625/5576,-584449/139400)
#
# (a,b,c,d) = (-86,1,2,0) and D = -2756:
#
(-1/2,-3)
(-1/2,13/4)
(625/2788,71103/34850)
(625/2788,-300037/139400)
#
# (a,b,c,d) = (-688,1,1,0) and D = -2753:
#
#
# (a,b,c,d) = (-688,0,1,0) and D = -2752:
#
(-9/71,379/213)
(-9/71,-379/213)
#
# (a,b,c,d) = (-86,0,2,0) and D = -2752:
#
(-18/71,379/426)
(-18/71,-379/426)
#
# (a,b,c,d) = (-687,1,1,0) and D = -2749:
#
(-361/2985,-72302/56715)
(-361/2985,26387/18905)
(1/5,28/5)
(1/5,-29/5)
#
# (a,b,c,d) = (-687,0,1,0) and D = -2748:
#
(1/49,-344/49)
(1/49,344/49)
#
# (a,b,c,d) = (-686,1,1,0) and D = -2745:
#
(-16/119,1093/476)
(-16/119,-147/68)
#
# (a,b,c,d) = (-2,0,7,0) and D = -2744:
#
(7/179,2395/1253)
(7/179,-2395/1253)
#
# (a,b,c,d) = (-686,0,1,0) and D = -2744:
#
(1/179,2395/179)
(1/179,-2395/179)
#
# (a,b,c,d) = (-685,1,1,0) and D = -2741:
#
(1369/40775,1662876/301735)
(1369/40775,-8365033/1508675)
(-1/7,-18/7)
(-1/7,19/7)
#
# (a,b,c,d) = (-685,0,1,0) and D = -2740:
#
#
# (a,b,c,d) = (-684,1,1,0) and D = -2737:
#
(1/72,-17/2)
(-81/314,9302/1413)
(4/9,-215/18)
(1/72,611/72)
(961/9018,-130307/31062)
(-81/314,-17875/2826)
(4/9,23/2)
(961/9018,571486/139779)
#
# (a,b,c,d) = (-25,2,3,0) and D = -2736:
#
(-3/2,29/6)
(-25/73,268/1095)
(1/15,-34/15)
(169/1674,39323/21762)
(-3/2,-23/6)
(169/1674,-122363/65286)
(40804/142755,-25220365/17301906)
(-2209/6086,160639/286042)
(1/2,3/2)
(507/685,-66782/26715)
(40804/142755,36539003/28836510)
(-4/5,5/2)
(-4/5,-59/30)
(1/2,-11/6)
(-2209/6086,-274271/858126)
(-25/73,-6/365)
(507/685,10720/5343)
(1/15,20/9)
#
# (a,b,c,d) = (-3,2,6,0) and D = -2736:
#
(-8/5,83/60)
(2/15,11/10)
(-2209/3043,146435/429063)
(81608/142755,-14927137/19224340)
(2/15,-103/90)
(-3,-5/3)
(1,-1)
(169/837,28943/32643)
(-2209/3043,-14204/143021)
(-3,8/3)
(-50/73,107/2190)
(1014/685,47009/53430)
(-50/73,131/730)
(169/837,-3460/3627)
(81608/142755,101374601/173019060)
(1014/685,-73373/53430)
(1,2/3)
(-8/5,-17/20)
#
# (a,b,c,d) = (-684,0,1,0) and D = -2736:
#
(1/6,5)
(1/45,-101/15)
(169/685,-60191/8905)
(1/45,101/15)
(1/6,-5)
(-2209/18258,-189047/143021)
(-25/219,-143/365)
(-2209/18258,189047/143021)
(-25/219,143/365)
(-1/2,13)
(40804/428265,117859417/28836510)
(-4/15,67/10)
(-1/2,-13)
(40804/428265,-117859417/28836510)
(169/5022,-60083/10881)
(-4/15,-67/10)
(169/5022,60083/10881)
(169/685,60191/8905)
#
# (a,b,c,d) = (-85,2,2,0) and D = -2736:
#
(81608/428265,67418687/34603812)
(-1,-6)
(2/45,301/90)
(-1,7)
(169/2511,89026/32643)
(169/2511,-91223/32643)
(-8/15,-37/12)
(338/685,-12917/3562)
(81608/428265,-370063067/173019060)
(-50/219,679/2190)
(-2209/9129,-13627/25239)
(-2209/9129,335482/429063)
(1/3,7/3)
(2/45,-61/18)
(-50/219,-179/2190)
(1/3,-8/3)
(-8/15,217/60)
(338/685,55797/17810)
#
# (a,b,c,d) = (-683,1,1,0) and D = -2733:
#
#
# (a,b,c,d) = (-683,0,1,0) and D = -2732:
#
(49/109,-9036/763)
(49/109,9036/763)
#
# (a,b,c,d) = (-682,1,1,0) and D = -2729:
#
#
# (a,b,c,d) = (-682,0,1,0) and D = -2728:
#
#
# (a,b,c,d) = (-681,1,1,0) and D = -2725:
#
#
# (a,b,c,d) = (-5,3,5,0) and D = -2725:
#
#
# (a,b,c,d) = (-681,0,1,0) and D = -2724:
#
(1/7,32/7)
(-841/2648,621697/76792)
(81/2152,101627/19368)
(1/10,41/10)
(5040025/729979999,-19724913458932/1638805097755)
(1/10,-41/10)
(5040025/729979999,19724913458932/1638805097755)
(1/82,-743/82)
(1/82,743/82)
(-25/86,3163/430)
(-1/8,-13/8)
(81/34,-19025/306)
(49/10375,-1056812/72625)
(3481/22480,-6331289/1326320)
(81/2152,-101627/19368)
(-841/2648,-621697/76792)
(-81/665,-8236/5985)
(81/34,19025/306)
(225/586,-89209/8790)
(1/7,-32/7)
(169/11920,-1302673/154960)
(16/49,1705/196)
(-25/86,-3163/430)
(-450241/580601,-7871477800/389583271)
(-1/8,13/8)
(3481/22480,6331289/1326320)
(625/544,407947/13600)
(9/160,2143/480)
(-1681/11120,-1363739/455920)
(-1681/11120,1363739/455920)
(9/160,-2143/480)
(-81/665,8236/5985)
(625/544,-407947/13600)
(16/49,-1705/196)
(169/11920,1302673/154960)
(49/10375,1056812/72625)
(225/586,89209/8790)
(-450241/580601,7871477800/389583271)
#
# (a,b,c,d) = (-85,1,2,0) and D = -2724:
#
(-1/4,7/8)
(225/293,-23146/4395)
(-162/665,-7507/11970)
(225/293,42917/8790)
(2/7,-33/14)
(81/17,4574/153)
(-841/1324,-149327/38396)
(81/17,-581/18)
(-900482/580601,480799383/45833326)
(98/10375,-211431/29050)
(81/1076,-25589/9684)
(-25/43,822/215)
(-1681/5560,-647409/455920)
(1/41,371/82)
(10080050/729979999,-19736228315057/3277610195510)
(-900482/580601,-7569366089/779166542)
(81/1076,50449/19368)
(2/7,31/14)
(3481/11240,-1634167/663160)
(10080050/729979999,19713598602807/3277610195510)
(169/5960,-130487/30992)
(98/10375,1056469/145250)
(-162/665,1793/2394)
(9/80,-217/96)
(1/5,2)
(32/49,-1769/392)
(1/5,-21/10)
(-1/4,-3/4)
(-841/1324,323043/76792)
(169/5960,325119/77480)
(625/272,-6229/400)
(32/49,1641/392)
(-1681/5560,71633/45592)
(-25/43,-1519/430)
(9/80,529/240)
(3481/11240,612591/265264)
(625/272,196161/13600)
(1/41,-186/41)
#
# (a,b,c,d) = (-680,1,1,0) and D = -2721:
#
(-9/20,-137/12)
(-9/20,178/15)
#
# (a,b,c,d) = (-85,0,2,0) and D = -2720:
#
#
# (a,b,c,d) = (-680,0,1,0) and D = -2720:
#
#
# (a,b,c,d) = (-679,1,1,0) and D = -2717:
#
(-16/79,-1481/316)
(-16/79,1545/316)
#
# (a,b,c,d) = (-679,0,1,0) and D = -2716:
#
#
# (a,b,c,d) = (-678,1,1,0) and D = -2713:
#
(-529/4368,22787/16744)
(1849/33852,2174605/485212)
(-529/4368,-124555/100464)
(-148225/661954,-678324797/127426145)
(49/288,-5177/1008)
(-1521/4172,-1491515/162708)
(1/14,29/7)
(1849/33852,-3301661/727818)
(-196/223,-70013/3122)
(16/609,-5051/812)
(1/8,17/4)
(25/54,-557/45)
(25/54,3217/270)
(16/609,15089/2436)
(169/152216,-59387999/1978808)
(2601/10864,3569183/554064)
(4/873,-25799/1746)
(2601/10864,-1850917/277032)
(49/288,3337/672)
(-169/172,-28037/1118)
(1/98,485/49)
(-64/559,-1511/4472)
(169/152216,29692901/989404)
(-148225/661954,12510763/2255330)
(1369/47996,-10622711/1775852)
(-1/6,11/3)
(1/8,-35/8)
(-1/6,-7/2)
(-64/559,2023/4472)
(-169/172,58271/2236)
(1/14,-59/14)
(4/873,8597/582)
(-1521/4172,775417/81354)
(1369/47996,5286029/887926)
(-196/223,72757/3122)
(1/98,-971/98)
#
# (a,b,c,d) = (1,6,-1,-3) and D = -2713:
#
(2/3,1/3)
(-73/375,-266/375)
(-659/475,-903/475)
(-167/313,-285/313)
(73,-12)
(-2,3)
(6091/2343,-2833/7029)
(281/297,-1352/891)
(-1,1/3)
(21967/30175,6414/30175)
(-32/9,-43/9)
(-11/15,13/15)
(-103/41,18/41)
(-5/3,1/3)
(41/401,-860/1203)
(17177/16403,21801/16403)
(46/27,61/27)
(1,0)
(-113396/132187,152451/132187)
#
# (a,b,c,d) = (-678,0,1,0) and D = -2712:
#
#
# (a,b,c,d) = (-677,1,1,0) and D = -2709:
#
(196/2937,-175825/41118)
(196/2937,173081/41118)
(2209/27715,5294929/1302605)
(1/9,37/9)
(289/1815,-151876/30855)
(-625/4689,257309/117225)
(-1/3,-25/3)
(-1/5,-23/5)
(1/9,-38/9)
(16/345,6589/1380)
(2209/27715,-5398752/1302605)
(-625/4689,-241684/117225)
(799236/26390449,-137198556107/23593061406)
(-1/3,26/3)
(289/1815,146963/30855)
(-1/5,24/5)
(799236/26390449,136484039123/23593061406)
(16/345,-6653/1380)
#
# (a,b,c,d) = (-25,1,3,0) and D = -2709:
#
(-1,-8/3)
(1/3,4/3)
(2397708/26390449,-137913073091/70779184218)
(289/605,-17421/10285)
(16/115,145/92)
(-1,3)
(-3/5,5/3)
(-3/5,-22/15)
(289/605,9470/6171)
(196/979,-19841/13706)
(6627/27715,-1100515/781563)
(196/979,56779/41118)
(6627/27715,5191106/3907815)
(-625/1563,30326/39075)
(2397708/26390449,135769522139/70779184218)
(1/3,-13/9)
(-625/1563,-75353/117225)
(16/115,-2239/1380)
#
# (a,b,c,d) = (1,4,-6,-2) and D = -2708:
#
(-101/243,181/243)
(1,0)
(-341/267,-266/267)
(-5/11,-7/11)
(-59/145,153/145)
#
# (a,b,c,d) = (-677,0,1,0) and D = -2708:
#
(-2601/8453,3362840/431103)
(-2601/8453,-3362840/431103)
(-1,26)
(-1,-26)
#
# (a,b,c,d) = (-676,1,1,0) and D = -2705:
#
(-9/26,703/78)
(-9/26,-26/3)
#
# (a,b,c,d) = (-84,2,2,0) and D = -2704:
#
#
# (a,b,c,d) = (-676,0,1,0) and D = -2704:
#
#
# (a,b,c,d) = (0,2,26,0) and D = -2704:
#
#
# (a,b,c,d) = (0,4,13,0) and D = -2704:
#
#
# (a,b,c,d) = (-10,3,4,0) and D = -2704:
#
#
# (a,b,c,d) = (0,1,52,0) and D = -2704:
#
#
# (a,b,c,d) = (3,25,52,0) and D = -2704:
#
#
# (a,b,c,d) = (2,2,-8,2) and D = -2704:
#
#
# (a,b,c,d) = (-675,1,1,0) and D = -2701:
#
(-49/255,540/119)
(-49/255,-7757/1785)
(9/349,-6571/1047)
(-2809/16125,44757/11395)
(1/3,-9)
(9/349,6544/1047)
(1/3,26/3)
(-2809/16125,-3207898/854625)
#
# (a,b,c,d) = (-675,0,1,0) and D = -2700:
#
(1,26)
(1,-26)
#
# (a,b,c,d) = (1,6,-3,-2) and D = -2700:
#
(1,0)
(-1/2,3/4)
(-13217/42631,-32916/42631)
(-205/332,-633/664)
#
# (a,b,c,d) = (-25,0,3,0) and D = -2700:
#
(3,26/3)
(3,-26/3)
#
# (a,b,c,d) = (-674,1,1,0) and D = -2697:
#
(4/49,-405/98)
(4/49,397/98)
#
# (a,b,c,d) = (-674,0,1,0) and D = -2696:
#
(9/55,-811/165)
(9/55,811/165)
#
# (a,b,c,d) = (-673,1,1,0) and D = -2693:
#
#
# (a,b,c,d) = (-84,1,2,0) and D = -2692:
#
(-2401/5484,61361/22393)
(1/6,-25/12)
(-2401/5484,-1355015/537432)
(1/6,2)
#
# (a,b,c,d) = (-673,0,1,0) and D = -2692:
#
(1/12,-49/12)
(-2401/10968,2827679/537432)
(1/12,49/12)
(-2401/10968,-2827679/537432)
#
# (a,b,c,d) = (-672,1,1,0) and D = -2689:
#
(4/33,-95/22)
(4/33,277/66)
#
# (a,b,c,d) = (-672,0,1,0) and D = -2688:
#
#
# (a,b,c,d) = (-84,0,2,0) and D = -2688:
#
#
# (a,b,c,d) = (-671,1,1,0) and D = -2685:
#
(4/721,-19365/1442)
(4/721,19357/1442)
#
# (a,b,c,d) = (-671,0,1,0) and D = -2684:
#
#
# (a,b,c,d) = (-670,1,1,0) and D = -2681:
#
(1/50,177/25)
(1/50,-71/10)
#
# (a,b,c,d) = (-670,0,1,0) and D = -2680:
#
#
# (a,b,c,d) = (-669,1,1,0) and D = -2677:
#
(-100/559,-21739/5590)
(-100/559,22739/5590)
#
# (a,b,c,d) = (1,3,-7,-2) and D = -2677:
#
(1,0)
(-3/7,10/7)
#
# (a,b,c,d) = (-669,0,1,0) and D = -2676:
#
#
# (a,b,c,d) = (1,0,-9,-3) and D = -2673:
#
(1,-3)
(1,0)
(-242/433,651/433)
#
# (a,b,c,d) = (-668,1,1,0) and D = -2673:
#
(625/46864,-10161013/1171600)
(-1/8,-3/2)
(-1/8,13/8)
(625/46864,2536347/292900)
#
# (a,b,c,d) = (-24,3,3,0) and D = -2673:
#
(1875/46864,1260361/439350)
(-3/8,17/24)
(-3/8,-1/3)
(1875/46864,-10223513/3514800)
#
# (a,b,c,d) = (-668,0,1,0) and D = -2672:
#
(-169/667,-54107/8671)
(-169/667,54107/8671)
(1/2,-13)
(1/2,13)
#
# (a,b,c,d) = (-83,2,2,0) and D = -2672:
#
(-338/667,-49713/17342)
(1,6)
(1,-7)
(-338/667,58501/17342)
#
# (a,b,c,d) = (-667,1,1,0) and D = -2669:
#
(-25/161,-106/35)
(-25/161,2563/805)
#
# (a,b,c,d) = (-667,0,1,0) and D = -2668:
#
(-1/7,18/7)
(-1/7,-18/7)
#
# (a,b,c,d) = (-666,1,1,0) and D = -2665:
#
#
# (a,b,c,d) = (-666,0,1,0) and D = -2664:
#
(-324/815,148697/14670)
(-324/815,-148697/14670)
#
# (a,b,c,d) = (-665,1,1,0) and D = -2661:
#
(-11449/40625,6225991/869375)
(1/13,-54/13)
(324/1057,151381/19026)
(1/13,53/13)
(324/1057,-22459/2718)
(-11449/40625,-29904912/4346875)
#
# (a,b,c,d) = (-83,1,2,0) and D = -2660:
#
(1/8,-35/16)
(1/22,73/22)
(-8/31,-105/124)
(85849/439252,511530825/257401672)
(1/2,-7/2)
(1/22,-147/44)
(-81/292,-5845/5256)
(-81/292,3287/2628)
(1/2,13/4)
(-529/272,81417/6256)
(85849/439252,-268342291/128700836)
(-8/31,121/124)
(-529/272,-150667/12512)
(1/8,17/8)
#
# (a,b,c,d) = (-665,0,1,0) and D = -2660:
#
(-4/31,113/62)
(1/4,27/4)
(85849/878504,1048215407/257401672)
(-529/544,-313501/12512)
(1/16,-69/16)
(1/16,69/16)
(1/44,-293/44)
(85849/878504,-1048215407/257401672)
(1/4,-27/4)
(-529/544,313501/12512)
(-81/584,12419/5256)
(-4/31,-113/62)
(1/44,293/44)
(-81/584,-12419/5256)
#
# (a,b,c,d) = (-664,1,1,0) and D = -2657:
#
(-1/4,-6)
(-1/4,25/4)
(9/454,-4856/681)
(49/158,8889/1106)
(9/454,9685/1362)
(49/158,-4616/553)
#
# (a,b,c,d) = (-664,0,1,0) and D = -2656:
#
#
# (a,b,c,d) = (-83,0,2,0) and D = -2656:
#
#
# (a,b,c,d) = (-663,1,1,0) and D = -2653:
#
(1225/83889,8100304/978705)
(1225/83889,-1872599/225855)
#
# (a,b,c,d) = (-663,0,1,0) and D = -2652:
#
#
# (a,b,c,d) = (-662,1,1,0) and D = -2649:
#
(-900/3839,666341/115170)
(-900/3839,-639341/115170)
#
# (a,b,c,d) = (-662,0,1,0) and D = -2648:
#
(-4/7,205/14)
(-4/7,-205/14)
#
# (a,b,c,d) = (-661,1,1,0) and D = -2645:
#
#
# (a,b,c,d) = (-661,0,1,0) and D = -2644:
#
#
# (a,b,c,d) = (-660,1,1,0) and D = -2641:
#
(-25/154,-229/70)
(-25/154,1322/385)
#
# (a,b,c,d) = (-82,2,2,0) and D = -2640:
#
#
# (a,b,c,d) = (-660,0,1,0) and D = -2640:
#
#
# (a,b,c,d) = (-659,1,1,0) and D = -2637:
#
(1/31,174/31)
(1/31,-175/31)
#
# (a,b,c,d) = (-659,0,1,0) and D = -2636:
#
(-9/71,350/213)
(16/521,12005/2084)
(16/521,-12005/2084)
(-25/151,2618/755)
(190969/2777645,5100979184/1213830865)
(4/17,217/34)
(190969/2777645,-5100979184/1213830865)
(-9/71,-350/213)
(36/745,21077/4470)
(-3969/16043,6088832/1010709)
(1/5,28/5)
(36/745,-21077/4470)
(-3969/16043,-6088832/1010709)
(-25/151,-2618/755)
(1/5,-28/5)
(49/1157,40328/8099)
(49/1157,-40328/8099)
(4/17,-217/34)
#
# (a,b,c,d) = (2,0,-7,-1) and D = -2636:
#
(5/6,-1/6)
(-441/632,397/632)
(-388/561,2675/561)
(9/2,-5/2)
(61/24,31/24)
(-62042/116973,76177/116973)
(2,1)
(-73/1782,-1627/1782)
(922684/118851,-513791/118851)
(0,-1)
(36112/41837,-9277/41837)
(-18/17,-11/17)
(-62419/168468,404783/168468)
(-31/64,43/64)
#
# (a,b,c,d) = (-658,1,1,0) and D = -2633:
#
(-1/2,13)
(-1/2,-25/2)
(289/1172,129825/19924)
(289/1172,-67369/9962)
#
# (a,b,c,d) = (-658,0,1,0) and D = -2632:
#
(-4/31,-111/62)
(-4/31,111/62)
(21904/1263033,1421890093/186928884)
(21904/1263033,-1421890093/186928884)
#
# (a,b,c,d) = (-657,1,1,0) and D = -2629:
#
(-16129/28245,-51274988/3587115)
(1156/12225,1666277/415650)
(1/15,21/5)
(1156/12225,-568527/138550)
(-25/171,262/95)
(-9/35,674/105)
(1/15,-64/15)
(-25/171,-2233/855)
(-16129/28245,17774457/1195705)
(-9/35,-647/105)
#
# (a,b,c,d) = (-657,0,1,0) and D = -2628:
#
(49/912,9637/2128)
(-1/6,-7/2)
(49/912,-9637/2128)
(-1/6,7/2)
#
# (a,b,c,d) = (-24,2,3,0) and D = -2628:
#
(49/304,1549/1064)
(-1/2,4/3)
(-1/2,-1)
(49/304,-2495/1596)
#
# (a,b,c,d) = (-82,1,2,0) and D = -2628:
#
(49/456,-14627/6384)
(-1/3,11/6)
(-1/3,-5/3)
(49/456,3571/1596)
#
# (a,b,c,d) = (-2,5,6,0) and D = -2628:
#
(-1,1)
(49/152,-473/532)
(-1,-1/6)
(49/152,3961/6384)
#
# (a,b,c,d) = (-3,1,6,0) and D = -2628:
#
(-1,-1/2)
(-1,2/3)
(49/152,-2495/3192)
(49/152,1549/2128)
#
# (a,b,c,d) = (-656,1,1,0) and D = -2625:
#
#
# (a,b,c,d) = (-4,5,5,0) and D = -2625:
#
#
# (a,b,c,d) = (-82,0,2,0) and D = -2624:
#
(-242/431,32895/9482)
(1/40,179/40)
(32041/316720,131278319/56692880)
(32041/316720,-131278319/56692880)
(-1/4,3/4)
(1/40,-179/40)
(-242/431,-32895/9482)
(-1/4,-3/4)
#
# (a,b,c,d) = (-10,2,4,0) and D = -2624:
#
(-484/431,38219/18964)
(-1/2,1/2)
(32041/158360,6277149/5669288)
(32041/158360,-68506829/56692880)
(-484/431,-27571/18964)
(-1/2,-1/4)
(1/20,89/40)
(1/20,-9/4)
#
# (a,b,c,d) = (-1,3,8,0) and D = -2624:
#
(-968/431,-16923/37928)
(-1,0)
(-968/431,48867/37928)
(-1,3/8)
(1/10,11/10)
(32041/79180,-9280271/14173220)
(1/10,-91/80)
(32041/79180,57036151/113385760)
#
# (a,b,c,d) = (-656,0,1,0) and D = -2624:
#
(-121/431,-32895/4741)
(1/80,179/20)
(-121/431,32895/4741)
(1/80,-179/20)
(-1/8,3/2)
(-1/8,-3/2)
(32041/633440,-131278319/28346440)
(32041/633440,131278319/28346440)
#
# (a,b,c,d) = (-655,1,1,0) and D = -2621:
#
#
# (a,b,c,d) = (-655,0,1,0) and D = -2620:
#
#
# (a,b,c,d) = (-654,1,1,0) and D = -2617:
#
(1/6,-5)
(-3481/30108,-448639/1776372)
(1/6,29/6)
(-3481/30108,109003/296062)
#
# (a,b,c,d) = (-654,0,1,0) and D = -2616:
#
(2116/26785,-5041103/1232110)
(-1/5,23/5)
(-1/5,-23/5)
(4/97,-977/194)
(4/97,977/194)
(2116/26785,5041103/1232110)
(-81/629,-9935/5661)
(-81/629,9935/5661)
#
# (a,b,c,d) = (-653,1,1,0) and D = -2613:
#
(169/217,-57342/2821)
(169/217,55145/2821)
#
# (a,b,c,d) = (-653,0,1,0) and D = -2612:
#
#
# (a,b,c,d) = (-652,1,1,0) and D = -2609:
#
(9/40,-187/30)
(9/40,721/120)
#
# (a,b,c,d) = (-652,0,1,0) and D = -2608:
#
(-1/3,-25/3)
(-1/3,25/3)
(2500/15729,3752183/786450)
(2500/15729,-3752183/786450)
#
# (a,b,c,d) = (-81,2,2,0) and D = -2608:
#
(-2/3,9/2)
(-2/3,-23/6)
(5000/15729,3502183/1572900)
(5000/15729,-1334061/524300)
#
# (a,b,c,d) = (-651,1,1,0) and D = -2605:
#
(289/579,41231/3281)
(-1,26)
(-1,-25)
(289/579,-128606/9843)
#
# (a,b,c,d) = (-651,0,1,0) and D = -2604:
#
(4/193,-2689/386)
(4/193,2689/386)
#
# (a,b,c,d) = (0,1,51,0) and D = -2601:
#
(16/3,-9/68)
(-27/4,1/36)
(17/12,16/153)
(17/12,-9/68)
(16/3,1/36)
(-153664/20445,19881/966280)
(59643/56840,21025/165816)
(-27/4,16/153)
(59643/56840,-153664/1042695)
(-153664/20445,21025/165816)
(357425/55272,-153664/1042695)
(357425/55272,19881/966280)
#
# (a,b,c,d) = (0,3,17,0) and D = -2601:
#
(357425/165816,-153664/347565)
(357425/165816,59643/966280)
(-153664/61335,59643/966280)
(17/36,-27/68)
(-9/4,1/12)
(17/36,16/51)
(16/9,1/12)
(-9/4,16/51)
(19881/56840,21025/55272)
(19881/56840,-153664/347565)
(-153664/61335,21025/55272)
(16/9,-27/68)
#
# (a,b,c,d) = (-650,1,1,0) and D = -2601:
#
(-153664/1042695,-1077014387/408736440)
(-153664/1042695,227450135/81747288)
(21025/165816,50722307/12021660)
(-9/68,413/204)
(16/153,-2531/612)
(19881/966280,-953936371/136245480)
(-9/68,-193/102)
(19881/966280,95113315/13624548)
(1/36,-109/18)
(16/153,2467/612)
(1/36,217/36)
(21025/165816,-104493239/24043320)
#
# (a,b,c,d) = (6,35,51,0) and D = -2601:
#
(-153664/20445,7031657/2671480)
(357425/55272,-436321481/204368220)
(16/3,-7/4)
(-27/4,41/18)
(17/12,-185/306)
(59643/56840,-2680519/12021660)
(17/12,-25/68)
(-27/4,1441/612)
(59643/56840,-203200559/408736440)
(357425/55272,-104587657/45415160)
(-153664/20445,1032426559/408736440)
(16/3,-1169/612)
#
# (a,b,c,d) = (-24,1,3,0) and D = -2601:
#
(59643/966280,-119592449/51092055)
(-153664/347565,-338926033/408736440)
(1/12,2)
(-27/68,110/153)
(59643/966280,948329929/408736440)
(-153664/347565,44351369/45415160)
(21025/55272,32798663/24043320)
(1/12,-73/36)
(16/51,89/68)
(-27/68,-359/612)
(21025/55272,-497879/333935)
(16/51,-865/612)
#
# (a,b,c,d) = (-5,2,5,0) and D = -2600:
#
#
# (a,b,c,d) = (-650,0,1,0) and D = -2600:
#
#
# (a,b,c,d) = (1,2,-8,-1) and D = -2597:
#
(1/25,-28/25)
(-27/4,-13/4)
(3892891/3928000,889677/3928000)
(-90/163,77/163)
(26/23,9/23)
(139/24,-35/24)
(4,-1)
(12564/12679,185/12679)
(-143/61,38/61)
(-3065/439,776/439)
(11/6,5/6)
(-872/1285,-709/1285)
(-266/135,73/135)
(-79/5,-38/5)
(-13/20,-11/20)
(988/1005,211/1005)
(-1/2,1/2)
(-5/18,37/18)
(-12556/9683,4077/9683)
(547/3007,-5410/3007)
(-2,-1)
(-146/381,-221/381)
(-37/218,-155/218)
(-5/19,36/19)
(127/79,56/79)
(-37/32,13/32)
(-1/3,2/3)
(-28048/37559,15561/37559)
(1,0)
(-30447/29177,-18212/29177)
(-55091/3610,13923/3610)
(-8938/3551,2353/3551)
(9/5,-2/5)
(635/656,109/656)
(434/293,-3573/293)
(1/4,-9/4)
(1359/458,-11183/458)
(0,-1)
#
# (a,b,c,d) = (-649,1,1,0) and D = -2597:
#
(-25/119,-2846/595)
(4/49,-403/98)
(-4/7,-199/14)
(-1990921/2862629,-70010584969/4039169519)
(1/221,-3286/221)
(-146689/1068431,15914123/6935747)
(-16/119,-955/476)
(1/11,-45/11)
(64/1177,42179/9416)
(-9/77,-116/231)
(1/7,31/7)
(-5776/23863,10779877/1813588)
(1/343,6352/343)
(25/749,-20807/3745)
(9/679,-17720/2037)
(9/679,17693/2037)
(-9/77,13/21)
(81/637,24202/5733)
(1,25)
(-121/293,34207/3223)
(121/203,33372/2233)
(-25/119,2971/595)
(-16/119,1019/476)
(-6724/17927,-13566823/1470014)
(-6724/17927,14118191/1470014)
(1,-26)
(4/329,5967/658)
(-1/7,18/7)
(121/91,33260/1001)
(11449/36757,-32612689/3932999)
(32761/417571,-312220121/75580351)
(1/7,-32/7)
(1/11,4)
(64/2233,-9689/1624)
(64/1177,-3881/856)
(-6561/33089,-11864359/2680209)
(4/329,-5975/658)
(4/49,395/98)
(11449/36757,531994/66661)
(121/203,-34703/2233)
(-1/7,-17/7)
(1/221,3285/221)
(1/343,-6353/343)
(25/791,-22536/3955)
(1/37,226/37)
(-4/7,207/14)
(-5776/23863,-10340901/1813588)
(32761/417571,27844580/6870941)
(25/791,22411/3955)
(25/749,20682/3745)
(81/637,-24931/5733)
(64/2233,106067/17864)
(-121/293,-32876/3223)
(256/1001,9729/1456)
(121/91,-34591/1001)
(256/1001,-111115/16016)
(-1990921/2862629,6619979500/367197229)
(-6561/33089,12395800/2680209)
(-146689/1068431,-882751370/409209073)
(1/37,-227/37)
#
# (a,b,c,d) = (-1,5,7,0) and D = -2597:
#
(-4,7/2)
(-6561/4727,437353/382887)
(121/29,1535/2233)
(-1,0)
(448/1177,-51395/65912)
(25/113,414/565)
(121/29,-1170/319)
(7,-43/7)
(-25/17,104/85)
(-5776/3409,-58741/259084)
(7/37,-244/259)
(64/319,-16469/17864)
(11449/5251,-1090580/561857)
(-6724/2561,3355921/1470014)
(1,-1)
(7/11,27/77)
(7/221,-3303/1547)
(7/221,3268/1547)
(7,8/7)
(-847/293,56834/22561)
(1,2/7)
(-1,5/7)
(1/49,905/343)
(25/107,-468/535)
(-16/17,19/476)
(256/143,763/2288)
(448/1177,33475/65912)
(-6561/4727,-404266/2680209)
(11449/5251,1508845/3932999)
(-4,-9/14)
(-9/11,7/33)
(1/49,-130/49)
(81/91,241/819)
(25/113,-3523/3955)
(4/47,119/94)
(-847/293,-10249/22561)
(4/47,-873/658)
(9/97,2462/2037)
(-6724/2561,-85583/210002)
(-16/17,43/68)
(-146689/152633,270575048/409209073)
(4/7,37/98)
(-25/17,-103/595)
(4/7,-11/14)
(-1990921/408947,2460734623/577024217)
(9/97,-371/291)
(7/11,-62/77)
(-146689/152633,1476341/58458439)
(-9/11,86/231)
(-5776/3409,2606067/1813588)
(7/37,209/259)
(32761/59653,4193567/10797193)
(64/319,1987/2552)
(32761/59653,-59003674/75580351)
(121/13,-8174/1001)
(256/143,-25821/16016)
(25/107,2651/3745)
(121/13,217/143)
(-1990921/408947,-3179194706/4039169519)
(81/91,-5332/5733)
#
# (a,b,c,d) = (-649,0,1,0) and D = -2596:
#
(1/20,-93/20)
(2025/8944,2470753/402480)
(1/20,93/20)
(-529/3460,233781/79580)
(961/1560,761437/48360)
(1/26,-135/26)
(1/26,135/26)
(-529/3460,-233781/79580)
(961/1560,-761437/48360)
(1/3,26/3)
(2025/8944,-2470753/402480)
(-289/2158,74937/36686)
(1/3,-26/3)
(1/1398,52271/1398)
(1/1398,-52271/1398)
(-289/2158,-74937/36686)
#
# (a,b,c,d) = (-81,1,2,0) and D = -2596:
#
(-289/1079,-17506/18343)
(2/3,-9/2)
(1/699,-4356/233)
(961/780,121941/16120)
(1/699,26135/1398)
(2025/4472,-1280939/402480)
(1/10,-47/20)
(1/13,67/26)
(961/780,-197807/24180)
(1/13,-34/13)
(1/10,23/10)
(2025/4472,594907/201240)
(-529/1730,61487/39790)
(-289/1079,39925/36686)
(-529/1730,-110807/79580)
(2/3,25/6)
#
# (a,b,c,d) = (-648,1,1,0) and D = -2593:
#
(2209/79776,2829383/468684)
(25921/11628,-27087230/468027)
(2209/79776,-2526543/416608)
(361/1422,-93056/13509)
(25921/11628,11575071/208012)
(1/18,40/9)
(361/1422,19917/3002)
(1/18,-9/2)
#
# (a,b,c,d) = (-24,0,3,0) and D = -2592:
#
#
# (a,b,c,d) = (-648,0,1,0) and D = -2592:
#
#
# (a,b,c,d) = (-81,0,2,0) and D = -2592:
#
#
# (a,b,c,d) = (-3,0,6,0) and D = -2592:
#
#
# (a,b,c,d) = (2,5,-3,-3) and D = -2589:
#
(2/3,1/3)
(-919/3161,-2143/3161)
(14762/23511,-29555/23511)
(1,1)
(1/8,-3/4)
#
# (a,b,c,d) = (-647,1,1,0) and D = -2589:
#
(1/115,1233/115)
(1/115,-1234/115)
(169/283,54998/3679)
(49/331,-10774/2317)
(49/331,10431/2317)
(169/283,-57195/3679)
#
# (a,b,c,d) = (-647,0,1,0) and D = -2588:
#
(-4/23,-171/46)
(-4/23,171/46)
#
# (a,b,c,d) = (-646,1,1,0) and D = -2585:
#
#
# (a,b,c,d) = (-646,0,1,0) and D = -2584:
#
#
# (a,b,c,d) = (-645,1,1,0) and D = -2581:
#
(4/9,-209/18)
(4/9,67/6)
#
# (a,b,c,d) = (-645,0,1,0) and D = -2580:
#
(-36/71,5453/426)
(-36/71,-5453/426)
#
# (a,b,c,d) = (-644,1,1,0) and D = -2577:
#
(-1/8,3/2)
(-1/8,-11/8)
#
# (a,b,c,d) = (-644,0,1,0) and D = -2576:
#
(1/8,17/4)
(1/8,-17/4)
(-289/2320,27647/19720)
(-289/2320,-27647/19720)
#
# (a,b,c,d) = (-80,2,2,0) and D = -2576:
#
(1/4,-9/4)
(1/4,2)
(-289/1160,407/493)
(-289/1160,-11367/19720)
#
# (a,b,c,d) = (-10,1,4,0) and D = -2576:
#
(-289/580,-11367/39440)
(1/2,1)
(1/2,-9/8)
(-289/580,407/986)
#
# (a,b,c,d) = (-643,1,1,0) and D = -2573:
#
(36/49,-5597/294)
(36/49,5381/294)
#
# (a,b,c,d) = (-643,0,1,0) and D = -2572:
#
#
# (a,b,c,d) = (-642,1,1,0) and D = -2569:
#
(1/2,-13)
(-289/1140,-38651/6460)
(-289/1140,60433/9690)
(1/2,25/2)
#
# (a,b,c,d) = (-642,0,1,0) and D = -2568:
#
(-576/3791,-261161/90984)
(-576/3791,261161/90984)
#
# (a,b,c,d) = (-641,1,1,0) and D = -2565:
#
#
# (a,b,c,d) = (-23,3,3,0) and D = -2565:
#
#
# (a,b,c,d) = (-80,1,2,0) and D = -2564:
#
#
# (a,b,c,d) = (-641,0,1,0) and D = -2564:
#
#
# (a,b,c,d) = (-640,1,1,0) and D = -2561:
#
(-729/4580,-379997/123660)
(1/10,-41/10)
(1/10,4)
(-729/4580,19984/6183)
#
# (a,b,c,d) = (-640,0,1,0) and D = -2560:
#
(-1/4,6)
(-1/4,-6)
(1/9,-37/9)
(1/9,37/9)
#
# (a,b,c,d) = (-9,4,4,0) and D = -2560:
#
(4/9,-5/4)
(4/9,29/36)
(-1,2)
(-1,-1)
#
# (a,b,c,d) = (-80,0,2,0) and D = -2560:
#
(-1/2,-3)
(2/9,37/18)
(2/9,-37/18)
(-1/2,3)
#
# (a,b,c,d) = (-10,0,4,0) and D = -2560:
#
(4/9,-37/36)
(4/9,37/36)
(-1,3/2)
(-1,-3/2)
#
# (a,b,c,d) = (-639,1,1,0) and D = -2557:
#
(-1849/10647,191467/50869)
(1/21,-100/21)
(1/21,33/7)
(39601/87087,196958582/17330313)
(39601/87087,-68279727/5776771)
(-1849/10647,-1643696/457821)
#
# (a,b,c,d) = (1,1,-9,2) and D = -2557:
#
(53/137,252/137)
(17/5,7/5)
(1,0)
(-775/53,427/106)
(-71/187,-301/374)
#
# (a,b,c,d) = (-639,0,1,0) and D = -2556:
#
(4/217,3203/434)
(4/217,-3203/434)
#
# (a,b,c,d) = (-638,1,1,0) and D = -2553:
#
(16/73,-1765/292)
(-81/608,-10333/5472)
(1/9064,-78449/824)
(-81/608,5531/2736)
(1/4,13/2)
(16/73,1701/292)
(1/4,-27/4)
(1/9064,431469/4532)
#
# (a,b,c,d) = (-638,0,1,0) and D = -2552:
#
(1/67,-549/67)
(1/67,549/67)
(133956/2201017,3492328211/805572222)
(133956/2201017,-3492328211/805572222)
#
# (a,b,c,d) = (-637,1,1,0) and D = -2549:
#
(1/17,-75/17)
(-22201/3145,-81851079/468605)
(1/17,74/17)
(196/65,5223/70)
(-22201/3145,85159028/468605)
(196/65,-70643/910)
#
# (a,b,c,d) = (-637,0,1,0) and D = -2548:
#
(-25/129,-2794/645)
(-25/129,2794/645)
#
# (a,b,c,d) = (-636,1,1,0) and D = -2545:
#
(-1/6,-10/3)
(1681/31836,1476499/326319)
(-1/6,7/2)
(1681/31836,-1991639/435092)
#
# (a,b,c,d) = (-636,0,1,0) and D = -2544:
#
#
# (a,b,c,d) = (-79,2,2,0) and D = -2544:
#
#
# (a,b,c,d) = (-635,1,1,0) and D = -2541:
#
#
# (a,b,c,d) = (-635,0,1,0) and D = -2540:
#
(4/41,331/82)
(4/41,-331/82)
(1/269,-4412/269)
(1/269,4412/269)
#
# (a,b,c,d) = (-634,1,1,0) and D = -2537:
#
#
# (a,b,c,d) = (-634,0,1,0) and D = -2536:
#
#
# (a,b,c,d) = (-633,1,1,0) and D = -2533:
#
(1/383,-7496/383)
(1/383,7495/383)
#
# (a,b,c,d) = (-79,1,2,0) and D = -2532:
#
(-1458/4901,376777/264654)
(1/23,78/23)
(-1,-6)
(-1,13/2)
(18/139,1747/834)
(1/23,-157/46)
(625/1268,99429/31700)
(97969/530564,-4330965/2102108)
(24649/167504,-110422183/52596256)
(121/5576,-294873/61336)
(-1/4,3/4)
(625/1268,-214483/63400)
(44521/72563,116666393/30621586)
(97969/530564,653628173/332133064)
(44521/72563,-63030162/15310793)
(18/139,-1801/834)
(121/5576,588415/122672)
(-1/4,-5/8)
(-1458/4901,-337411/264654)
(24649/167504,53276145/26298128)
#
# (a,b,c,d) = (-633,0,1,0) and D = -2532:
#
(-1/2,-25/2)
(-1/8,11/8)
(-729/4901,-357094/132327)
(625/2536,-413341/63400)
(9/139,-1774/417)
(121/11152,1178161/122672)
(1/46,-313/46)
(24649/335008,216974473/52596256)
(-729/4901,357094/132327)
(24649/335008,-216974473/52596256)
(9/139,1774/417)
(97969/1061128,1337920643/332133064)
(1/46,313/46)
(-1/2,25/2)
(121/11152,-1178161/122672)
(-1/8,-11/8)
(97969/1061128,-1337920643/332133064)
(44521/145126,-242726717/30621586)
(44521/145126,242726717/30621586)
(625/2536,413341/63400)
#
# (a,b,c,d) = (-632,1,1,0) and D = -2529:
#
(729/7630,410152/103005)
(729/7630,-839987/206010)
#
# (a,b,c,d) = (-632,0,1,0) and D = -2528:
#
(-1/7,-17/7)
(-1/7,17/7)
#
# (a,b,c,d) = (-79,0,2,0) and D = -2528:
#
(-2/7,-17/14)
(-2/7,17/14)
#
# (a,b,c,d) = (-631,1,1,0) and D = -2525:
#
(16/481,10639/1924)
(361/42415,8733598/805885)
(9/115,1394/345)
(-4/31,-99/62)
(121/21565,-3167668/237215)
(1/5,-28/5)
(-4/31,107/62)
(121/21565,3166337/237215)
(4,197/2)
(-121/985,-12087/10835)
(-1/5,-22/5)
(-1/5,23/5)
(4,-205/2)
(361/42415,-8740457/805885)
(1/25,127/25)
(1/25,-128/25)
(16/481,-10703/1924)
(289/1175,-132299/19975)
(289/1175,127386/19975)
(9/115,-1421/345)
(-121/985,13418/10835)
(1/5,27/5)
#
# (a,b,c,d) = (-5,1,5,0) and D = -2525:
#
(80/481,-10831/9620)
(-1,-4/5)
(1,-6/5)
(1/5,-26/25)
(-121/197,-377/2167)
(-1,1)
(9/23,-59/69)
(9/23,268/345)
(289/235,-1137/799)
(1/5,1)
(1,1)
(289/235,23512/19975)
(361/8483,-350167/161177)
(-20/31,-83/310)
(361/8483,1743976/805885)
(20,-221/10)
(121/4313,126547/47443)
(20,181/10)
(121/4313,-634066/237215)
(-20/31,123/310)
(-121/197,3216/10835)
(80/481,10511/9620)
#
# (a,b,c,d) = (-631,0,1,0) and D = -2524:
#
(1/89,840/89)
(1/89,-840/89)
#
# (a,b,c,d) = (-630,1,1,0) and D = -2521:
#
(2401/38376,8018333/1880424)
(-64/183,12869/1464)
(1/48,-167/24)
(1/48,111/16)
(-64/183,-4119/488)
(9/40,-737/120)
(2401/38376,-451999/104468)
(9/40,71/12)
#
# (a,b,c,d) = (-23,2,3,0) and D = -2520:
#
#
# (a,b,c,d) = (-630,0,1,0) and D = -2520:
#
#
# (a,b,c,d) = (-629,1,1,0) and D = -2517:
#
#
# (a,b,c,d) = (-629,0,1,0) and D = -2516:
#
#
# (a,b,c,d) = (-628,1,1,0) and D = -2513:
#
#
# (a,b,c,d) = (-78,2,2,0) and D = -2512:
#
(32/33,-581/88)
(32/33,1487/264)
#
# (a,b,c,d) = (-628,0,1,0) and D = -2512:
#
(16/33,-1615/132)
(16/33,1615/132)
#
# (a,b,c,d) = (-627,1,1,0) and D = -2509:
#
(-1/3,25/3)
(-1/3,-8)
#
# (a,b,c,d) = (-627,0,1,0) and D = -2508:
#
#
# (a,b,c,d) = (-626,1,1,0) and D = -2505:
#
#
# (a,b,c,d) = (1,4,-5,-3) and D = -2505:
#
(1,0)
(-145/227,279/227)
#
# (a,b,c,d) = (-626,0,1,0) and D = -2504:
#
(9/655,16777/1965)
(-16/103,-1213/412)
(-16/103,1213/412)
(-1,25)
(9/655,-16777/1965)
(-1,-25)
#
# (a,b,c,d) = (-625,1,1,0) and D = -2501:
#
#
# (a,b,c,d) = (-78,1,2,0) and D = -2500:
#
(-9/25,-137/75)
(4761/37700,2743127/1300650)
(2/75,-217/50)
(5408/50025,-11868533/5202600)
(4761/37700,-869309/400200)
(-9/25,301/150)
(-841/3588,919/5336)
(1/3,-5/2)
(5408/50025,3862439/1734200)
(2/75,649/150)
(1/3,7/3)
(-841/3588,-2863/52026)
#
# (a,b,c,d) = (0,1,50,0) and D = -2500:
#
(4761/1508,-841/7176)
(-9,1/75)
(-9,1/6)
(-21025/3588,2704/50025)
(2/3,1/6)
(2/3,-9/50)
(25/3,-9/50)
(-21025/3588,4761/75400)
(25/3,1/75)
(4761/1508,2704/50025)
(5408/2001,-841/7176)
(5408/2001,4761/75400)
#
# (a,b,c,d) = (-625,0,1,0) and D = -2500:
#
(-841/7176,-47293/208104)
(1/75,-26/3)
(-9/50,23/6)
(4761/75400,-890941/208104)
(1/75,26/3)
(4761/75400,890941/208104)
(-9/50,-23/6)
(1/6,29/6)
(1/6,-29/6)
(-841/7176,47293/208104)
(2704/50025,469117/104052)
(2704/50025,-469117/104052)
#
# (a,b,c,d) = (12,49,50,0) and D = -2500:
#
(4761/1508,-38015/26013)
(25/3,-209/50)
(5408/2001,-7358909/5202600)
(-9,673/150)
(-9,13/3)
(25/3,-299/75)
(2/3,-1/2)
(4761/1508,-8493941/5202600)
(-21025/3588,4987303/1734200)
(2/3,-23/150)
(-21025/3588,1864327/650325)
(5408/2001,-85609/69368)
#
# (a,b,c,d) = (-5,0,5,0) and D = -2500:
#
(4761/15080,-890941/1040520)
(5/6,29/30)
(-4205/7176,47293/1040520)
(-9/10,23/30)
(2704/10005,-469117/520260)
(4761/15080,890941/1040520)
(-9/10,-23/30)
(-4205/7176,-47293/1040520)
(1/15,26/15)
(5/6,-29/30)
(2704/10005,469117/520260)
(1/15,-26/15)
#
# (a,b,c,d) = (0,2,25,0) and D = -2500:
#
(4761/3016,-841/3588)
(4761/3016,5408/50025)
(25/6,2/75)
(25/6,-9/25)
(-21025/7176,4761/37700)
(-9/2,1/3)
(-21025/7176,5408/50025)
(-9/2,2/75)
(2704/2001,-841/3588)
(1/3,1/3)
(2704/2001,4761/37700)
(1/3,-9/25)
#
# (a,b,c,d) = (0,5,10,0) and D = -2500:
#
(5408/10005,-4205/7176)
(-4205/3588,2704/10005)
(-9/5,5/6)
(5/3,-9/10)
(2/15,5/6)
(-9/5,1/15)
(4761/7540,2704/10005)
(4761/7540,-4205/7176)
(2/15,-9/10)
(5408/10005,4761/15080)
(-4205/3588,4761/15080)
(5/3,1/15)
#
# (a,b,c,d) = (-624,1,1,0) and D = -2497:
#
(1/12,4)
(1/12,-49/12)
(-9409/39192,912454/158401)
(-9409/39192,-20986223/3801624)
#
# (a,b,c,d) = (-78,0,2,0) and D = -2496:
#
(-5000/4991,3102527/499100)
(2,-25/2)
(-5000/4991,-3102527/499100)
(2,25/2)
#
# (a,b,c,d) = (-624,0,1,0) and D = -2496:
#
(-2500/4991,-3102527/249550)
(-2500/4991,3102527/249550)
(1,25)
(1,-25)
#
# (a,b,c,d) = (-23,1,3,0) and D = -2493:
#
(1/9,-16/9)
(3/19,-88/57)
(-256/637,-17609/30576)
(-256/637,7235/10192)
(-64/133,3587/3192)
(-289/551,-31744/28101)
(1/9,47/27)
(1,8/3)
(-289/551,12219/9367)
(9025/14697,106448/60705)
(1,-3)
(9025/14697,-8202287/4188645)
(-64/133,-1025/1064)
(3/19,85/57)
#
# (a,b,c,d) = (-623,1,1,0) and D = -2493:
#
(1/27,142/27)
(1/3,25/3)
(-64/399,-1391/456)
(-289/1653,105058/28101)
(1/19,86/19)
(-256/1911,8717/4368)
(1/19,-87/19)
(9025/44091,-23749486/4188645)
(-256/1911,-56923/30576)
(9025/44091,22892111/4188645)
(1/3,-26/3)
(1/27,-143/27)
(-289/1653,-100145/28101)
(-64/399,10249/3192)
#
# (a,b,c,d) = (-623,0,1,0) and D = -2492:
#
#
# (a,b,c,d) = (-622,1,1,0) and D = -2489:
#
(-1/8,11/8)
(49/4880,170419/17080)
(49/4880,-341181/34160)
(-1/8,-5/4)
#
# (a,b,c,d) = (-622,0,1,0) and D = -2488:
#
(1/219,-3241/219)
(1/219,3241/219)
#
# (a,b,c,d) = (-621,1,1,0) and D = -2485:
#
#
# (a,b,c,d) = (1,3,-6,-4) and D = -2484:
#
(1,0)
(-5/4,9/4)
#
# (a,b,c,d) = (-621,0,1,0) and D = -2484:
#
(-9/65,-422/195)
(-9/65,422/195)
#
# (a,b,c,d) = (-23,0,3,0) and D = -2484:
#
(-27/65,422/585)
(-27/65,-422/585)
#
# (a,b,c,d) = (-620,1,1,0) and D = -2481:
#
(1089/11152,365303/92004)
(-16/47,-1529/188)
(-16/47,1593/188)
(-61009/478568,184289067/118206296)
(1089/11152,-1497149/368016)
(25/436,9559/2180)
(25/436,-2421/545)
(-61009/478568,-42304961/29551574)
#
# (a,b,c,d) = (-620,0,1,0) and D = -2480:
#
(1/14,-29/7)
(-841/1939,601249/56231)
(1/14,29/7)
(-841/1939,-601249/56231)
#
# (a,b,c,d) = (-77,2,2,0) and D = -2480:
#
(1/7,2)
(-1682/1939,92861/16066)
(-1682/1939,-552471/112462)
(1/7,-15/7)
#
# (a,b,c,d) = (-619,1,1,0) and D = -2477:
#
#
# (a,b,c,d) = (-619,0,1,0) and D = -2476:
#
#
# (a,b,c,d) = (-618,1,1,0) and D = -2473:
#
(-17015625/100343096,1461810210083/413915271000)
(9/28,-701/84)
(-17015625/100343096,-695810378479/206957635500)
(9/28,337/42)
#
# (a,b,c,d) = (-618,0,1,0) and D = -2472:
#
(1/7,31/7)
(1/7,-31/7)
(-3844/32207,1301737/1996834)
(-3844/32207,-1301737/1996834)
#
# (a,b,c,d) = (-617,1,1,0) and D = -2469:
#
(9/211,-3151/633)
(9/211,3124/633)
#
# (a,b,c,d) = (-617,0,1,0) and D = -2468:
#
(-625/2464,-368341/61600)
(-625/2464,368341/61600)
(1/2,25/2)
(1/2,-25/2)
#
# (a,b,c,d) = (-77,1,2,0) and D = -2468:
#
(-625/1232,-12597/4400)
(-625/1232,17453/5600)
(1,6)
(1,-13/2)
#
# (a,b,c,d) = (-616,1,1,0) and D = -2465:
#
(-1/4,-23/4)
(-1/4,6)
(2209/19976,3770905/938872)
(2209/19976,-44031/10669)
#
# (a,b,c,d) = (-616,0,1,0) and D = -2464:
#
(-1/6,10/3)
(-1/6,-10/3)
#
# (a,b,c,d) = (-77,0,2,0) and D = -2464:
#
(-1/3,5/3)
(-1/3,-5/3)
#
# (a,b,c,d) = (-615,1,1,0) and D = -2461:
#
(121/4095,-52957/9009)
(-1/7,17/7)
(121/4095,87818/15015)
(-1/7,-16/7)
#
# (a,b,c,d) = (-615,0,1,0) and D = -2460:
#
#
# (a,b,c,d) = (-22,3,3,0) and D = -2457:
#
#
# (a,b,c,d) = (-614,1,1,0) and D = -2457:
#
#
# (a,b,c,d) = (-614,0,1,0) and D = -2456:
#
(16384/75137,-55898047/9617536)
(16384/75137,55898047/9617536)
#
# (a,b,c,d) = (-613,1,1,0) and D = -2453:
#
(16/169,2677/676)
(16/169,-2741/676)
#
# (a,b,c,d) = (-613,0,1,0) and D = -2452:
#
#
# (a,b,c,d) = (-612,1,1,0) and D = -2449:
#
#
# (a,b,c,d) = (-612,0,1,0) and D = -2448:
#
(9/52,383/78)
(9/52,-383/78)
(-169/1208,-17257/7852)
(-1/8,-5/4)
(-169/1208,17257/7852)
(16/14809,1802141/59236)
(-1320201/11142872,-2484172921/6401579964)
(1/13,53/13)
(1/4,13/2)
(-441/356,114503/3738)
(961/9589,-1193671/297259)
(-1/8,5/4)
(25/2704,70321/6760)
(25/2704,-70321/6760)
(961/9589,1193671/297259)
(-441/356,-114503/3738)
(1/4,-13/2)
(1/13,-53/13)
(81/4864,-169853/21888)
(81/4864,169853/21888)
(-1320201/11142872,2484172921/6401579964)
(16/14809,-1802141/59236)
#
# (a,b,c,d) = (-9,3,4,0) and D = -2448:
#
(-169/302,2981/3926)
(4/13,-59/52)
(-1320201/2785718,879363221/3200789982)
(1,-2)
(-1320201/2785718,1033279963/12803159928)
(-1/2,1/2)
(81/1216,-21505/10944)
(81/1216,83833/43776)
(25/676,-8837/3380)
(1,5/4)
(64/14809,-1802525/236944)
(3844/9589,1014925/1189036)
(-1/2,-1/8)
(3844/9589,-1372417/1189036)
(-441/89,-10840/1869)
(9/13,-58/39)
(9/13,151/156)
(4/13,47/52)
(-169/302,-5333/15704)
(64/14809,1801757/236944)
(25/676,34973/13520)
(-441/89,71143/7476)
#
# (a,b,c,d) = (-76,2,2,0) and D = -2448:
#
(9/26,-205/78)
(2/13,51/26)
(25/1352,-35223/6760)
(-441/178,-52621/3738)
(81/2432,-4489/1152)
(-1/4,3/4)
(1922/9589,1134089/594518)
(1/2,-7/2)
(25/1352,17549/3380)
(1922/9589,-1253253/594518)
(32/14809,-1802269/118472)
(81/2432,42281/10944)
(-1/4,-1/2)
(-1320201/5571436,2000541935/6401579964)
(-1320201/5571436,-241815493/3200789982)
(2/13,-55/26)
(-169/604,9727/7852)
(9/26,89/39)
(1/2,3)
(-169/604,-3765/3926)
(-441/178,30941/1869)
(32/14809,1802013/118472)
#
# (a,b,c,d) = (-611,1,1,0) and D = -2445:
#
(9/49,737/147)
(1764/23881,-4157063/1003002)
(1764/23881,314075/77154)
(-81/581,11710/5229)
(9/49,-764/147)
(47961/127981,5498627/596337)
(47961/127981,-268938928/28027839)
(-81/581,-10981/5229)
#
# (a,b,c,d) = (-611,0,1,0) and D = -2444:
#
(9/61,-820/183)
(9/61,820/183)
#
# (a,b,c,d) = (-610,1,1,0) and D = -2441:
#
(-9/38,319/57)
(1/8,33/8)
(-4489/34960,-1690741/1171160)
(1/8,-17/4)
(-4489/34960,736449/468464)
(-121/370,16383/2035)
(100/1769,1277/290)
(100/1769,-78897/17690)
(-121/370,-6287/814)
(-9/38,-611/114)
#
# (a,b,c,d) = (-610,0,1,0) and D = -2440:
#
(-169/81,-54257/1053)
(-9/41,-613/123)
(-9/41,613/123)
(4/561,13289/1122)
(-169/81,54257/1053)
(4/561,-13289/1122)
#
# (a,b,c,d) = (-609,1,1,0) and D = -2437:
#
#
# (a,b,c,d) = (-609,0,1,0) and D = -2436:
#
(-1/5,-22/5)
(1936/24985,-4473923/1099340)
(-1/5,22/5)
(1936/24985,4473923/1099340)
#
# (a,b,c,d) = (-76,1,2,0) and D = -2436:
#
(-2/5,-21/10)
(3872/24985,4388739/2198680)
(-2/5,23/10)
(3872/24985,-239953/115720)
#
# (a,b,c,d) = (-608,1,1,0) and D = -2433:
#
(-1/2,-12)
(-1/2,25/2)
#
# (a,b,c,d) = (-76,0,2,0) and D = -2432:
#
#
# (a,b,c,d) = (-608,0,1,0) and D = -2432:
#
#
# (a,b,c,d) = (-607,1,1,0) and D = -2429:
#
(19044/31753,63694783/4381914)
(19044/31753,-66322855/4381914)
#
# (a,b,c,d) = (2,1,-7,1) and D = -2429:
#
(0,1)
#
# (a,b,c,d) = (-607,0,1,0) and D = -2428:
#
(-9/23,-656/69)
(-9/23,656/69)
#
# (a,b,c,d) = (-606,1,1,0) and D = -2425:
#
#
# (a,b,c,d) = (-606,0,1,0) and D = -2424:
#
#
# (a,b,c,d) = (-605,1,1,0) and D = -2421:
#
(-4/23,-159/46)
(-4/23,167/46)
#
# (a,b,c,d) = (-605,0,1,0) and D = -2420:
#
(-64/319,-1021/232)
(-64/319,1021/232)
(1/11,-4)
(1/11,4)
#
# (a,b,c,d) = (1,8,11,0) and D = -2420:
#
(1,0)
(1,-8/11)
(-64/29,279/232)
(-64/29,1027/2552)
#
# (a,b,c,d) = (-604,1,1,0) and D = -2417:
#
(16/497,-11223/1988)
(16/497,11159/1988)
#
# (a,b,c,d) = (-604,0,1,0) and D = -2416:
#
(1/5,-27/5)
(-324/2615,51589/47070)
(1/5,27/5)
(-324/2615,-51589/47070)
#
# (a,b,c,d) = (-75,2,2,0) and D = -2416:
#
(-648/2615,-7985/18828)
(2/5,-29/10)
(2/5,5/2)
(-648/2615,63253/94140)
#
# (a,b,c,d) = (-603,1,1,0) and D = -2413:
#
(-9/29,658/87)
(-9/29,-631/87)
(-5329/36873,-6221033/2691729)
(-100/471,-21833/4710)
(1/9,-37/9)
(-5329/36873,734450/299081)
(-100/471,7611/1570)
(1/9,4)
#
# (a,b,c,d) = (-603,0,1,0) and D = -2412:
#
(-1/3,8)
(-25/111,-946/185)
(256/1617,-39923/8624)
(-25/111,946/185)
(9/193,-2762/579)
(4/33,91/22)
(4/33,-91/22)
(9/193,2762/579)
(256/1617,39923/8624)
(-1/3,-8)
#
# (a,b,c,d) = (-22,2,3,0) and D = -2412:
#
(-1,-7/3)
(-25/37,357/185)
(-1,3)
(4/11,-3/2)
(-25/37,-821/555)
(27/193,2681/1737)
(256/539,-14673/8624)
(256/539,3257/2352)
(27/193,-2843/1737)
(4/11,83/66)
#
# (a,b,c,d) = (-602,1,1,0) and D = -2409:
#
(361/42640,8803107/810160)
(361/42640,-4404983/405080)
(-81/560,-5827/2520)
(-81/560,1769/720)
(-1/8,5/4)
(64/3601,216199/28808)
(64/3601,-216711/28808)
(-1/8,-9/8)
#
# (a,b,c,d) = (-602,0,1,0) and D = -2408:
#
(1/23,-113/23)
(1/23,113/23)
#
# (a,b,c,d) = (-601,1,1,0) and D = -2405:
#
(2401/4811,-2962861/235739)
(-25/211,38/1055)
(2401/4811,2845212/235739)
(-1,-24)
(9/181,-2537/543)
(-25/211,87/1055)
(9/181,2510/543)
(-1,25)
#
# (a,b,c,d) = (-601,0,1,0) and D = -2404:
#
(9/16,665/48)
(9/16,-665/48)
#
# (a,b,c,d) = (-75,1,2,0) and D = -2404:
#
(9/8,-173/24)
(9/8,319/48)
#
# (a,b,c,d) = (0,1,49,0) and D = -2401:
#
(-121/6,4/1617)
(4/33,9/22)
(441/22,4/1617)
(441/22,-121/294)
(4/33,-121/294)
(-121/6,9/22)
#
# (a,b,c,d) = (1,5,-8,1) and D = -2401:
#
(0,1)
(-9/13,-11/13)
(-2/13,9/13)
(-1,-1)
(1,0)
(11/13,2/13)
#
# (a,b,c,d) = (-600,1,1,0) and D = -2401:
#
(9/22,328/33)
(-121/294,-15776/1617)
(4/1617,-65027/3234)
(9/22,-683/66)
(-121/294,10961/1078)
(4/1617,21673/1078)
#
# (a,b,c,d) = (0,7,7,0) and D = -2401:
#
(63/22,-121/42)
(-121/42,4/231)
(4/231,-121/42)
(63/22,4/231)
(4/231,63/22)
(-121/42,63/22)
#
# (a,b,c,d) = (-75,0,2,0) and D = -2400:
#
(1/5,2)
(-32/95,253/152)
(1/5,-2)
(-32/95,-253/152)
#
# (a,b,c,d) = (-600,0,1,0) and D = -2400:
#
(1/10,-4)
(1/10,4)
(-16/95,-253/76)
(-16/95,253/76)
#
# (a,b,c,d) = (-4,4,5,0) and D = -2400:
#
(-16/19,381/380)
(1/2,-1)
(1/2,3/5)
(-16/19,-25/76)
#
# (a,b,c,d) = (1,8,10,0) and D = -2400:
#
(1,0)
(-32/19,153/152)
(1,-4/5)
(-32/19,259/760)
#
# (a,b,c,d) = (-599,1,1,0) and D = -2397:
#
(1,24)
(1,-25)
#
# (a,b,c,d) = (-599,0,1,0) and D = -2396:
#
(1024/35945,-6861899/1150240)
(1024/35945,6861899/1150240)
(-1/7,-16/7)
(-1/7,16/7)
#
# (a,b,c,d) = (-598,1,1,0) and D = -2393:
#
#
# (a,b,c,d) = (-598,0,1,0) and D = -2392:
#
(-2500/14271,-2537183/713550)
(-2500/14271,2537183/713550)
(1/3,-25/3)
(1/3,25/3)
#
# (a,b,c,d) = (-597,1,1,0) and D = -2389:
#
(1/35,208/35)
(1/35,-209/35)
(19321/148155,-88289248/20593545)
(19321/148155,28534543/6864515)
#
# (a,b,c,d) = (-597,0,1,0) and D = -2388:
#
#
# (a,b,c,d) = (-22,1,3,0) and D = -2385:
#
(1/2,-5/3)
(100/2403,67897/24030)
(-361/1012,21/1748)
(1/2,3/2)
(-1/2,-1)
(169/1108,10873/7202)
(-361/1012,3083/28842)
(2523/74146,-20235145/6450702)
(-56307/10784,-29460437/2216112)
(2523/74146,10080989/3225351)
(16/3,163/12)
(3/16,67/48)
(-1/2,7/6)
(-484/813,-71483/53658)
(-484/813,27377/17886)
(169/1108,-67435/43212)
(100/2403,-204691/72090)
(3/16,-35/24)
(-56307/10784,66634933/4432224)
(16/3,-553/36)
#
# (a,b,c,d) = (-596,1,1,0) and D = -2385:
#
(-1/6,10/3)
(1/16,-69/16)
(169/3324,197911/43212)
(-484/2439,235745/53658)
(16/9,1531/36)
(-361/3036,11639/57684)
(1/6,14/3)
(-18769/10784,16015895/369352)
(841/74146,20186367/2150234)
(-361/3036,-1195/14421)
(1/16,17/4)
(100/7209,-613073/72090)
(-18769/10784,-61492227/1477408)
(16/9,-1595/36)
(100/7209,612073/72090)
(169/3324,-50027/10803)
(1/6,-29/6)
(-1/6,-19/6)
(-484/2439,-225097/53658)
(841/74146,-10105378/1075117)
#
# (a,b,c,d) = (-596,0,1,0) and D = -2384:
#
#
# (a,b,c,d) = (-74,2,2,0) and D = -2384:
#
#
# (a,b,c,d) = (-595,1,1,0) and D = -2381:
#
(-25/11,-2987/55)
(-25/11,3112/55)
#
# (a,b,c,d) = (-595,0,1,0) and D = -2380:
#
(4/9,-197/18)
(4/9,197/18)
#
# (a,b,c,d) = (-594,1,1,0) and D = -2377:
#
#
# (a,b,c,d) = (-22,0,3,0) and D = -2376:
#
(1/5,-7/5)
(-196/85,-7417/1190)
(-378075/1017089,369841409/1083199785)
(-378075/1017089,-369841409/1083199785)
(-196/85,7417/1190)
(1/5,7/5)
#
# (a,b,c,d) = (-594,0,1,0) and D = -2376:
#
(-126025/1017089,369841409/361066595)
(1/15,21/5)
(-196/255,22251/1190)
(-196/255,-22251/1190)
(1/15,-21/5)
(-126025/1017089,-369841409/361066595)
#
# (a,b,c,d) = (-593,1,1,0) and D = -2373:
#
#
# (a,b,c,d) = (-593,0,1,0) and D = -2372:
#
(9/1168,-39923/3504)
(1849/404,1936139/17372)
(12769/77248,-41177127/8729024)
(4/97,-975/194)
(1600/2449,1563207/97960)
(-1/4,-23/4)
(1849/404,-1936139/17372)
(48841/916712,-916219309/202593352)
(4/97,975/194)
(1/76,-663/76)
(-1/8,-9/8)
(48841/916712,916219309/202593352)
(1690000/6564281,-56081647571/8533565300)
(1/76,663/76)
(12769/77248,41177127/8729024)
(-1/8,9/8)
(9/1168,39923/3504)
(-1/4,23/4)
(1600/2449,-1563207/97960)
(1690000/6564281,56081647571/8533565300)
#
# (a,b,c,d) = (-74,1,2,0) and D = -2372:
#
(8/97,-983/388)
(-1/2,-11/4)
(3200/2449,-1627207/195920)
(48841/458356,-12527205/5475496)
(3200/2449,1499207/195920)
(8/97,967/388)
(1/38,331/76)
(-1/2,3)
(-1/4,-1/2)
(1849/202,232079/4343)
(1/38,-83/19)
(48841/458356,113178181/50648338)
(9/584,4987/876)
(9/584,-19975/3504)
(1849/202,-1007823/17372)
(-1/4,5/8)
(12769/38624,19867115/8729024)
(12769/38624,-5327503/2182256)
(3380000/6564281,53884647571/17067130600)
(3380000/6564281,-1575098583/461273800)
#
# (a,b,c,d) = (-592,1,1,0) and D = -2369:
#
(-2401/9460,-663108/115885)
(1/2,12)
(2209/33818,180021/42958)
(2209/33818,-3382300/794723)
(-2401/9460,2770081/463540)
(1/2,-25/2)
#
# (a,b,c,d) = (-74,0,2,0) and D = -2368:
#
#
# (a,b,c,d) = (-592,0,1,0) and D = -2368:
#
#
# (a,b,c,d) = (2,2,-6,-2) and D = -2368:
#
#
# (a,b,c,d) = (-9,2,4,0) and D = -2368:
#
#
# (a,b,c,d) = (-591,1,1,0) and D = -2365:
#
(196/3441,211219/48174)
(196/3441,-71321/16058)
#
# (a,b,c,d) = (-591,0,1,0) and D = -2364:
#
#
# (a,b,c,d) = (-590,1,1,0) and D = -2361:
#
(196/2305,-26113/6454)
(196/2305,127821/32270)
#
# (a,b,c,d) = (-590,0,1,0) and D = -2360:
#
#
# (a,b,c,d) = (-589,1,1,0) and D = -2357:
#
(-4/31,3/2)
(-4/31,-85/62)
#
# (a,b,c,d) = (-589,0,1,0) and D = -2356:
#
#
# (a,b,c,d) = (-588,1,1,0) and D = -2353:
#
(1/38,235/38)
(1/38,-118/19)
#
# (a,b,c,d) = (-73,2,2,0) and D = -2352:
#
(1/11,-27/11)
(1/11,26/11)
#
# (a,b,c,d) = (-588,0,1,0) and D = -2352:
#
(1/22,53/11)
(1/22,-53/11)
#
# (a,b,c,d) = (-587,1,1,0) and D = -2349:
#
(1849/24115,-4251154/1036945)
(-3721/30485,1500774/1859585)
(-1/5,-21/5)
(1/7,-31/7)
(-3721/30485,-1273793/1859585)
(-1/5,22/5)
(1/7,30/7)
(1849/24115,4171647/1036945)
(9/151,-1981/453)
(9/151,1954/453)
(-16/23,1579/92)
(-16/23,-1515/92)
#
# (a,b,c,d) = (1,6,0,-3) and D = -2349:
#
(-530/331,687/331)
(-941/928,327/928)
(112579/161656,39159/161656)
(-2,-3)
(1/4,-3/4)
(-3337/1352,603/1352)
(-11/13,12/13)
(1,0)
(1714/1651,2439/1651)
#
# (a,b,c,d) = (-21,3,3,0) and D = -2349:
#
(-11163/30485,-52267/796965)
(-3/5,-17/15)
(-48/23,-1259/276)
(5547/24115,-4569182/3110835)
(3/7,26/21)
(27/151,1846/1359)
(27/151,-2089/1359)
(-48/23,1835/276)
(3/7,-5/3)
(-11163/30485,2408698/5578755)
(5547/24115,550517/444405)
(-3/5,26/15)
#
# (a,b,c,d) = (-587,0,1,0) and D = -2348:
#
(64/401,14777/3208)
(64/401,-14777/3208)
#
# (a,b,c,d) = (-586,1,1,0) and D = -2345:
#
(1/4,-13/2)
(1/4,25/4)
(-289/2056,-71433/34952)
(-289/2056,38173/17476)
#
# (a,b,c,d) = (-586,0,1,0) and D = -2344:
#
(-1175056/8715135,-16994692801/9447206340)
(-1175056/8715135,16994692801/9447206340)
(4/33,271/66)
(4/33,-271/66)
#
# (a,b,c,d) = (-585,1,1,0) and D = -2341:
#
#
# (a,b,c,d) = (-585,0,1,0) and D = -2340:
#
#
# (a,b,c,d) = (-73,1,2,0) and D = -2340:
#
#
# (a,b,c,d) = (-584,1,1,0) and D = -2337:
#
(-49/122,4176/427)
(-49/122,-8009/854)
(4/73,649/146)
(225/346,-83519/5190)
(225/346,40072/2595)
(-1/8,9/8)
(4/73,-9/2)
(-1/8,-1)
#
# (a,b,c,d) = (-73,0,2,0) and D = -2336:
#
(-1,6)
(-1,-6)
(32/65,1633/520)
(32/65,-1633/520)
#
# (a,b,c,d) = (-584,0,1,0) and D = -2336:
#
(16/65,1633/260)
(-1/2,-12)
(16/65,-1633/260)
(-1/2,12)
#
# (a,b,c,d) = (-583,1,1,0) and D = -2333:
#
(-1/7,-15/7)
(-1/7,16/7)
(1/15323,172434/1393)
(1/15323,-1896775/15323)
#
# (a,b,c,d) = (-583,0,1,0) and D = -2332:
#
#
# (a,b,c,d) = (-582,1,1,0) and D = -2329:
#
(-9/2,665/6)
(-9/2,-319/3)
#
# (a,b,c,d) = (-582,0,1,0) and D = -2328:
#
(4,-193/2)
(320356/3218593,7244114737/1821723638)
(-81/533,12565/4797)
(1/43,283/43)
(-81/533,-12565/4797)
(320356/3218593,-7244114737/1821723638)
(1/43,-283/43)
(4,193/2)
#
# (a,b,c,d) = (-581,1,1,0) and D = -2325:
#
#
# (a,b,c,d) = (-581,0,1,0) and D = -2324:
#
#
# (a,b,c,d) = (-580,1,1,0) and D = -2321:
#
(-9/68,-79/51)
(-9/68,343/204)
#
# (a,b,c,d) = (-580,0,1,0) and D = -2320:
#
#
# (a,b,c,d) = (-72,2,2,0) and D = -2320:
#
#
# (a,b,c,d) = (-9,1,4,0) and D = -2320:
#
#
# (a,b,c,d) = (-579,1,1,0) and D = -2317:
#
(-1/3,-23/3)
(-1/3,8)
(2209/13983,-1016074/219067)
(2209/13983,2944399/657201)
#
# (a,b,c,d) = (-579,0,1,0) and D = -2316:
#
#
# (a,b,c,d) = (-578,1,1,0) and D = -2313:
#
#
# (a,b,c,d) = (1,1,-8,-3) and D = -2313:
#
(1,0)
(82/7,-225/7)
#
# (a,b,c,d) = (-578,0,1,0) and D = -2312:
#
#
# (a,b,c,d) = (2,12,17,0) and D = -2312:
#
#
# (a,b,c,d) = (-577,1,1,0) and D = -2309:
#
(1/5,26/5)
(1/5,-27/5)
#
# (a,b,c,d) = (-72,1,2,0) and D = -2308:
#
(-2,25/2)
(361/3624,-20173/8607)
(-1/3,-3/2)
(1/4,-17/8)
(-94249/369644,19376362/28370177)
(-121/456,-7453/10032)
(512/513,-103169/16416)
(512/513,10553/1824)
(-94249/369644,-126076453/226961416)
(25/1012,45491/10120)
(-2,-23/2)
(49/289,3953/2023)
(361/3624,105303/45904)
(-1/3,5/3)
(1922/408879,29047037/2816722)
(9/149,-1303/447)
(-121/456,183/209)
(9/149,2579/894)
(25/1012,-5702/1265)
(-1420913025/2809459168,39664129405241/13237820417220)
(-1420913025/2809459168,-581064754006481/211805126675520)
(49/289,-8249/4046)
(1922/408879,-261482915/25350498)
(1/4,2)
#
# (a,b,c,d) = (-577,0,1,0) and D = -2308:
#
(-121/912,16237/10032)
(1/8,33/8)
(-1/6,-19/6)
(1/8,-33/8)
(-1,24)
(256/513,-99073/8208)
(-121/912,-16237/10032)
(-94249/739288,281087349/226961416)
(961/408879,261453124/12675249)
(361/7248,638677/137712)
(-1420913025/5618918336,1215690824490337/211805126675520)
(-94249/739288,-281087349/226961416)
(9/298,-5185/894)
(-1,-24)
(256/513,99073/8208)
(25/2024,-91107/10120)
(-1/6,19/6)
(49/578,-16155/4046)
(49/578,16155/4046)
(25/2024,91107/10120)
(961/408879,-261453124/12675249)
(9/298,5185/894)
(361/7248,-638677/137712)
(-1420913025/5618918336,-1215690824490337/211805126675520)
#
# (a,b,c,d) = (-576,1,1,0) and D = -2305:
#
#
# (a,b,c,d) = (1,8,12,0) and D = -2304:
#
(3/40,247/240)
(289/1554,-116045/158508)
(-3/2,5/12)
(-429025/246928,248622821/323475680)
(192027/639280,416274257/970427040)
(1369/714,-13609/52836)
(-16/5,63/40)
(1/2,-7/12)
(25/8,-119/240)
(1,-2/3)
(1/2,1/4)
(1369/714,-161785/158508)
(238144/165715,-67631441/485213520)
(-1323/629,39218/39627)
(-3/2,7/12)
(238144/165715,-132408549/161737840)
(1,0)
(3/40,-259/240)
(-429025/246928,378177037/970427040)
(-16/5,67/120)
(289/1554,32131/52836)
(25/8,-127/80)
(192027/639280,-610605581/970427040)
(-1323/629,16348/39627)
#
# (a,b,c,d) = (0,3,16,0) and D = -2304:
#
(64009/159820,-429025/987712)
(-2,1/8)
(-429025/185196,192027/2557120)
(-2,1/4)
(1/10,25/32)
(2/3,-3/8)
(4/3,-3/8)
(952576/497145,-429025/987712)
(2738/1071,289/6216)
(2/3,1/4)
(952576/497145,192027/2557120)
(-1764/629,1369/2856)
(25/6,3/160)
(64009/159820,59536/165715)
(578/2331,1369/2856)
(578/2331,-1323/2516)
(25/6,-4/5)
(1/10,-4/5)
(4/3,1/8)
(-64/15,25/32)
(-64/15,3/160)
(-1764/629,289/6216)
(2738/1071,-1323/2516)
(-429025/185196,59536/165715)
#
# (a,b,c,d) = (-9,0,4,0) and D = -2304:
#
(-1/2,1/4)
(-441/629,-11435/13209)
(289/4662,-106219/52836)
(1369/2142,60479/52836)
(1/3,1)
(1/6,-5/4)
(25/24,131/80)
(64009/639280,513439919/323475680)
(-429025/740784,-183845713/323475680)
(-429025/740784,183845713/323475680)
(64009/639280,-513439919/323475680)
(25/24,-131/80)
(-16/15,-61/40)
(1369/2142,-60479/52836)
(289/4662,106219/52836)
(-441/629,11435/13209)
(-16/15,61/40)
(1/6,5/4)
(1/3,-1)
(238144/497145,-164797103/161737840)
(-1/2,-1/4)
(1/40,-253/80)
(1/40,253/80)
(238144/497145,164797103/161737840)
#
# (a,b,c,d) = (0,1,48,0) and D = -2304:
#
(192027/159820,-429025/2963136)
(192027/159820,59536/497145)
(-64/5,25/96)
(578/777,1369/8568)
(3/10,-4/15)
(2738/357,-441/2516)
(25/2,1/160)
(-5292/629,289/18648)
(2,1/12)
(2,-1/8)
(4,-1/8)
(-64/5,1/160)
(-6,1/12)
(-429025/61732,64009/2557120)
(4,1/24)
(-429025/61732,59536/497145)
(578/777,-441/2516)
(2738/357,289/18648)
(952576/165715,-429025/2963136)
(952576/165715,64009/2557120)
(25/2,-4/15)
(-5292/629,1369/8568)
(3/10,25/96)
(-6,1/24)
#
# (a,b,c,d) = (-576,0,1,0) and D = -2304:
#
(59536/497145,-164797103/40434460)
(-4/15,-61/10)
(289/18648,106219/13209)
(1/24,5)
(1/12,4)
(64009/2557120,-513439919/80868920)
(-441/2516,-45740/13209)
(25/96,131/20)
(1369/8568,-60479/13209)
(64009/2557120,513439919/80868920)
(1/12,-4)
(1/24,-5)
(-4/15,61/10)
(59536/497145,164797103/40434460)
(25/96,-131/20)
(1369/8568,60479/13209)
(-429025/2963136,-183845713/80868920)
(-1/8,1)
(-441/2516,45740/13209)
(1/160,-253/20)
(-429025/2963136,183845713/80868920)
(289/18648,-106219/13209)
(-1/8,-1)
(1/160,253/20)
#
# (a,b,c,d) = (1,10,24,0) and D = -2304:
#
(2,-7/12)
(476288/165715,-248622821/323475680)
(192027/319640,-378177037/970427040)
(1369/357,-32131/52836)
(3/20,119/240)
(3/20,-67/120)
(25/4,-63/40)
(-3,7/12)
(2,-1/4)
(1369/357,-39218/39627)
(-32/5,259/240)
(476288/165715,-416274257/970427040)
(-32/5,127/80)
(1,0)
(-2646/629,161785/158508)
(289/777,13609/52836)
(1,-5/12)
(192027/319640,67631441/485213520)
(-429025/123464,610605581/970427040)
(-429025/123464,132408549/161737840)
(-3,2/3)
(25/4,-247/240)
(289/777,-16348/39627)
(-2646/629,116045/158508)
#
# (a,b,c,d) = (0,4,12,0) and D = -2304:
#
(3/40,-16/15)
(-16/5,25/24)
(25/8,-16/15)
(1/2,1/3)
(289/1554,-441/629)
(-429025/246928,238144/497145)
(-1323/629,1369/2142)
(238144/165715,-429025/740784)
(1/2,-1/2)
(1369/714,-441/629)
(25/8,1/40)
(289/1554,1369/2142)
(-3/2,1/3)
(-16/5,1/40)
(3/40,25/24)
(1,-1/2)
(192027/639280,-429025/740784)
(-3/2,1/6)
(-429025/246928,64009/639280)
(238144/165715,64009/639280)
(1,1/6)
(1369/714,289/4662)
(192027/639280,238144/497145)
(-1323/629,289/4662)
#
# (a,b,c,d) = (5,22,24,0) and D = -2304:
#
(476288/165715,-96210273/64695136)
(289/777,2174/13209)
(25/4,-251/80)
(2,-3/4)
(192027/319640,-52392553/97042704)
(25/4,-311/120)
(-3,4/3)
(1369/357,-20696/13209)
(1,-1/4)
(289/777,-80131/158508)
(1,-2/3)
(-429025/123464,726819853/485213520)
(-3,17/12)
(2,-13/12)
(-32/5,643/240)
(476288/165715,-1113559889/970427040)
(3/20,-143/240)
(1369/357,-308831/158508)
(-32/5,51/16)
(3/20,11/24)
(-2646/629,328483/158508)
(192027/319640,-10485611/970427040)
(-2646/629,282743/158508)
(-429025/123464,545828473/323475680)
#
# (a,b,c,d) = (0,6,8,0) and D = -2304:
#
(1/3,-3/4)
(476288/497145,-429025/493856)
(-429025/370392,119072/165715)
(-1,1/4)
(-882/629,289/3108)
(-429025/370392,192027/1278560)
(64009/319640,-429025/493856)
(289/2331,-1323/1258)
(2/3,1/4)
(-32/15,3/80)
(289/2331,1369/1428)
(2/3,-3/4)
(25/12,-8/5)
(1369/1071,289/3108)
(1/20,-8/5)
(476288/497145,192027/1278560)
(1/3,1/2)
(-32/15,25/16)
(1369/1071,-1323/1258)
(64009/319640,119072/165715)
(1/20,25/16)
(-1,1/2)
(-882/629,1369/1428)
(25/12,3/80)
#
# (a,b,c,d) = (2,14,24,0) and D = -2304:
#
(1369/357,-73523/79254)
(-32/5,509/240)
(1,-1/12)
(289/777,17957/79254)
(192027/319640,86680051/970427040)
(2,-3/4)
(-3,5/6)
(3/20,-137/240)
(-3,11/12)
(476288/165715,-216234267/323475680)
(-429025/123464,74301413/80868920)
(2,-5/12)
(1369/357,-69175/52836)
(192027/319640,-106689967/242606760)
(1,-1/2)
(-429025/123464,1075462669/970427040)
(-2646/629,217351/158508)
(-32/5,129/80)
(476288/165715,-978297007/970427040)
(25/4,-31/20)
(-2646/629,171611/158508)
(3/20,29/60)
(289/777,-23435/52836)
(25/4,-503/240)
#
# (a,b,c,d) = (5,31,48,0) and D = -2304:
#
(4,-11/8)
(-6,47/24)
(2738/357,-271787/105672)
(2,-13/24)
(25/2,-39/10)
(25/2,-2003/480)
(-64/5,409/96)
(2,-3/4)
(3/10,-173/480)
(578/777,-11521/158508)
(578/777,-43087/105672)
(192027/159820,-496313921/1940854080)
(4,-29/24)
(-64/5,641/160)
(192027/159820,-12621923/24260676)
(2738/357,-377441/158508)
(-6,23/12)
(-5292/629,884143/317016)
(-5292/629,838403/317016)
(952576/165715,-1145948443/646951360)
(-429025/61732,4447599169/1940854080)
(952576/165715,-753487907/388170816)
(-429025/61732,88828197/40434460)
(3/10,1/6)
#
# (a,b,c,d) = (-8,4,4,0) and D = -2304:
#
(1/40,63/20)
(-441/629,32131/26418)
(1/6,-4/3)
(64009/639280,-132408549/80868920)
(238144/497145,378177037/485213520)
(238144/497145,-610605581/485213520)
(289/4662,-161785/79254)
(-441/629,-13609/26418)
(-1/2,1/2)
(-429025/740784,416274257/485213520)
(25/24,-259/120)
(-16/15,-119/120)
(1369/2142,-116045/79254)
(-16/15,247/120)
(1/6,7/6)
(1/3,-7/6)
(1369/2142,32696/39627)
(1/3,5/6)
(289/4662,78436/39627)
(-1/2,0)
(1/40,-127/40)
(-429025/740784,-67631441/242606760)
(64009/639280,248622821/161737840)
(25/24,67/60)
#
# (a,b,c,d) = (-2,4,6,0) and D = -2304:
#
(-1323/1258,73523/79254)
(119072/165715,106689967/242606760)
(289/3108,-217351/158508)
(1/2,-5/6)
(1/2,1/2)
(-8/5,31/20)
(1/4,3/4)
(1369/1428,-171611/158508)
(25/16,-129/80)
(-8/5,-29/60)
(289/3108,69175/52836)
(1/4,-11/12)
(-429025/493856,-86680051/970427040)
(-3/4,5/12)
(3/80,-509/240)
(-3/4,1/12)
(3/80,503/240)
(1369/1428,23435/52836)
(192027/1278560,-1075462669/970427040)
(-429025/493856,216234267/323475680)
(-1323/1258,-17957/79254)
(119072/165715,-74301413/80868920)
(192027/1278560,978297007/970427040)
(25/16,137/240)
#
# (a,b,c,d) = (-1,2,8,0) and D = -2304:
#
(-1,0)
(-32/15,-119/240)
(-1,1/4)
(25/12,-259/240)
(289/2331,39218/39627)
(2/3,-7/12)
(1/3,-2/3)
(-882/629,32131/52836)
(-32/15,247/240)
(1/20,-127/80)
(1/20,63/40)
(-429025/370392,-67631441/485213520)
(64009/319640,248622821/323475680)
(64009/319640,-132408549/161737840)
(25/12,67/120)
(476288/497145,-610605581/970427040)
(-882/629,-13609/52836)
(289/2331,-161785/158508)
(2/3,5/12)
(-429025/370392,416274257/970427040)
(1369/1071,16348/39627)
(1/3,7/12)
(476288/497145,378177037/970427040)
(1369/1071,-116045/158508)
#
# (a,b,c,d) = (0,2,24,0) and D = -2304:
#
(476288/165715,-429025/1481568)
(476288/165715,64009/1278560)
(289/777,-441/1258)
(25/4,1/80)
(-2646/629,1369/4284)
(3/20,25/48)
(-2646/629,289/9324)
(1369/357,289/9324)
(-3,1/6)
(1,-1/4)
(-32/5,25/48)
(2,1/12)
(25/4,-8/15)
(-429025/123464,119072/497145)
(192027/319640,119072/497145)
(3/20,-8/15)
(192027/319640,-429025/1481568)
(-429025/123464,64009/1278560)
(289/777,1369/4284)
(-32/5,1/80)
(-3,1/12)
(1,1/6)
(1369/357,-441/1258)
(2,-1/4)
#
# (a,b,c,d) = (-72,0,2,0) and D = -2304:
#
(25/48,-131/40)
(-1/4,1/2)
(-8/15,-61/20)
(1/6,-2)
(289/9324,-106219/26418)
(-429025/1481568,-183845713/161737840)
(1/6,2)
(-429025/1481568,183845713/161737840)
(289/9324,106219/26418)
(-441/1258,22870/13209)
(-8/15,61/20)
(1/12,5/2)
(1/12,-5/2)
(64009/1278560,-513439919/161737840)
(1/80,-253/40)
(-1/4,-1/2)
(1369/4284,-60479/26418)
(-441/1258,-22870/13209)
(119072/497145,-164797103/80868920)
(119072/497145,164797103/80868920)
(1369/4284,60479/26418)
(1/80,253/40)
(64009/1278560,513439919/161737840)
(25/48,131/40)
#
# (a,b,c,d) = (-21,2,3,0) and D = -2304:
#
(-1323/2516,210743/158508)
(-1323/2516,-155177/158508)
(3/160,-2027/480)
(1369/2856,-76355/45288)
(25/32,923/480)
(1/4,5/4)
(59536/165715,-59774629/40434460)
(192027/2557120,4058936521/1940854080)
(289/6216,-122095/45288)
(-3/8,11/24)
(-4/5,23/10)
(-429025/987712,583925693/646951360)
(25/32,-391/160)
(289/6216,93871/35224)
(1369/2856,48131/35224)
(-429025/987712,-1189754329/1940854080)
(1/8,13/8)
(59536/165715,150270319/121303380)
(1/8,-41/24)
(192027/2557120,-4156102183/1940854080)
(-3/8,-5/24)
(-4/5,-53/30)
(1/4,-17/12)
(3/160,2021/480)
#
# (a,b,c,d) = (-575,1,1,0) and D = -2301:
#
(39204/2586697,-4168284479/512166006)
(16,-1567/4)
(-4/23,7/2)
(-4/23,-153/46)
(4/25,9/2)
(39204/2586697,4160522087/512166006)
(16,1503/4)
(4/25,-233/50)
#
# (a,b,c,d) = (1,1,-8,-2) and D = -2300:
#
(-159/337,208/337)
(-11/4,45/4)
(-1/2,-1/2)
(-1900757/103009,582478/103009)
(43/12,-13/12)
(1191/472,463/472)
(-5,-2)
(1,0)
#
# (a,b,c,d) = (-575,0,1,0) and D = -2300:
#
(-225/1859,-11186/27885)
(1/29,-158/29)
(-225/1859,11186/27885)
(4/49,-393/98)
(99856/573881,-872651821/181346396)
(1,24)
(1/29,158/29)
(-256/511,97537/8176)
(1,-24)
(99856/573881,872651821/181346396)
(-196/1391,40473/19474)
(4/49,393/98)
(-256/511,-97537/8176)
(-196/1391,-40473/19474)
(-274576/962311,3318408563/504250964)
(-274576/962311,-3318408563/504250964)
#
# (a,b,c,d) = (-574,1,1,0) and D = -2297:
#
#
# (a,b,c,d) = (1,7,2,-2) and D = -2296:
#
(1,0)
(-397/506,387/506)
(124401/11552,-18679/11552)
(-3,4)
(1/2,1/2)
#
# (a,b,c,d) = (-574,0,1,0) and D = -2296:
#
(1/51,-365/51)
(-49/405,-1049/2835)
(-16/87,1301/348)
(-16/87,-1301/348)
(-49/405,1049/2835)
(1/51,365/51)
(16641/17515,51483223/2259435)
(16641/17515,-51483223/2259435)
#
# (a,b,c,d) = (-573,1,1,0) and D = -2293:
#
(-2401/13677,-753272/223391)
(1/3,8)
(1/3,-25/3)
(-2401/13677,2377465/670173)
#
# (a,b,c,d) = (-573,0,1,0) and D = -2292:
#
(38025/533779,-428471792/104086905)
(38025/533779,428471792/104086905)
#
# (a,b,c,d) = (2,4,-4,-3) and D = -2292:
#
(1058/1477,473/1477)
(-1,-1)
#
# (a,b,c,d) = (-572,1,1,0) and D = -2289:
#
#
# (a,b,c,d) = (-572,0,1,0) and D = -2288:
#
#
# (a,b,c,d) = (-71,2,2,0) and D = -2288:
#
#
# (a,b,c,d) = (-571,1,1,0) and D = -2285:
#
(729/1261,462725/34047)
(729/1261,-482408/34047)
#
# (a,b,c,d) = (-571,0,1,0) and D = -2284:
#
(9/133,1664/399)
(9/133,-1664/399)
#
# (a,b,c,d) = (-570,1,1,0) and D = -2281:
#
(-1/4,-11/2)
(-1/4,23/4)
(225/2056,60773/15420)
(225/2056,-124921/30840)
#
# (a,b,c,d) = (-570,0,1,0) and D = -2280:
#
(4,191/2)
(4,-191/2)
#
# (a,b,c,d) = (-569,1,1,0) and D = -2277:
#
#
# (a,b,c,d) = (-21,1,3,0) and D = -2277:
#
#
# (a,b,c,d) = (-71,1,2,0) and D = -2276:
#
#
# (a,b,c,d) = (-569,0,1,0) and D = -2276:
#
#
# (a,b,c,d) = (-568,1,1,0) and D = -2273:
#
(-1/8,1)
(25/4496,301419/22480)
(-1/8,-7/8)
(25/4496,-37693/2810)
#
# (a,b,c,d) = (-568,0,1,0) and D = -2272:
#
(-9/47,-557/141)
(1/57,-431/57)
(-25/106,1386/265)
(-6604900/42022911,299085933313/107998881270)
(1/18,-40/9)
(-10201/3534,-12277004/178467)
(1600/1449,1526293/57960)
(100/3801,235549/38010)
(1/6,-14/3)
(4/89,-861/178)
(-729/5246,-137552/70821)
(1/18,40/9)
(25/86,-1542/215)
(1600/1449,-1526293/57960)
(9/214,1598/321)
(-196/1623,-1259/22722)
(-6604900/42022911,-299085933313/107998881270)
(1/57,431/57)
(-9/47,557/141)
(1/1137,38339/1137)
(-10609/30622,12742716/1577033)
(-4/31,81/62)
(-196/1623,1259/22722)
(1/161,2043/161)
(-4/31,-81/62)
(1/6,14/3)
(1/2,-12)
(-16/63,1441/252)
(-5625/45719,-2351321/3428925)
(-729/5246,137552/70821)
(1/161,-2043/161)
(-10609/30622,-12742716/1577033)
(1/1137,-38339/1137)
(9/214,-1598/321)
(169/393,-52937/5109)
(25/86,1542/215)
(4/89,861/178)
(1/2,12)
(-10201/3534,12277004/178467)
(-16/63,-1441/252)
(-5625/45719,2351321/3428925)
(169/1314,-35392/8541)
(743044/10296993,36397658737/8876007966)
(169/393,52937/5109)
(743044/10296993,-36397658737/8876007966)
(100/3801,-235549/38010)
(-1/7,15/7)
(-25/106,-1386/265)
(-1/7,-15/7)
(169/1314,35392/8541)
#
# (a,b,c,d) = (-71,0,2,0) and D = -2272:
#
(2/1137,-38339/2274)
(-729/2623,-68776/70821)
(-32/63,-1441/504)
(8/89,-861/356)
(1,6)
(200/3801,-235549/76020)
(200/3801,235549/76020)
(338/393,52937/10218)
(25/43,-771/215)
(169/657,-17696/8541)
(9/107,-799/321)
(1,-6)
(9/107,799/321)
(2/57,431/114)
(25/43,771/215)
(-10201/1767,-6138502/178467)
(1/9,20/9)
(8/89,861/356)
(-32/63,1441/504)
(2/1137,38339/2274)
(2/57,-431/114)
(-25/53,693/265)
(1486088/10296993,36397658737/17752015932)
(2/161,2043/322)
(-25/53,-693/265)
(-11250/45719,-2351321/6857850)
(-13209800/42022911,299085933313/215997762540)
(-8/31,-81/124)
(-10609/15311,-6371358/1577033)
(3200/1449,-1526293/115920)
(-18/47,-557/282)
(2/161,-2043/322)
(3200/1449,1526293/115920)
(1/3,-7/3)
(-10609/15311,6371358/1577033)
(-2/7,-15/14)
(-11250/45719,2351321/6857850)
(169/657,17696/8541)
(-18/47,557/282)
(338/393,-52937/10218)
(-8/31,81/124)
(-392/1623,1259/45444)
(-13209800/42022911,-299085933313/215997762540)
(-10201/1767,6138502/178467)
(-2/7,15/14)
(-729/2623,68776/70821)
(1486088/10296993,-36397658737/17752015932)
(1/9,-20/9)
(1/3,7/3)
(-392/1623,-1259/45444)
#
# (a,b,c,d) = (1,3,-7,-1) and D = -2272:
#
(661/50,403/50)
(-12655467013/10056141545,-8590469274/10056141545)
(-261/424,185/424)
(-9,2)
(602/397,-103/397)
(-91/44,-57/44)
(-1/2,1/2)
(-362/379,-273/379)
(7373/6320,3679/6320)
(-139/545,-372/545)
(2022590/132793,-448903/132793)
(-9/10,-7/10)
(-31553/28702,10569/28702)
(-143361/106240,40997/106240)
(62348/66665,5979/66665)
(-49,362)
(-787/668,-545/668)
(-7/8,3/8)
(109/64,63/64)
(-56/367,-279/367)
(-815/202,183/202)
(-698/2605,4221/2605)
(-559/68,-341/68)
(-1/4,5/4)
(5/2,3/2)
(18848/17999,8337/17999)
(-10/17,73/17)
(1/11,-14/11)
(14/5,-3/5)
(1,0)
(-8063/23302,15759/23302)
(5023/913,-1110/913)
(292/317,79/317)
(305711/4398416,-5263563/4398416)
(695547/154396,-153127/154396)
(183983/541865,-1433166/541865)
(0,-1)
(-14833/20087,-13080/20087)
#
# (a,b,c,d) = (1,2,-7,-4) and D = -2272:
#
(2,-1/2)
(-10/11,37/22)
(-457/758,635/758)
(1135/2,-313/2)
(-23/10,-11/10)
(-8353/1826,-3913/1826)
(-58/17,225/34)
(-3/5,4/5)
(1,-2)
(-781/734,335/734)
(-44411/133330,-68327/133330)
(-1/2,-1/2)
(-13115940809/20112283090,21245936287/20112283090)
(1,1/4)
(-106/167,333/334)
(-144366/38599,-135605/77198)
(-43/22,13/22)
(-55/634,-371/634)
(229/34,-63/34)
(13835/11651,-1924/11651)
(6163/35998,-27185/35998)
(137/25,-266/25)
(229/790,-2763/3160)
(1,0)
(-1006025/549802,1239463/2199208)
(13361/5210,-3523/5210)
(5/8,-43/32)
(51/53,19/212)
(-3369299/265586,-1573687/265586)
(-3/2,1/2)
(-24407/40174,27913/40174)
(16647/13280,25591/53120)
(-911/794,-499/794)
(341/101,158/101)
(-977/1090,511/1090)
(15/2,7/2)
(15815/14351,5246/14351)
(-4483481/1083730,1249183/1083730)
#
# (a,b,c,d) = (-567,1,1,0) and D = -2269:
#
#
# (a,b,c,d) = (-567,0,1,0) and D = -2268:
#
(-64/423,-949/376)
(-64/423,949/376)
(1/9,-4)
(1/9,4)
#
# (a,b,c,d) = (-21,0,3,0) and D = -2268:
#
(1/3,4/3)
(1/3,-4/3)
(-64/141,949/1128)
(-64/141,-949/1128)
#
# (a,b,c,d) = (1,8,9,0) and D = -2268:
#
(-64/47,1099/3384)
(1,0)
(-64/47,333/376)
(1,-8/9)
#
# (a,b,c,d) = (-566,1,1,0) and D = -2265:
#
#
# (a,b,c,d) = (-566,0,1,0) and D = -2264:
#
(-1/5,21/5)
(196/2585,-146749/36190)
(-1/5,-21/5)
(196/2585,146749/36190)
#
# (a,b,c,d) = (-565,1,1,0) and D = -2261:
#
#
# (a,b,c,d) = (-565,0,1,0) and D = -2260:
#
#
# (a,b,c,d) = (-564,1,1,0) and D = -2257:
#
(625/534,-126391/4450)
(625/534,181774/6675)
#
# (a,b,c,d) = (-70,2,2,0) and D = -2256:
#
(-882/2435,40547/20454)
(-882/2435,-165691/102270)
#
# (a,b,c,d) = (-564,0,1,0) and D = -2256:
#
(-441/2435,184213/51135)
(-441/2435,-184213/51135)
#
# (a,b,c,d) = (1,4,-4,-4) and D = -2256:
#
(1,0)
(-43/41,63/41)
#
# (a,b,c,d) = (-563,1,1,0) and D = -2253:
#
(9/13,629/39)
(9/13,-656/39)
#
# (a,b,c,d) = (-563,0,1,0) and D = -2252:
#
(-4/31,-79/62)
(21904/6953,-76922197/1029044)
(-121/307,31120/3377)
(-121/307,-31120/3377)
(1/17,74/17)
(81/181,-17468/1629)
(21904/6953,76922197/1029044)
(-4/31,79/62)
(81/181,17468/1629)
(1/17,-74/17)
#
# (a,b,c,d) = (-562,1,1,0) and D = -2249:
#
(1/14,-29/7)
(1/14,57/14)
#
# (a,b,c,d) = (-562,0,1,0) and D = -2248:
#
(256/1209,-105811/19344)
(256/1209,105811/19344)
#
# (a,b,c,d) = (-561,1,1,0) and D = -2245:
#
(-841/3861,-46676/10179)
(1/11,43/11)
(1/11,-4)
(-841/3861,179275/37323)
#
# (a,b,c,d) = (-561,0,1,0) and D = -2244:
#
(4/25,227/50)
(4/25,-227/50)
(-824464/6790175,-1151362897/6165478900)
(-1/8,-7/8)
(9/100,1187/300)
(-1/8,7/8)
(49/10000,1000033/70000)
(49/10000,-1000033/70000)
(9/100,-1187/300)
(1/4,25/4)
(1/4,-25/4)
(-824464/6790175,1151362897/6165478900)
(-625/4424,-224449/110600)
(-625/4424,224449/110600)
#
# (a,b,c,d) = (-70,1,2,0) and D = -2244:
#
(8/25,-47/20)
(-1/4,-3/8)
(-1648928/6790175,-11507131/352313080)
(1/2,3)
(1/2,-13/4)
(9/50,29/15)
(-625/2212,120037/110600)
(-1/4,1/2)
(8/25,219/100)
(-625/2212,-3729/3950)
(-1648928/6790175,1899976209/12330957800)
(49/5000,-125047/17500)
(9/50,-607/300)
(49/5000,99969/14000)
#
# (a,b,c,d) = (1,3,-6,-3) and D = -2241:
#
(-1/5,-3/5)
(-7997/655,1884/655)
(-226/425,309/425)
(-4/5,9/5)
(-1046/541,273/541)
(1,0)
(-5,-3)
#
# (a,b,c,d) = (-560,1,1,0) and D = -2241:
#
(2209/8980,-663132/105515)
(-1/2,-23/2)
(-9/56,62/21)
(-9/56,-67/24)
(-119025/968366,-85438076/167043135)
(1/10,-4)
(21316/186073,107387383/27166658)
(16/313,5709/1252)
(-119025/968366,30277111/47726610)
(21316/186073,-110499519/27166658)
(2209/8980,509741/84412)
(-1/2,12)
(16/313,-5773/1252)
(1/10,39/10)
#
# (a,b,c,d) = (-20,3,3,0) and D = -2241:
#
(-27/56,-361/504)
(3/10,7/6)
(6627/8980,-153391/63309)
(-27/56,151/126)
(48/313,-6029/3756)
(-357075/968366,-3310826/501129405)
(3/10,-22/15)
(-3/2,-19/6)
(-357075/968366,376194277/1002258810)
(6627/8980,2133413/1266180)
(63948/186073,94938839/81499974)
(63948/186073,-122948063/81499974)
(-3/2,14/3)
(48/313,5453/3756)
#
# (a,b,c,d) = (-70,0,2,0) and D = -2240:
#
(-50/31,-2953/310)
(-50/31,2953/310)
#
# (a,b,c,d) = (-560,0,1,0) and D = -2240:
#
(-25/31,2953/155)
(-25/31,-2953/155)
#
# (a,b,c,d) = (-559,1,1,0) and D = -2237:
#
(1/13,4)
(-1225/3289,-974791/115115)
(1/13,-53/13)
(-1225/3289,78282/8855)
#
# (a,b,c,d) = (-559,0,1,0) and D = -2236:
#
(-25/199,-924/995)
(-25/199,924/995)
#
# (a,b,c,d) = (-558,1,1,0) and D = -2233:
#
(121/78,-10707/286)
(-1/6,-3)
(16/729,-2197/324)
(121/78,15395/429)
(-1/6,19/6)
(16/729,19709/2916)
#
# (a,b,c,d) = (1,1,-8,-1) and D = -2233:
#
(0,-1)
(1,0)
(6019/395,-1813/395)
(11/7,4/7)
(-28/47,225/47)
#
# (a,b,c,d) = (-558,0,1,0) and D = -2232:
#
(324/4009,288811/72162)
(324/4009,-288811/72162)
#
# (a,b,c,d) = (-557,1,1,0) and D = -2229:
#
(-9/17,647/51)
(-9/17,-620/51)
(-81/353,16244/3177)
(-81/353,-15515/3177)
#
# (a,b,c,d) = (2,2,-6,-1) and D = -2228:
#
(210/227,-47/227)
(1033543/1063359,573955/1063359)
(7,5)
(0,-1)
(210/313,-1333/313)
(-7/19,15/19)
(-7/9,5/9)
#
# (a,b,c,d) = (-557,0,1,0) and D = -2228:
#
(-400/3199,-53951/63980)
(-100/679,-15619/6790)
(49/43,8100/301)
(1/7,30/7)
(49/43,-8100/301)
(-100/679,15619/6790)
(-400/3199,53951/63980)
(1/7,-30/7)
#
# (a,b,c,d) = (-4,3,5,0) and D = -2225:
#
(1/4,-1)
(1369/568,8243/5254)
(1/4,17/20)
(1369/568,-316819/105080)
#
# (a,b,c,d) = (-556,1,1,0) and D = -2225:
#
(1369/2840,-307381/26270)
(1/20,-93/20)
(1/20,23/5)
(1369/2840,1178871/105080)
#
# (a,b,c,d) = (-69,2,2,0) and D = -2224:
#
(121/351,8455/3861)
(-14792/20943,-4472147/1200732)
(4232/13425,-2967271/1235100)
(-2/3,25/6)
(-9/37,11/111)
(1/15,41/15)
(4232/13425,859309/411700)
(2209/34515,-1542397/540735)
(-9/37,16/111)
(2209/34515,4523368/1622205)
(-14792/20943,15960665/3602196)
(1/15,-14/5)
(121/351,-3262/1287)
(-2/3,-7/2)
#
# (a,b,c,d) = (-556,0,1,0) and D = -2224:
#
(1/30,83/15)
(121/702,18241/3861)
(1/30,-83/15)
(2116/13425,2772599/617550)
(-9/74,5/111)
(-1/3,23/3)
(-7396/20943,-14688553/1801098)
(-1/3,-23/3)
(-7396/20943,14688553/1801098)
(121/702,-18241/3861)
(2209/69030,-9150559/1622205)
(2116/13425,-2772599/617550)
(-9/74,-5/111)
(2209/69030,9150559/1622205)
#
# (a,b,c,d) = (-555,1,1,0) and D = -2221:
#
#
# (a,b,c,d) = (-555,0,1,0) and D = -2220:
#
#
# (a,b,c,d) = (-554,1,1,0) and D = -2217:
#
(-1/8,-3/4)
(-1/8,7/8)
#
# (a,b,c,d) = (-554,0,1,0) and D = -2216:
#
#
# (a,b,c,d) = (1,7,3,-2) and D = -2213:
#
(-283/1080,-2303/2160)
(-1,1)
(5/6,1/12)
(29,-67/2)
(-397/443,360/443)
(-2671/121,-15007/242)
(-1723/317,1989/317)
(5/3,14/3)
(-11129/3091,1755/3091)
(-316243/327872,239913/655744)
(1,0)
(29/45,-43/45)
(53/113,117/226)
(137/163,-182/163)
(-5/1086,-1729/2172)
#
# (a,b,c,d) = (-553,1,1,0) and D = -2213:
#
(9/433,9019/1299)
(-1/7,-2)
(4/41,319/82)
(2209/4427,-2511660/208069)
(225/2869,-174653/43035)
(225/2869,171278/43035)
(-1,-23)
(-121/277,-30300/3047)
(9/433,-9046/1299)
(2209/4427,2407837/208069)
(-1,24)
(841/33383,873448/138301)
(-121/277,31631/3047)
(-676/5191,184937/134966)
(-1/7,15/7)
(-676/5191,-167361/134966)
(841/33383,-6138525/968107)
(4/41,-327/82)
#
# (a,b,c,d) = (-553,0,1,0) and D = -2212:
#
#
# (a,b,c,d) = (-69,1,2,0) and D = -2212:
#
#
# (a,b,c,d) = (-552,1,1,0) and D = -2209:
#
#
# (a,b,c,d) = (0,1,47,0) and D = -2209:
#
#
# (a,b,c,d) = (-552,0,1,0) and D = -2208:
#
#
# (a,b,c,d) = (-69,0,2,0) and D = -2208:
#
#
# (a,b,c,d) = (-551,1,1,0) and D = -2205:
#
(1,-24)
(1,23)
#
# (a,b,c,d) = (-551,0,1,0) and D = -2204:
#
(1/5,26/5)
(1/5,-26/5)
#
# (a,b,c,d) = (-550,1,1,0) and D = -2201:
#
(4/169,-2209/338)
(4/169,2201/338)
#
# (a,b,c,d) = (-550,0,1,0) and D = -2200:
#
#
# (a,b,c,d) = (-549,1,1,0) and D = -2197:
#
#
# (a,b,c,d) = (3,13,13,0) and D = -2197:
#
#
# (a,b,c,d) = (-549,0,1,0) and D = -2196:
#
(1/3,-8)
(-256/1455,-26099/7760)
(1/3,8)
(-256/1455,26099/7760)
#
# (a,b,c,d) = (-20,2,3,0) and D = -2196:
#
(1,-3)
(-256/485,-22003/23280)
(1,7/3)
(-256/485,2013/1552)
#
# (a,b,c,d) = (-548,1,1,0) and D = -2193:
#
#
# (a,b,c,d) = (-68,2,2,0) and D = -2192:
#
(-1/4,-1/4)
(-1/4,1/2)
(1/14,37/14)
(-18/11,685/66)
(3721/29378,1843397/896029)
(1/136,-33/4)
(3721/29378,-3913775/1792058)
(-529/1694,57461/38962)
(-1/2,3)
(-1/2,-5/2)
(128/313,-14227/5008)
(121/556,11443/6116)
(1/136,1121/136)
(2/61,-479/122)
(121/556,-6387/3058)
(625/1708,48183/21350)
(2/61,475/122)
(4225/4088,-877553/132860)
(4225/4088,1480481/265720)
(1/14,-19/7)
(625/1708,-111991/42700)
(-529/1694,-22647/19481)
(128/313,12179/5008)
(-18/11,-577/66)
#
# (a,b,c,d) = (-548,0,1,0) and D = -2192:
#
(64/313,-13203/2504)
(-9/11,-631/33)
(-1/8,3/4)
(3721/58756,-7600569/1792058)
(121/1112,24217/6116)
(4225/8176,3235587/265720)
(4225/8176,-3235587/265720)
(121/1112,-24217/6116)
(3721/58756,7600569/1792058)
(-9/11,631/33)
(-1/4,11/2)
(64/313,13203/2504)
(1/28,75/14)
(1/61,-477/61)
(-1/4,-11/2)
(-529/3388,102755/38962)
(625/3416,-208357/42700)
(1/272,-2243/136)
(-1/8,-3/4)
(1/272,2243/136)
(625/3416,208357/42700)
(-529/3388,-102755/38962)
(1/61,477/61)
(1/28,-75/14)
#
# (a,b,c,d) = (-8,3,4,0) and D = -2192:
#
(3721/14689,-1035189/896029)
(-36/11,793/132)
(4225/2044,-2029731/531440)
(121/278,1264/1529)
(625/854,80741/85400)
(1/7,-39/28)
(1/7,9/7)
(1/68,70/17)
(625/854,-15952/10675)
(4/61,471/244)
(-1,-1)
(3721/14689,3459813/3584116)
(-529/847,-33127/77924)
(121/278,-14105/12232)
(-1/2,3/8)
(1/68,-1123/272)
(256/313,-16275/10016)
(-1/2,0)
(-1,7/4)
(256/313,10131/10016)
(-529/847,17407/19481)
(4225/2044,75366/33215)
(4/61,-483/244)
(-36/11,-469/132)
#
# (a,b,c,d) = (-547,1,1,0) and D = -2189:
#
#
# (a,b,c,d) = (-547,0,1,0) and D = -2188:
#
#
# (a,b,c,d) = (-546,1,1,0) and D = -2185:
#
#
# (a,b,c,d) = (-546,0,1,0) and D = -2184:
#
#
# (a,b,c,d) = (-545,1,1,0) and D = -2181:
#
(-1/5,21/5)
(-1/5,-4)
#
# (a,b,c,d) = (-545,0,1,0) and D = -2180:
#
(1/74,637/74)
(1/74,-637/74)
#
# (a,b,c,d) = (-68,1,2,0) and D = -2180:
#
(1/37,159/37)
(1/37,-319/74)
#
# (a,b,c,d) = (-544,1,1,0) and D = -2177:
#
(100/7169,-607947/71690)
(-4/31,-67/62)
(1/2,23/2)
(3969/26398,7115417/1663074)
(1/8,4)
(4761/39412,-2779144/679857)
(-4225/30736,13246/7345)
(-4225/30736,-3328287/1997840)
(-2209/8692,-2230609/408524)
(1/8,-33/8)
(4489/78128,22787013/5234576)
(100/7169,606947/71690)
(121/218,15276/1199)
(3969/26398,-3682732/831537)
(1/2,-12)
(121/218,-31883/2398)
(-4/31,75/62)
(9/694,-18307/2082)
(-2209/8692,583608/102131)
(9/694,9140/1041)
(-576/2159,-17623/3048)
(4761/39412,10788067/2719428)
(4489/78128,-1442986/327161)
(-576/2159,313415/51816)
#
# (a,b,c,d) = (1,2,-7,-3) and D = -2177:
#
(-4/7,-11/21)
(-1726/83,469/83)
(-83/139,-73/139)
(-661/363,601/1089)
(-89/61,225/61)
(-5/3,38/9)
(-2906369/202867,789867/202867)
(-39253/20835,-59276/62505)
(17561330/2385221,8462727/2385221)
(-2,-1)
(1,0)
(-4/5,7/15)
(6077/5357,2170/5357)
(271/157,-63/157)
#
# (a,b,c,d) = (-68,0,2,0) and D = -2176:
#
(2/33,-191/66)
(2/33,191/66)
#
# (a,b,c,d) = (-544,0,1,0) and D = -2176:
#
(1/33,191/33)
(1/33,-191/33)
#
# (a,b,c,d) = (-543,1,1,0) and D = -2173:
#
(4/57,155/38)
(4/57,-473/114)
#
# (a,b,c,d) = (-543,0,1,0) and D = -2172:
#
#
# (a,b,c,d) = (-542,1,1,0) and D = -2169:
#
(70225/918756,-990795779/243470340)
(121/38800,7642111/426800)
(70225/918756,486093077/121735170)
(1/54,-199/27)
(-1/8,-5/8)
(-1/8,3/4)
(-4/15,-173/30)
(121/38800,-3821721/213400)
(1/54,397/54)
(-961/5790,275377/89745)
(-4/15,181/30)
(-961/5790,-520963/179490)
#
# (a,b,c,d) = (-20,1,3,0) and D = -2169:
#
(1/18,22/9)
(-4/5,-11/6)
(-961/1930,12901/11966)
(70225/306252,317858843/243470340)
(70225/306252,-28039039/20289195)
(-961/1930,-81862/89745)
(-3/8,7/24)
(363/38800,-7644773/1280400)
(1/18,-133/54)
(-4/5,21/10)
(363/38800,382039/64020)
(-3/8,-1/6)
#
# (a,b,c,d) = (-542,0,1,0) and D = -2168:
#
(4/17,199/34)
(4/17,-199/34)
#
# (a,b,c,d) = (-541,1,1,0) and D = -2165:
#
(-49/41,-7804/287)
(-49/41,8147/287)
#
# (a,b,c,d) = (-541,0,1,0) and D = -2164:
#
#
# (a,b,c,d) = (-540,1,1,0) and D = -2161:
#
(44521/3130590,5538705929/660554490)
(-9/50,-101/30)
(1/6,9/2)
(169/12,49967/156)
(64/1017,-3867/904)
(64/1017,34291/8136)
(1/6,-14/3)
(-9/50,266/75)
(169/12,-4347/13)
(44521/3130590,-184936662/22018483)
#
# (a,b,c,d) = (-67,2,2,0) and D = -2160:
#
(-1/3,5/3)
(9/17,-178/51)
(2/21,-101/42)
(-1/3,-4/3)
(2/21,97/42)
(968/1281,-272945/56364)
(9/17,151/51)
(968/1281,230353/56364)
#
# (a,b,c,d) = (-1,6,6,0) and D = -2160:
#
(-1,1)
(-1,0)
(968/427,6665/18788)
(2/7,9/14)
(27/17,43/153)
(27/17,-286/153)
(968/427,-49257/18788)
(2/7,-13/14)
#
# (a,b,c,d) = (-20,0,3,0) and D = -2160:
#
(27/34,329/153)
(1/7,-11/7)
(-1/2,-1)
(484/427,-27961/9394)
(484/427,27961/9394)
(-1/2,1)
(1/7,11/7)
(27/34,-329/153)
#
# (a,b,c,d) = (-540,0,1,0) and D = -2160:
#
(9/34,-329/51)
(1/21,-33/7)
(484/1281,-83883/9394)
(-1/6,3)
(484/1281,83883/9394)
(9/34,329/51)
(1/21,33/7)
(-1/6,-3)
#
# (a,b,c,d) = (-539,1,1,0) and D = -2157:
#
#
# (a,b,c,d) = (-539,0,1,0) and D = -2156:
#
(-1/7,2)
(-1/7,-2)
(16/665,-2459/380)
(16/665,2459/380)
#
# (a,b,c,d) = (-1,4,7,0) and D = -2156:
#
(-1,4/7)
(16/95,-2587/2660)
(-1,0)
(16/95,333/380)
#
# (a,b,c,d) = (-538,1,1,0) and D = -2153:
#
(-9/62,203/93)
(25/14,1419/35)
(133225/910784,-724242601/166218080)
(133225/910784,1399858077/332436160)
(1/32,-183/32)
(-9/62,-379/186)
(1/32,91/16)
(25/14,-2963/70)
#
# (a,b,c,d) = (-538,0,1,0) and D = -2152:
#
#
# (a,b,c,d) = (-537,1,1,0) and D = -2149:
#
(-9/47,550/141)
(-9/47,-523/141)
#
# (a,b,c,d) = (-67,1,2,0) and D = -2148:
#
(9/41,-499/246)
(59168/48697,-123493037/16751768)
(5152050/153072379,-1900405065383/491362336590)
(-1/4,-1/4)
(1/62,-691/124)
(9/143,2425/858)
(441/2192,-92563/46032)
(-64082/137237,-117062943/49130846)
(625/6578,-783723/328900)
(-1399489/2552374,-17467647347/6038916884)
(96721/449102,-565161221/279341444)
(2/19,-87/38)
(242/559,-34887/12298)
(49/53,-4183/742)
(529/1076,-77817/24748)
(-1399489/2552374,9561621417/3019458442)
(242/559,32225/12298)
(59168/48697,113316141/16751768)
(-8/23,-141/92)
(-1,6)
(-162/473,-12671/8514)
(49/53,1920/371)
(2/19,85/38)
(-1/4,3/8)
(529/1076,143467/49496)
(-162/473,14129/8514)
(96721/449102,267540495/139670722)
(729/131,-237911/7074)
(625/6578,384049/164450)
(-8/23,157/92)
(1/62,345/62)
(5152050/153072379,1892136025133/491362336590)
(-1,-11/2)
(729/131,109114/3537)
(9/143,-1226/429)
(441/2192,175865/92064)
(9/41,236/123)
(-64082/137237,128533621/49130846)
#
# (a,b,c,d) = (-537,0,1,0) and D = -2148:
#
(1/124,-1381/124)
(29584/48697,118404589/8375884)
(49/106,-8023/742)
(121/559,33556/6149)
(9/286,-4877/858)
(-1/8,-5/8)
(625/13156,1551821/328900)
(96721/898204,1100242211/279341444)
(-1/2,-23/2)
(96721/898204,-1100242211/279341444)
(625/13156,-1551821/328900)
(9/286,4877/858)
(121/559,-33556/6149)
(49/106,8023/742)
(-32041/137237,-122798282/24565423)
(29584/48697,-118404589/8375884)
(1/124,1381/124)
(9/82,971/246)
(1/19,-86/19)
(-4/23,-149/46)
(-1399489/5104748,36590890181/6038916884)
(-1/2,23/2)
(2576025/153072379,1896270545258/245681168295)
(529/2152,-299101/49496)
(441/4384,-360991/92064)
(2576025/153072379,-1896270545258/245681168295)
(-81/473,13400/4257)
(-1/8,5/8)
(441/4384,360991/92064)
(529/2152,299101/49496)
(1/19,86/19)
(729/262,456139/7074)
(-1399489/5104748,-36590890181/6038916884)
(-81/473,-13400/4257)
(-4/23,149/46)
(-32041/137237,122798282/24565423)
(9/82,-971/246)
(729/262,-456139/7074)
#
# (a,b,c,d) = (-536,1,1,0) and D = -2145:
#
(1/4,6)
(1/4,-25/4)
#
# (a,b,c,d) = (-67,0,2,0) and D = -2144:
#
#
# (a,b,c,d) = (-536,0,1,0) and D = -2144:
#
#
# (a,b,c,d) = (-535,1,1,0) and D = -2141:
#
(-49/391,-1616/2737)
(-49/391,1959/2737)
#
# (a,b,c,d) = (-535,0,1,0) and D = -2140:
#
(4/9,187/18)
(4/9,-187/18)
#
# (a,b,c,d) = (-534,1,1,0) and D = -2137:
#
(-25/196,-421/490)
(-25/196,967/980)
#
# (a,b,c,d) = (-534,0,1,0) and D = -2136:
#
#
# (a,b,c,d) = (-19,3,3,0) and D = -2133:
#
(-1,3)
(25/53,-453/265)
(25/53,328/265)
(-1,-2)
#
# (a,b,c,d) = (-533,1,1,0) and D = -2133:
#
(-1/3,-22/3)
(-1/3,23/3)
(25/159,3452/795)
(25/159,-3577/795)
#
# (a,b,c,d) = (-533,0,1,0) and D = -2132:
#
#
# (a,b,c,d) = (-532,1,1,0) and D = -2129:
#
(-1/8,-1/2)
(9/4240,-276103/12720)
(-1/8,5/8)
(9/4240,69019/3180)
#
# (a,b,c,d) = (-532,0,1,0) and D = -2128:
#
#
# (a,b,c,d) = (-66,2,2,0) and D = -2128:
#
#
# (a,b,c,d) = (-3,5,5,0) and D = -2125:
#
(-25205/31689,-515122/3749865)
(-125/21,4442/525)
(9409/8937,155348/288963)
(-4/3,-1/2)
(5/9,23/45)
(9/437,4072/1311)
(1/3,-1)
(9409/8937,-1378717/866889)
(1/3,2/3)
(-45/59,764/885)
(9/437,-4099/1311)
(5/9,-16/15)
(-125/21,-439/175)
(-25205/31689,10493141/11249595)
(-4/3,11/6)
(-45/59,-89/885)
#
# (a,b,c,d) = (-531,1,1,0) and D = -2125:
#
(-25/21,2942/105)
(1/15,62/15)
(-25/21,-939/35)
(9409/44685,2511464/481605)
(-9/59,-7/3)
(-5041/31689,-648922/249991)
(1/15,-21/5)
(1/9,-4)
(1/9,35/9)
(-5041/31689,6198209/2249919)
(-4/15,179/30)
(-4/15,-57/10)
(-9/59,440/177)
(9/2185,-102151/6555)
(9/2185,102124/6555)
(9409/44685,-23515849/4334445)
#
# (a,b,c,d) = (-531,0,1,0) and D = -2124:
#
(1/85,784/85)
(1/85,-784/85)
#
# (a,b,c,d) = (-530,1,1,0) and D = -2121:
#
#
# (a,b,c,d) = (-530,0,1,0) and D = -2120:
#
(-1,-23)
(-1,23)
#
# (a,b,c,d) = (-529,1,1,0) and D = -2117:
#
#
# (a,b,c,d) = (11,45,46,0) and D = -2116:
#
#
# (a,b,c,d) = (0,2,23,0) and D = -2116:
#
#
# (a,b,c,d) = (-529,0,1,0) and D = -2116:
#
#
# (a,b,c,d) = (0,1,46,0) and D = -2116:
#
#
# (a,b,c,d) = (-66,1,2,0) and D = -2116:
#
#
# (a,b,c,d) = (-528,1,1,0) and D = -2113:
#
(1/12,-4)
(1/12,47/12)
#
# (a,b,c,d) = (-8,2,4,0) and D = -2112:
#
(-1/2,1/4)
(1/4,-9/8)
(1/148,-1801/296)
(-8464/4223,-1830367/777032)
(-8464/4223,2609055/777032)
(-9/2,91/12)
(4,19/4)
(-289/8,-11655/272)
(11449/4901986,10852595389/1049025004)
(11449/4901986,-2713455108/262256251)
(1/148,225/37)
(-289/8,2071/34)
(81/232,3743/4176)
(-1/2,0)
(1444/5017,-416177/381292)
(1444/5017,361305/381292)
(1/4,1)
(-9/2,-16/3)
(4,-27/4)
(81/232,-559/522)
#
# (a,b,c,d) = (-1,1,8,0) and D = -2112:
#
(1/74,-1801/592)
(81/116,3743/8352)
(8,-27/8)
(-1,0)
(2888/5017,-416177/762584)
(11449/2450993,-1356727554/262256251)
(-1,1/8)
(-289/4,-11655/544)
(2888/5017,361305/762584)
(-289/4,2071/68)
(-9,91/24)
(1/2,1/2)
(1/2,-9/16)
(81/116,-559/1044)
(-9,-8/3)
(8,19/8)
(-16928/4223,-1830367/1554064)
(11449/2450993,10852595389/2098050008)
(-16928/4223,2609055/1554064)
(1/74,225/74)
#
# (a,b,c,d) = (-66,0,2,0) and D = -2112:
#
(1/8,17/8)
(-9/4,-155/12)
(1/296,-3601/296)
(81/464,-8215/4176)
(-1/4,-1/4)
(-4232/4223,2219711/388516)
(2,23/2)
(11449/9803972,-21706415821/1049025004)
(2,-23/2)
(722/5017,388741/190646)
(11449/9803972,21706415821/1049025004)
(-1/4,1/4)
(-4232/4223,-2219711/388516)
(81/464,8215/4176)
(1/8,-17/8)
(-9/4,155/12)
(-289/16,-28223/272)
(1/296,3601/296)
(-289/16,28223/272)
(722/5017,-388741/190646)
#
# (a,b,c,d) = (-528,0,1,0) and D = -2112:
#
(-1/8,1/2)
(1/592,3601/148)
(1/16,-17/4)
(11449/19607944,-21706415821/524512502)
(1,23)
(-9/8,-155/6)
(-289/32,-28223/136)
(1/592,-3601/148)
(-2116/4223,2219711/194258)
(81/928,-8215/2088)
(-9/8,155/6)
(81/928,8215/2088)
(-289/32,28223/136)
(1/16,17/4)
(361/5017,-388741/95323)
(-2116/4223,-2219711/194258)
(361/5017,388741/95323)
(-1/8,-1/2)
(11449/19607944,21706415821/524512502)
(1,-23)
#
# (a,b,c,d) = (-527,1,1,0) and D = -2109:
#
(1/7,29/7)
(1/7,-30/7)
(-3481/27125,-1407954/1600375)
(-3481/27125,52043/51625)
#
# (a,b,c,d) = (-527,0,1,0) and D = -2108:
#
#
# (a,b,c,d) = (-526,1,1,0) and D = -2105:
#
(-1/4,-21/4)
(-1/4,11/2)
#
# (a,b,c,d) = (-526,0,1,0) and D = -2104:
#
(121/8955,847969/98505)
(121/8955,-847969/98505)
#
# (a,b,c,d) = (-525,1,1,0) and D = -2101:
#
(16/201,-1079/268)
(9/49,-103/21)
(49/575,-16043/4025)
(107584/22265,-826382477/7302920)
(16/201,3173/804)
(1/5,-26/5)
(256/665,-2785/304)
(1/405,-2717/135)
(-2209/12525,-74833/23547)
(-289/2265,34988/38505)
(100/1769,77353/17690)
(-16/127,-289/508)
(25/2421,-119219/12105)
(-338724/2717855,678903443/1581791610)
(107584/22265,158218985/1460584)
(-1/7,-13/7)
(4/2369,-115309/4738)
(-289/2265,-2005/2567)
(49/575,628/161)
(1/5,5)
(4/2369,115301/4738)
(1/3,23/3)
(-10404/17423,-3383077/253878)
(-338724/2717855,-13764745/45194046)
(25/2421,39698/4035)
(81/3535,-30172/4545)
(-1/7,2)
(-10404/17423,24742747/1777146)
(256/665,93379/10640)
(9/49,694/147)
(-484/3495,-41509/25630)
(-16/127,353/508)
(-2209/12525,658216/196225)
(81/3535,42095/6363)
(1/3,-8)
(1/405,1630/81)
(-484/3495,27035/15378)
(100/1769,-78353/17690)
#
# (a,b,c,d) = (1,4,-6,-1) and D = -2101:
#
(7/271,-286/271)
(-3925/284,-3059/284)
(9/2,7/2)
(8007/6479,-818/6479)
(139/22,-27/22)
(3193/3664,559/3664)
(-16/23,9/23)
(3/19,-28/19)
(93/53,70/53)
(28/13,-5/13)
(-1/2,1/2)
(-21474159/2093008,4188119/2093008)
(0,-1)
(1,0)
(-21/32,13/32)
(-91/317,306/317)
(-84/43,-67/43)
(67/19,52/19)
(-351/92,2311/92)
#
# (a,b,c,d) = (-4,2,5,0) and D = -2100:
#
(64/173,-1223/1384)
(-1,1)
(-1,-3/5)
(64/173,5091/6920)
#
# (a,b,c,d) = (-525,0,1,0) and D = -2100:
#
(-1/5,-4)
(64/865,5603/1384)
(-1/5,4)
(64/865,-5603/1384)
#
# (a,b,c,d) = (-524,1,1,0) and D = -2097:
#
(-1/8,1/2)
(49/37648,7304709/263536)
(-1/8,-3/8)
(49/37648,-1826263/65884)
#
# (a,b,c,d) = (-65,2,2,0) and D = -2096:
#
(18/109,-1349/654)
(18/109,1241/654)
#
# (a,b,c,d) = (-524,0,1,0) and D = -2096:
#
(9/109,-1295/327)
(9/109,1295/327)
#
# (a,b,c,d) = (-523,1,1,0) and D = -2093:
#
(4,-187/2)
(4,179/2)
(-59536/29767,-324992141/7263148)
(-59536/29767,339518925/7263148)
#
# (a,b,c,d) = (-523,0,1,0) and D = -2092:
#
#
# (a,b,c,d) = (2,3,-5,-2) and D = -2089:
#
(-3455/7924,-2629/3962)
(3053/3379,-18127/6758)
(-1163/176,-1907/352)
(3/4,1/4)
(-1/2,1)
(281/73,-235/146)
#
# (a,b,c,d) = (-522,1,1,0) and D = -2089:
#
(-1/6,-17/6)
(1225/26364,-735477/153790)
(1225/26364,4369987/922740)
(16129/86760,2906021/612140)
(-1/6,3)
(32761/499902,-13155215/3120078)
(16129/86760,-54356761/11018520)
(32761/499902,62595249/15080377)
#
# (a,b,c,d) = (-19,2,3,0) and D = -2088:
#
#
# (a,b,c,d) = (-522,0,1,0) and D = -2088:
#
#
# (a,b,c,d) = (-521,1,1,0) and D = -2085:
#
#
# (a,b,c,d) = (-521,0,1,0) and D = -2084:
#
(1/1040,33539/1040)
(25/319,-6372/1595)
(-169/880,-42817/11440)
(-529/2080,-261013/47840)
(-529/2080,261013/47840)
(25/319,6372/1595)
(1/2,-23/2)
(1/2,23/2)
(10609/83050,-34567647/8554150)
(10609/83050,34567647/8554150)
(9/31,-640/93)
(-169/880,42817/11440)
(-1/8,3/8)
(1/1040,-33539/1040)
(9/31,640/93)
(1/10,-39/10)
(-1/8,-3/8)
(1/10,39/10)
#
# (a,b,c,d) = (-65,1,2,0) and D = -2084:
#
(-169/440,22507/11440)
(-529/1040,-9571/3680)
(10609/41525,-17830187/8554150)
(-529/1040,13659/4784)
(10609/41525,1673746/855415)
(18/31,613/186)
(-1/4,-1/8)
(50/319,6247/3190)
(1/520,-129/8)
(1,-6)
(-1/4,1/4)
(1/5,19/10)
(1,11/2)
(-169/440,-2031/1144)
(50/319,-6497/3190)
(18/31,-667/186)
(1/5,-2)
(1/520,16769/1040)
#
# (a,b,c,d) = (-520,1,1,0) and D = -2081:
#
#
# (a,b,c,d) = (-520,0,1,0) and D = -2080:
#
#
# (a,b,c,d) = (-65,0,2,0) and D = -2080:
#
#
# (a,b,c,d) = (-519,1,1,0) and D = -2077:
#
(4/33,-89/22)
(4/33,259/66)
#
# (a,b,c,d) = (-519,0,1,0) and D = -2076:
#
(4/25,-221/50)
(1/133,-1534/133)
(169/337,-50432/4381)
(1/133,1534/133)
(169/337,50432/4381)
(4/25,221/50)
#
# (a,b,c,d) = (-518,1,1,0) and D = -2073:
#
(-1/8,3/8)
(25/37264,3596669/93160)
(-1/8,-1/4)
(25/37264,-7193463/186320)
#
# (a,b,c,d) = (-518,0,1,0) and D = -2072:
#
(1/11,-43/11)
(-39601/223669,-144845147/44510131)
(-39601/223669,144845147/44510131)
(1/11,43/11)
(-7396/30943,13414129/2661098)
(-7396/30943,-13414129/2661098)
#
# (a,b,c,d) = (-517,1,1,0) and D = -2069:
#
(-4/7,185/14)
(-4/7,-177/14)
#
# (a,b,c,d) = (-517,0,1,0) and D = -2068:
#
#
# (a,b,c,d) = (-516,1,1,0) and D = -2065:
#
(-4/31,61/62)
(-4/31,-53/62)
#
# (a,b,c,d) = (-64,2,2,0) and D = -2064:
#
(-32/71,1453/568)
(1/20,-16/5)
(1/1160,3492/145)
(1/20,63/20)
(1/1160,-27937/1160)
(-1/4,1/4)
(-1/4,0)
(-32/71,-1197/568)
(-9/16,10/3)
(-9/16,-133/48)
(3249/86180,4456912/1228065)
(3249/86180,-18012841/4912260)
#
# (a,b,c,d) = (-8,1,4,0) and D = -2064:
#
(-9/8,-133/96)
(-64/71,-1197/1136)
(1/10,63/40)
(1/580,-27937/2320)
(-1/2,1/8)
(1/10,-8/5)
(3249/43090,-18012841/9824520)
(3249/43090,2228456/1228065)
(-1/2,0)
(-64/71,1453/1136)
(-9/8,5/3)
(1/580,1746/145)
#
# (a,b,c,d) = (-516,0,1,0) and D = -2064:
#
(-1/8,-1/4)
(1/2320,55873/1160)
(-16/71,1325/284)
(-9/32,-293/48)
(3249/172360,-35840489/4912260)
(-1/8,1/4)
(3249/172360,35840489/4912260)
(-9/32,293/48)
(-16/71,-1325/284)
(1/2320,-55873/1160)
(1/40,-127/20)
(1/40,127/20)
#
# (a,b,c,d) = (-19,1,3,0) and D = -2061:
#
#
# (a,b,c,d) = (-515,1,1,0) and D = -2061:
#
#
# (a,b,c,d) = (-515,0,1,0) and D = -2060:
#
#
# (a,b,c,d) = (1,3,-8,1) and D = -2057:
#
(0,1)
(-2/7,-13/7)
(-1036/107,219/107)
(-121898/129429,44329/129429)
(133/79,78/79)
(-45/71,-49/71)
(-12901/2645,2742/2645)
(1,0)
(37/25,21/25)
(-1/3,-7/3)
(-3391/1829,-2205/1829)
#
# (a,b,c,d) = (-514,1,1,0) and D = -2057:
#
(72361/350012,477836757/94153228)
(225/916,39857/6870)
(9409/79348,-30918431/7696756)
(1/26,67/13)
(-1/8,-1/8)
(1/26,-135/26)
(-14641/18974,-39202945/2295854)
(4/89,-863/178)
(784/5833,657061/163324)
(-1/8,1/4)
(225/916,-83089/13740)
(-1/2,23/2)
(-1/2,-11)
(784/5833,-679013/163324)
(72361/350012,-248650933/47076614)
(1/4112,-513/8)
(4/89,855/178)
(9409/79348,15002879/3848378)
(1/4112,263681/4112)
(-14641/18974,20487253/1147927)
#
# (a,b,c,d) = (-514,0,1,0) and D = -2056:
#
(4/57,467/114)
(4/57,-467/114)
#
# (a,b,c,d) = (-513,1,1,0) and D = -2053:
#
#
# (a,b,c,d) = (-2,3,6,0) and D = -2052:
#
(-3/4,5/24)
(1,1/2)
(98/89,-1333/1246)
(98/89,647/1246)
(-3/4,1/6)
(1,-1)
#
# (a,b,c,d) = (-64,1,2,0) and D = -2052:
#
(98/267,8567/3738)
(98/267,-9253/3738)
(-1/4,0)
(1/3,13/6)
(-1/4,1/8)
(1/3,-7/3)
#
# (a,b,c,d) = (-513,0,1,0) and D = -2052:
#
(49/267,2970/623)
(1/6,-9/2)
(-1/8,-1/8)
(49/267,-2970/623)
(-1/8,1/8)
(1/6,9/2)
#
# (a,b,c,d) = (-19,0,3,0) and D = -2052:
#
(-3/8,1/24)
(49/89,-990/623)
(1/2,3/2)
(1/2,-3/2)
(-3/8,-1/24)
(49/89,990/623)
#
# (a,b,c,d) = (-512,1,1,0) and D = -2049:
#
(-1/8,0)
(-1/8,1/8)
(1/36880,442656/2305)
(1/64,8)
(-81/440,-1664/495)
(-81/440,14041/3960)
(-64/335,10089/2680)
(1/64,-513/64)
(-64/335,-9577/2680)
(1/36880,-7082497/36880)
#
# (a,b,c,d) = (-512,0,1,0) and D = -2048:
#
(-1/7,13/7)
(121/1732,19530/4763)
(1/8,4)
(1/184,-312/23)
(1/4,6)
(-36481/162056,17941872/3869087)
(676/31073,-5491823/807898)
(1/8,-4)
(225/136,-9548/255)
(1/4,-6)
(676/31073,5491823/807898)
(-1/7,-13/7)
(1/184,312/23)
(-36481/162056,-17941872/3869087)
(225/136,9548/255)
(-1/8,0)
(121/1732,-19530/4763)
#
# (a,b,c,d) = (-7,4,4,0) and D = -2048:
#
(-1/2,1/4)
(1/46,-313/92)
(-4/7,3/4)
(225/34,-12923/1020)
(121/433,4217/4763)
(-36481/40514,-10974001/15476348)
(-4/7,-5/28)
(225/34,6173/1020)
(1,1)
(1/2,-5/4)
(2704/31073,-804633/461656)
(1/46,311/92)
(-36481/40514,24909743/15476348)
(1/2,3/4)
(1,-2)
(2704/31073,5351215/3231592)
(121/433,-5548/4763)
#
# (a,b,c,d) = (-1,0,8,0) and D = -2048:
#
(2,3/4)
(2,-3/4)
(1,1/2)
(-1,0)
(-8/7,13/56)
(242/433,-9765/19052)
(1/23,39/23)
(1/23,-39/23)
(-8/7,-13/56)
(-36481/20257,2242734/3869087)
(242/433,9765/19052)
(1,-1/2)
(225/17,-2387/510)
(225/17,2387/510)
(5408/31073,-5491823/6463184)
(-36481/20257,-2242734/3869087)
(5408/31073,5491823/6463184)
#
# (a,b,c,d) = (-64,0,2,0) and D = -2048:
#
(1/4,-2)
(-2/7,-13/14)
(1352/31073,5491823/1615796)
(1/2,3)
(1/2,-3)
(-36481/81028,-8970936/3869087)
(-1/4,0)
(1/92,-156/23)
(1/92,156/23)
(225/68,4774/255)
(121/866,-9765/4763)
(121/866,9765/4763)
(-36481/81028,8970936/3869087)
(1352/31073,-5491823/1615796)
(-2/7,13/14)
(1/4,2)
(225/68,-4774/255)
#
# (a,b,c,d) = (-8,0,4,0) and D = -2048:
#
(225/34,2387/255)
(1/46,78/23)
(-4/7,-13/28)
(1/2,1)
(225/34,-2387/255)
(1/2,-1)
(2704/31073,5491823/3231592)
(121/433,9765/9526)
(-4/7,13/28)
(2704/31073,-5491823/3231592)
(-1/2,0)
(-36481/40514,4485468/3869087)
(121/433,-9765/9526)
(1/46,-78/23)
(1,-3/2)
(1,3/2)
(-36481/40514,-4485468/3869087)
#
# (a,b,c,d) = (1,8,8,0) and D = -2048:
#
(1/23,77/46)
(2,-1/4)
(2,-7/4)
(242/433,-15089/19052)
(-8/7,45/56)
(-1,1/2)
(225/17,-494/255)
(-36481/20257,2482403/7738174)
(242/433,4441/19052)
(-8/7,19/56)
(225/17,-2881/255)
(-36481/20257,11453339/7738174)
(1,0)
(1,-1)
(1/23,-79/46)
(5408/31073,-6054255/6463184)
(5408/31073,4929391/6463184)
#
# (a,b,c,d) = (-511,1,1,0) and D = -2045:
#
(1/41,263/41)
(-361/1591,-138080/30229)
(-64/511,1023/4088)
(-64/511,-1/8)
(1/41,-264/41)
(-361/1591,144939/30229)
#
# (a,b,c,d) = (-511,0,1,0) and D = -2044:
#
(144/5401,-398845/64812)
(361/1605,-167854/30495)
(-1/3,-22/3)
(-1/3,22/3)
(361/1605,167854/30495)
(144/5401,398845/64812)
#
# (a,b,c,d) = (-510,1,1,0) and D = -2041:
#
(4/105,-73/14)
(4/105,1087/210)
#
# (a,b,c,d) = (-510,0,1,0) and D = -2040:
#
#
# (a,b,c,d) = (-509,1,1,0) and D = -2037:
#
#
# (a,b,c,d) = (-509,0,1,0) and D = -2036:
#
(-16/127,191/508)
(-16/127,-191/508)
#
# (a,b,c,d) = (-508,1,1,0) and D = -2033:
#
(1/368,7059/368)
(1/368,-1765/92)
#
# (a,b,c,d) = (-63,2,2,0) and D = -2032:
#
(50/21,-1023/70)
(50/21,367/30)
#
# (a,b,c,d) = (-508,0,1,0) and D = -2032:
#
(25/21,2819/105)
(25/21,-2819/105)
#
# (a,b,c,d) = (-507,1,1,0) and D = -2029:
#
(-1,23)
(-1,-22)
(225/451,74926/6765)
(225/451,-78301/6765)
#
# (a,b,c,d) = (-507,0,1,0) and D = -2028:
#
(-5625/39131,5506028/2934825)
(-5625/39131,-5506028/2934825)
(-64/143,877/88)
(-64/143,-877/88)
(1/13,4)
(1/13,-4)
#
# (a,b,c,d) = (1,8,13,0) and D = -2028:
#
(1,-8/13)
(-64/11,1171/1144)
(-73125/39131,16431472/38152725)
(1,0)
(-64/11,225/88)
(-73125/39131,27443528/38152725)
#
# (a,b,c,d) = (-18,3,3,0) and D = -2025:
#
#
# (a,b,c,d) = (2,19,45,0) and D = -2025:
#
#
# (a,b,c,d) = (0,1,45,0) and D = -2025:
#
#
# (a,b,c,d) = (0,3,15,0) and D = -2025:
#
#
# (a,b,c,d) = (-506,1,1,0) and D = -2025:
#
#
# (a,b,c,d) = (0,5,9,0) and D = -2025:
#
#
# (a,b,c,d) = (-4,1,5,0) and D = -2025:
#
#
# (a,b,c,d) = (-506,0,1,0) and D = -2024:
#
(25/119,3097/595)
(-4/7,-179/14)
(512656/1815905,-8611824239/1300187980)
(1/47,323/47)
(417316/4689425,-11827855801/3029368550)
(1/47,-323/47)
(-9/65,307/195)
(-9/65,-307/195)
(512656/1815905,8611824239/1300187980)
(-292681/315625,-3557363111/170753125)
(-8649/24857,-17664049/2311701)
(417316/4689425,11827855801/3029368550)
(-4/7,179/14)
(-8649/24857,17664049/2311701)
(25/119,-3097/595)
(16/185,2899/740)
(-292681/315625,3557363111/170753125)
(49729/4790855,10489200553/1068360665)
(16/185,-2899/740)
(49729/4790855,-10489200553/1068360665)
#
# (a,b,c,d) = (1,4,-5,-2) and D = -2024:
#
(1/4,-9/8)
(627192901/274568481,-1942964890/274568481)
(-1/3,-2/3)
(159/173,181/346)
(394881/434732,439159/869464)
(-3/2,-5/4)
(-59/127,279/254)
(227/54,-91/108)
(28577/4833,22756/4833)
(53574415/63445296,44010361/126890592)
(1,0)
(23/11,18/11)
(-825/487,196/487)
#
# (a,b,c,d) = (1,0,-8,-1) and D = -2021:
#
(-130/1551,-1271/1551)
(-26/37,19/37)
(754/469,-237/469)
(11/8,3/8)
(-26,-9)
(-5/3,2/3)
(-689/2086,-1185/2086)
(-8917/9683,-4614/9683)
(-5281/296,1911/296)
(-1/2,-1/2)
(-50161/132912,-72281/132912)
(86246536/10703959,29825769/10703959)
(-3484/7991,4905/7991)
(-1267603/906821,-511098/906821)
(5131/796,-1853/796)
(1,0)
(1,-8)
(301/178,93/178)
(-13/11,6/11)
(0,-1)
(8474/1629,2923/1629)
(-13/48,43/48)
#
# (a,b,c,d) = (-505,1,1,0) and D = -2021:
#
(32761/1049665,-217321639/37997873)
(-49/313,-5193/2191)
(4/25,-223/50)
(-225/449,-73576/6735)
(-49/313,5536/2191)
(-9025/51731,-14834603/4914445)
(1/83,756/83)
(-64/503,-2021/4024)
(16/10441,-1066907/41764)
(-25/19,2871/95)
(4/17,189/34)
(9/145,-1862/435)
(2289169/47122835,66196896487/14259369871)
(-9025/51731,15691978/4914445)
(-64/503,2533/4024)
(-121/29,-29252/319)
(169/2315,-24588/6019)
(9/145,367/87)
(-1/5,4)
(1/83,-757/83)
(-1/5,-19/5)
(-225/449,76951/6735)
(169/2315,120743/30095)
(-85264/675175,-61040547/197151100)
(2289169/47122835,-334447995132/71296849355)
(32761/1049665,1080678454/189989365)
(1,22)
(4/17,-197/34)
(1/53,386/53)
(1/53,-387/53)
(-25/19,-2746/95)
(4/25,43/10)
(16/10441,1066843/41764)
(-121/29,30583/319)
(1,-23)
(-85264/675175,17187527/39430220)
#
# (a,b,c,d) = (-505,0,1,0) and D = -2020:
#
(1/14,57/14)
(-1/6,17/6)
(9/79,-928/237)
(1/14,-57/14)
(-1/4,21/4)
(-361/504,153721/9576)
(-1/4,-21/4)
(-31002624/193717559,2789038380421/1078619368512)
(1/371,7146/371)
(289/6384,-521893/108528)
(-15625/27054,-43664869/3381750)
(49/456,12419/3192)
(-13225/48706,32443053/5601190)
(-1/6,-17/6)
(-13225/48706,-32443053/5601190)
(49/456,-12419/3192)
(1/371,-7146/371)
(-15625/27054,43664869/3381750)
(289/6384,521893/108528)
(9/79,928/237)
(-31002624/193717559,-2789038380421/1078619368512)
(-361/504,-153721/9576)
#
# (a,b,c,d) = (-63,1,2,0) and D = -2020:
#
(-15625/13527,2534333/375750)
(18/79,901/474)
(289/3192,-12543/5168)
(-1/3,-4/3)
(-62005248/193717559,2961660990853/2157238737024)
(1/7,-29/14)
(-13225/24353,-2208727/800170)
(49/228,-2127/1064)
(-15625/13527,-10427936/1690875)
(18/79,-955/474)
(-361/252,5735/684)
(289/3192,129245/54264)
(-361/252,-8159/1064)
(-62005248/193717559,-373773681427/308176962432)
(-1/2,-5/2)
(-1/3,3/2)
(-1/2,11/4)
(2/371,-1021/106)
(49/228,3019/1596)
(1/7,2)
(-13225/24353,8490982/2800595)
(2/371,7145/742)
#
# (a,b,c,d) = (-504,1,1,0) and D = -2017:
#
#
# (a,b,c,d) = (-63,0,2,0) and D = -2016:
#
(2/25,-127/50)
(2/25,127/50)
#
# (a,b,c,d) = (-504,0,1,0) and D = -2016:
#
(1/25,127/25)
(1/25,-127/25)
#
# (a,b,c,d) = (-503,1,1,0) and D = -2013:
#
#
# (a,b,c,d) = (-503,0,1,0) and D = -2012:
#
(-4/31,49/62)
(-4/31,-49/62)
#
# (a,b,c,d) = (-502,1,1,0) and D = -2009:
#
#
# (a,b,c,d) = (-502,0,1,0) and D = -2008:
#
(625/4539,-464837/113475)
(625/4539,464837/113475)
(1/3,23/3)
(1/3,-23/3)
#
# (a,b,c,d) = (-501,1,1,0) and D = -2005:
#
(9/319,-5743/957)
(9/319,5716/957)
#
# (a,b,c,d) = (-501,0,1,0) and D = -2004:
#
#
# (a,b,c,d) = (-500,1,1,0) and D = -2001:
#
#
# (a,b,c,d) = (-62,2,2,0) and D = -2000:
#
(-8/31,63/124)
(2/5,23/10)
(2/5,-27/10)
(-8/31,-1/4)
#
# (a,b,c,d) = (2,10,10,0) and D = -2000:
#
(-40/31,447/620)
(2,-3/2)
(-40/31,353/620)
(2,-1/2)
#
# (a,b,c,d) = (-500,0,1,0) and D = -2000:
#
(1/5,5)
(-4/31,-47/62)
(-4/31,47/62)
(1/5,-5)
#
# (a,b,c,d) = (-4,0,5,0) and D = -2000:
#
(-20/31,-47/310)
(-20/31,47/310)
(1,-1)
(1,1)
#
# (a,b,c,d) = (-499,1,1,0) and D = -1997:
#
(-1/7,13/7)
(-1/7,-12/7)
#
# (a,b,c,d) = (-499,0,1,0) and D = -1996:
#
(-4/15,169/30)
(-4/15,-169/30)
(456976/3882945,10303554143/2624870820)
(456976/3882945,-10303554143/2624870820)
#
# (a,b,c,d) = (-498,1,1,0) and D = -1993:
#
(1/2,-23/2)
(-225/884,-34457/6630)
(1/2,11)
(-225/884,72289/13260)
#
# (a,b,c,d) = (-498,0,1,0) and D = -1992:
#
(1/7,-29/7)
(1/7,29/7)
(-3364/25487,-1549897/1478246)
(-3364/25487,1549897/1478246)
#
# (a,b,c,d) = (-497,1,1,0) and D = -1989:
#
(1/55,408/55)
(1/55,-409/55)
#
# (a,b,c,d) = (-62,1,2,0) and D = -1988:
#
#
# (a,b,c,d) = (-497,0,1,0) and D = -1988:
#
#
# (a,b,c,d) = (-496,1,1,0) and D = -1985:
#
(1/34,199/34)
(1/34,-100/17)
(17689/133484,-72766189/17753372)
(17689/133484,17603388/4438343)
#
# (a,b,c,d) = (-62,0,2,0) and D = -1984:
#
(2/9,-35/18)
(-9800/29151,5794993/4081140)
(2/9,35/18)
(-9800/29151,-5794993/4081140)
#
# (a,b,c,d) = (-496,0,1,0) and D = -1984:
#
(1/9,35/9)
(1/9,-35/9)
(-4900/29151,5794993/2040570)
(-4900/29151,-5794993/2040570)
#
# (a,b,c,d) = (-495,1,1,0) and D = -1981:
#
#
# (a,b,c,d) = (-495,0,1,0) and D = -1980:
#
#
# (a,b,c,d) = (-18,2,3,0) and D = -1980:
#
#
# (a,b,c,d) = (-494,1,1,0) and D = -1977:
#
#
# (a,b,c,d) = (-494,0,1,0) and D = -1976:
#
(64/1897,-83403/15176)
(64/1897,83403/15176)
#
# (a,b,c,d) = (-493,1,1,0) and D = -1973:
#
(4/41,-321/82)
(-64/487,3971/3896)
(4/17,11/2)
(4/17,-195/34)
(-64/487,-3459/3896)
(4/41,313/82)
#
# (a,b,c,d) = (-493,0,1,0) and D = -1972:
#
(-25/81,2678/405)
(-25/81,-2678/405)
#
# (a,b,c,d) = (-492,1,1,0) and D = -1969:
#
(-196/615,1471/210)
(-196/615,-19189/2870)
#
# (a,b,c,d) = (-61,2,2,0) and D = -1968:
#
(-1,-5)
(242/493,-34149/10846)
(1/59,320/59)
(242/493,28825/10846)
(450/469,-82297/14070)
(450/469,68797/14070)
(-245025/957817,-53350666/474119415)
(-8/23,-123/92)
(-8/23,155/92)
(1/59,-321/59)
(225/1043,-31979/15645)
(-1,6)
(225/1043,28604/15645)
(-245025/957817,174638041/474119415)
#
# (a,b,c,d) = (-492,0,1,0) and D = -1968:
#
(1/118,-641/59)
(-1/2,-11)
(225/2086,60583/15645)
(-1/2,11)
(-4/23,139/46)
(225/469,-75547/7035)
(225/469,75547/7035)
(225/2086,-60583/15645)
(-4/23,-139/46)
(1/118,641/59)
(-245025/1915634,227988707/474119415)
(-245025/1915634,-227988707/474119415)
(121/493,-31487/5423)
(121/493,31487/5423)
#
# (a,b,c,d) = (-491,1,1,0) and D = -1965:
#
(-9/71,28/213)
(-9/71,-1/213)
#
# (a,b,c,d) = (-491,0,1,0) and D = -1964:
#
#
# (a,b,c,d) = (-490,1,1,0) and D = -1961:
#
#
# (a,b,c,d) = (-490,0,1,0) and D = -1960:
#
(-49/321,-4957/2247)
(-49/321,4957/2247)
#
# (a,b,c,d) = (-489,1,1,0) and D = -1957:
#
(16/137,2107/548)
(-1/3,22/3)
(1/23,112/23)
(1/921,27950/921)
(-1/3,-7)
(-121/189,-28660/2079)
(9/7,584/21)
(5625/21091,9610361/1581825)
(-1681/1143,519478/15621)
(-32535616/204897063,2964752201443/1168732847352)
(-7056/30887,12229757/2594508)
(4/9,-61/6)
(11236/754097,-655973669/79934282)
(16/137,-2171/548)
(-121/189,9997/693)
(5625/21091,-10032236/1581825)
(9/7,-611/21)
(1/23,-113/23)
(2401/1887,-2662393/92463)
(-1681/1143,-1489513/46863)
(4/9,175/18)
(-25/181,-1247/905)
(-25/181,1372/905)
(1/17,73/17)
(1/921,-9317/307)
(-4/31,-35/62)
(11236/754097,654782653/79934282)
(2401/1887,848248/30821)
(-4/31,43/62)
(-7056/30887,-11637053/2594508)
(-32535616/204897063,-926389682593/389577615784)
(1/17,-74/17)
#
# (a,b,c,d) = (1,2,-8,1) and D = -1957:
#
(2246/1105,-511/1105)
(2,1)
(9013039/6707002,69684147/6707002)
(-1/4,-5/4)
(-133/487,-866/487)
(-750001/343519,197080/343519)
(-31/34,13/34)
(-1755/6232,3577/6232)
(-86/97,-63/97)
(19/187,252/187)
(21035/18703,7738/18703)
(-24040/87097,-84743/87097)
(11/10,-1/10)
(-14599/688,3613/688)
(-469/1135,554/1135)
(-117/103,-74/103)
(-11809/10411,-7474/10411)
(-2747/1828,-1575/1828)
(1,0)
(0,1)
(-19/25,-146/25)
(3785/1222,1957/1222)
(-3967/1408,-2107/1408)
(-4,1)
#
# (a,b,c,d) = (-61,1,2,0) and D = -1956:
#
#
# (a,b,c,d) = (-489,0,1,0) and D = -1956:
#
#
# (a,b,c,d) = (-18,1,3,0) and D = -1953:
#
(121/916,-8279/5038)
(-6627/15368,-561157/1083444)
(2809/1284,113889/22684)
(121/916,48343/30228)
(-1/2,-5/6)
(3/4,-25/12)
(3/4,11/6)
(1/6,-3/2)
(100/83,2327/830)
(1/6,13/9)
(22801/6986538,-15993634973/1582450857)
(-6627/15368,1433783/2166888)
(-1/2,1)
(-64/109,-2959/2616)
(22801/6986538,1184586185/117218582)
(100/83,-7981/2490)
(2809/1284,-586939/102078)
(-64/109,1157/872)
#
# (a,b,c,d) = (-488,1,1,0) and D = -1953:
#
(-64/327,9901/2616)
(-2209/15368,-1226137/722296)
(-2209/15368,166245/90287)
(121/2748,36590/7557)
(-1/6,-8/3)
(1/18,79/18)
(1/18,-40/9)
(1/4,23/4)
(22801/20959614,47977461968/1582450857)
(22801/20959614,-95958366887/3164901714)
(2809/3852,-3372757/204156)
(1/4,-6)
(100/249,21943/2490)
(-1/6,17/6)
(-64/327,-9389/2616)
(121/2748,-147691/30228)
(2809/3852,805970/51039)
(100/249,-22943/2490)
#
# (a,b,c,d) = (-488,0,1,0) and D = -1952:
#
(9/73,-863/219)
(9/73,863/219)
#
# (a,b,c,d) = (-61,0,2,0) and D = -1952:
#
(18/73,-863/438)
(18/73,863/438)
#
# (a,b,c,d) = (-487,1,1,0) and D = -1949:
#
(4/65,-557/130)
(4/65,549/130)
#
# (a,b,c,d) = (-487,0,1,0) and D = -1948:
#
(-1/7,-12/7)
(64/3297,189649/26376)
(-1/7,12/7)
(64/3297,-189649/26376)
#
# (a,b,c,d) = (-486,1,1,0) and D = -1945:
#
(1/6,13/3)
(-7396/14991,14223131/1289226)
(-7396/14991,-4529025/429742)
(49/1584,63323/11088)
(1/6,-9/2)
(49/1584,-3537/616)
(-2809/22044,-60435/389444)
(-2809/22044,165091/584166)
#
# (a,b,c,d) = (-18,0,3,0) and D = -1944:
#
(-3/5,-19/15)
(-3/5,19/15)
#
# (a,b,c,d) = (-486,0,1,0) and D = -1944:
#
(-1/5,-19/5)
(-1/5,19/5)
#
# (a,b,c,d) = (1,3,-6,-2) and D = -1944:
#
(-1/572,-453/572)
(27323/5549,17214/5549)
(1,0)
(-1/2,3/2)
#
# (a,b,c,d) = (-485,1,1,0) and D = -1941:
#
#
# (a,b,c,d) = (1,0,-8,-2) and D = -1940:
#
(-235/383,219/383)
(-1/5,-3/5)
(3,1)
(-4027/1605,1544/1605)
(731/321,-259/321)
(-8745/6103,-3416/6103)
(-45107/47821,25476/47821)
(1,0)
(-20255/963,7519/963)
(1,-4)
#
# (a,b,c,d) = (-485,0,1,0) and D = -1940:
#
(64/481,15441/3848)
(-16/119,-549/476)
(-16/119,549/476)
(1/31,174/31)
(-1,-22)
(64/481,-15441/3848)
(-1,22)
(1/31,-174/31)
#
# (a,b,c,d) = (-484,1,1,0) and D = -1937:
#
(-1/4,-5)
(1681/15752,55847/14678)
(33489/174682,-156419531/31966806)
(-121/118,29927/1298)
(1681/15752,-2526189/645832)
(-1/4,21/4)
(33489/174682,75145522/15983403)
(-121/118,-14298/649)
#
# (a,b,c,d) = (1,1,-8,1) and D = -1937:
#
(0,1)
(26/101,225/101)
(-4597/897,-2009/897)
(-533/1473,-1069/1473)
(11/9,-2/9)
(-549/925,-539/925)
(1,0)
#
# (a,b,c,d) = (0,1,44,0) and D = -1936:
#
#
# (a,b,c,d) = (0,2,22,0) and D = -1936:
#
#
# (a,b,c,d) = (-7,3,4,0) and D = -1936:
#
#
# (a,b,c,d) = (0,4,11,0) and D = -1936:
#
#
# (a,b,c,d) = (3,23,44,0) and D = -1936:
#
#
# (a,b,c,d) = (-60,2,2,0) and D = -1936:
#
#
# (a,b,c,d) = (-484,0,1,0) and D = -1936:
#
#
# (a,b,c,d) = (-483,1,1,0) and D = -1933:
#
(1/549,12863/549)
(1/549,-4288/183)
#
# (a,b,c,d) = (-483,0,1,0) and D = -1932:
#
(1,22)
(-49/251,-6404/1757)
(4/193,2687/386)
(1,-22)
(-49/251,6404/1757)
(729/5917,-627920/159759)
(729/5917,627920/159759)
(4/193,-2687/386)
#
# (a,b,c,d) = (1,5,-2,-3) and D = -1929:
#
(40/3,133/9)
(1,-5/3)
(-491/2257,-1548/2257)
(47419/158197,-132734/158197)
(2,-1/3)
(-5/7,4/7)
(-1283/461,763/1383)
(-431/1897,-1304/1897)
(-206/259,279/259)
(-29/19,7/19)
(-9010/11457,-34393/34371)
(1,0)
(-176/19,279/19)
(1,1)
(-179719/362229,-857764/1086687)
#
# (a,b,c,d) = (-482,1,1,0) and D = -1929:
#
(-144/119,-37061/1428)
(44521/149380,104761189/15759590)
(1/112,-593/56)
(1/112,1185/112)
(1/10,19/5)
(44521/149380,-218916309/31519180)
(1/22,-53/11)
(729/29110,4975579/785970)
(-9/62,175/93)
(16/25,-1443/100)
(16/25,1379/100)
(-64/47,-10983/376)
(1/10,-39/10)
(729/29110,-2497631/392985)
(1/22,105/22)
(-25/194,-421/970)
(-64/47,11495/376)
(361/2164,88869/20558)
(-25/194,273/485)
(361/2164,-184597/41116)
(-144/119,38789/1428)
(-9/62,-323/186)
#
# (a,b,c,d) = (-482,0,1,0) and D = -1928:
#
#
# (a,b,c,d) = (-481,1,1,0) and D = -1925:
#
#
# (a,b,c,d) = (-481,0,1,0) and D = -1924:
#
(9/10,593/30)
(1/27,142/27)
(1/12,47/12)
(-2401/18786,166795/920514)
(25/2994,-163847/14970)
(1/27,-142/27)
(25/2994,163847/14970)
(-2401/18786,-166795/920514)
(1/12,-47/12)
(9/10,-593/30)
(-2209/6360,2219807/298920)
(-2209/6360,-2219807/298920)
#
# (a,b,c,d) = (-60,1,2,0) and D = -1924:
#
(9/5,-31/3)
(2/27,47/18)
(1/6,23/12)
(2/27,-143/54)
(9/5,283/30)
(1/6,-2)
(-2209/3180,232363/59784)
(25/1497,27287/4990)
(-2209/3180,-44083/12455)
(-2401/9393,71111/460257)
(-2401/9393,-8191/306838)
(25/1497,-40993/7485)
#
# (a,b,c,d) = (-480,1,1,0) and D = -1921:
#
(-441/2960,-1486/777)
(-441/2960,128141/62160)
(1/8,-4)
(1/8,31/8)
#
# (a,b,c,d) = (-60,0,2,0) and D = -1920:
#
(-242/791,-18853/17402)
(-242/791,18853/17402)
#
# (a,b,c,d) = (-480,0,1,0) and D = -1920:
#
(-121/791,-18853/8701)
(-121/791,18853/8701)
#
# (a,b,c,d) = (-17,3,3,0) and D = -1917:
#
(1,2)
(1,-3)
(-25/47,-178/235)
(-25/47,303/235)
#
# (a,b,c,d) = (-479,1,1,0) and D = -1917:
#
(1/3,22/3)
(1/3,-23/3)
(-25/141,-2102/705)
(-25/141,2227/705)
#
# (a,b,c,d) = (-479,0,1,0) and D = -1916:
#
(9/25,-604/75)
(9/25,604/75)
#
# (a,b,c,d) = (-478,1,1,0) and D = -1913:
#
(1/518,11789/518)
(1/518,-5895/259)
#
# (a,b,c,d) = (-478,0,1,0) and D = -1912:
#
(16/17,1401/68)
(-13957696/29576583,1128673968589/110498114088)
(16/17,-1401/68)
(-13957696/29576583,-1128673968589/110498114088)
#
# (a,b,c,d) = (-477,1,1,0) and D = -1909:
#
#
# (a,b,c,d) = (-477,0,1,0) and D = -1908:
#
#
# (a,b,c,d) = (-476,1,1,0) and D = -1905:
#
#
# (a,b,c,d) = (-59,2,2,0) and D = -1904:
#
(1,-6)
(1,5)
(-242/475,-24469/10450)
(-242/475,29793/10450)
#
# (a,b,c,d) = (-476,0,1,0) and D = -1904:
#
(-121/475,27131/5225)
(-121/475,-27131/5225)
(1/2,11)
(1/2,-11)
#
# (a,b,c,d) = (-475,1,1,0) and D = -1901:
#
(9/1255,8890/753)
(1369/27797,-252079/54131)
(-7225/27181,-12308753/2310385)
(128164/1871225,109010103/26795942)
(-1/7,-11/7)
(49/737,21188/5159)
(361/2555,-201009/48545)
(49/737,-21531/5159)
(-64/175,-10663/1400)
(25/29,2667/145)
(196/281,58633/3934)
(7569/160615,-13255990/2794701)
(9/67,791/201)
(400/5489,-446487/109780)
(4/137,1609/274)
(-64/463,-4777/3704)
(-64/463,5289/3704)
(-1/7,12/7)
(25/29,-2792/145)
(-4/31,29/62)
(-324/335,129907/6030)
(-2500/10519,-2439871/525950)
(1/395,1570/79)
(1/5,-5)
(-4/31,-21/62)
(36/3913,244711/23478)
(85849/1144427,-1354056374/335317111)
(15129/6934567,-18262163294/852951741)
(-64/175,447/56)
(7569/160615,65621447/13973505)
(198025/324779,-1974017167/144526655)
(-81/209,15967/1881)
(128164/1871225,-2771135287/669898550)
(1/395,-7851/395)
(1/65,-105/13)
(198025/324779,1885896042/144526655)
(-9/5,-115/3)
(-7056/29375,487849/98700)
(-81/209,-802/99)
(-37249/22495,-153092243/4341535)
(196/281,-61377/3934)
(1/11,-43/11)
(15129/6934567,18260302427/852951741)
(4/137,-1617/274)
(-9/53,-431/159)
(400/5489,438487/109780)
(-7056/29375,-11603521/2467500)
(676/5225,-28779/7150)
(4/2585,-131433/5170)
(9/1255,-44477/3765)
(1/5,24/5)
(-2500/10519,2564871/525950)
(361/2555,38830/9709)
(9/67,-818/201)
(-324/335,-24815/1206)
(-9/53,458/159)
(85849/1144427,69942243/17648269)
(1/65,524/65)
(4/2585,26285/1034)
(-7225/27181,12922878/2310385)
(36/3913,-244927/23478)
(-37249/22495,32056260/868307)
(1/11,42/11)
(-40401/222827,146454769/44788227)
(-9/5,602/15)
(144/457,-39781/5484)
(1369/27797,4738848/1028489)
(144/457,38053/5484)
(-40401/222827,-138334168/44788227)
(676/5225,21169/5434)
#
# (a,b,c,d) = (1,4,-4,-3) and D = -1901:
#
(-11/4,-9/4)
(67/552,-1261/1656)
(53/32,-9/32)
(799/239,1940/717)
(-2/3,5/9)
(221099/22454,-46863/22454)
(1/2,-7/6)
(5/2,-1/2)
(-6889/8711,3924/8711)
(1,-2)
(-587/1922,-3667/5766)
(-145/191,252/191)
(-1241/904,2365/904)
(131/227,-872/681)
(140831/170586,140119/511758)
(-8/13,9/13)
(-1163/124,247/124)
(-4/41,-27/41)
(-488/379,927/379)
(1,2/3)
(10853/5253,-63218/15759)
(-9970/17279,-11997/17279)
(-25/26,31/78)
(-990580688/1512204437,4650856499/4536613311)
(1280899/196963,-270866/196963)
(17162/6739,41461/20217)
(-461345/14911,-374858/14911)
(1,0)
(-134/31,259/31)
(-444919/80194,2580481/240582)
(391/1396,-1251/1396)
(-284/277,323/831)
(334/223,259/223)
(16,13)
(286381/243581,-76300/730743)
(5695/6463,2318/19389)
(2606/351,-1655/1053)
(348055/112512,-2021593/337536)
(80/93,43/279)
(-22/17,-19/17)
(-103/52,73/156)
#
# (a,b,c,d) = (-3,4,5,0) and D = -1900:
#
(9/17,142/255)
(9/17,-50/51)
#
# (a,b,c,d) = (-475,0,1,0) and D = -1900:
#
(9/85,-196/51)
(9/85,196/51)
#
# (a,b,c,d) = (-474,1,1,0) and D = -1897:
#
(36/361,-8425/2166)
(36/361,8209/2166)
#
# (a,b,c,d) = (-474,0,1,0) and D = -1896:
#
#
# (a,b,c,d) = (-473,1,1,0) and D = -1893:
#
#
# (a,b,c,d) = (-473,0,1,0) and D = -1892:
#
(-4/7,173/14)
(-4/7,-173/14)
#
# (a,b,c,d) = (-59,1,2,0) and D = -1892:
#
(-8/7,181/28)
(-8/7,-165/28)
#
# (a,b,c,d) = (-472,1,1,0) and D = -1889:
#
(-1681/6640,-170267/34030)
(-1681/6640,1431057/272240)
#
# (a,b,c,d) = (-472,0,1,0) and D = -1888:
#
(64/1497,-58979/11976)
(-1/6,8/3)
(64/1497,58979/11976)
(-1/6,-8/3)
#
# (a,b,c,d) = (-59,0,2,0) and D = -1888:
#
(-1/3,-4/3)
(128/1497,-58979/23952)
(128/1497,58979/23952)
(-1/3,4/3)
#
# (a,b,c,d) = (-471,1,1,0) and D = -1885:
#
(16/1169,39961/4676)
(16/1169,-40025/4676)
#
# (a,b,c,d) = (-471,0,1,0) and D = -1884:
#
#
# (a,b,c,d) = (-470,1,1,0) and D = -1881:
#
(1849/7540,-188401/32422)
(-1/2,-21/2)
(-1/2,11)
(1849/7540,1804503/324220)
#
# (a,b,c,d) = (-470,0,1,0) and D = -1880:
#
(-4/31,17/62)
(-4/31,-17/62)
#
# (a,b,c,d) = (-469,1,1,0) and D = -1877:
#
(1/7,-29/7)
(-361/2653,-54909/50407)
(-361/2653,8824/7201)
(1/7,4)
#
# (a,b,c,d) = (-469,0,1,0) and D = -1876:
#
(-49/13,-7428/91)
(-4/31,-15/62)
(1/15,62/15)
(-15376/5655,-41288437/701220)
(169/107,47592/1391)
(-49/13,7428/91)
(1/15,-62/15)
(169/107,-47592/1391)
(-15376/5655,41288437/701220)
(-4/31,15/62)
#
# (a,b,c,d) = (2,1,-6,-1) and D = -1876:
#
(3518/2209,-1689/2209)
(-13/16,5/8)
(2,-1)
(1729/1964,327/982)
(-3/2,-1)
(0,-1)
#
# (a,b,c,d) = (-468,1,1,0) and D = -1873:
#
#
# (a,b,c,d) = (-2,2,6,0) and D = -1872:
#
(392/419,-10077/11732)
(-2,3/2)
(392/419,19255/35196)
(-2,-5/6)
#
# (a,b,c,d) = (-17,2,3,0) and D = -1872:
#
(-1,8/3)
(-1,-2)
(196/419,7333/5866)
(196/419,-27487/17598)
#
# (a,b,c,d) = (-58,2,2,0) and D = -1872:
#
(-2/3,23/6)
(-2/3,-19/6)
(392/1257,68741/35196)
(392/1257,-79717/35196)
#
# (a,b,c,d) = (-468,0,1,0) and D = -1872:
#
(-1/3,-7)
(-1/3,7)
(196/1257,24743/5866)
(196/1257,-24743/5866)
#
# (a,b,c,d) = (-467,1,1,0) and D = -1869:
#
(1/79,702/79)
(-144/47,38215/564)
(1974025/38654779,-249079910958/54309964495)
(-49/377,1350/2639)
(1974025/38654779,246306405833/54309964495)
(-144/47,-36487/564)
(-1/5,-18/5)
(1/79,-703/79)
(-1/5,19/5)
(-49/377,-1007/2639)
#
# (a,b,c,d) = (-467,0,1,0) and D = -1868:
#
(25/41,-2714/205)
(25/41,2714/205)
#
# (a,b,c,d) = (-466,1,1,0) and D = -1865:
#
(289/1016,54231/8636)
(-4/31,-3/62)
(784/8323841,-24015180895/233067548)
(81/694,-12245/3123)
(289/1016,-113375/17272)
(-4/31,11/62)
(784/8323841,24015158943/233067548)
(81/694,23761/6246)
#
# (a,b,c,d) = (-466,0,1,0) and D = -1864:
#
#
# (a,b,c,d) = (-465,1,1,0) and D = -1861:
#
(-256/1215,-25163/6480)
(-256/1215,15917/3888)
#
# (a,b,c,d) = (-58,1,2,0) and D = -1860:
#
(1/2,11/4)
(1/2,-3)
(-529/1828,-64573/84088)
(-529/1828,19185/21022)
#
# (a,b,c,d) = (-465,0,1,0) and D = -1860:
#
(1/4,23/4)
(-529/3656,-141313/84088)
(1/4,-23/4)
(-529/3656,141313/84088)
#
# (a,b,c,d) = (-464,1,1,0) and D = -1857:
#
#
# (a,b,c,d) = (-464,0,1,0) and D = -1856:
#
(25/236,1129/295)
(729/1132,106423/7641)
(-1/4,-5)
(25/236,-1129/295)
(-18769/1948,-13847143/66719)
(-1/7,-11/7)
(9/52,173/39)
(529/1340,-66659/7705)
(529/1340,66659/7705)
(-1/7,11/7)
(-121/175,-28577/1925)
(-18769/1948,13847143/66719)
(9/1060,8629/795)
(-1/4,5)
(9/1060,-8629/795)
(729/1132,-106423/7641)
(1/20,-23/5)
(1/20,23/5)
(9/52,-173/39)
(-121/175,28577/1925)
#
# (a,b,c,d) = (-7,2,4,0) and D = -1856:
#
(-484/175,-23253/7700)
(-4/7,-1/4)
(9/13,-50/39)
(25/59,251/295)
(529/335,13623/7705)
(-484/175,4843/1100)
(-1,-1)
(9/265,4301/1590)
(9/13,73/78)
(-4/7,15/28)
(9/265,-2164/795)
(25/59,-627/590)
(729/283,21685/7641)
(-18769/487,-5637895/133438)
(-1,3/2)
(729/283,-63053/15282)
(529/335,-39413/15410)
(1/5,11/10)
(1/5,-6/5)
(-18769/487,4104624/66719)
#
# (a,b,c,d) = (-58,0,2,0) and D = -1856:
#
(-242/175,-28577/3850)
(729/566,106423/15282)
(-18769/974,13847143/133438)
(9/26,-173/78)
(-2/7,11/14)
(25/118,1129/590)
(25/118,-1129/590)
(1/10,-23/10)
(1/10,23/10)
(9/530,-8629/1590)
(-2/7,-11/14)
(9/530,8629/1590)
(9/26,173/78)
(729/566,-106423/15282)
(-18769/974,-13847143/133438)
(-1/2,5/2)
(-242/175,28577/3850)
(-1/2,-5/2)
(529/670,-66659/15410)
(529/670,66659/15410)
#
# (a,b,c,d) = (-463,1,1,0) and D = -1853:
#
(-1,-21)
(-1,22)
(1849/3707,-1765822/159401)
(1849/3707,1686315/159401)
#
# (a,b,c,d) = (-463,0,1,0) and D = -1852:
#
(-64/87,10987/696)
(-64/87,-10987/696)
#
# (a,b,c,d) = (2,1,-7,2) and D = -1849:
#
(1,1/2)
(3567/4136,635/2068)
(-2297/4136,-3567/4136)
(-1/2,1/2)
(-1/2,-5/4)
(5/4,3/4)
(-3/4,1/2)
(-635/2068,2297/4136)
(-1/2,-1)
#
# (a,b,c,d) = (-462,1,1,0) and D = -1849:
#
(1/602,-14771/602)
(1/602,1055/43)
(-4/7,25/2)
(49/86,-7589/602)
(52441/7892220,-1584228329/129094170)
(51984/184345,260908381/42030660)
(-648025/2245116,3653378741/602439460)
(49/86,3623/301)
(52441/7892220,7389062539/602439460)
(-648025/2245116,-5219238049/903659190)
(51984/184345,-38965819/6004380)
(-4/7,-167/14)
#
# (a,b,c,d) = (0,1,43,0) and D = -1849:
#
(1/14,-4/7)
(2235312/184345,-648025/2245116)
(49/2,1/602)
(-172/7,49/86)
(49/2,-4/7)
(-172/7,1/602)
(52441/183540,-648025/2245116)
(-648025/52212,51984/184345)
(1/14,49/86)
(2235312/184345,52441/7892220)
(52441/183540,51984/184345)
(-648025/52212,52441/7892220)
#
# (a,b,c,d) = (-462,0,1,0) and D = -1848:
#
#
# (a,b,c,d) = (-461,1,1,0) and D = -1845:
#
(1/39,244/39)
(1,21)
(-1849/3689,1732540/158627)
(-64/471,-3797/3768)
(-529/2961,211804/68103)
(1/9,34/9)
(-529/2961,-199637/68103)
(121801/618969,-1055956670/216020181)
(1/9,-35/9)
(1/39,-245/39)
(1,-22)
(-1849/3689,-1653033/158627)
(-64/471,4309/3768)
(121801/618969,1013448121/216020181)
#
# (a,b,c,d) = (-17,1,3,0) and D = -1845:
#
(1/3,-4/3)
(-64/157,-365/1256)
(3,20/3)
(3,-23/3)
(-64/157,1607/3768)
(-5547/3689,-1573526/475881)
(1/13,27/13)
(121801/206323,323646524/216020181)
(1/3,11/9)
(-529/987,-20830/22701)
(121801/206323,-122051691/72006727)
(1/13,-82/39)
(-5547/3689,106591/27993)
(-529/987,74657/68103)
#
# (a,b,c,d) = (-461,0,1,0) and D = -1844:
#
#
# (a,b,c,d) = (-460,1,1,0) and D = -1841:
#
(1/16,-17/4)
(1/16,67/16)
(2025/736,-86983/1440)
(2025/736,477371/8280)
#
# (a,b,c,d) = (-460,0,1,0) and D = -1840:
#
(1/6,13/3)
(1/6,-13/3)
(-169/1299,5329/16887)
(-169/1299,-5329/16887)
#
# (a,b,c,d) = (-57,2,2,0) and D = -1840:
#
(1/3,-7/3)
(-338/1299,-935/33774)
(-338/1299,3241/11258)
(1/3,2)
#
# (a,b,c,d) = (-459,1,1,0) and D = -1837:
#
#
# (a,b,c,d) = (-17,0,3,0) and D = -1836:
#
#
# (a,b,c,d) = (-459,0,1,0) and D = -1836:
#
#
# (a,b,c,d) = (-458,1,1,0) and D = -1833:
#
(-81/368,7141/1656)
(274576/5676193,-13941631215/2974325132)
(1/874,12919/437)
(-4/23,135/46)
(274576/5676193,13797753391/2974325132)
(1/874,-25839/874)
(-4/23,-127/46)
(-81/368,-13553/3312)
#
# (a,b,c,d) = (-458,0,1,0) and D = -1832:
#
(4/17,-185/34)
(4/17,185/34)
#
# (a,b,c,d) = (-457,1,1,0) and D = -1829:
#
#
# (a,b,c,d) = (-457,0,1,0) and D = -1828:
#
(1/3,22/3)
(-1936/10887,1423283/479028)
(1/3,-22/3)
(-1936/10887,-1423283/479028)
#
# (a,b,c,d) = (-57,1,2,0) and D = -1828:
#
(2/3,7/2)
(2/3,-23/6)
(-3872/10887,-446033/319352)
(-3872/10887,79393/50424)
#
# (a,b,c,d) = (1,2,-7,-1) and D = -1825:
#
(4339/371,-1147/371)
(2,1)
(-7/23,45/23)
(-607/697,-434/697)
(0,-1)
(1,0)
(-99/157,74/157)
#
# (a,b,c,d) = (-456,1,1,0) and D = -1825:
#
(7569/119974,-44200871/10437738)
(7569/119974,21771184/5218869)
(4/9,-59/6)
(4/9,169/18)
(-1/6,-5/2)
(1/24,-5)
(1/24,119/24)
(-1/6,8/3)
#
# (a,b,c,d) = (-57,0,2,0) and D = -1824:
#
#
# (a,b,c,d) = (-456,0,1,0) and D = -1824:
#
#
# (a,b,c,d) = (-455,1,1,0) and D = -1821:
#
(1/13,-4)
(-10609/18785,23718837/1934855)
(1/13,51/13)
(-10609/18785,-348094/29767)
#
# (a,b,c,d) = (-455,0,1,0) and D = -1820:
#
#
# (a,b,c,d) = (-454,1,1,0) and D = -1817:
#
(1/2,21/2)
(1/2,-11)
(-1849/7252,808877/155918)
(-1849/7252,-1538247/311836)
#
# (a,b,c,d) = (-454,0,1,0) and D = -1816:
#
(-81/5,15533/45)
(-81/5,-15533/45)
#
# (a,b,c,d) = (-1,3,7,0) and D = -1813:
#
(1/9,10/9)
(20449/45261,-4481470/6472323)
(-1,0)
(-700/271,-10317/18970)
(1/9,-73/63)
(-1,3/7)
(-700/271,31317/18970)
(20449/45261,22597669/45306261)
#
# (a,b,c,d) = (-453,1,1,0) and D = -1813:
#
(1/63,-167/21)
(-100/271,21317/2710)
(-1/7,11/7)
(1/63,500/63)
(20449/316827,-190349960/45306261)
(-100/271,-20317/2710)
(-1/7,-10/7)
(20449/316827,62475251/15102087)
#
# (a,b,c,d) = (-453,0,1,0) and D = -1812:
#
#
# (a,b,c,d) = (-452,1,1,0) and D = -1809:
#
#
# (a,b,c,d) = (-16,3,3,0) and D = -1809:
#
#
# (a,b,c,d) = (-452,0,1,0) and D = -1808:
#
#
# (a,b,c,d) = (-7,1,4,0) and D = -1808:
#
#
# (a,b,c,d) = (-56,2,2,0) and D = -1808:
#
#
# (a,b,c,d) = (-451,1,1,0) and D = -1805:
#
(9/19,566/57)
(1/19,-86/19)
(9/19,-593/57)
(-64/431,6439/3448)
(-64/431,-5927/3448)
(1/19,85/19)
#
# (a,b,c,d) = (1,9,19,0) and D = -1805:
#
(9,-8/3)
(1,-9/19)
(9,-91/57)
(1,0)
(-1216/431,49959/65512)
(-1216/431,37593/65512)
#
# (a,b,c,d) = (-451,0,1,0) and D = -1804:
#
(1/5,-24/5)
(1/5,24/5)
(-256/1935,-17929/30960)
(-256/1935,17929/30960)
#
# (a,b,c,d) = (-450,1,1,0) and D = -1801:
#
#
# (a,b,c,d) = (-450,0,1,0) and D = -1800:
#
#
# (a,b,c,d) = (-449,1,1,0) and D = -1797:
#
#
# (a,b,c,d) = (-449,0,1,0) and D = -1796:
#
(-1/5,18/5)
(1/176,-2335/176)
(7921/9430,14966067/839270)
(49/200,-7799/1400)
(144/2065,100729/24780)
(-1/2,21/2)
(-1/2,-21/2)
(1/8,-31/8)
(-961/6160,405887/190960)
(5452225/239720096,-3721352111231/559746424160)
(25/526,12351/2630)
(-1/5,-18/5)
(1/176,2335/176)
(49/200,7799/1400)
(7921/9430,-14966067/839270)
(144/2065,-100729/24780)
(-961/6160,-405887/190960)
(25/526,-12351/2630)
(5452225/239720096,3721352111231/559746424160)
(1/8,31/8)
#
# (a,b,c,d) = (-56,1,2,0) and D = -1796:
#
(-1,-5)
(1/4,-2)
(-2/5,19/10)
(-961/3080,217839/190960)
(1/88,1167/176)
(49/100,-4071/1400)
(-1,11/2)
(1/4,15/8)
(25/263,6113/2630)
(49/100,466/175)
(288/2065,-102457/49560)
(5452225/119860048,-266720218329/79963774880)
(1/88,-73/11)
(7921/4715,7130549/839270)
(-2/5,-17/10)
(25/263,-3119/1315)
(-961/3080,-1679/1705)
(5452225/119860048,115894411433/34984151510)
(288/2065,14143/7080)
(7921/4715,-3917759/419635)
#
# (a,b,c,d) = (-448,1,1,0) and D = -1793:
#
(16/1673,9773/956)
(-12769/11788,-29800623/1332044)
(16/1673,-68475/6692)
(1/14,-57/14)
(1/14,4)
(529/3458,-47753/11362)
(529/3458,161052/39767)
(-12769/11788,1115840/47573)
#
# (a,b,c,d) = (-56,0,2,0) and D = -1792:
#
#
# (a,b,c,d) = (-448,0,1,0) and D = -1792:
#
#
# (a,b,c,d) = (-7,0,4,0) and D = -1792:
#
#
# (a,b,c,d) = (-6,4,4,0) and D = -1792:
#
#
# (a,b,c,d) = (-447,1,1,0) and D = -1789:
#
(-1/3,7)
(-1/3,-20/3)
(1681/10815,1806586/443415)
(1681/10815,-625169/147805)
#
# (a,b,c,d) = (-447,0,1,0) and D = -1788:
#
#
# (a,b,c,d) = (-446,1,1,0) and D = -1785:
#
(4,165/2)
(4,-173/2)
#
# (a,b,c,d) = (-446,0,1,0) and D = -1784:
#
#
# (a,b,c,d) = (-445,1,1,0) and D = -1781:
#
(-19881/93635,-50346334/13202535)
(-19881/93635,10629911/2640507)
#
# (a,b,c,d) = (-445,0,1,0) and D = -1780:
#
#
# (a,b,c,d) = (-444,1,1,0) and D = -1777:
#
(-1/4,5)
(169/1608,-6707/1742)
(-1/4,-19/4)
(169/1608,78287/20904)
#
# (a,b,c,d) = (-444,0,1,0) and D = -1776:
#
(1/10,-19/5)
(-361/1595,-129733/30305)
(-361/1595,129733/30305)
(1/10,19/5)
#
# (a,b,c,d) = (-55,2,2,0) and D = -1776:
#
(-722/1595,13041/5510)
(-722/1595,-23203/12122)
(1/5,9/5)
(1/5,-2)
#
# (a,b,c,d) = (-443,1,1,0) and D = -1773:
#
(196/193,-59205/2702)
(196/193,56461/2702)
#
# (a,b,c,d) = (-443,0,1,0) and D = -1772:
#
(81/301,-16208/2709)
(81/301,16208/2709)
(-36/119,-4357/714)
(-1/7,-10/7)
(-1/7,10/7)
(-441/143,194914/3003)
(3844/17633,-5535793/1093246)
(16/161,2447/644)
(14161/379373,-236344760/45145387)
(16/161,-2447/644)
(3844/17633,5535793/1093246)
(1/77,-676/77)
(169/833,-52118/10829)
(400/27209,4491323/544180)
(-36/119,4357/714)
(169/833,52118/10829)
(1/77,676/77)
(-441/143,-194914/3003)
(14161/379373,236344760/45145387)
(400/27209,-4491323/544180)
#
# (a,b,c,d) = (2,1,-6,-2) and D = -1772:
#
(53149/27262,-13837/13631)
(493/604,-25/302)
(-341813/679873,653899/679873)
(667801/734310,-1043657/367155)
(4859/11716,-8751/5858)
(23/24,5/12)
(-365171/146792,-111129/73396)
(-1,3)
(-11/2,3)
(-1/2,1)
(-1145/981,743/981)
(-1/15,-11/15)
(5,3)
(1285/1389,527/1389)
(47387/22361,-24925/22361)
#
# (a,b,c,d) = (-442,1,1,0) and D = -1769:
#
(1/4,11/2)
(-225/1544,-17573/11580)
(1/4,-23/4)
(-225/1544,38521/23160)
#
# (a,b,c,d) = (-442,0,1,0) and D = -1768:
#
(-1,-21)
(196/393,-58213/5502)
(-1,21)
(196/393,58213/5502)
#
# (a,b,c,d) = (-441,1,1,0) and D = -1765:
#
(1/21,14/3)
(-25/189,-316/945)
(38809/120351,54038049/7903049)
(-49/111,-6938/777)
(1/21,-33/7)
(-49/111,2427/259)
(-25/189,7/15)
(38809/120351,-24251360/3387021)
#
# (a,b,c,d) = (1,5,-3,-2) and D = -1765:
#
(1,-5/2)
(-179/331,306/331)
(2837647/4767997,-7629695/4767997)
(-8063/1984,2983/3968)
(-11213/11245,-27383/22490)
(1,0)
(1,1)
#
# (a,b,c,d) = (5,29,42,0) and D = -1764:
#
(175/104,-7661/10920)
(6,-83/42)
(698922/31879,-1261895221/172720422)
(1,-4/21)
(-201601/9159,96958916/12337173)
(-384/65,6269/3120)
(5041/57921,-31843201/57573474)
(6,-13/6)
(-384/65,9041/4368)
(169/40,-3383/2184)
(-7,52/21)
(169/40,-1423/1040)
(-7,33/14)
(5041/57921,6082156/12337173)
(175/104,-3351/7280)
(-201601/9159,422540599/57573474)
(698922/31879,-1352771981/172720422)
(1,-1/2)
#
# (a,b,c,d) = (-441,0,1,0) and D = -1764:
#
(16641/31879,-45438380/4112391)
(1/7,4)
(169/1680,-3947/1040)
(1/42,-13/2)
(5041/2432682,-180679787/8224782)
(-1/6,5/2)
(-201601/384678,89803027/8224782)
(16641/31879,45438380/4112391)
(1/7,-4)
(-64/455,-661/520)
(-64/455,661/520)
(-1/6,-5/2)
(25/624,-5269/1040)
(169/1680,3947/1040)
(5041/2432682,180679787/8224782)
(25/624,5269/1040)
(-201601/384678,-89803027/8224782)
(1/42,13/2)
#
# (a,b,c,d) = (0,3,14,0) and D = -1764:
#
(-7/3,1/14)
(-201601/27477,5041/810894)
(2,-1/2)
(169/120,25/208)
(169/120,-192/455)
(-7/3,3/7)
(-201601/27477,49923/31879)
(5041/173763,49923/31879)
(1/3,3/7)
(232974/31879,-201601/128226)
(5041/173763,-201601/128226)
(-128/65,169/560)
(-128/65,25/208)
(232974/31879,5041/810894)
(2,1/14)
(175/312,169/560)
(175/312,-192/455)
(1/3,-1/2)
#
# (a,b,c,d) = (-1,5,6,0) and D = -1764:
#
(169/280,-19307/21840)
(169/280,1387/3640)
(-1,0)
(-384/455,12307/21840)
(5041/405447,631484477/172720422)
(6/7,-43/42)
(1/7,43/42)
(99846/31879,13238045/24674346)
(5041/405447,-105545672/28786737)
(1/7,-8/7)
(-1,5/6)
(-201601/64113,-14668912/28786737)
(6/7,13/42)
(-201601/64113,540607717/172720422)
(25/104,-2947/3120)
(99846/31879,-77638715/24674346)
(25/104,387/520)
(-384/455,3053/21840)
#
# (a,b,c,d) = (0,2,21,0) and D = -1764:
#
(1/2,-1/3)
(-201601/18318,33282/31879)
(-7/2,1/21)
(175/208,-128/455)
(-201601/18318,5041/1216341)
(3,-1/3)
(3,1/21)
(349461/31879,5041/1216341)
(1/2,2/7)
(169/80,-128/455)
(5041/115842,-201601/192339)
(169/80,25/312)
(-7/2,2/7)
(-192/65,25/312)
(5041/115842,33282/31879)
(-192/65,169/840)
(175/208,169/840)
(349461/31879,-201601/192339)
#
# (a,b,c,d) = (2,11,14,0) and D = -1764:
#
(-7/3,31/42)
(2,-15/14)
(2,-1/2)
(175/312,3091/21840)
(1/3,1/3)
(169/120,-6163/21840)
(-128/65,4971/7280)
(-201601/27477,51878447/24674346)
(-7/3,23/21)
(232974/31879,-119856673/57573474)
(5041/173763,-38998313/24674346)
(-128/65,899/1040)
(5041/173763,134525585/86360211)
(175/312,-3179/5460)
(232974/31879,-210733433/57573474)
(-201601/27477,316279105/86360211)
(169/120,-643/780)
(1/3,-25/42)
#
# (a,b,c,d) = (0,1,42,0) and D = -1764:
#
(5041/57921,16641/31879)
(1,-1/6)
(-7,1/42)
(-384/65,169/1680)
(6,1/42)
(698922/31879,-201601/384678)
(-201601/9159,5041/2432682)
(169/40,-64/455)
(-7,1/7)
(175/104,-64/455)
(175/104,169/1680)
(1,1/7)
(169/40,25/624)
(-201601/9159,16641/31879)
(5041/57921,-201601/384678)
(-384/65,25/624)
(698922/31879,5041/2432682)
(6,-1/6)
#
# (a,b,c,d) = (-2,1,6,0) and D = -1764:
#
(169/280,-4971/7280)
(6/7,-31/42)
(5041/405447,-316279105/86360211)
(-384/455,6163/21840)
(-1,1/2)
(1/7,-23/21)
(1/7,15/14)
(99846/31879,-51878447/24674346)
(-1,-1/3)
(169/280,3179/5460)
(5041/405447,210733433/57573474)
(6/7,25/42)
(-201601/64113,-134525585/86360211)
(-201601/64113,119856673/57573474)
(25/104,-899/1040)
(-384/455,-3091/21840)
(99846/31879,38998313/24674346)
(25/104,643/780)
#
# (a,b,c,d) = (10,41,42,0) and D = -1764:
#
(175/104,-5101/7280)
(6,-17/6)
(-384/65,12463/4368)
(1,-9/14)
(698922/31879,-1893737609/172720422)
(-201601/9159,86225471/8224782)
(169/40,-1679/780)
(5041/57921,41501359/86360211)
(6,-127/42)
(-384/65,9091/3120)
(1,-1/3)
(-7,47/14)
(-201601/9159,950268959/86360211)
(5041/57921,-4651289/8224782)
(698922/31879,-1802860849/172720422)
(175/104,-5143/5460)
(-7,73/21)
(169/40,-2871/1456)
#
# (a,b,c,d) = (-55,1,2,0) and D = -1764:
#
(-128/455,5139/7280)
(-1/3,4/3)
(33282/31879,43291691/8224782)
(169/840,8069/4368)
(-1/3,-7/6)
(-201601/192339,494095604/86360211)
(25/312,7841/3120)
(2/7,-29/14)
(1/21,-137/42)
(-201601/192339,-897672359/172720422)
(2/7,27/14)
(169/840,-21271/10920)
(5041/1216341,-1897316719/172720422)
(5041/1216341,948479404/86360211)
(-128/455,-823/1456)
(1/21,68/21)
(33282/31879,-47585069/8224782)
(25/312,-3983/1560)
#
# (a,b,c,d) = (-16,2,3,0) and D = -1764:
#
(49923/31879,38998313/12337173)
(5041/810894,210733433/28786737)
(-1/2,-2/3)
(25/208,-899/520)
(169/560,3179/2730)
(49923/31879,-51878447/12337173)
(5041/810894,-632558210/86360211)
(3/7,-31/21)
(169/560,-4971/3640)
(-192/455,-3091/10920)
(-1/2,1)
(-201601/128226,-269051170/86360211)
(-192/455,6163/10920)
(25/208,643/390)
(1/14,15/7)
(3/7,25/21)
(-201601/128226,119856673/28786737)
(1/14,-46/21)
#
# (a,b,c,d) = (3,16,21,0) and D = -1764:
#
(349461/31879,-315205372/86360211)
(1/2,5/42)
(3,-20/21)
(-7/2,61/42)
(-201601/18318,116279117/24674346)
(175/208,-577/7280)
(5041/115842,25402357/24674346)
(169/80,-649/1040)
(-192/65,1661/1560)
(1/2,-1/2)
(3,-4/3)
(175/208,-12269/21840)
(349461/31879,-406082132/86360211)
(-192/65,12949/10920)
(169/80,-21523/21840)
(-201601/18318,70483085/19191158)
(-7/2,17/14)
(5041/115842,-20393675/19191158)
#
# (a,b,c,d) = (0,6,7,0) and D = -1764:
#
(116487/31879,5041/405447)
(-7/6,6/7)
(175/624,169/280)
(175/624,-384/455)
(1/6,6/7)
(-201601/54954,5041/405447)
(116487/31879,-201601/64113)
(-64/65,169/280)
(1,-1)
(-64/65,25/104)
(-7/6,1/7)
(5041/347526,-201601/64113)
(1,1/7)
(1/6,-1)
(5041/347526,99846/31879)
(169/240,-384/455)
(-201601/54954,99846/31879)
(169/240,25/104)
#
# (a,b,c,d) = (1,13,42,0) and D = -1764:
#
(169/40,-387/520)
(-384/65,19307/21840)
(1,-13/42)
(6,-5/6)
(175/104,-3053/21840)
(5041/57921,-13238045/24674346)
(175/104,-1387/3640)
(698922/31879,-631484477/172720422)
(6,-43/42)
(-201601/9159,105545672/28786737)
(-201601/9159,77638715/24674346)
(-384/65,2947/3120)
(-7,43/42)
(5041/57921,14668912/28786737)
(-7,8/7)
(169/40,-12307/21840)
(1,0)
(698922/31879,-540607717/172720422)
#
# (a,b,c,d) = (-440,1,1,0) and D = -1761:
#
#
# (a,b,c,d) = (-440,0,1,0) and D = -1760:
#
(1,21)
(-196/391,57037/5474)
(1,-21)
(-196/391,-57037/5474)
#
# (a,b,c,d) = (-55,0,2,0) and D = -1760:
#
(2,21/2)
(-392/391,57037/10948)
(-392/391,-57037/10948)
(2,-21/2)
#
# (a,b,c,d) = (-439,1,1,0) and D = -1757:
#
#
# (a,b,c,d) = (-439,0,1,0) and D = -1756:
#
#
# (a,b,c,d) = (-438,1,1,0) and D = -1753:
#
(36/193,-5365/1158)
(36/193,5149/1158)
#
# (a,b,c,d) = (-438,0,1,0) and D = -1752:
#
#
# (a,b,c,d) = (-437,1,1,0) and D = -1749:
#
(-121/95,28482/1045)
(-121/95,-1429/55)
#
# (a,b,c,d) = (-437,0,1,0) and D = -1748:
#
(-16/103,835/412)
(-16/103,-835/412)
#
# (a,b,c,d) = (-436,1,1,0) and D = -1745:
#
(-9/14,575/42)
(-9/14,-274/21)
#
# (a,b,c,d) = (-436,0,1,0) and D = -1744:
#
#
# (a,b,c,d) = (-54,2,2,0) and D = -1744:
#
#
# (a,b,c,d) = (-435,1,1,0) and D = -1741:
#
(1/3,7)
(1/3,-22/3)
#
# (a,b,c,d) = (-435,0,1,0) and D = -1740:
#
#
# (a,b,c,d) = (-434,1,1,0) and D = -1737:
#
(-961/2328,312727/36084)
(-289/2172,17791/36924)
(2209/1008,150847/3384)
(-4/23,-121/46)
(1/12,-47/12)
(-961/2328,-595663/72168)
(1/126,101/9)
(1/12,23/6)
(-5041/16254,-6985775/1154034)
(1/6,-13/3)
(1/6,25/6)
(-4/23,129/46)
(-5041/16254,524549/82431)
(-289/2172,-6439/18462)
(2209/1008,-2215681/47376)
(1/126,-1415/126)
#
# (a,b,c,d) = (-16,1,3,0) and D = -1737:
#
(1/4,-4/3)
(1/2,4/3)
(-12/23,137/138)
(-289/724,-885/12308)
(-961/776,72805/24056)
(1/2,-3/2)
(-5041/5418,855733/384678)
(1/42,157/42)
(-12/23,-113/138)
(2209/336,-48323/2961)
(1/42,-236/63)
(1/4,5/4)
(-961/776,-23578/9021)
(2209/336,223115/15792)
(-289/724,1892/9231)
(-5041/5418,-1104644/577017)
#
# (a,b,c,d) = (-434,0,1,0) and D = -1736:
#
(-49/145,-6929/1015)
(-49/145,6929/1015)
#
# (a,b,c,d) = (-433,1,1,0) and D = -1733:
#
(-1/7,10/7)
(-1/7,-9/7)
(361/26663,4352661/506597)
(361/26663,-4359520/506597)
#
# (a,b,c,d) = (-433,0,1,0) and D = -1732:
#
(-289/1378,-88515/23426)
(1/2,-21/2)
(-9/68,35/204)
(1/2,21/2)
(-9/68,-35/204)
(-49/192,6623/1344)
(-49/192,-6623/1344)
(-289/1378,88515/23426)
(-784/2607,-436967/72996)
(1/11,42/11)
(-784/2607,436967/72996)
(1/11,-42/11)
(1/36,217/36)
(1/36,-217/36)
#
# (a,b,c,d) = (-54,1,2,0) and D = -1732:
#
(-289/689,23357/11713)
(-1568/2607,152973/48664)
(1,-11/2)
(2/11,-43/22)
(-49/96,-785/336)
(1,5)
(1/18,3)
(-289/689,-41801/23426)
(2/11,41/22)
(1/18,-109/36)
(-49/96,1161/448)
(-9/34,31/204)
(-9/34,-1/51)
(-1568/2607,-415015/145992)
#
# (a,b,c,d) = (-432,1,1,0) and D = -1729:
#
#
# (a,b,c,d) = (-2,0,6,0) and D = -1728:
#
#
# (a,b,c,d) = (-432,0,1,0) and D = -1728:
#
#
# (a,b,c,d) = (-16,0,3,0) and D = -1728:
#
#
# (a,b,c,d) = (-54,0,2,0) and D = -1728:
#
#
# (a,b,c,d) = (-3,3,5,0) and D = -1725:
#
(-1,-2/5)
(49/143,3566/5005)
(-1,1)
(49/143,-919/1001)
#
# (a,b,c,d) = (-431,1,1,0) and D = -1725:
#
(49/715,-20574/5005)
(-1/5,18/5)
(-1/5,-17/5)
(49/715,20231/5005)
#
# (a,b,c,d) = (-431,0,1,0) and D = -1724:
#
(36/217,5507/1302)
(36/217,-5507/1302)
#
# (a,b,c,d) = (-430,1,1,0) and D = -1721:
#
#
# (a,b,c,d) = (-430,0,1,0) and D = -1720:
#
#
# (a,b,c,d) = (-429,1,1,0) and D = -1717:
#
(64/273,-11783/2184)
(64/273,289/56)
#
# (a,b,c,d) = (-429,0,1,0) and D = -1716:
#
(-81/329,-13870/2961)
(-81/329,13870/2961)
#
# (a,b,c,d) = (-428,1,1,0) and D = -1713:
#
(-1/2,21/2)
(1681/6868,-1570101/281588)
(1681/6868,375295/70397)
(-1/2,-10)
#
# (a,b,c,d) = (-53,2,2,0) and D = -1712:
#
#
# (a,b,c,d) = (-428,0,1,0) and D = -1712:
#
#
# (a,b,c,d) = (-427,1,1,0) and D = -1709:
#
(1/5,-24/5)
(1/5,23/5)
(-2209/16465,428502/773855)
(-2209/16465,-324679/773855)
#
# (a,b,c,d) = (-427,0,1,0) and D = -1708:
#
(-36/167,-3907/1002)
(-529/2343,224386/53889)
(-1/3,20/3)
(1/9,-34/9)
(-2304/7439,2193353/357072)
(-3400336/1905567,-129540976657/3513865548)
(1/9,34/9)
(4/57,461/114)
(-529/2343,-224386/53889)
(4/57,-461/114)
(-3400336/1905567,129540976657/3513865548)
(1600/10329,1688483/413160)
(-2304/7439,-2193353/357072)
(1600/10329,-1688483/413160)
(-36/167,3907/1002)
(-1/3,-20/3)
#
# (a,b,c,d) = (1,4,-3,-4) and D = -1708:
#
(251/695,-558/695)
(22835/16892,-12537/67568)
(-410/103,-679/206)
(-2,1/2)
(34/103,-161/206)
(-11/13,49/52)
(17/5,14/5)
(-3403/149,-2812/149)
(-24571/19493,31892/19493)
(-108958/43739,293319/87478)
(-55/29,14/29)
(-43/32,225/128)
(1,0)
(5602/1939,9207/3878)
(30803/21971,-4508/21971)
(1/7,-19/28)
#
# (a,b,c,d) = (-426,1,1,0) and D = -1705:
#
(841/21756,1618031/315462)
(-1/6,-7/3)
(-1/6,5/2)
(841/21756,-1086817/210308)
#
# (a,b,c,d) = (-426,0,1,0) and D = -1704:
#
(-90601/32513,-562834523/9786413)
(-90601/32513,562834523/9786413)
#
# (a,b,c,d) = (-425,1,1,0) and D = -1701:
#
#
# (a,b,c,d) = (-15,3,3,0) and D = -1701:
#
#
# (a,b,c,d) = (-53,1,2,0) and D = -1700:
#
(-1/2,5/2)
(361/1732,-63743/32908)
(-1/2,-9/4)
(361/1732,120627/65816)
#
# (a,b,c,d) = (-425,0,1,0) and D = -1700:
#
(-1/4,19/4)
(361/3464,248113/65816)
(-1/4,-19/4)
(361/3464,-248113/65816)
#
# (a,b,c,d) = (-424,1,1,0) and D = -1697:
#
(25/46,-1328/115)
(25/46,2531/230)
#
# (a,b,c,d) = (-424,0,1,0) and D = -1696:
#
(-1/7,-9/7)
(-1/7,9/7)
(36/2905,-156637/17430)
(36/2905,156637/17430)
#
# (a,b,c,d) = (-53,0,2,0) and D = -1696:
#
(-2/7,-9/14)
(-2/7,9/14)
(72/2905,156637/34860)
(72/2905,-156637/34860)
#
# (a,b,c,d) = (-423,1,1,0) and D = -1693:
#
#
# (a,b,c,d) = (-423,0,1,0) and D = -1692:
#
(1/37,226/37)
(1/37,-226/37)
#
# (a,b,c,d) = (-422,1,1,0) and D = -1689:
#
#
# (a,b,c,d) = (-422,0,1,0) and D = -1688:
#
(4/73,-645/146)
(4/73,645/146)
#
# (a,b,c,d) = (-421,1,1,0) and D = -1685:
#
(-1,-20)
(-64/391,7373/3128)
(-1,21)
(9/79,881/237)
(9/79,-908/237)
(-64/391,-6861/3128)
#
# (a,b,c,d) = (-421,0,1,0) and D = -1684:
#
(64/201,10885/1608)
(64/201,-10885/1608)
#
# (a,b,c,d) = (0,1,41,0) and D = -1681:
#
#
# (a,b,c,d) = (-420,1,1,0) and D = -1681:
#
#
# (a,b,c,d) = (-6,3,4,0) and D = -1680:
#
(1,-7/4)
(1,1)
(-121/206,-175/1133)
(-121/206,5393/9064)
#
# (a,b,c,d) = (-52,2,2,0) and D = -1680:
#
(1/2,-3)
(1/2,5/2)
(-121/412,-2731/4532)
(-121/412,2031/2266)
#
# (a,b,c,d) = (-420,0,1,0) and D = -1680:
#
(1/4,11/2)
(1/4,-11/2)
(-121/824,6793/4532)
(-121/824,-6793/4532)
#
# (a,b,c,d) = (-419,1,1,0) and D = -1677:
#
(-1681/3353,-1363318/137473)
(1,-21)
(1,20)
(-1681/3353,1432239/137473)
#
# (a,b,c,d) = (-419,0,1,0) and D = -1676:
#
#
# (a,b,c,d) = (-418,1,1,0) and D = -1673:
#
(-3721/22672,-3032069/1382992)
(-3721/22672,1629525/691496)
(1/8,-31/8)
(1/8,15/4)
#
# (a,b,c,d) = (-418,0,1,0) and D = -1672:
#
(9/199,2861/597)
(9/199,-2861/597)
#
# (a,b,c,d) = (-417,1,1,0) and D = -1669:
#
(1/29,-158/29)
(1/29,157/29)
#
# (a,b,c,d) = (-417,0,1,0) and D = -1668:
#
#
# (a,b,c,d) = (-52,1,2,0) and D = -1668:
#
#
# (a,b,c,d) = (-416,1,1,0) and D = -1665:
#
#
# (a,b,c,d) = (-52,0,2,0) and D = -1664:
#
(42632/26945,63629281/7867940)
(42632/26945,-63629281/7867940)
(2/17,73/34)
(2/17,-73/34)
#
# (a,b,c,d) = (-416,0,1,0) and D = -1664:
#
(1/17,-73/17)
(1/17,73/17)
(21316/26945,-63629281/3933970)
(21316/26945,63629281/3933970)
#
# (a,b,c,d) = (-415,1,1,0) and D = -1661:
#
(-1/7,-8/7)
(-1/7,9/7)
#
# (a,b,c,d) = (-415,0,1,0) and D = -1660:
#
(4/41,-309/82)
(4/41,309/82)
(-169744/653991,1322869283/269444292)
(-169744/653991,-1322869283/269444292)
#
# (a,b,c,d) = (-414,1,1,0) and D = -1657:
#
#
# (a,b,c,d) = (-414,0,1,0) and D = -1656:
#
(1/3,7)
(-48400/211239,64561247/15490860)
(1/3075,56839/1025)
(-1/5,17/5)
(4/9,55/6)
(4/9,-55/6)
(16/393,2633/524)
(-196/1095,14159/5110)
(1156/17185,2390543/584290)
(1156/17185,-2390543/584290)
(-196/1095,-14159/5110)
(-1/5,-17/5)
(16/393,-2633/524)
(841/24963,-1325057/241309)
(841/24963,1325057/241309)
(1/3,-7)
(1/3075,-56839/1025)
(-48400/211239,-64561247/15490860)
(13225/228771,-37904273/8769555)
(13225/228771,37904273/8769555)
#
# (a,b,c,d) = (-15,2,3,0) and D = -1656:
#
(1,2)
(-196/365,16903/15330)
(1,-8/3)
(-3/5,-14/15)
(-3/5,4/3)
(4/3,-7/2)
(16/131,-899/524)
(13225/76257,-4380572/2923185)
(13225/76257,36383398/26308665)
(841/8321,433556/241309)
(3468/17185,2272631/1752870)
(-196/365,-761/1022)
(1/1025,-11368/615)
(16/131,2569/1572)
(841/8321,-1349446/723927)
(1/1025,18946/1025)
(4/3,47/18)
(-48400/70413,8356583/5163620)
(-48400/70413,-53913247/46472580)
(3468/17185,-501691/350574)
#
# (a,b,c,d) = (-413,1,1,0) and D = -1653:
#
(1/7,-4)
(324/1393,-132371/25074)
(1/7,27/7)
(324/1393,18077/3582)
#
# (a,b,c,d) = (-413,0,1,0) and D = -1652:
#
#
# (a,b,c,d) = (-412,1,1,0) and D = -1649:
#
(1/200,-2829/200)
(-121/106,13834/583)
(324/1633,132643/29394)
(1/2,10)
(324/1633,-138475/29394)
(1/2,-21/2)
(-1681/6580,-314779/67445)
(-121/106,-26337/1166)
(-1681/6580,1328037/269780)
(1/200,707/50)
#
# (a,b,c,d) = (-412,0,1,0) and D = -1648:
#
(-1/6,-7/3)
(49/1317,-48299/9219)
(-25/54,-1253/135)
(64/681,20587/5448)
(9/781,21833/2343)
(9/781,-21833/2343)
(-25/54,1253/135)
(64/681,-20587/5448)
(49/1317,48299/9219)
(-1/6,7/3)
#
# (a,b,c,d) = (-51,2,2,0) and D = -1648:
#
(18/781,21779/4686)
(98/1317,-48985/18438)
(-1/3,-1)
(-25/27,-188/45)
(128/681,6521/3632)
(-25/27,689/135)
(98/1317,15871/6146)
(-1/3,4/3)
(128/681,-21611/10896)
(18/781,-21887/4686)
#
# (a,b,c,d) = (-411,1,1,0) and D = -1645:
#
(-9/41,494/123)
(-9/41,-467/123)
#
# (a,b,c,d) = (-411,0,1,0) and D = -1644:
#
#
# (a,b,c,d) = (-410,1,1,0) and D = -1641:
#
(36,4267/6)
(36,-4483/6)
#
# (a,b,c,d) = (-410,0,1,0) and D = -1640:
#
#
# (a,b,c,d) = (-409,1,1,0) and D = -1637:
#
(1/131,-1500/131)
(1/131,1499/131)
#
# (a,b,c,d) = (-51,1,2,0) and D = -1636:
#
(9/230,4927/1380)
(-8/15,53/20)
(-1521/1411,-565465/110058)
(1/3,-13/6)
(1/3,2)
(-625/2292,-21893/114600)
(-7569/25009,-1641926/2175783)
(9/230,-2477/690)
(-1521/1411,18376/3237)
(-625/2292,6253/19100)
(6241/5760,-1756751/303360)
(-7569/25009,3942355/4351566)
(82418/687,-177545719/278922)
(82418/687,53604955/92974)
(-8/15,-143/60)
(1/9,-20/9)
(1/9,13/6)
(6241/5760,2388607/455040)
#
# (a,b,c,d) = (-409,0,1,0) and D = -1636:
#
(6241/11520,-10047467/910080)
(41209/687,-169180292/139461)
(-4/15,151/30)
(-4/15,-151/30)
(1/18,79/18)
(-625/4584,59411/114600)
(-1521/2822,1190249/110058)
(9/460,9881/1380)
(-7569/50018,7226207/4351566)
(-1521/2822,-1190249/110058)
(1/6,25/6)
(1/18,-79/18)
(-625/4584,-59411/114600)
(-7569/50018,-7226207/4351566)
(1/6,-25/6)
(6241/11520,10047467/910080)
(41209/687,169180292/139461)
(9/460,-9881/1380)
#
# (a,b,c,d) = (-408,1,1,0) and D = -1633:
#
(-16/7,-1261/28)
(-16/7,1325/28)
#
# (a,b,c,d) = (-408,0,1,0) and D = -1632:
#
(-1/2,10)
(100/409,-21827/4090)
(-1/2,-10)
(100/409,21827/4090)
#
# (a,b,c,d) = (-51,0,2,0) and D = -1632:
#
(-1,-5)
(200/409,-21827/8180)
(-1,5)
(200/409,21827/8180)
#
# (a,b,c,d) = (-407,1,1,0) and D = -1629:
#
(169/1095,-58358/14235)
(-1/3,20/3)
(-9/59,-289/177)
(1681/195,-1425319/7995)
(-9/59,316/177)
(81/13369,-1546217/120321)
(1/15,61/15)
(1/15,-62/15)
(-1/3,-19/3)
(4/33,-23/6)
(169/1095,56161/14235)
(81/13369,1545488/120321)
(-110224/632775,-47461369/19098300)
(1681/195,1356398/7995)
(4/33,245/66)
(-110224/632775,558669427/210081300)
#
# (a,b,c,d) = (-15,1,3,0) and D = -1629:
#
(1/5,4/3)
(1/5,-7/5)
(1681/65,-99616/1599)
(1681/65,143053/2665)
(169/365,5996/4745)
(-27/59,-262/531)
(4/11,-29/22)
(-1,-2)
(169/365,-4037/2847)
(4/11,79/66)
(243/13369,1544759/360963)
(-110224/210925,39684253/42016260)
(-27/59,343/531)
(-1,7/3)
(-110224/210925,-53942299/70027100)
(243/13369,-1546946/360963)
#
# (a,b,c,d) = (-407,0,1,0) and D = -1628:
#
(256/25193,-3999563/403088)
(256/25193,3999563/403088)
(-1/7,-8/7)
(-1/7,8/7)
#
# (a,b,c,d) = (-406,1,1,0) and D = -1625:
#
(-1/4,-9/2)
(-196/815,51547/11410)
(1/10,-19/5)
(-196/815,-48803/11410)
(1/10,37/10)
(-1/4,19/4)
#
# (a,b,c,d) = (-2,5,5,0) and D = -1625:
#
(1/2,1/2)
(-5/4,-3/10)
(-196/163,-635/2282)
(1/2,-1)
(-5/4,31/20)
(-196/163,3379/2282)
#
# (a,b,c,d) = (-406,0,1,0) and D = -1624:
#
(1/107,1107/107)
(1/107,-1107/107)
#
# (a,b,c,d) = (-405,1,1,0) and D = -1621:
#
#
# (a,b,c,d) = (1,6,0,-2) and D = -1620:
#
(1,0)
(-5/7,6/7)
#
# (a,b,c,d) = (-405,0,1,0) and D = -1620:
#
(4,-161/2)
(4,161/2)
#
# (a,b,c,d) = (-15,0,3,0) and D = -1620:
#
(12,161/6)
(12,-161/6)
#
# (a,b,c,d) = (-404,1,1,0) and D = -1617:
#
#
# (a,b,c,d) = (1,3,-5,-3) and D = -1616:
#
(-37283/61759,43554/61759)
(-1,2)
(22/3,43/9)
(2545/2653,3268/7959)
(-4,1)
(202/4477,-3225/4477)
(-8/7,3/7)
(1,0)
(-206/163,-147/163)
#
# (a,b,c,d) = (-50,2,2,0) and D = -1616:
#
(-2312/1495,-141855/20332)
(-4232/15535,94955/285844)
(3698/2509,1443991/215774)
(32/1081,35437/8648)
(-8/23,133/92)
(2/5,-5/2)
(2/13,49/26)
(2/5,21/10)
(32/1081,-35693/8648)
(-2312/1495,866491/101660)
(48672/559705,83607545/34925592)
(48672/559705,-433223389/174627960)
(3698/2509,-1762019/215774)
(2/13,-53/26)
(-4232/15535,-85431/1429220)
(-8/23,-101/92)
#
# (a,b,c,d) = (-404,0,1,0) and D = -1616:
#
(1849/2509,-1603005/107887)
(1/13,51/13)
(24336/559705,425630557/87313980)
(1/13,-51/13)
(1/5,23/5)
(-4/23,-117/46)
(16/1081,35565/4324)
(16/1081,-35565/4324)
(1/5,-23/5)
(-1156/1495,-787883/50830)
(24336/559705,-425630557/87313980)
(-1156/1495,787883/50830)
(-2116/15535,280103/714610)
(-2116/15535,-280103/714610)
(1849/2509,1603005/107887)
(-4/23,117/46)
#
# (a,b,c,d) = (-403,1,1,0) and D = -1613:
#
#
# (a,b,c,d) = (-403,0,1,0) and D = -1612:
#
#
# (a,b,c,d) = (-402,1,1,0) and D = -1609:
#
(9/118,689/177)
(9/118,-1405/354)
#
# (a,b,c,d) = (-402,0,1,0) and D = -1608:
#
#
# (a,b,c,d) = (-401,1,1,0) and D = -1605:
#
(4/889,26503/1778)
(4/889,-26511/1778)
#
# (a,b,c,d) = (-50,1,2,0) and D = -1604:
#
(-2,-19/2)
(-2,21/2)
#
# (a,b,c,d) = (-401,0,1,0) and D = -1604:
#
(-1,-20)
(-1,20)
#
# (a,b,c,d) = (-400,1,1,0) and D = -1601:
#
(4/305,-5333/610)
(4/305,1065/122)
#
# (a,b,c,d) = (0,5,8,0) and D = -1600:
#
#
# (a,b,c,d) = (-6,2,4,0) and D = -1600:
#
#
# (a,b,c,d) = (0,2,20,0) and D = -1600:
#
#
# (a,b,c,d) = (0,1,40,0) and D = -1600:
#
#
# (a,b,c,d) = (0,4,10,0) and D = -1600:
#
#
# (a,b,c,d) = (-50,0,2,0) and D = -1600:
#
#
# (a,b,c,d) = (-400,0,1,0) and D = -1600:
#
#
# (a,b,c,d) = (-3,2,5,0) and D = -1600:
#
#
# (a,b,c,d) = (6,31,40,0) and D = -1600:
#
#
# (a,b,c,d) = (4,18,20,0) and D = -1600:
#
#
# (a,b,c,d) = (-399,1,1,0) and D = -1597:
#
(25/2751,-144374/13755)
(25/2751,6869/655)
(-1/7,-1)
(-1/7,8/7)
#
# (a,b,c,d) = (-399,0,1,0) and D = -1596:
#
(1,-20)
(1,20)
#
# (a,b,c,d) = (-398,1,1,0) and D = -1593:
#
(1/28,149/28)
(-4624/1463,6431835/99484)
(-9/32,521/96)
(121/22278,1662307/122529)
(4/57,-463/114)
(1681/68862,-9078599/1411671)
(-4624/1463,-6117403/99484)
(-9/32,-247/48)
(1156/1137,-804947/38658)
(25/66,2489/330)
(1156/1137,765643/38658)
(1/4,-11/2)
(-1/6,-13/6)
(1681/68862,18088277/2823342)
(1/4,21/4)
(121/22278,-3325945/245058)
(4/57,455/114)
(-1849/12488,-715215/536984)
(25/66,-1307/165)
(-1/6,7/3)
(-1849/12488,397361/268492)
(1/28,-75/14)
#
# (a,b,c,d) = (1,3,-6,-1) and D = -1593:
#
(-254/175,-183/175)
(3,2)
(-5/7,3/7)
(-312/293,-245/293)
(22265/11921,14424/11921)
(-2/7,9/7)
(13,-3)
(0,-1)
(-3/5,19/5)
(1,0)
(16383/4247,-3731/4247)
#
# (a,b,c,d) = (-14,3,3,0) and D = -1593:
#
(121/7426,-370141/81686)
(1156/379,-106907/12886)
(4/19,-55/38)
(121/7426,184405/40843)
(-5547/12488,-56741/230136)
(3/4,17/12)
(3/4,-13/6)
(-13872/1463,1098509/42636)
(3/28,-11/6)
(-1/2,-1/2)
(1681/22954,-1024049/470557)
(1156/379,67603/12886)
(-27/32,629/288)
(25/22,-173/55)
(-5547/12488,556375/805476)
(3/28,145/84)
(1681/22954,1979177/941114)
(4/19,47/38)
(-27/32,-193/144)
(-1/2,1)
(-13872/1463,-4859675/298452)
(25/22,221/110)
#
# (a,b,c,d) = (-398,0,1,0) and D = -1592:
#
#
# (a,b,c,d) = (-397,1,1,0) and D = -1589:
#
(-1/5,17/5)
(121/1835,-83627/20185)
(121/1835,82296/20185)
(-1/5,-16/5)
#
# (a,b,c,d) = (-397,0,1,0) and D = -1588:
#
#
# (a,b,c,d) = (-396,1,1,0) and D = -1585:
#
(1/354,-6661/354)
(1/354,1110/59)
(36/121,4393/726)
(36/121,-419/66)
(169/204,3561/221)
(169/204,-44929/2652)
#
# (a,b,c,d) = (-396,0,1,0) and D = -1584:
#
(1/70,293/35)
(1/70,-293/35)
(85849/1486765,-1880692273/435622145)
(85849/1486765,1880692273/435622145)
#
# (a,b,c,d) = (-49,2,2,0) and D = -1584:
#
(1/35,-21/5)
(171698/1486765,261483537/124463470)
(1/35,146/35)
(171698/1486765,-1930999787/871244290)
#
# (a,b,c,d) = (-395,1,1,0) and D = -1581:
#
#
# (a,b,c,d) = (-395,0,1,0) and D = -1580:
#
(4,159/2)
(4,-159/2)
#
# (a,b,c,d) = (-394,1,1,0) and D = -1577:
#
#
# (a,b,c,d) = (-394,0,1,0) and D = -1576:
#
#
# (a,b,c,d) = (-393,1,1,0) and D = -1573:
#
(1/69,-574/69)
(1/9,-34/9)
(1/69,191/23)
(1/3,20/3)
(1/9,11/3)
(-36/263,-287/1578)
(1/3,-7)
(-36/263,503/1578)
#
# (a,b,c,d) = (1,1,-7,-2) and D = -1573:
#
(-713/260,-619/520)
(-1,1/2)
(-5,18)
(1293/5311,-6437/5311)
(239/190,157/380)
(-3,1)
(1,0)
#
# (a,b,c,d) = (-49,1,2,0) and D = -1572:
#
(4489/1904,1416565/127568)
(1/8,-17/8)
(1/8,33/16)
(4489/1904,-447699/36448)
#
# (a,b,c,d) = (-393,0,1,0) and D = -1572:
#
(1/16,-67/16)
(1/16,67/16)
(4489/3808,-5967023/255136)
(4489/3808,5967023/255136)
#
# (a,b,c,d) = (-392,1,1,0) and D = -1569:
#
(1/52,-94/13)
(1/52,375/52)
#
# (a,b,c,d) = (1,8,14,0) and D = -1568:
#
(-1400/391,37773/54740)
(-9,73/21)
(1,-4/7)
(343/799,11258/39151)
(18/31,-97/186)
(81/41,-746/2583)
(-9,5/3)
(8/71,217/284)
(-7623/3961,479288/914991)
(350/281,-12321/19670)
(169/3199,-48985/41587)
(343/799,-20862/39151)
(-32,331/56)
(350/281,-1679/19670)
(-7623/3961,526948/914991)
(529/47239,19183797/7605479)
(7,-9/7)
(-1400/391,74227/54740)
(18/31,247/1302)
(7,-19/7)
(1,0)
(-2,9/14)
(169/3199,334107/291109)
(529/47239,-2747495/1086497)
(-2,1/2)
(8/71,-1647/1988)
(-32,99/8)
(81/41,-310/369)
#
# (a,b,c,d) = (-49,0,2,0) and D = -1568:
#
(81/287,712/369)
(1,-5)
(8/497,-1583/284)
(1/7,2)
(81/287,-712/369)
(-32/7,181/8)
(50/281,5321/2810)
(-2/7,-1/2)
(50/281,-5321/2810)
(-32/7,-181/8)
(49/799,16060/5593)
(8/497,1583/284)
(1,5)
(-2/7,1/2)
(-200/391,18227/7820)
(529/330673,-19208131/1086497)
(-1089/3961,-23830/130713)
(18/217,-463/186)
(169/22393,338501/41587)
(-9/7,-19/3)
(-9/7,19/3)
(169/22393,-338501/41587)
(1/7,-2)
(18/217,463/186)
(-1089/3961,23830/130713)
(529/330673,19208131/1086497)
(49/799,-16060/5593)
(-200/391,-18227/7820)
#
# (a,b,c,d) = (-1,2,7,0) and D = -1568:
#
(-700/391,-11227/27370)
(-1,0)
(529/94478,76820357/15210958)
(169/6398,1351807/582218)
(9/31,-70/93)
(-1,2/7)
(-16,35/4)
(1/2,-9/14)
(1/2,1/2)
(4/71,-1591/994)
(-16,-117/28)
(81/82,2119/5166)
(175/281,-6196/9835)
(343/1598,-66641/78302)
(9/31,436/651)
(-9/2,103/42)
(175/281,4446/9835)
(81/82,-511/738)
(-700/391,25227/27370)
(-9/2,-7/6)
(-7623/7922,156239/1829982)
(343/1598,61839/78302)
(7/2,13/14)
(4/71,225/142)
(7/2,-27/14)
(529/94478,-10977813/2172994)
(169/6398,-193743/83174)
(-7623/7922,346879/1829982)
#
# (a,b,c,d) = (-392,0,1,0) and D = -1568:
#
(-1089/7922,-47660/130713)
(1/2,-10)
(-9/14,38/3)
(169/44786,677002/41587)
(529/661346,-38416262/1086497)
(1/14,-4)
(-100/391,-18227/3910)
(81/574,-1424/369)
(49/1598,-32120/5593)
(-100/391,18227/3910)
(1/2,10)
(1/14,4)
(9/217,463/93)
(9/217,-463/93)
(169/44786,-677002/41587)
(81/574,1424/369)
(4/497,-1583/142)
(25/281,-5321/1405)
(-1/7,-1)
(-16/7,181/4)
(4/497,1583/142)
(25/281,5321/1405)
(-9/14,-38/3)
(49/1598,32120/5593)
(-1/7,1)
(529/661346,38416262/1086497)
(-1089/7922,47660/130713)
(-16/7,-181/4)
#
# (a,b,c,d) = (-391,1,1,0) and D = -1565:
#
(1/11,-42/11)
(1/11,41/11)
(-6889/19789,-10676130/1642487)
(-6889/19789,11247917/1642487)
#
# (a,b,c,d) = (-391,0,1,0) and D = -1564:
#
#
# (a,b,c,d) = (-390,1,1,0) and D = -1561:
#
(1/30,-83/15)
(1/30,11/2)
#
# (a,b,c,d) = (-390,0,1,0) and D = -1560:
#
(25/139,2963/695)
(25/139,-2963/695)
#
# (a,b,c,d) = (-389,1,1,0) and D = -1557:
#
(9/109,-1270/327)
(9/109,1243/327)
#
# (a,b,c,d) = (1,5,-1,-3) and D = -1556:
#
(8/11,7/11)
(1,0)
(2152/307,-1267/921)
(22/9,-91/27)
(-103/107,126/107)
#
# (a,b,c,d) = (-389,0,1,0) and D = -1556:
#
(1/35,208/35)
(-169/1225,6274/15925)
(-169/1225,-6274/15925)
(1/35,-208/35)
(-1764/5015,1417429/210630)
(-1764/5015,-1417429/210630)
#
# (a,b,c,d) = (-388,1,1,0) and D = -1553:
#
(-1/2,10)
(-1/2,-19/2)
(169/692,-12015/2249)
(169/692,45863/8996)
#
# (a,b,c,d) = (-388,0,1,0) and D = -1552:
#
(-16/79,1047/316)
(-1/4,-9/2)
(-529/1032,-118679/11868)
(1/8,-15/4)
(1/12,23/6)
(1444/9393,-1413143/356934)
(121/1796,40251/9878)
(1/341,-6297/341)
(1/1376,25521/688)
(1/1376,-25521/688)
(1/341,6297/341)
(121/1796,-40251/9878)
(1/12,-23/6)
(1/8,15/4)
(-1/3,-19/3)
(1444/9393,1413143/356934)
(-16/79,-1047/316)
(9/88,-491/132)
(-1/3,19/3)
(-25/144,877/360)
(7795264/115928313,1319770780813/323671849896)
(-529/1032,118679/11868)
(25/33804,-3107579/84510)
(7795264/115928313,-1319770780813/323671849896)
(-1/4,9/2)
(-25/144,-877/360)
(9/88,491/132)
(25/33804,3107579/84510)
#
# (a,b,c,d) = (-6,1,4,0) and D = -1552:
#
(1/2,7/8)
(5776/9393,-507629/475912)
(4/341,6295/1364)
(4/341,-6299/1364)
(-1,5/4)
(-529/258,65423/23736)
(121/449,-20791/19756)
(121/449,4865/4939)
(-1,-1)
(5776/9393,1303399/1427736)
(9/22,29/33)
(1/3,-1)
(-64/79,-919/1264)
(-4/3,-17/12)
(-25/36,167/240)
(31181056/115928313,-1363299534989/1294687399584)
(-25/36,-47/90)
(1/344,-12761/1376)
(25/8451,-388463/42255)
(31181056/115928313,425414008879/431562466528)
(1/344,1595/172)
(1/3,11/12)
(25/8451,517909/56340)
(-4/3,7/4)
(1/2,-1)
(-64/79,1175/1264)
(-529/258,-2219/989)
(9/22,-259/264)
#
# (a,b,c,d) = (-48,2,2,0) and D = -1552:
#
(2888/9393,1303399/713868)
(-32/79,-919/632)
(-529/516,-4438/989)
(1/6,-2)
(9/44,58/33)
(15590528/115928313,425414008879/215781233264)
(2/341,6295/682)
(9/44,-259/132)
(2/341,-6299/682)
(-1/2,5/2)
(-529/516,65423/11868)
(1/4,-2)
(-2/3,-17/6)
(1/688,-12761/688)
(1/688,1595/86)
(15590528/115928313,-1363299534989/647343699792)
(-2/3,7/2)
(1/4,7/4)
(-1/2,-2)
(1/6,11/6)
(-25/72,167/120)
(-32/79,1175/632)
(-25/72,-47/45)
(25/16902,-776926/42255)
(121/898,-20791/9878)
(121/898,9730/4939)
(25/16902,517909/28170)
(2888/9393,-507629/237956)
#
# (a,b,c,d) = (-387,1,1,0) and D = -1549:
#
#
# (a,b,c,d) = (-14,2,3,0) and D = -1548:
#
#
# (a,b,c,d) = (-387,0,1,0) and D = -1548:
#
#
# (a,b,c,d) = (-386,1,1,0) and D = -1545:
#
#
# (a,b,c,d) = (-386,0,1,0) and D = -1544:
#
(1/7,27/7)
(1/7,-27/7)
(-324/2135,-58283/38430)
(-324/2135,58283/38430)
#
# (a,b,c,d) = (-385,1,1,0) and D = -1541:
#
(169/23975,3711408/311675)
(-1/7,-6/7)
(49/9185,176026/12859)
(49/9185,-80043/5845)
(-1/7,1)
(-64/343,-7531/2744)
(-64/343,1149/392)
(169/23975,-106103/8905)
#
# (a,b,c,d) = (-48,1,2,0) and D = -1540:
#
(-1/3,-1)
(-1/3,7/6)
(169/2472,-176245/64272)
(169/2472,3626/1339)
#
# (a,b,c,d) = (-385,0,1,0) and D = -1540:
#
(169/4944,350293/64272)
(-1/6,13/6)
(169/4944,-350293/64272)
(-1/6,-13/6)
#
# (a,b,c,d) = (-384,1,1,0) and D = -1537:
#
(1/6,4)
(1/6,-25/6)
#
# (a,b,c,d) = (-5,4,4,0) and D = -1536:
#
#
# (a,b,c,d) = (-48,0,2,0) and D = -1536:
#
#
# (a,b,c,d) = (-6,0,4,0) and D = -1536:
#
#
# (a,b,c,d) = (-384,0,1,0) and D = -1536:
#
#
# (a,b,c,d) = (-383,1,1,0) and D = -1533:
#
#
# (a,b,c,d) = (-383,0,1,0) and D = -1532:
#
#
# (a,b,c,d) = (-382,1,1,0) and D = -1529:
#
(81/394,15893/3546)
(81/394,-8311/1773)
#
# (a,b,c,d) = (-382,0,1,0) and D = -1528:
#
#
# (a,b,c,d) = (-3,1,5,0) and D = -1525:
#
(1/9,-61/45)
(-9/13,2/195)
(-4446245/5977399,-5287452944/28183436285)
(13456/23829,1891427/2764164)
(3125/20121,943777/838375)
(-4/3,-5/6)
(-9/13,5/39)
(49/199,6247/6965)
(845/339,-48842/22035)
(49/199,-1318/1393)
(1,-1)
(64/205,1321/1640)
(-4/3,11/10)
(845/339,12619/7345)
(14641/31707,-1018778/1278849)
(13456/23829,-3672677/4606940)
(-5,22/5)
(1,4/5)
(-2116/2603,-37721/119738)
(14641/31707,13510109/19182735)
(1/9,4/3)
(-2116/2603,285941/598690)
(64/205,-7117/8200)
(-4446245/5977399,9480261979/28183436285)
(3125/20121,-2909456/2515125)
(-5,-17/5)
#
# (a,b,c,d) = (-381,1,1,0) and D = -1525:
#
(-2116/13015,1235033/598690)
(169/339,-14816/1469)
(169/339,42251/4407)
(64/1025,34049/8200)
(-9/65,-44/195)
(1/5,22/5)
(64/1025,-34561/8200)
(-1,20)
(1/5,-23/5)
(-1,-19)
(-889249/5977399,7803138365/5636687257)
(49/995,-32264/6965)
(1/45,-101/15)
(625/20121,-959402/167675)
(13456/119145,16802489/4606940)
(49/995,31921/6965)
(-4/15,-47/10)
(14641/158535,23697889/6394245)
(1/45,302/45)
(625/20121,2862581/503025)
(14641/158535,-72865228/19182735)
(-889249/5977399,-6964576558/5636687257)
(-2116/13015,-1137697/598690)
(-9/65,71/195)
(13456/119145,-51968363/13820820)
(-4/15,149/30)
#
# (a,b,c,d) = (-381,0,1,0) and D = -1524:
#
(25/31,-2446/155)
(4/145,1753/290)
(1024/15865,2098163/507680)
(-1089/7625,220742/251625)
(25/31,2446/155)
(-1089/7625,-220742/251625)
(1024/15865,-2098163/507680)
(4/145,-1753/290)
(-1/5,-16/5)
(-1/5,16/5)
#
# (a,b,c,d) = (1,1,-7,-1) and D = -1524:
#
(-14/19,99/19)
(-224/849,1039/849)
(5/3,2/3)
(-234/361,185/361)
(-40574/64581,-35135/64581)
(0,-1)
(-3709/99,1184/99)
(1,0)
#
# (a,b,c,d) = (-380,1,1,0) and D = -1521:
#
#
# (a,b,c,d) = (0,1,39,0) and D = -1521:
#
#
# (a,b,c,d) = (4,25,39,0) and D = -1521:
#
#
# (a,b,c,d) = (0,3,13,0) and D = -1521:
#
#
# (a,b,c,d) = (-14,1,3,0) and D = -1521:
#
#
# (a,b,c,d) = (-380,0,1,0) and D = -1520:
#
(1/26,-67/13)
(4489/23621,6895909/1582607)
(4489/23621,-6895909/1582607)
(1/26,67/13)
#
# (a,b,c,d) = (-47,2,2,0) and D = -1520:
#
(8978/23621,-7497435/3165214)
(1/13,33/13)
(1/13,-34/13)
(8978/23621,6294383/3165214)
#
# (a,b,c,d) = (-379,1,1,0) and D = -1517:
#
(1,19)
(-169/337,43434/4381)
(1,-20)
(-169/337,-41237/4381)
#
# (a,b,c,d) = (-379,0,1,0) and D = -1516:
#
(-1/7,-6/7)
(16/2625,-134497/10500)
(-1/7,6/7)
(16/2625,134497/10500)
#
# (a,b,c,d) = (-378,1,1,0) and D = -1513:
#
#
# (a,b,c,d) = (-14,0,3,0) and D = -1512:
#
#
# (a,b,c,d) = (-378,0,1,0) and D = -1512:
#
#
# (a,b,c,d) = (1,2,-6,-3) and D = -1509:
#
(1/6,-5/6)
(-89/43,198/43)
(2,1)
(15623/3384,-4459/3384)
(1,0)
(-551611/495732,236687/495732)
#
# (a,b,c,d) = (-377,1,1,0) and D = -1509:
#
(-4356/30095,163433/152790)
(121/445,26838/4895)
(1/25,126/25)
(121/445,-28169/4895)
(1/25,-127/25)
(-4356/30095,-1837133/1986270)
(-25/101,-2143/505)
(-25/101,2268/505)
#
# (a,b,c,d) = (-377,0,1,0) and D = -1508:
#
(1/22,105/22)
(-9/38,469/114)
(-49/328,3011/2296)
(1/22,-105/22)
(1225/4664,891337/163240)
(1/4,-21/4)
(-49/328,-3011/2296)
(1/23,-112/23)
(-9/38,-469/114)
(1/4,21/4)
(1/23,112/23)
(1225/4664,-891337/163240)
#
# (a,b,c,d) = (-47,1,2,0) and D = -1508:
#
(1225/2332,424231/163240)
(1/11,26/11)
(1225/2332,-233553/81620)
(-9/19,124/57)
(2/23,-113/46)
(-9/19,-221/114)
(1/2,-11/4)
(-49/164,1677/2296)
(1/2,5/2)
(1/11,-53/22)
(-49/164,-667/1148)
(2/23,111/46)
#
# (a,b,c,d) = (-376,1,1,0) and D = -1505:
#
#
# (a,b,c,d) = (-376,0,1,0) and D = -1504:
#
#
# (a,b,c,d) = (-47,0,2,0) and D = -1504:
#
#
# (a,b,c,d) = (-375,1,1,0) and D = -1501:
#
#
# (a,b,c,d) = (-375,0,1,0) and D = -1500:
#
#
# (a,b,c,d) = (-3,0,5,0) and D = -1500:
#
#
# (a,b,c,d) = (-374,1,1,0) and D = -1497:
#
(-81/578,163/306)
(-81/578,-1021/2601)
#
# (a,b,c,d) = (-374,0,1,0) and D = -1496:
#
#
# (a,b,c,d) = (-373,1,1,0) and D = -1493:
#
(-1/7,6/7)
(-1/7,-5/7)
#
# (a,b,c,d) = (-373,0,1,0) and D = -1492:
#
(4/537,-12445/1074)
(-25/9,-2414/45)
(1/3,20/3)
(1/3,-20/3)
(-25/9,2414/45)
(4/537,12445/1074)
#
# (a,b,c,d) = (1,4,-4,-2) and D = -1492:
#
(-1191/889,3160/889)
(-3/7,-5/7)
(-59/109,126/109)
(-1,-1)
(1,0)
(-867/1267,613/1267)
#
# (a,b,c,d) = (1,4,-5,-1) and D = -1489:
#
(5,-1)
(1567/6517,-10989/6517)
(208/2303,-2735/2303)
(-2749/5311,15002/5311)
(4187/11227,-25696/11227)
(-36039815/11775257,204451868/11775257)
(-1,-1)
(-7/13,-10/13)
(2359/59,-475/59)
(-83978/58957,21645/58957)
(-27/73,134/73)
(-182/41,37/41)
(793/493,666/493)
(26/31,7/31)
(-333/403,152/403)
(91/71,73/71)
(8,7)
(1,0)
(23890/26657,14293/26657)
(-325/157,1843/157)
(-13/19,8/19)
(-4002883793/9214113167,5782114820/9214113167)
(-593749/223079,124866/223079)
(-91/281,279/281)
(0,-1)
(-4706/1891,999/1891)
(-18/47,91/47)
(1987/1157,-11285/1157)
#
# (a,b,c,d) = (-372,1,1,0) and D = -1489:
#
(64/393,12325/3144)
(-100/79,19781/790)
(1/2,-10)
(-169/660,-37751/8580)
(529/968,-242755/22264)
(83521/8045360,-22836955973/2325109040)
(-8649/10412,-3770125/242079)
(3721/11160,368479/56730)
(-25/166,1177/830)
(1/20,-23/5)
(1/2,19/2)
(3721/11160,-149959/21960)
(-100/79,-18781/790)
(1/20,91/20)
(1/44,73/11)
(529/968,57647/5566)
(81/1252,-11711/2817)
(49/450,5722/1575)
(-25/166,-526/415)
(-169/660,3329/715)
(-4/15,49/10)
(-4/15,-139/30)
(-676/3223,294295/83798)
(64/393,-4279/1048)
(12321/10450,-13546102/579975)
(361/1790,-155903/34010)
(-1/6,13/6)
(-1/6,-2)
(-676/3223,-276719/83798)
(64/305,-11479/2440)
(361/1790,74522/17005)
(1/44,-293/44)
(1/192,-887/64)
(3481/757242,658858585/44677278)
(3481/757242,-109843994/7446213)
(418161601/3079767122,-241825847972045/62978157877778)
(418161601/3079767122,116637430696598/31489078938889)
(12321/10450,25724573/1159950)
(49/450,-3929/1050)
(64/305,10967/2440)
(83521/8045360,5703204601/581277260)
(1/192,665/48)
(-8649/10412,15884857/968316)
(81/1252,46115/11268)
#
# (a,b,c,d) = (-46,2,2,0) and D = -1488:
#
#
# (a,b,c,d) = (-372,0,1,0) and D = -1488:
#
#
# (a,b,c,d) = (-13,3,3,0) and D = -1485:
#
#
# (a,b,c,d) = (-371,1,1,0) and D = -1485:
#
#
# (a,b,c,d) = (-371,0,1,0) and D = -1484:
#
#
# (a,b,c,d) = (-370,1,1,0) and D = -1481:
#
(-1/4,-17/4)
(1225/12104,1545067/423640)
(-1/4,9/2)
(1225/12104,-793971/211820)
#
# (a,b,c,d) = (-370,0,1,0) and D = -1480:
#
(169/519,43883/6747)
(169/519,-43883/6747)
#
# (a,b,c,d) = (-369,1,1,0) and D = -1477:
#
(9/43,-604/129)
(49/1233,-43966/8631)
(1369/8943,-1314757/330891)
(-100/159,-18611/1590)
(9/43,577/129)
(49/1233,4847/959)
(1369/8943,421368/110297)
(-1/3,-6)
(-100/159,6537/530)
(-1/3,19/3)
#
# (a,b,c,d) = (-369,0,1,0) and D = -1476:
#
(361/1480,143533/28120)
(1/10,-37/10)
(-1/2,19/2)
(-4/23,107/46)
(9/124,1475/372)
(9/124,-1475/372)
(-1/2,-19/2)
(-1369/4880,-911339/180560)
(-4/23,-107/46)
(1/10,37/10)
(-1369/4880,911339/180560)
(361/1480,-143533/28120)
#
# (a,b,c,d) = (-46,1,2,0) and D = -1476:
#
(1/5,-19/10)
(9/62,-751/372)
(1/5,9/5)
(-1,-9/2)
(9/62,181/93)
(-8/23,5/4)
(361/740,-18799/7030)
(-1,5)
(-1369/2440,-430343/180560)
(361/740,68337/28120)
(-8/23,-99/92)
(-1369/2440,120249/45140)
#
# (a,b,c,d) = (-368,1,1,0) and D = -1473:
#
#
# (a,b,c,d) = (-368,0,1,0) and D = -1472:
#
(-1/7,5/7)
(100/23009,3490223/230090)
(-1/7,-5/7)
(100/23009,-3490223/230090)
#
# (a,b,c,d) = (-46,0,2,0) and D = -1472:
#
(-2/7,-5/14)
(200/23009,-3490223/460180)
(-2/7,5/14)
(200/23009,3490223/460180)
#
# (a,b,c,d) = (-367,1,1,0) and D = -1469:
#
#
# (a,b,c,d) = (-367,0,1,0) and D = -1468:
#
#
# (a,b,c,d) = (-366,1,1,0) and D = -1465:
#
(961/4914,-340505/76167)
(961/4914,217073/50778)
#
# (a,b,c,d) = (-366,0,1,0) and D = -1464:
#
(529/24475,-3836057/562925)
(1/19,-85/19)
(16/97,-1553/388)
(-81/245,13409/2205)
(-81/245,-13409/2205)
(16/97,1553/388)
(1/19,85/19)
(529/24475,3836057/562925)
#
# (a,b,c,d) = (-365,1,1,0) and D = -1461:
#
(961/15235,-1979656/472285)
(-1/5,16/5)
(961/15235,389973/94457)
(-1/5,-3)
#
# (a,b,c,d) = (-365,0,1,0) and D = -1460:
#
(-16/79,-1001/316)
(-16/79,1001/316)
#
# (a,b,c,d) = (-364,1,1,0) and D = -1457:
#
(1/56,419/56)
(1/56,-15/2)
#
# (a,b,c,d) = (-45,2,2,0) and D = -1456:
#
(8/9,-19/4)
(8/9,139/36)
#
# (a,b,c,d) = (-364,0,1,0) and D = -1456:
#
(4/9,155/18)
(4/9,-155/18)
#
# (a,b,c,d) = (-363,1,1,0) and D = -1453:
#
(-1/7,5/7)
(-1/7,-4/7)
(9/2527,127018/7581)
(9/2527,-127045/7581)
#
# (a,b,c,d) = (2,10,11,0) and D = -1452:
#
#
# (a,b,c,d) = (-363,0,1,0) and D = -1452:
#
#
# (a,b,c,d) = (-362,1,1,0) and D = -1449:
#
(-620944/4246175,-2944505841/3345985900)
(-620944/4246175,3433809713/3345985900)
(4/25,-201/50)
(4/25,193/50)
#
# (a,b,c,d) = (-362,0,1,0) and D = -1448:
#
(-1,19)
(-1,-19)
#
# (a,b,c,d) = (-361,1,1,0) and D = -1445:
#
#
# (a,b,c,d) = (9,37,38,0) and D = -1444:
#
#
# (a,b,c,d) = (0,2,19,0) and D = -1444:
#
#
# (a,b,c,d) = (0,1,38,0) and D = -1444:
#
#
# (a,b,c,d) = (-45,1,2,0) and D = -1444:
#
#
# (a,b,c,d) = (-361,0,1,0) and D = -1444:
#
#
# (a,b,c,d) = (-360,1,1,0) and D = -1441:
#
#
# (a,b,c,d) = (-1,4,6,0) and D = -1440:
#
(2/3,7/18)
(-1,0)
(3/173,-1612/519)
(-75/13,-217/195)
(3/173,1606/519)
(-32/37,365/888)
(-28227366/14345999,308280024577/186698830986)
(8/43,-523/516)
(1,-1)
(1,1/3)
(-1,2/3)
(49/201,-3875/4221)
(-968/717,-5323/31548)
(25/279,-5836/4185)
(-75/13,967/195)
(7714592/9375763,-33118343739/36827997064)
(2/3,-5/6)
(6,-31/6)
(7803/53,-1027172/8109)
(8/43,153/172)
(7803/53,231266/8109)
(25/279,1862/1395)
(7714592/9375763,38749196465/110483991192)
(-968/717,101153/94644)
(6,7/6)
(-28227366/14345999,-63379397161/186698830986)
(-32/37,49/296)
(49/201,1063/1407)
#
# (a,b,c,d) = (-45,0,2,0) and D = -1440:
#
(2601/53,-629219/2703)
(-25/13,-592/65)
(-9409122/14345999,-185829710869/62232943662)
(-1/3,-1)
(1/173,-1609/173)
(25/837,5711/1395)
(49/603,3532/1407)
(7714592/28127289,-69052113841/36827997064)
(2,-19/2)
(-968/2151,-58561/31548)
(-968/2151,58561/31548)
(49/603,-3532/1407)
(7714592/28127289,69052113841/36827997064)
(25/837,-5711/1395)
(1/173,1609/173)
(1/3,2)
(2601/53,629219/2703)
(8/129,-491/172)
(2/9,11/6)
(1/3,-2)
(-1/3,1)
(-32/111,109/296)
(2,19/2)
(-32/111,-109/296)
(-9409122/14345999,185829710869/62232943662)
(-25/13,592/65)
(2/9,-11/6)
(8/129,491/172)
#
# (a,b,c,d) = (-360,0,1,0) and D = -1440:
#
(4/129,491/86)
(4/129,-491/86)
(49/1206,7064/1407)
(2601/106,-1258438/2703)
(-25/26,1184/65)
(1/9,11/3)
(-1/6,2)
(25/1674,11422/1395)
(2601/106,1258438/2703)
(-4704561/14345999,185829710869/31116471831)
(-1/6,-2)
(-484/2151,-58561/15774)
(1/9,-11/3)
(25/1674,-11422/1395)
(1,19)
(-16/111,109/148)
(1/6,-4)
(-484/2151,58561/15774)
(-16/111,-109/148)
(1,-19)
(49/1206,-7064/1407)
(1/6,4)
(-25/26,-1184/65)
(3857296/28127289,-69052113841/18413998532)
(3857296/28127289,69052113841/18413998532)
(1/346,3218/173)
(1/346,-3218/173)
(-4704561/14345999,-185829710869/31116471831)
#
# (a,b,c,d) = (-13,2,3,0) and D = -1440:
#
(3857296/9375763,-25542614395/18413998532)
(-14113683/14345999,216442289296/93349415493)
(3857296/9375763,61476384497/55241995596)
(3/346,-6439/1038)
(7803/106,-2914829/16218)
(25/558,7573/2790)
(4/43,161/86)
(-1/2,-1/2)
(-1/2,5/6)
(25/558,-22969/8370)
(-16/37,173/444)
(-75/26,-1993/390)
(7803/106,2118923/16218)
(-484/717,69209/47322)
(49/402,-14471/8442)
(1/3,-4/3)
(-484/717,-15971/15774)
(1/3,10/9)
(-16/37,-15/148)
(3/346,6433/1038)
(4/43,-499/258)
(-75/26,211/30)
(49/402,4595/2814)
(1/2,7/6)
(1/2,-3/2)
(3,-22/3)
(-14113683/14345999,-155217132442/93349415493)
(3,16/3)
#
# (a,b,c,d) = (-359,1,1,0) and D = -1437:
#
(1/7,-27/7)
(1/7,26/7)
(-52441/68579,232911964/15704591)
(-52441/68579,-220902975/15704591)
#
# (a,b,c,d) = (1,6,1,-2) and D = -1436:
#
(1,2)
(263/131,-741/262)
(-5/6,11/12)
(16493/11357,-1896/11357)
(-7023/3977,1454/3977)
(461/1041,-1943/2082)
(155/291,-292/291)
(-5/4,-21/8)
(-583/137,-1206/137)
(-327/422,553/844)
(47/167,-140/167)
(-41/46,39/92)
(3,-1/2)
(2383/88,9855/176)
(-743/33,1036/33)
(-882061/3941043,-3551674/3941043)
(1,0)
(1,-3/2)
(-11/13,6/13)
(-1345/3464,-7441/6928)
#
# (a,b,c,d) = (-359,0,1,0) and D = -1436:
#
(1156/433,744759/14722)
(243049/682925,-2339419046/336682025)
(4/17,-167/34)
(1/5,-22/5)
(-400/1751,-132693/35020)
(-1936/13735,-117923/604340)
(9/29329,5022800/87987)
(-121/35,25218/385)
(4/49,-375/98)
(36/241,-5545/1446)
(-121/35,-25218/385)
(1/73,624/73)
(-16/95,-783/380)
(4/49,375/98)
(1/5,22/5)
(243049/682925,2339419046/336682025)
(-1936/13735,117923/604340)
(-400/1751,132693/35020)
(4/17,167/34)
(-177241/372079,1395481900/156645259)
(1156/433,-744759/14722)
(-16/95,783/380)
(-1/7,4/7)
(1/73,-624/73)
(-841/4607,-340236/133603)
(1024/56545,-13460271/1809440)
(36/241,5545/1446)
(2025/15469,-2585078/696105)
(2025/15469,2585078/696105)
(164836/3128833,5677841121/1270306198)
(49/85,6546/595)
(-841/4607,340236/133603)
(49/85,-6546/595)
(164836/3128833,-5677841121/1270306198)
(-177241/372079,-1395481900/156645259)
(1024/56545,13460271/1809440)
(9/29329,-5022800/87987)
(-1/7,-4/7)
#
# (a,b,c,d) = (-358,1,1,0) and D = -1433:
#
(-9/44,-203/66)
(-16/31,-1167/124)
(-9/44,433/132)
(1/8,-15/4)
(-3481/18832,-1400595/555544)
(1/8,29/8)
(-16/31,1231/124)
(-3481/18832,3006569/1111088)
#
# (a,b,c,d) = (-358,0,1,0) and D = -1432:
#
#
# (a,b,c,d) = (-357,1,1,0) and D = -1429:
#
(9/133,-1630/399)
(9/133,229/57)
#
# (a,b,c,d) = (-357,0,1,0) and D = -1428:
#
#
# (a,b,c,d) = (-356,1,1,0) and D = -1425:
#
(-225/914,29542/6855)
(4,-155/2)
(2601/23026,-2182406/587163)
(1/106,-546/53)
(1/4,5)
(2601/23026,4232161/1174326)
(-1681/11144,-130189/114226)
(4,147/2)
(-364816/182399,4268438431/110168996)
(1/4,-21/4)
(1/106,1091/106)
(-1681/11144,589677/456904)
(-364816/182399,-4048089567/110168996)
(-225/914,-55709/13710)
#
# (a,b,c,d) = (1,4,-3,-3) and D = -1425:
#
(250/311,97/311)
(-29/31,45/31)
(-1/3,-2/3)
(-1048/1089,469/1089)
(-1,-1)
(1,0)
(-2372/129,3977/129)
#
# (a,b,c,d) = (-5,3,4,0) and D = -1424:
#
(8281/14960,-311603/272272)
(1/8,11/8)
(1/8,-47/32)
(8281/14960,3971347/5445440)
#
# (a,b,c,d) = (-44,2,2,0) and D = -1424:
#
(1/16,45/16)
(8281/29920,-5478489/2722720)
(8281/29920,214769/123760)
(1/16,-23/8)
#
# (a,b,c,d) = (-356,0,1,0) and D = -1424:
#
(1/32,-91/16)
(1/32,91/16)
(8281/59840,-10203407/2722720)
(8281/59840,10203407/2722720)
#
# (a,b,c,d) = (-355,1,1,0) and D = -1421:
#
(-4356/27719,-2696167/1829454)
(-4356/27719,2983663/1829454)
(-1/7,-3/7)
(1/455,-9706/455)
(-1/7,4/7)
(1/455,1941/91)
#
# (a,b,c,d) = (-1,1,7,0) and D = -1421:
#
(-1,0)
(1/65,-1387/455)
(1/65,198/65)
(-30492/27719,-1833679/12806178)
(-1,1/7)
(-30492/27719,3846151/12806178)
#
# (a,b,c,d) = (-355,0,1,0) and D = -1420:
#
(-16/39,-1181/156)
(-16/39,1181/156)
#
# (a,b,c,d) = (-354,1,1,0) and D = -1417:
#
(693889/20081688,-30311819701/5576015368)
(693889/20081688,45178724783/8364023052)
(1/116,-625/58)
(1/116,1249/116)
#
# (a,b,c,d) = (-354,0,1,0) and D = -1416:
#
(31329/1346695,1566280459/238365015)
(31329/1346695,-1566280459/238365015)
#
# (a,b,c,d) = (-13,1,3,0) and D = -1413:
#
(1,2)
(-100/117,-413/270)
(16129/40469,18042038/15418689)
(1/11,21/11)
(-100/213,3703/6390)
(3/13,-4/3)
(1,-7/3)
(-169/311,-2954/4043)
(-100/213,-901/2130)
(-169/311,11059/12129)
(-30603/8177,20895781/2477631)
(16129/40469,-515139/395351)
(97969/146939,5131569/3537839)
(1/11,-64/33)
(-30603/8177,-1369606/190587)
(-100/117,2123/1170)
(97969/146939,-230795488/137975721)
(3/13,49/39)
#
# (a,b,c,d) = (-353,1,1,0) and D = -1413:
#
(1/3,19/3)
(16129/121407,-58222880/15418689)
(1/33,-191/33)
(16129/121407,56174497/15418689)
(1/13,-51/13)
(-169/933,30980/12129)
(-100/351,18107/3510)
(-100/639,10109/6390)
(97969/440817,631057870/137975721)
(-100/351,-17107/3510)
(-169/933,-28783/12129)
(1/13,50/13)
(97969/440817,-661722167/137975721)
(1/33,190/33)
(-100/639,-9109/6390)
(1/3,-20/3)
(-10201/8177,19865480/825877)
(-10201/8177,-18835179/825877)
#
# (a,b,c,d) = (-44,1,2,0) and D = -1412:
#
(18/19,487/114)
(1/19,-59/19)
(-1/2,-2)
(1,-5)
(18/19,-541/114)
(289/1444,-92745/49096)
(1/19,117/38)
(-361/704,7775/3344)
(-882/3113,1787/11886)
(-1/2,9/4)
(-882/3113,-1135/130746)
(289/1444,10979/6137)
(1,9/2)
(-361/704,-5031/2432)
#
# (a,b,c,d) = (-353,0,1,0) and D = -1412:
#
(1/2,-19/2)
(-1/4,17/4)
(-361/1408,117541/26752)
(9/19,514/57)
(-441/3113,-10396/65373)
(1/38,235/38)
(289/2888,180577/49096)
(289/2888,-180577/49096)
(1/38,-235/38)
(-441/3113,10396/65373)
(-1/4,-17/4)
(9/19,-514/57)
(-361/1408,-117541/26752)
(1/2,19/2)
#
# (a,b,c,d) = (-352,1,1,0) and D = -1409:
#
(-4/7,153/14)
(355216/1264865,4114535311/753859540)
(-4/7,-145/14)
(355216/1264865,-4326244047/753859540)
#
# (a,b,c,d) = (-44,0,2,0) and D = -1408:
#
(-2/7,3/14)
(-2/7,-3/14)
(8/2457,121789/9828)
(8/2457,-121789/9828)
#
# (a,b,c,d) = (-352,0,1,0) and D = -1408:
#
(-1/7,-3/7)
(4/2457,-121789/4914)
(4/2457,121789/4914)
(-1/7,3/7)
#
# (a,b,c,d) = (-351,1,1,0) and D = -1405:
#
#
# (a,b,c,d) = (-13,0,3,0) and D = -1404:
#
(16/35,179/140)
(-1,2)
(16/35,-179/140)
(-1,-2)
#
# (a,b,c,d) = (-351,0,1,0) and D = -1404:
#
(-1/3,6)
(16/105,537/140)
(16/105,-537/140)
(-1/3,-6)
#
# (a,b,c,d) = (-350,1,1,0) and D = -1401:
#
(-1/2,19/2)
(-25/176,207/880)
(441/2620,-44755/11004)
(-1/2,-9)
(1369/5620,101205/20794)
(441/2620,107257/27510)
(-25/176,-41/440)
(4/97,963/194)
(4/97,-971/194)
(1369/5620,-1062703/207940)
#
# (a,b,c,d) = (-2,4,5,0) and D = -1400:
#
(-1,-1/5)
(-1,1)
(-64/43,2833/1720)
(361/12431,-622597/236189)
(4/5,23/50)
(-9,31/3)
(361/12431,3085549/1180945)
(-14641/20633,3679219/12482965)
(-14641/20633,681405/2496593)
(-9,-47/15)
(-33620/16159,15622241/6625190)
(4/13,-25/26)
(5/11,-51/55)
(190096/49621,29067037/21634756)
(4/5,-11/10)
(190096/49621,-476862609/108173780)
(4/13,93/130)
(5/11,31/55)
(-33620/16159,-4594881/6625190)
(-64/43,-157/344)
#
# (a,b,c,d) = (-350,0,1,0) and D = -1400:
#
(4/65,-109/26)
(190096/248105,-311098897/21634756)
(1/11,-41/11)
(361/62155,3099267/236189)
(4/25,-39/10)
(-9/5,-101/3)
(-14641/103165,-136097/2496593)
(-9/5,101/3)
(-64/215,-1809/344)
(-64/215,1809/344)
(-14641/103165,136097/2496593)
(-6724/16159,10108561/1325038)
(361/62155,-3099267/236189)
(1/11,41/11)
(4/25,39/10)
(190096/248105,311098897/21634756)
(4/65,109/26)
(-6724/16159,-10108561/1325038)
(-1/5,3)
(-1/5,-3)
#
# (a,b,c,d) = (-349,1,1,0) and D = -1397:
#
(9/37,-566/111)
(9/37,539/111)
(-1/7,3/7)
(13924/38657,-32453571/4561526)
(25/179,3283/895)
(-1/7,-2/7)
(25/179,-3408/895)
(400/2201,-185699/44020)
(400/2201,177699/44020)
(13924/38657,30810539/4561526)
#
# (a,b,c,d) = (1,2,-6,-2) and D = -1396:
#
(-31/35,99/35)
(1,0)
#
# (a,b,c,d) = (-349,0,1,0) and D = -1396:
#
#
# (a,b,c,d) = (-348,1,1,0) and D = -1393:
#
(529/18012,2421925/414276)
(529/18012,-202841/34523)
(-1/6,-11/6)
(-1/6,2)
#
# (a,b,c,d) = (-348,0,1,0) and D = -1392:
#
#
# (a,b,c,d) = (-43,2,2,0) and D = -1392:
#
#
# (a,b,c,d) = (-347,1,1,0) and D = -1389:
#
#
# (a,b,c,d) = (-347,0,1,0) and D = -1388:
#
(-1/7,2/7)
(361/9653,956972/183407)
(-1/7,-2/7)
(361/9653,-956972/183407)
#
# (a,b,c,d) = (-346,1,1,0) and D = -1385:
#
(9/76,-845/228)
(9/76,409/114)
#
# (a,b,c,d) = (-346,0,1,0) and D = -1384:
#
(300304/2707905,-5406183263/1483931940)
(9/55,647/165)
(1/15,61/15)
(256/2817,-167807/45072)
(-49/297,3809/2079)
(7396/20577,12193967/1769622)
(1/159,2005/159)
(-126025/236961,824158163/84121155)
(-874225/369321,15202869217/345315135)
(1/159,-2005/159)
(7396/20577,-12193967/1769622)
(-49/297,-3809/2079)
(256/2817,167807/45072)
(1/15,-61/15)
(300304/2707905,5406183263/1483931940)
(5184/165073,67426201/11885256)
(1600/112401,-37702649/4496040)
(-144/479,-30385/5748)
(-929296/4660095,-13284392641/4492331580)
(4/33,241/66)
(-625/3609,193561/90225)
(-4/15,137/30)
(-126025/236961,-824158163/84121155)
(-874225/369321,-15202869217/345315135)
(-4/15,-137/30)
(9/55,-647/165)
(-625/3609,-193561/90225)
(4/33,-241/66)
(-929296/4660095,13284392641/4492331580)
(-144/479,30385/5748)
(1600/112401,37702649/4496040)
(5184/165073,-67426201/11885256)
#
# (a,b,c,d) = (1,5,-2,-2) and D = -1384:
#
(-5/2,1/2)
(3/4,1/4)
(-155/166,63/166)
(11,14)
(240855/50699,306332/50699)
(-1,2)
(3147523/24819949,-21234294/24819949)
(1277/3706,-3913/3706)
(51/176,-175/176)
(-69/43,16/43)
(-179/286,279/286)
(-6611/1996,-8433/1996)
(8023/319,-1512/319)
(-1418576857/2105561329,1139419418/2105561329)
(1,0)
(-26763/712,55783/712)
(1317/1108,1591/1108)
(107563/85244,-10439/85244)
#
# (a,b,c,d) = (-345,1,1,0) and D = -1381:
#
(-1/7,2/7)
(1/2415,-344/7)
(-1/7,-1/7)
(1/2415,118679/2415)
#
# (a,b,c,d) = (-345,0,1,0) and D = -1380:
#
#
# (a,b,c,d) = (-43,1,2,0) and D = -1380:
#
#
# (a,b,c,d) = (-12,3,3,0) and D = -1377:
#
#
# (a,b,c,d) = (-344,1,1,0) and D = -1377:
#
#
# (a,b,c,d) = (-344,0,1,0) and D = -1376:
#
(-1/7,1/7)
(-1/7,-1/7)
#
# (a,b,c,d) = (-43,0,2,0) and D = -1376:
#
(-2/7,-1/14)
(-2/7,1/14)
#
# (a,b,c,d) = (1,3,-5,-2) and D = -1373:
#
(-341/597,889/597)
(1,1/2)
(64147/40552,-24665/81104)
(137/65,93/65)
(84207/1553815,-1310552/1553815)
(187/97,126/97)
(-43/5,21/10)
(3/13,-14/13)
(-113/337,-219/337)
(85/73,-507/146)
(-389/411,175/411)
(56789/58077,27209/58077)
(-10039/27473,-17784/27473)
(-1051/1172,-1807/2344)
(1,-3)
(-1/2,3/4)
(5/3,-1/3)
(9535/9334,-381/18668)
(-75/71,218/71)
(2969/1137,-691/1137)
(1,0)
(-14990701/10899599,-22402525/21799198)
(-14197/2105,-19741/4210)
(-3/5,8/5)
(-20743/500,122421/1000)
(-11085/5587,-7904/5587)
#
# (a,b,c,d) = (-343,1,1,0) and D = -1373:
#
(1/103,1045/103)
(21025/36839,-58447062/5341655)
(-1,-18)
(-49/209,-5419/1463)
(625/2761,-331616/69025)
(-1/7,0)
(36/649,-17119/3894)
(169/451,-42914/5863)
(-1,19)
(625/2761,315991/69025)
(17956/801577,-102892111/15344474)
(-4/23,103/46)
(21025/36839,55398437/5341655)
(-64/287,8401/2296)
(324/3097,200503/55746)
(1369/2747,924102/101639)
(324/3097,-206335/55746)
(-576/431,262873/10344)
(1/49,7)
(1369/2747,-974755/101639)
(-49/209,5762/1463)
(-5329/35557,-2449494/2595661)
(-1/7,1/7)
(-64/287,-1127/328)
(17956/801577,717838673/107411318)
(1/103,-1046/103)
(1/49,-344/49)
(-4/23,-95/46)
(-576/431,-249049/10344)
(-5329/35557,2838511/2595661)
(1/17,-73/17)
(36/649,16903/3894)
(169/451,40717/5863)
(1/17,72/17)
#
# (a,b,c,d) = (-1,0,7,0) and D = -1372:
#
(-77841/48941,-7115690/13654539)
(-4,-3/2)
(-1,0)
(112/57,-1261/1596)
(1/3,-2/3)
(-77841/48941,7115690/13654539)
(169/167,-1164/2171)
(1/3,2/3)
(-4,3/2)
(169/167,1164/2171)
(112/57,1261/1596)
#
# (a,b,c,d) = (-343,0,1,0) and D = -1372:
#
(1/21,14/3)
(-4/7,21/2)
(1/21,-14/3)
(16/57,1261/228)
(169/1169,8148/2171)
(16/57,-1261/228)
(-1/7,0)
(-77841/342587,49809830/13654539)
(169/1169,-8148/2171)
(-4/7,-21/2)
(-77841/342587,-49809830/13654539)
#
# (a,b,c,d) = (1,4,-7,1) and D = -1369:
#
(0,1)
(8011/87791,109810/87791)
(-9/23,-52/23)
(-117/97,31/97)
(-109810/87791,-101799/87791)
(-9/11,-10/11)
(-1/11,9/11)
(-43/23,9/23)
(-31/97,-148/97)
(-54/149,-301/149)
(-247/149,54/149)
(-628268287/2879299597,1843374623/2879299597)
(148/97,117/97)
(52/23,43/23)
(301/149,247/149)
(-1,-1)
(10/11,1/11)
(-1843374623/2879299597,-2471642910/2879299597)
(1,0)
(101799/87791,-8011/87791)
(2471642910/2879299597,628268287/2879299597)
#
# (a,b,c,d) = (-342,1,1,0) and D = -1369:
#
(361/4662,-346105/88578)
(3721/35742,3921097/1090131)
(-4761/31598,2485135/2180262)
(9/148,-941/222)
(-4761/31598,-1078313/1090131)
(361/4662,18847/4921)
(9/10,487/30)
(1600/1020201,343474233/13602680)
(196/4209,276373/58926)
(1/12,-23/6)
(1/1110,12327/370)
(9/148,1855/444)
(324/4921,358759/88578)
(-49/342,685/2394)
(-8281/12120,4751283/367640)
(-16/111,-51/148)
(-16/111,217/444)
(1600/1020201,-1030486699/40808040)
(-100/111,6321/370)
(196/4209,-93039/19642)
(9/10,-257/15)
(-8281/12120,-6750139/551460)
(91809/134680,-530912413/40808040)
(324/4921,-19189/4662)
(91809/134680,251547143/20404020)
(-49/342,-1/7)
(1/1110,-18491/555)
(3721/35742,-2689725/726754)
(1/12,15/4)
(-100/111,-17963/1110)
#
# (a,b,c,d) = (0,1,37,0) and D = -1369:
#
(361/126,324/4921)
(9/4,1/12)
(-16/3,9/148)
(3721/966,196/4209)
(333/10,-100/111)
(-100/3,9/10)
(-306397/12120,1600/1020201)
(91809/3640,1600/1020201)
(7252/4209,-4761/31598)
(37/12,9/148)
(1/30,-100/111)
(-306397/12120,91809/134680)
(-4761/854,196/4209)
(1600/27573,-8281/12120)
(-16/3,1/12)
(7252/4209,3721/35742)
(333/10,1/1110)
(361/126,-49/342)
(-1813/342,361/4662)
(1600/27573,91809/134680)
(3721/966,-4761/31598)
(-100/3,1/1110)
(-4761/854,3721/35742)
(1/30,9/10)
(324/133,361/4662)
(324/133,-49/342)
(-1813/342,324/4921)
(91809/3640,-8281/12120)
(37/12,-16/111)
(9/4,-16/111)
#
# (a,b,c,d) = (-342,0,1,0) and D = -1368:
#
(-49/173,-5921/1211)
(-49/173,5921/1211)
#
# (a,b,c,d) = (-341,1,1,0) and D = -1365:
#
(1,18)
(1,-19)
(144/121,31085/1452)
(144/121,-2983/132)
#
# (a,b,c,d) = (-341,0,1,0) and D = -1364:
#
#
# (a,b,c,d) = (-340,1,1,0) and D = -1361:
#
#
# (a,b,c,d) = (-42,2,2,0) and D = -1360:
#
(-98/339,569/1582)
(-98/339,-335/4746)
#
# (a,b,c,d) = (-340,0,1,0) and D = -1360:
#
(-49/339,-1021/2373)
(-49/339,1021/2373)
#
# (a,b,c,d) = (-339,1,1,0) and D = -1357:
#
(80089/458163,508716326/129660129)
(1/27,47/9)
(1/27,-142/27)
(80089/458163,-177127171/43220043)
#
# (a,b,c,d) = (-339,0,1,0) and D = -1356:
#
#
# (a,b,c,d) = (-338,1,1,0) and D = -1353:
#
#
# (a,b,c,d) = (-338,0,1,0) and D = -1352:
#
#
# (a,b,c,d) = (-337,1,1,0) and D = -1349:
#
(-1849/12865,90904/553195)
(1/5,-22/5)
(-1849/12865,-11397/553195)
(1/5,21/5)
#
# (a,b,c,d) = (-42,1,2,0) and D = -1348:
#
(121/2184,-12127/4004)
(3721/11916,-2892793/1453752)
(-1/3,-5/6)
(1/12,59/24)
(1/12,-5/2)
(121/2184,20599/6864)
(14161/33384,1405661/662116)
(-1/3,1)
(-25/63,23/15)
(18/7,67/6)
(-25/63,-841/630)
(14161/33384,-18553091/7945392)
(3721/11916,222151/121146)
(18/7,-523/42)
#
# (a,b,c,d) = (-337,0,1,0) and D = -1348:
#
(-1/6,-11/6)
(121/4368,-289717/48048)
(1/24,-119/24)
(9/7,-496/21)
(3721/23832,-5558605/1453752)
(9/7,496/21)
(14161/66768,-35421023/7945392)
(-25/126,1807/630)
(3721/23832,5558605/1453752)
(-1/6,11/6)
(1/24,119/24)
(121/4368,289717/48048)
(-25/126,-1807/630)
(14161/66768,35421023/7945392)
#
# (a,b,c,d) = (1,0,-7,-1) and D = -1345:
#
(-888062/1917205,-1033723/1917205)
(1,-7)
(18,-7)
(-19,-7)
(10/7,3/7)
(1,0)
(-9/7,-4/7)
(301/31,-117/31)
(-310/161,129/161)
(11137/8257,3176/8257)
(26116/7,9621/7)
(-97/203,130/203)
(2869/1855,-949/1855)
(0,-1)
(3431/25571,-36522/25571)
(-11/35,31/35)
(-292/575,357/575)
(-3133/497,1221/497)
(24682/24635,703/24635)
(-7/5,-3/5)
#
# (a,b,c,d) = (-336,1,1,0) and D = -1345:
#
(1369/84,10756/37)
(1/6,23/6)
(1/14,-4)
(400/441,6809/420)
(169/8384,-769829/108992)
(-36/191,-2845/1146)
(-49/334,844/1169)
(-49/334,-1345/2338)
(16/89,-1475/356)
(400/441,-150989/8820)
(121/1224,-49955/13464)
(-1/4,17/4)
(-100/151,18743/1510)
(1/14,55/14)
(169/8384,47977/6812)
(483025/2001296,412988291/86931295)
(9/136,206/51)
(121/1224,2026/561)
(1/66,-179/22)
(1369/84,-954157/3108)
(64/4961,-349807/39688)
(-1849/10276,-245068/110467)
(100/41,-18839/410)
(-1/4,-4)
(-100/151,-17743/1510)
(-289/336,-4163/272)
(1/6,-4)
(-6724/24759,-9054095/2030238)
(-1849/10276,151397/63124)
(16/89,1411/356)
(-36/191,3061/1146)
(1/11066,582044/5533)
(483025/2001296,-6943515031/1390900720)
(1/66,268/33)
(9/136,-1675/408)
(-6724/24759,457403/96678)
(1/11066,-1164089/11066)
(64/4961,349295/39688)
(-289/336,5771/357)
(100/41,17839/410)
#
# (a,b,c,d) = (-42,0,2,0) and D = -1344:
#
(1/2,5/2)
(-25/82,229/410)
(1/2,-5/2)
(-25/82,-229/410)
#
# (a,b,c,d) = (-336,0,1,0) and D = -1344:
#
(-25/164,229/205)
(1/4,5)
(-25/164,-229/205)
(1/4,-5)
#
# (a,b,c,d) = (-5,2,4,0) and D = -1344:
#
(-25/41,177/410)
(-25/41,-26/205)
(1,-3/2)
(1,1)
#
# (a,b,c,d) = (-335,1,1,0) and D = -1341:
#
(-1/5,-14/5)
(-1/5,3)
(841/14035,1709446/407015)
(841/14035,-346767/81403)
#
# (a,b,c,d) = (-335,0,1,0) and D = -1340:
#
#
# (a,b,c,d) = (-334,1,1,0) and D = -1337:
#
(1/2,-19/2)
(1/2,9)
(-1369/5332,865567/197284)
(-1369/5332,-407457/98642)
#
# (a,b,c,d) = (-334,0,1,0) and D = -1336:
#
(1/3,19/3)
(1/3,-19/3)
(-1444/7935,-711359/301530)
(-1444/7935,711359/301530)
#
# (a,b,c,d) = (-333,1,1,0) and D = -1333:
#
(-1/3,6)
(52900/478521,-44968159/12228870)
(1521/17287,-2547332/674193)
(-1/3,-17/3)
(52900/478521,10609363/2974590)
(1521/17287,2488013/674193)
#
# (a,b,c,d) = (-333,0,1,0) and D = -1332:
#
(1/7,-26/7)
(-2704/16247,-1514917/844844)
(1/7,26/7)
(-2704/16247,1514917/844844)
#
# (a,b,c,d) = (-12,2,3,0) and D = -1332:
#
(3/7,23/21)
(-8112/16247,-1093093/2534532)
(3/7,-29/21)
(-8112/16247,1936741/2534532)
#
# (a,b,c,d) = (-332,1,1,0) and D = -1329:
#
(1/10,-37/10)
(25/286,2642/715)
(1/10,18/5)
(-81/200,3337/450)
(-81/200,-12619/1800)
(25/286,-5409/1430)
#
# (a,b,c,d) = (-41,2,2,0) and D = -1328:
#
(-1,-4)
(18/37,-595/222)
(-1,5)
(18/37,487/222)
#
# (a,b,c,d) = (-332,0,1,0) and D = -1328:
#
(9/37,541/111)
(-1/2,-9)
(9/37,-541/111)
(-1/2,9)
#
# (a,b,c,d) = (-331,1,1,0) and D = -1325:
#
(-196/559,49533/7826)
(-196/559,-46789/7826)
#
# (a,b,c,d) = (-331,0,1,0) and D = -1324:
#
(-49/327,1994/2289)
(4/33,239/66)
(-49/327,-1994/2289)
(4/33,-239/66)
#
# (a,b,c,d) = (-330,1,1,0) and D = -1321:
#
(24649/57420,6338647/819540)
(1/18,-79/18)
(1/18,13/3)
(24649/57420,-2453167/300498)
#
# (a,b,c,d) = (-330,0,1,0) and D = -1320:
#
#
# (a,b,c,d) = (-329,1,1,0) and D = -1317:
#
#
# (a,b,c,d) = (-329,0,1,0) and D = -1316:
#
(1/8,29/8)
(1/8,-29/8)
(-841/4240,345647/122960)
(-841/4240,-345647/122960)
#
# (a,b,c,d) = (-41,1,2,0) and D = -1316:
#
(1/4,-15/8)
(1/4,7/4)
(-841/2120,92509/61480)
(-841/2120,-160629/122960)
#
# (a,b,c,d) = (-328,1,1,0) and D = -1313:
#
(4/17,-165/34)
(4/17,157/34)
#
# (a,b,c,d) = (-41,0,2,0) and D = -1312:
#
(-9/31,7/93)
(-9/31,-7/93)
#
# (a,b,c,d) = (-328,0,1,0) and D = -1312:
#
(-9/62,14/93)
(-9/62,-14/93)
#
# (a,b,c,d) = (-327,1,1,0) and D = -1309:
#
(1/9,32/9)
(1/9,-11/3)
#
# (a,b,c,d) = (-327,0,1,0) and D = -1308:
#
(-36/191,-2879/1146)
(-36/191,2879/1146)
#
# (a,b,c,d) = (-326,1,1,0) and D = -1305:
#
(1/16,33/8)
(49/1884,40919/6594)
(-121/426,23041/4686)
(151321/38648206,-240298719791/15034152134)
(4/9,-151/18)
(121/564,26855/6204)
(-1/6,-5/3)
(-1/6,11/6)
(4/9,143/18)
(151321/38648206,120119927961/7517076067)
(-527076/483479,7094852047/351005754)
(-121/426,-10855/2343)
(1/16,-67/16)
(49/1884,-82181/13188)
(-527076/483479,-6712194871/351005754)
(121/564,-14093/3102)
#
# (a,b,c,d) = (-12,1,3,0) and D = -1305:
#
(-1581228/483479,-6329537695/1053017262)
(49/628,9055/4396)
(-1/2,-1/2)
(3/16,65/48)
(121/188,-9839/6204)
(4/3,5/2)
(-121/142,1354/781)
(-1581228/483479,7477509223/1053017262)
(-1/2,2/3)
(3/16,-17/12)
(121/188,709/517)
(4/3,-53/18)
(49/628,-6877/3297)
(-121/142,-6793/4686)
(453963/38648206,240180992053/45102456402)
(453963/38648206,-120178791830/22551228201)
#
# (a,b,c,d) = (-326,0,1,0) and D = -1304:
#
#
# (a,b,c,d) = (2,3,-4,-2) and D = -1304:
#
(-1,-1)
#
# (a,b,c,d) = (-325,1,1,0) and D = -1301:
#
(15376/456665,61911385/11325292)
(-4/23,97/46)
(-4/23,-89/46)
(15376/456665,-311463549/56626460)
#
# (a,b,c,d) = (-325,0,1,0) and D = -1300:
#
(144/289,31537/3468)
(-1,18)
(144/289,-31537/3468)
(-1,-18)
#
# (a,b,c,d) = (1,3,-7,1) and D = -1300:
#
(0,1)
(1,0)
(-36/47,-37/47)
#
# (a,b,c,d) = (-324,1,1,0) and D = -1297:
#
(4/273,-4517/546)
(4/273,1503/182)
(-9/56,-233/168)
(-9/56,65/42)
(-146689/407106,-949657645/155921598)
(-49/318,-1138/1113)
(-146689/407106,6208886/962479)
(-49/318,873/742)
#
# (a,b,c,d) = (0,2,18,0) and D = -1296:
#
#
# (a,b,c,d) = (0,3,12,0) and D = -1296:
#
#
# (a,b,c,d) = (-324,0,1,0) and D = -1296:
#
#
# (a,b,c,d) = (-12,0,3,0) and D = -1296:
#
#
# (a,b,c,d) = (2,0,-6,-2) and D = -1296:
#
#
# (a,b,c,d) = (2,17,36,0) and D = -1296:
#
#
# (a,b,c,d) = (-5,1,4,0) and D = -1296:
#
#
# (a,b,c,d) = (0,6,6,0) and D = -1296:
#
#
# (a,b,c,d) = (0,1,36,0) and D = -1296:
#
#
# (a,b,c,d) = (0,4,9,0) and D = -1296:
#
#
# (a,b,c,d) = (-40,2,2,0) and D = -1296:
#
#
# (a,b,c,d) = (-323,1,1,0) and D = -1293:
#
#
# (a,b,c,d) = (-323,0,1,0) and D = -1292:
#
(1,18)
(-144/287,-30673/3444)
(-144/287,30673/3444)
(1,-18)
#
# (a,b,c,d) = (-322,1,1,0) and D = -1289:
#
#
# (a,b,c,d) = (-322,0,1,0) and D = -1288:
#
(4/81,-743/162)
(169/303,39775/3939)
(9/127,1511/381)
(289/159951,63970663/2719167)
(289/159951,-63970663/2719167)
(9/127,-1511/381)
(169/303,-39775/3939)
(4/81,743/162)
#
# (a,b,c,d) = (-321,1,1,0) and D = -1285:
#
(841/3399,155920/32857)
(841/3399,-492149/98571)
#
# (a,b,c,d) = (-321,0,1,0) and D = -1284:
#
(-1/5,-14/5)
(-1/5,14/5)
#
# (a,b,c,d) = (-40,1,2,0) and D = -1284:
#
(-2/5,3/2)
(-2/5,-13/10)
#
# (a,b,c,d) = (-320,1,1,0) and D = -1281:
#
(1/46,156/23)
(1/46,-313/46)
#
# (a,b,c,d) = (-5,0,4,0) and D = -1280:
#
(16/41,-299/328)
(-1,1)
(16/41,299/328)
(3249/6319,325499/360183)
(-1,-1)
(3249/6319,-325499/360183)
#
# (a,b,c,d) = (-40,0,2,0) and D = -1280:
#
(-1/2,-2)
(8/41,-299/164)
(8/41,299/164)
(-1/2,2)
(3249/12638,-650998/360183)
(3249/12638,650998/360183)
#
# (a,b,c,d) = (-320,0,1,0) and D = -1280:
#
(3249/25276,-1301996/360183)
(4/41,299/82)
(-1/4,-4)
(3249/25276,1301996/360183)
(4/41,-299/82)
(-1/4,4)
#
# (a,b,c,d) = (-4,4,4,0) and D = -1280:
#
(16/41,-363/328)
(-1,3/2)
(3249/6319,-836191/720366)
(3249/6319,465805/720366)
(-1,-1/2)
(16/41,235/328)
#
# (a,b,c,d) = (-319,1,1,0) and D = -1277:
#
(-225/101,61982/1515)
(-225/101,-58607/1515)
#
# (a,b,c,d) = (-319,0,1,0) and D = -1276:
#
(142129/323085,974476946/121803045)
(142129/323085,-974476946/121803045)
#
# (a,b,c,d) = (-318,1,1,0) and D = -1273:
#
(4/17,155/34)
(4/17,-163/34)
#
# (a,b,c,d) = (-318,0,1,0) and D = -1272:
#
(81/331,14327/2979)
(81/331,-14327/2979)
#
# (a,b,c,d) = (-11,3,3,0) and D = -1269:
#
#
# (a,b,c,d) = (-317,1,1,0) and D = -1269:
#
#
# (a,b,c,d) = (-317,0,1,0) and D = -1268:
#
#
# (a,b,c,d) = (-316,1,1,0) and D = -1265:
#
(-169/1096,3897/3562)
(1/4,19/4)
(1/4,-5)
(-169/1096,-13391/14248)
#
# (a,b,c,d) = (1,1,-7,1) and D = -1264:
#
(-7/8,-5/8)
(-10805/19049,9154/19049)
(-155/148,-97/148)
(171/173,14/173)
(-27/43,-182/43)
(5301/3632,-1297/3632)
(-35/319,254/319)
(4429/1408,30263/1408)
(6552/4607,2615/4607)
(14836003/5085944,6934297/5085944)
(13/46,99/46)
(5/4,-1/4)
(259/73,122/73)
(-1/2,1/2)
(67/34,-19/34)
(13,-4)
(-2,-1)
(818189381/731365976,-116116065/731365976)
(43/38,13/38)
(-12285/46,3781/46)
(-629/328,209/328)
(241263/229714,56497/229714)
(-11889/2147,-5668/2147)
(-9/32,-43/32)
(1,0)
(1/2,7/2)
(0,1)
(689/524,259/524)
(-127/239,-158/239)
(-4/11,-9/11)
(-26069/2662,-12403/2662)
(-278/961,-1477/961)
(-3047/223,938/223)
(-207/298,-185/298)
(-518/439,209/439)
(-44724951/181602368,116631947/181602368)
(19/4,9/4)
(8246/4843,3569/4843)
(49955/32078,-12827/32078)
#
# (a,b,c,d) = (-316,0,1,0) and D = -1264:
#
(1/50,177/25)
(16/129,-1855/516)
(4/65,543/130)
(-1/3,17/3)
(289/3170,-99351/26945)
(25/1029,33083/5145)
(-17161/75190,17116857/4924945)
(-1/6,-5/3)
(-25/6,-1111/15)
(-49/307,-2871/2149)
(25/26,1113/65)
(-49/307,2871/2149)
(1/90,-427/45)
(-1/6,5/3)
(25/1029,-33083/5145)
(1/162,-1031/81)
(121/1082,21369/5951)
(16/129,1855/516)
(4/65,-543/130)
(121/1082,-21369/5951)
(253009/991613,-2468397681/498781339)
(9/130,-779/195)
(1156/7665,968759/260610)
(1/162,1031/81)
(16/329,6075/1316)
(1/90,427/45)
(1/5,21/5)
(1/2,9)
(121/749,31305/8239)
(25/26,-1113/65)
(3481/42525,9498959/2508975)
(-196/1335,251/18690)
(-4/7,141/14)
(-4/7,-141/14)
(-196/1335,-251/18690)
(-25/6,1111/15)
(-17161/75190,-17116857/4924945)
(289/3170,99351/26945)
(-9/35,433/105)
(1/2,-9)
(121/749,-31305/8239)
(1/5,-21/5)
(3481/42525,-9498959/2508975)
(9/130,779/195)
(-1/3,-17/3)
(16/329,-6075/1316)
(1/50,-177/25)
(1156/7665,-968759/260610)
(253009/991613,2468397681/498781339)
(524176/814905,6786189971/589991220)
(524176/814905,-6786189971/589991220)
(-9/35,-433/105)
#
# (a,b,c,d) = (-39,2,2,0) and D = -1264:
#
(8/65,-43/20)
(-17161/37595,9682474/4924945)
(32/129,1727/1032)
(1048352/814905,-7545196819/1179982440)
(1,-5)
(2/5,19/10)
(1048352/814905,154543157/30255960)
(32/129,-661/344)
(2312/7665,296717/173740)
(6962/42525,-3303239/1672650)
(-2/3,-5/2)
(506018/991613,2213870627/997562678)
(289/1585,47219/26945)
(9/65,-31/15)
(50/1029,-11111/3430)
(2/5,-23/10)
(-8/7,157/28)
(-25/3,-493/15)
(-1/3,-2/3)
(25/13,38/5)
(-17161/37595,-7434383/4924945)
(289/1585,-52132/26945)
(-2/3,19/6)
(1/25,-89/25)
(-98/307,-2185/4298)
(1/81,-172/27)
(1/81,515/81)
(-392/1335,5237/37380)
(32/329,-6203/2632)
(25/13,-619/65)
(6962/42525,9088201/5017950)
(50/1029,32833/10290)
(-98/307,3557/4298)
(242/749,-33967/16478)
(1,4)
(-1/3,1)
(242/749,28643/16478)
(121/541,-11350/5951)
(9/65,376/195)
(2312/7665,-1047367/521220)
(1/45,71/15)
(121/541,10019/5951)
(-18/35,-379/210)
(1/45,-214/45)
(-392/1335,1913/12460)
(8/65,527/260)
(-8/7,-125/28)
(506018/991613,-2722924735/997562678)
(1/25,88/25)
(32/329,5947/2632)
(-18/35,487/210)
(-25/3,206/5)
#
# (a,b,c,d) = (1,0,-7,-2) and D = -1264:
#
(-23/22,13/22)
(-1149/908,-1001/1816)
(157/82,105/164)
(-2785/1331,9618/1331)
(38267/38098,1651/38098)
(1,-7/2)
(5907/23,2126/23)
(-25/2,-9/2)
(-347/478,285/478)
(-15/8,13/16)
(-31/17,-12/17)
(1293/9214,-9167/9214)
(10795/352,-8673/704)
(-87/149,98/149)
(-1/2,-1/2)
(797/638,-219/638)
(-4153/1922,1755/1922)
(-17/37,63/74)
(1145/878,309/878)
(71/23,-28/23)
(5861/446,2109/446)
(5,-2)
(107/146,-381/146)
(49327599/45400592,-17976749/90801184)
(-1/2,3/4)
(11/131,-237/262)
(-22109/16039,-9282/16039)
(-5115/4294,17557/4294)
(3/2,-1/2)
(2461/9686,-11815/9686)
(1,0)
(-129/346,-185/346)
(-1/19,-14/19)
(-145817197/182841494,-175518329/365682988)
(745861/1271486,-5442575/2542972)
(-17943/114857,-74440/114857)
(-1,-1/2)
(-1/2,3/2)
(-519/86,209/86)
#
# (a,b,c,d) = (-315,1,1,0) and D = -1261:
#
(1/3,6)
(-9/53,298/159)
(-9/53,-271/159)
(-1369/7485,649423/276945)
(7744/226737,-12109087/2216984)
(256/945,2179/432)
(256/945,-8929/1680)
(25/339,6562/1695)
(1/3,-19/3)
(-1369/7485,-39918/18463)
(25/339,-2229/565)
(7744/226737,15471473/2850408)
#
# (a,b,c,d) = (-315,0,1,0) and D = -1260:
#
(-625/311,277262/7775)
(-625/311,-277262/7775)
#
# (a,b,c,d) = (1,2,-7,1) and D = -1257:
#
(0,1)
(-665/1149,-811/1149)
(10/9,-1/9)
(19/169,225/169)
(1,0)
(-2143/1077,-1295/1077)
(-387/533,-370/533)
#
# (a,b,c,d) = (-314,1,1,0) and D = -1257:
#
(1225/5044,-430839/88270)
(-100/71,18217/710)
(-100/71,-17217/710)
(-1/2,9)
(1/748,20457/748)
(1225/5044,818803/176540)
(1/748,-10229/374)
(-1/2,-17/2)
(16641/45568,19102379/2939136)
(16641/45568,-40351447/5878272)
#
# (a,b,c,d) = (-314,0,1,0) and D = -1256:
#
(4/25,-189/50)
(4/25,189/50)
#
# (a,b,c,d) = (-313,1,1,0) and D = -1253:
#
#
# (a,b,c,d) = (-39,1,2,0) and D = -1252:
#
(1/3,11/6)
(-529/1716,3425/6072)
(-529/1716,-5393/13156)
(1/3,-2)
#
# (a,b,c,d) = (-313,0,1,0) and D = -1252:
#
(-529/3432,76883/78936)
(-529/3432,-76883/78936)
(1/6,-23/6)
(1/6,23/6)
#
# (a,b,c,d) = (-312,1,1,0) and D = -1249:
#
(9/478,5224/717)
(9/478,-10475/1434)
#
# (a,b,c,d) = (-312,0,1,0) and D = -1248:
#
#
# (a,b,c,d) = (-39,0,2,0) and D = -1248:
#
#
# (a,b,c,d) = (-311,1,1,0) and D = -1245:
#
(1/31,173/31)
(1/31,-174/31)
#
# (a,b,c,d) = (-311,0,1,0) and D = -1244:
#
#
# (a,b,c,d) = (-310,1,1,0) and D = -1241:
#
#
# (a,b,c,d) = (-310,0,1,0) and D = -1240:
#
(-9/29,-449/87)
(-9/29,449/87)
#
# (a,b,c,d) = (-309,1,1,0) and D = -1237:
#
(-729/1397,352016/37719)
(1/11,40/11)
(1/11,-41/11)
(-729/1397,-332333/37719)
#
# (a,b,c,d) = (-309,0,1,0) and D = -1236:
#
#
# (a,b,c,d) = (-308,1,1,0) and D = -1233:
#
(-9/8,-115/6)
(-9/8,487/24)
#
# (a,b,c,d) = (-38,2,2,0) and D = -1232:
#
#
# (a,b,c,d) = (-308,0,1,0) and D = -1232:
#
#
# (a,b,c,d) = (-307,1,1,0) and D = -1229:
#
(-4/7,-135/14)
(-289/1645,56907/27965)
(1/97,955/97)
(16/137,-1989/548)
(1/7,-26/7)
(81/1435,55477/12915)
(-289/1645,-51994/27965)
(289/25193,-4002093/428281)
(16/1057,-34415/4228)
(81/1435,-56206/12915)
(-1/5,-13/5)
(-4/7,143/14)
(-1,-17)
(-289/1939,-8776/32963)
(1/2165,100736/2165)
(1/2165,-100737/2165)
(64/1465,-57043/11720)
(-1/5,14/5)
(-49/215,-4948/1505)
(-289/1939,13689/32963)
(9/25,-503/75)
(9/25,476/75)
(1/7,25/7)
(25/469,10328/2345)
(405769/9810095,-31187742067/6249030515)
(289/25193,3997180/428281)
(25/469,-10453/2345)
(196/505,-50791/7070)
(196/505,48047/7070)
(405769/9810095,30929267214/6249030515)
(16/1057,34351/4228)
(64/1465,56531/11720)
(16/137,1925/548)
(1/97,-956/97)
(-1,18)
(-49/215,5291/1505)
#
# (a,b,c,d) = (1,2,-6,-1) and D = -1229:
#
(477421/136001,270670/136001)
(-7/18,13/18)
(-6852/20273,17143/20273)
(-35/97,198/97)
(132267398/82607253,-30166721/82607253)
(-7,-4)
(-1/3,-2/3)
(357/737,-2318/737)
(-189/554,1039/554)
(-104/219,629/219)
(9/4,5/4)
(-42/23,13/23)
(-42455/41464,-29979/41464)
(29861258/14197313,16483995/14197313)
(3066/3047,997/3047)
(-97/2,27/2)
(1,0)
(-804/247,-463/247)
(553/572,37/572)
(-14/19,9/19)
(-27781/7464,-15953/7464)
(-3/2,1/2)
(357/232,-79/232)
(0,-1)
(-28/67,-43/67)
#
# (a,b,c,d) = (-307,0,1,0) and D = -1228:
#
(4/177,2359/354)
(4/177,-2359/354)
#
# (a,b,c,d) = (-306,1,1,0) and D = -1225:
#
(-1/6,-3/2)
(15376/85785,-42721507/10637340)
(15376/85785,13604961/3545780)
(4/105,-363/70)
(4/105,1081/210)
(9/70,-383/105)
(-16641/82460,30238127/10637340)
(-1/6,5/3)
(-16641/82460,-14045719/5318670)
(9/70,739/210)
(361/15996,-1015043/151962)
(361/15996,674409/101308)
#
# (a,b,c,d) = (0,1,35,0) and D = -1225:
#
(12635/15996,-16641/82460)
(12635/15996,15376/85785)
(4/3,9/70)
(-35/6,9/70)
(-16641/2356,15376/85785)
(4/3,-1/6)
(15376/2451,361/15996)
(-16641/2356,361/15996)
(9/2,-1/6)
(9/2,4/105)
(-35/6,4/105)
(15376/2451,-16641/82460)
#
# (a,b,c,d) = (6,29,35,0) and D = -1225:
#
(-35/6,517/210)
(4/3,-7/10)
(12635/15996,-242381/1772890)
(12635/15996,-5507599/10637340)
(-16641/2356,4327673/1519620)
(-35/6,83/35)
(15376/2451,-5767885/2127468)
(4/3,-17/42)
(9/2,-59/30)
(9/2,-37/21)
(15376/2451,-1259651/506540)
(-16641/2356,3196027/1063734)
#
# (a,b,c,d) = (0,5,7,0) and D = -1225:
#
(4/15,9/14)
(9/10,4/21)
(-16641/11780,15376/17157)
(4/15,-5/6)
(-7/6,4/21)
(-16641/11780,1805/15996)
(2527/15996,-16641/16492)
(9/10,-5/6)
(15376/12255,-16641/16492)
(2527/15996,15376/17157)
(-7/6,9/14)
(15376/12255,1805/15996)
#
# (a,b,c,d) = (-2,3,5,0) and D = -1225:
#
(-5/6,-1/15)
(15376/17157,-2242715/2127468)
(4/21,-229/210)
(15376/17157,5493703/10637340)
(4/21,41/42)
(-16641/16492,905299/1063734)
(1805/15996,987607/759810)
(9/14,11/21)
(-16641/16492,-2612923/10637340)
(9/14,-191/210)
(-5/6,17/30)
(1805/15996,-2078099/1519620)
#
# (a,b,c,d) = (-306,0,1,0) and D = -1224:
#
#
# (a,b,c,d) = (-11,2,3,0) and D = -1224:
#
#
# (a,b,c,d) = (-305,1,1,0) and D = -1221:
#
(1,-18)
(1,17)
#
# (a,b,c,d) = (-38,1,2,0) and D = -1220:
#
#
# (a,b,c,d) = (-305,0,1,0) and D = -1220:
#
#
# (a,b,c,d) = (-304,1,1,0) and D = -1217:
#
(1/62,244/31)
(-1/4,-15/4)
(121/38,11276/209)
(1/62,-489/62)
(-36/239,-629/1434)
(-1/4,4)
(-36/239,845/1434)
(121/38,-1257/22)
#
# (a,b,c,d) = (-304,0,1,0) and D = -1216:
#
#
# (a,b,c,d) = (-38,0,2,0) and D = -1216:
#
#
# (a,b,c,d) = (-303,1,1,0) and D = -1213:
#
(576/2569,-280603/61656)
(576/2569,266779/61656)
#
# (a,b,c,d) = (-303,0,1,0) and D = -1212:
#
(1/13,-50/13)
(225/721,61856/10815)
(-25/71,2092/355)
(225/721,-61856/10815)
(-10000/2951,17406157/295100)
(-4/23,-85/46)
(1/13,50/13)
(-4/23,85/46)
(-25/71,-2092/355)
(-10000/2951,-17406157/295100)
#
# (a,b,c,d) = (-302,1,1,0) and D = -1209:
#
(-559504/3478175,-3086363441/2601674900)
(-559504/3478175,3504872433/2601674900)
(4/25,183/50)
(4/25,-191/50)
#
# (a,b,c,d) = (-302,0,1,0) and D = -1208:
#
#
# (a,b,c,d) = (-301,1,1,0) and D = -1205:
#
(9/91,139/39)
(9/91,-1000/273)
#
# (a,b,c,d) = (-301,0,1,0) and D = -1204:
#
#
# (a,b,c,d) = (-300,1,1,0) and D = -1201:
#
(1/8,7/2)
(-361/1680,-31147/10640)
(1/8,-29/8)
(-361/1680,5015/1596)
#
# (a,b,c,d) = (-300,0,1,0) and D = -1200:
#
#
# (a,b,c,d) = (-37,2,2,0) and D = -1200:
#
#
# (a,b,c,d) = (-11,1,3,0) and D = -1197:
#
(-529/1157,-10522/79833)
(3/43,281/129)
(2883/78373,-21991399/7288689)
(121/269,10165/8877)
(-1,2)
(4/3,43/18)
(-529/1157,7563/26611)
(121/269,-3832/2959)
(49/13,1808/273)
(2883/78373,21902026/7288689)
(49/13,-717/91)
(3/43,-284/129)
(-1,-5/3)
(4/3,-17/6)
#
# (a,b,c,d) = (-299,1,1,0) and D = -1197:
#
(-1/3,17/3)
(1/43,282/43)
(49/39,5767/273)
(961/78373,21931817/2429563)
(-1/3,-16/3)
(-529/3471,-43733/79833)
(4/9,137/18)
(-529/3471,4300/6141)
(1/43,-283/43)
(121/807,31826/8877)
(4/9,-145/18)
(961/78373,-21961608/2429563)
(121/807,-33157/8877)
(49/39,-470/21)
#
# (a,b,c,d) = (-299,0,1,0) and D = -1196:
#
#
# (a,b,c,d) = (-298,1,1,0) and D = -1193:
#
(1/2,-9)
(-1225/4756,-642403/166460)
(-1225/4756,342639/83230)
(1/2,17/2)
#
# (a,b,c,d) = (-298,0,1,0) and D = -1192:
#
(25/231,-4121/1155)
(25/231,4121/1155)
#
# (a,b,c,d) = (-297,1,1,0) and D = -1189:
#
#
# (a,b,c,d) = (-1,3,6,0) and D = -1188:
#
(25/41,-154/205)
(-968/173,30995/7612)
(-1,0)
(867/596,12481/30396)
(-1083/1156,10777/131784)
(-54/17,703/306)
(1/227,1396/227)
(3/2,-7/6)
(98/157,969/2198)
(1/8,9/8)
(-961/466,-12419/28892)
(1/2,-3/4)
(1/2,1/2)
(8/67,-325/268)
(-54/17,-217/306)
(-3,13/6)
(-32/29,-19/232)
(3/17,-52/51)
(25/41,183/410)
(-25/4,-57/40)
(2,-3/2)
(3/17,95/102)
(-25/4,91/20)
(-968/173,-9699/7612)
(867/596,-69179/60792)
(98/157,-1655/2198)
(2,1/2)
(3/2,5/12)
(-32/29,147/232)
(-961/466,21105/14446)
(1369/2672,97433/197728)
(-3,-2/3)
(-1,1/2)
(1369/2672,-74043/98864)
(-1083/1156,25477/65892)
(1/8,-19/16)
(8/67,309/268)
(1/227,-2793/454)
#
# (a,b,c,d) = (-11,0,3,0) and D = -1188:
#
(-27/17,-460/153)
(-484/173,20347/3806)
(25/82,491/410)
(1369/5344,-245519/197728)
(-1083/2312,40177/131784)
(-961/932,54629/28892)
(-3/2,17/6)
(867/1192,-94141/60792)
(49/157,1312/1099)
(1/4,5/4)
(1,-2)
(1,2)
(867/1192,94141/60792)
(-1/2,-1/2)
(-1/2,1/2)
(-961/932,-54629/28892)
(-1083/2312,-40177/131784)
(1369/5344,245519/197728)
(25/82,-491/410)
(-484/173,-20347/3806)
(3/34,-199/102)
(1/4,-5/4)
(-25/8,-239/40)
(-27/17,460/153)
(-16/29,-83/116)
(1/16,37/16)
(4/67,-317/134)
(3/4,19/12)
(49/157,-1312/1099)
(3/4,-19/12)
(4/67,317/134)
(-3/2,-17/6)
(1/16,-37/16)
(3/34,199/102)
(-16/29,83/116)
(-25/8,239/40)
(1/454,-5585/454)
(1/454,5585/454)
#
# (a,b,c,d) = (-37,1,2,0) and D = -1188:
#
(-32/87,811/696)
(1/24,83/24)
(-25/12,569/60)
(1369/8016,1079509/593184)
(289/596,22307/10132)
(1369/8016,-565081/296592)
(-1/3,5/6)
(1/24,-167/48)
(-361/1156,-16659/43928)
(-18/17,487/102)
(1/2,-5/2)
(-1/3,-2/3)
(1/17,-50/17)
(8/201,-2861/804)
(-18/17,-433/102)
(1/2,9/4)
(-25/12,-1013/120)
(1/17,99/34)
(-961/1398,-230935/86676)
(25/123,2147/1230)
(98/471,-12151/6594)
(-32/87,-683/696)
(8/201,2845/804)
(2/3,17/6)
(1/681,-25133/1362)
(-968/519,-172475/22836)
(-1,9/2)
(-961/1398,130363/43338)
(-968/519,193771/22836)
(2/3,-19/6)
(289/596,-49527/20264)
(1/6,11/6)
(1/681,12566/681)
(25/123,-1136/615)
(-1,-4)
(1/6,-23/12)
(98/471,11465/6594)
(-361/1156,11759/21964)
#
# (a,b,c,d) = (-297,0,1,0) and D = -1188:
#
(-25/24,-717/40)
(-9/17,-460/51)
(49/471,-3936/1099)
(-16/87,249/116)
(1369/16032,736557/197728)
(289/1192,-94141/20264)
(-361/2312,-40177/43928)
(-961/2796,-163887/28892)
(-1/6,3/2)
(25/246,-1473/410)
(1/1362,-16755/454)
(1/1362,16755/454)
(25/246,1473/410)
(1/4,19/4)
(-961/2796,163887/28892)
(-361/2312,40177/43928)
(289/1192,94141/20264)
(1369/16032,-736557/197728)
(-9/17,460/51)
(-16/87,-249/116)
(1/12,15/4)
(-1/6,-3/2)
(1/3,6)
(1/4,-19/4)
(49/471,3936/1099)
(4/201,-951/134)
(1/48,111/16)
(-484/519,-61041/3806)
(1/34,-199/34)
(1/34,199/34)
(-484/519,61041/3806)
(1/48,-111/16)
(4/201,951/134)
(-25/24,717/40)
(-1/2,-17/2)
(1/3,-6)
(1/12,-15/4)
(-1/2,17/2)
#
# (a,b,c,d) = (-296,1,1,0) and D = -1185:
#
#
# (a,b,c,d) = (-296,0,1,0) and D = -1184:
#
(1/10,18/5)
(-36/95,3599/570)
(-36/95,-3599/570)
(1/10,-18/5)
#
# (a,b,c,d) = (-37,0,2,0) and D = -1184:
#
(1/5,-9/5)
(1/5,9/5)
(-72/95,-3599/1140)
(-72/95,3599/1140)
#
# (a,b,c,d) = (-295,1,1,0) and D = -1181:
#
(-9/11,-449/33)
(-64/223,-7887/1784)
(-9/11,476/33)
(1/5,4)
(1/5,-21/5)
(-64/223,8399/1784)
#
# (a,b,c,d) = (-295,0,1,0) and D = -1180:
#
(1/9,32/9)
(16/81,1319/324)
(81/13321,1537516/119889)
(-4096/14679,-4136341/939456)
(81/13321,-1537516/119889)
(1/9,-32/9)
(-4096/14679,4136341/939456)
(-49/279,-3604/1953)
(16/81,-1319/324)
(-49/279,3604/1953)
#
# (a,b,c,d) = (-294,1,1,0) and D = -1177:
#
(1/108,-1123/108)
(1/108,187/18)
#
# (a,b,c,d) = (-294,0,1,0) and D = -1176:
#
(-16/47,1049/188)
(-2916/18527,964529/1000458)
(-16/47,-1049/188)
(-1/5,13/5)
(1/211,3065/211)
(1/211,-3065/211)
(-1/5,-13/5)
(-2916/18527,-964529/1000458)
#
# (a,b,c,d) = (-293,1,1,0) and D = -1173:
#
(-300304/150143,2899810527/82278364)
(4,133/2)
(-300304/150143,-2735243935/82278364)
(4,-141/2)
#
# (a,b,c,d) = (-293,0,1,0) and D = -1172:
#
#
# (a,b,c,d) = (-292,1,1,0) and D = -1169:
#
(-16/103,355/412)
(-16/103,-291/412)
#
# (a,b,c,d) = (-4,3,4,0) and D = -1168:
#
#
# (a,b,c,d) = (-36,2,2,0) and D = -1168:
#
#
# (a,b,c,d) = (-292,0,1,0) and D = -1168:
#
#
# (a,b,c,d) = (-291,1,1,0) and D = -1165:
#
(1/71,598/71)
(1/71,-599/71)
#
# (a,b,c,d) = (-291,0,1,0) and D = -1164:
#
(4/1393,51991/2786)
(4/1393,-51991/2786)
#
# (a,b,c,d) = (-290,1,1,0) and D = -1161:
#
(-25/156,-797/780)
(1/6,11/3)
(1/6,-23/6)
(-25/156,461/390)
#
# (a,b,c,d) = (-10,3,3,0) and D = -1161:
#
(1/2,1)
(-25/52,-33/260)
(1/2,-3/2)
(-25/52,79/130)
#
# (a,b,c,d) = (-290,0,1,0) and D = -1160:
#
(-1,17)
(-1,-17)
(1156/2321,678599/78914)
(1156/2321,-678599/78914)
#
# (a,b,c,d) = (-289,1,1,0) and D = -1157:
#
(4/49,-373/98)
(4/49,365/98)
(-242064/165767,2083921811/81557364)
(-242064/165767,-115578019/4797492)
#
# (a,b,c,d) = (0,2,17,0) and D = -1156:
#
(4,-1/2)
(-17/4,8/17)
(425/264,121/1020)
(425/264,-288/935)
(-17/4,1/34)
(1/4,8/17)
(-144/55,121/1020)
(4,1/34)
(121/120,-288/935)
(121/120,25/132)
(1/4,-1/2)
(-144/55,25/132)
#
# (a,b,c,d) = (-36,1,2,0) and D = -1156:
#
(25/132,777/440)
(121/1020,15591/7480)
(8/17,-161/68)
(1/34,-281/68)
(25/132,-307/165)
(-1/2,-7/4)
(1/34,70/17)
(-1/2,2)
(-288/935,8477/22440)
(8/17,145/68)
(121/1020,-6013/2805)
(-288/935,-5021/22440)
#
# (a,b,c,d) = (0,1,34,0) and D = -1156:
#
(425/132,121/2040)
(425/132,-144/935)
(-288/55,25/264)
(121/60,25/264)
(-17/2,1/68)
(1/2,4/17)
(-17/2,4/17)
(-288/55,121/2040)
(1/2,-1/4)
(121/60,-144/935)
(8,1/68)
(8,-1/4)
#
# (a,b,c,d) = (-289,0,1,0) and D = -1156:
#
(25/264,-4787/1320)
(-1/4,-15/4)
(4/17,-9/2)
(121/2040,-5581/1320)
(4/17,9/2)
(121/2040,5581/1320)
(-1/4,15/4)
(1/68,-33/4)
(25/264,4787/1320)
(1/68,33/4)
(-144/935,-397/660)
(-144/935,397/660)
#
# (a,b,c,d) = (8,33,34,0) and D = -1156:
#
(-288/55,57421/22440)
(425/132,-4682/2805)
(1/2,0)
(-17/2,72/17)
(8,-273/68)
(8,-15/4)
(1/2,-33/68)
(121/60,-182/165)
(121/60,-19171/22440)
(-288/55,3331/1320)
(-17/2,273/68)
(425/132,-32669/22440)
#
# (a,b,c,d) = (-288,1,1,0) and D = -1153:
#
(625/4824,419543/120600)
(-1/6,-4/3)
(16/33,357/44)
(625/4824,-6044/1675)
(9/46,-284/69)
(16/33,-1135/132)
(-1/6,3/2)
(289/15132,-621915/85748)
(289/15132,465208/64311)
(9/46,541/138)
#
# (a,b,c,d) = (-36,0,2,0) and D = -1152:
#
(-2312/2303,657791/156604)
(2,-17/2)
(-2312/2303,-657791/156604)
(2,17/2)
#
# (a,b,c,d) = (-288,0,1,0) and D = -1152:
#
(-1156/2303,-657791/78302)
(-1156/2303,657791/78302)
(1,17)
(1,-17)
#
# (a,b,c,d) = (-287,1,1,0) and D = -1149:
#
#
# (a,b,c,d) = (-287,0,1,0) and D = -1148:
#
(-9/59,62/177)
(-9/59,-62/177)
#
# (a,b,c,d) = (-286,1,1,0) and D = -1145:
#
#
# (a,b,c,d) = (-286,0,1,0) and D = -1144:
#
#
# (a,b,c,d) = (-285,1,1,0) and D = -1141:
#
(1/15,-61/15)
(1/15,4)
#
# (a,b,c,d) = (-285,0,1,0) and D = -1140:
#
(81/391,14534/3519)
(81/391,-14534/3519)
#
# (a,b,c,d) = (-284,1,1,0) and D = -1137:
#
(-81/38,-5962/171)
(-81/38,12653/342)
#
# (a,b,c,d) = (-35,2,2,0) and D = -1136:
#
#
# (a,b,c,d) = (-284,0,1,0) and D = -1136:
#
#
# (a,b,c,d) = (-283,1,1,0) and D = -1133:
#
(1/59,453/59)
(1/59,-454/59)
#
# (a,b,c,d) = (-283,0,1,0) and D = -1132:
#
(1024/6873,-792803/219936)
(1024/6873,792803/219936)
(-1/3,-16/3)
(-1/3,16/3)
#
# (a,b,c,d) = (1,3,-4,-3) and D = -1129:
#
(-4/3,7/3)
(1,0)
#
# (a,b,c,d) = (-282,1,1,0) and D = -1129:
#
(-49/262,-1865/917)
(-49/262,4073/1834)
#
# (a,b,c,d) = (-282,0,1,0) and D = -1128:
#
(1/7,-25/7)
(1/7,25/7)
#
# (a,b,c,d) = (-281,1,1,0) and D = -1125:
#
(576/1345,230113/32280)
(28561/87571,82581539/14799499)
(576/1345,-243937/32280)
(1/19,84/19)
(-1/5,13/5)
(-1/5,-12/5)
(1/19,-85/19)
(28561/87571,-87408348/14799499)
#
# (a,b,c,d) = (-1,5,5,0) and D = -1125:
#
(-1,1)
(5/19,72/95)
(-1,0)
(576/269,-16393/6456)
(142805/87571,24659831/73997495)
(576/269,2569/6456)
(142805/87571,-145330056/73997495)
(5/19,-97/95)
#
# (a,b,c,d) = (-35,1,2,0) and D = -1124:
#
(1,-9/2)
(1,4)
(-162/413,-8153/7434)
(-72/215,-313/516)
(-289/560,5589/2720)
(1/10,-23/10)
(1/7,27/14)
(1/7,-2)
(3025/868,93697/6820)
(-72/215,1997/2580)
(-289/560,-3421/1904)
(1/10,9/4)
(-162/413,1373/1062)
(3025/868,-1478133/95480)
#
# (a,b,c,d) = (-281,0,1,0) and D = -1124:
#
(-81/413,8882/3717)
(-289/1120,-73333/19040)
(1/20,91/20)
(1/2,-17/2)
(-36/215,1781/1290)
(1/14,55/14)
(-36/215,-1781/1290)
(1/14,-55/14)
(3025/1736,-2789891/95480)
(1/20,-91/20)
(-289/1120,73333/19040)
(-81/413,-8882/3717)
(3025/1736,2789891/95480)
(1/2,17/2)
#
# (a,b,c,d) = (-280,1,1,0) and D = -1121:
#
(-1/2,-8)
(121/500,-5119/1100)
(-1/2,17/2)
(121/500,6066/1375)
#
# (a,b,c,d) = (-280,0,1,0) and D = -1120:
#
(-1/6,-4/3)
(16/921,-27971/3684)
(-1/6,4/3)
(16/921,27971/3684)
#
# (a,b,c,d) = (-35,0,2,0) and D = -1120:
#
(-1/3,2/3)
(32/921,27971/7368)
(-1/3,-2/3)
(32/921,-27971/7368)
#
# (a,b,c,d) = (-279,1,1,0) and D = -1117:
#
(-100/39,-5403/130)
(1/3,17/3)
(25/909,3047/505)
(-9/23,451/69)
(25/909,-27548/4545)
(-100/39,17209/390)
(-9/23,-424/69)
(1/3,-6)
#
# (a,b,c,d) = (-279,0,1,0) and D = -1116:
#
#
# (a,b,c,d) = (-10,2,3,0) and D = -1116:
#
#
# (a,b,c,d) = (-278,1,1,0) and D = -1113:
#
(1/1054,-34219/1054)
(49/142,-3069/497)
(1/4,9/2)
(1/1054,17109/527)
(-1369/8648,284455/319976)
(1/4,-19/4)
(-1369/8648,-116901/159988)
(49/142,5795/994)
#
# (a,b,c,d) = (-278,0,1,0) and D = -1112:
#
(-4/23,-75/46)
(-4/23,75/46)
#
# (a,b,c,d) = (-277,1,1,0) and D = -1109:
#
#
# (a,b,c,d) = (-277,0,1,0) and D = -1108:
#
(196/1737,85595/24318)
(196/1737,-85595/24318)
#
# (a,b,c,d) = (-276,1,1,0) and D = -1105:
#
(64/321,-3509/856)
(64/321,10015/2568)
#
# (a,b,c,d) = (-276,0,1,0) and D = -1104:
#
(9/13,-451/39)
(9/13,451/39)
#
# (a,b,c,d) = (-34,2,2,0) and D = -1104:
#
(18/13,397/78)
(18/13,-505/78)
#
# (a,b,c,d) = (1,5,-1,-2) and D = -1101:
#
(-179/241,252/241)
(1,0)
#
# (a,b,c,d) = (-275,1,1,0) and D = -1101:
#
(-7056/7775,404231/26124)
(-7056/7775,-9513071/653100)
#
# (a,b,c,d) = (-275,0,1,0) and D = -1100:
#
(1/5,-4)
(-64/415,-157/664)
(-64/415,157/664)
(1/5,4)
#
# (a,b,c,d) = (-2,2,5,0) and D = -1100:
#
(-64/83,71/664)
(1,-1)
(1,3/5)
(-64/83,669/3320)
#
# (a,b,c,d) = (-274,1,1,0) and D = -1097:
#
(-1/4,-7/2)
(-1/4,15/4)
#
# (a,b,c,d) = (-274,0,1,0) and D = -1096:
#
(-4/15,-119/30)
(-4/15,119/30)
(226576/2154945,3632379743/1025753820)
(226576/2154945,-3632379743/1025753820)
#
# (a,b,c,d) = (-273,1,1,0) and D = -1093:
#
(121/243,7220/891)
(121/243,-22991/2673)
(-1,17)
(-1,-16)
#
# (a,b,c,d) = (-273,0,1,0) and D = -1092:
#
#
# (a,b,c,d) = (-34,1,2,0) and D = -1092:
#
#
# (a,b,c,d) = (4,23,33,0) and D = -1089:
#
(-784/95,7359/2660)
(275/532,-12359/29260)
(4,-85/66)
(-11/2,62/33)
(273529/1078446,798144190/3102149919)
(1083/140,-248299/87780)
(-11177892/969119,77923342061/18612899514)
(-11/2,43/22)
(3433609/304386,-6953889581/1692081774)
(3/2,-25/66)
(3433609/304386,-11640699430/3102149919)
(275/532,1363/21945)
(273529/1078446,-734467771/1692081774)
(1083/140,-5113/1995)
(3/2,-2/3)
(-784/95,262049/87780)
(4,-3/2)
(-11177892/969119,71703920251/18612899514)
#
# (a,b,c,d) = (-272,1,1,0) and D = -1089:
#
(-1/6,-7/6)
(3433609/10044738,106520476643/18612899514)
(1/22,52/11)
(-1/6,4/3)
(-784/3135,-305857/87780)
(361/1540,-32932/7315)
(3433609/10044738,-56441477060/9306449757)
(4/33,-235/66)
(-338724/969119,3208279589/564027258)
(4/33,227/66)
(25/1596,63731/7980)
(273529/35588718,212250647413/18612899514)
(273529/35588718,-6246873620/547438221)
(361/1540,124869/29260)
(25/1596,-15964/1995)
(-784/3135,327809/87780)
(-338724/969119,-177126013/33178074)
(1/22,-105/22)
#
# (a,b,c,d) = (-10,1,3,0) and D = -1089:
#
(3433609/3348246,-39748477199/18612899514)
(25/532,-7109/2660)
(-1016172/969119,-2814004853/1692081774)
(-1/2,-1/3)
(1083/1540,11801/8778)
(-784/1045,-6309/5852)
(-1/2,1/2)
(4/11,73/66)
(-784/1045,116587/87780)
(3433609/3348246,5564333287/3102149919)
(3/22,103/66)
(273529/11862906,11783755097/3102149919)
(4/11,-27/22)
(3/22,-53/33)
(25/532,10601/3990)
(-1016172/969119,3405416957/1692081774)
(273529/11862906,-70845586249/18612899514)
(1083/1540,-138587/87780)
#
# (a,b,c,d) = (0,1,33,0) and D = -1089:
#
(3/2,-1/6)
(-11/2,4/33)
(3433609/304386,273529/35588718)
(275/532,-784/3135)
(3/2,4/33)
(-11177892/969119,273529/35588718)
(275/532,361/1540)
(-11177892/969119,3433609/10044738)
(-11/2,1/22)
(273529/1078446,-338724/969119)
(4,1/22)
(-784/95,361/1540)
(273529/1078446,3433609/10044738)
(1083/140,-784/3135)
(4,-1/6)
(3433609/304386,-338724/969119)
(-784/95,25/1596)
(1083/140,25/1596)
#
# (a,b,c,d) = (0,3,11,0) and D = -1089:
#
(1/2,4/11)
(4/3,3/22)
(361/140,-784/1045)
(273529/3235338,3433609/3348246)
(-784/285,1083/1540)
(3433609/913158,273529/11862906)
(-11/6,4/11)
(361/140,25/532)
(275/1596,1083/1540)
(-11/6,3/22)
(3433609/913158,-1016172/969119)
(-3725964/969119,273529/11862906)
(1/2,-1/2)
(-3725964/969119,3433609/3348246)
(4/3,-1/2)
(275/1596,-784/1045)
(273529/3235338,-1016172/969119)
(-784/285,25/532)
#
# (a,b,c,d) = (-34,0,2,0) and D = -1088:
#
(1/4,7/4)
(-49/104,1199/728)
(1/4,-7/4)
(-49/104,-1199/728)
#
# (a,b,c,d) = (-4,2,4,0) and D = -1088:
#
(1/2,3/4)
(-49/52,-107/182)
(1/2,-1)
(-49/52,771/728)
#
# (a,b,c,d) = (-272,0,1,0) and D = -1088:
#
(1/8,7/2)
(1/8,-7/2)
(-49/208,-1199/364)
(-49/208,1199/364)
#
# (a,b,c,d) = (1,7,8,0) and D = -1088:
#
(-49/26,601/1456)
(1,0)
(-49/26,225/182)
(1,-7/8)
#
# (a,b,c,d) = (-271,1,1,0) and D = -1085:
#
(1,16)
(-121/241,22265/2651)
(-121/241,-20934/2651)
(1,-17)
#
# (a,b,c,d) = (-271,0,1,0) and D = -1084:
#
(1/17,-72/17)
(1/17,72/17)
(2304/5185,-1858463/248880)
(2304/5185,1858463/248880)
#
# (a,b,c,d) = (-270,1,1,0) and D = -1081:
#
#
# (a,b,c,d) = (-10,0,3,0) and D = -1080:
#
#
# (a,b,c,d) = (-270,0,1,0) and D = -1080:
#
#
# (a,b,c,d) = (-269,1,1,0) and D = -1077:
#
#
# (a,b,c,d) = (-269,0,1,0) and D = -1076:
#
(16/73,-1221/292)
(7096896/46573945,444046046797/124072989480)
(-16/47,-999/188)
(1/11,-40/11)
(64/1265,45769/10120)
(-1/5,-12/5)
(64/1265,-45769/10120)
(-16/47,999/188)
(2601/2563,-2179504/130713)
(7096896/46573945,-444046046797/124072989480)
(16/73,1221/292)
(-1/5,12/5)
(1/11,40/11)
(2601/2563,2179504/130713)
#
# (a,b,c,d) = (1,3,-5,-1) and D = -1076:
#
(-9779/42657,-32812/42657)
(-1/3,4/3)
(-71120/49969,21631/49969)
(-153/179,76/179)
(-1132/497,291/497)
(-1891/101,456/101)
(4,3)
(-8/13,43/13)
(0,-1)
(1,0)
(5548/6241,1419/6241)
(-29149/72371,-52080/72371)
#
# (a,b,c,d) = (-268,1,1,0) and D = -1073:
#
#
# (a,b,c,d) = (-33,2,2,0) and D = -1072:
#
(-242/723,-2393/5302)
(1/3,5/3)
(-9,124/3)
(-9,-97/3)
(8/129,-1487/516)
(1/3,-2)
(8/129,485/172)
(-1366561/3702501,451485142/393474879)
(-242/723,12503/15906)
(-98/243,-1153/1134)
(-98/243,4831/3402)
(-1366561/3702501,-1122942251/1442741223)
#
# (a,b,c,d) = (-268,0,1,0) and D = -1072:
#
(-9/2,-221/3)
(-49/243,-4145/1701)
(-121/723,-9841/7953)
(-121/723,9841/7953)
(-9/2,221/3)
(-49/243,4145/1701)
(-1366561/7405002,8335163315/4328223669)
(1/6,-11/3)
(1/6,11/3)
(4/129,1471/258)
(-1366561/7405002,-8335163315/4328223669)
(4/129,-1471/258)
#
# (a,b,c,d) = (-267,1,1,0) and D = -1069:
#
(961/6495,-729862/201345)
(961/6495,233357/67115)
(-1/3,16/3)
(-1/3,-5)
#
# (a,b,c,d) = (-267,0,1,0) and D = -1068:
#
#
# (a,b,c,d) = (-266,1,1,0) and D = -1065:
#
(4/49,363/98)
(4/49,-53/14)
#
# (a,b,c,d) = (-266,0,1,0) and D = -1064:
#
#
# (a,b,c,d) = (-265,1,1,0) and D = -1061:
#
(49729/231035,-217563747/51520805)
(49729/231035,41294836/10304161)
(1/23,-112/23)
(1/23,111/23)
#
# (a,b,c,d) = (-33,1,2,0) and D = -1060:
#
(49/1752,34525/8176)
(-1/3,-1/2)
(9/23,-283/138)
(8/9,125/36)
(625/2118,29957/17650)
(121/723,-5036/2651)
(-1/3,2/3)
(625/2118,-195367/105900)
(9/23,128/69)
(121/723,28885/15906)
(8/9,-47/12)
(49/1752,-51959/12264)
#
# (a,b,c,d) = (-265,0,1,0) and D = -1060:
#
(-1/6,-7/6)
(4/9,133/18)
(9/46,-539/138)
(49/3504,207493/24528)
(625/4236,375109/105900)
(625/4236,-375109/105900)
(9/46,539/138)
(-1/6,7/6)
(4/9,-133/18)
(49/3504,-207493/24528)
(121/1446,59101/15906)
(121/1446,-59101/15906)
#
# (a,b,c,d) = (-264,1,1,0) and D = -1057:
#
(1/2,8)
(-121/468,19787/5148)
(-121/468,-1538/429)
(1/2,-17/2)
#
# (a,b,c,d) = (-33,0,2,0) and D = -1056:
#
(-1,4)
(128/265,9371/4240)
(-1,-4)
(128/265,-9371/4240)
#
# (a,b,c,d) = (-264,0,1,0) and D = -1056:
#
(64/265,-9371/2120)
(64/265,9371/2120)
(-1/2,8)
(-1/2,-8)
#
# (a,b,c,d) = (-9,3,3,0) and D = -1053:
#
(1/3,-4/3)
(1/3,1)
(-49/51,-410/357)
(-49/51,251/119)
#
# (a,b,c,d) = (-263,1,1,0) and D = -1053:
#
(1/9,-32/9)
(1/9,31/9)
(-49/153,5405/1071)
(-49/153,-5062/1071)
#
# (a,b,c,d) = (1,7,9,0) and D = -1053:
#
(-49/17,619/1071)
(1,-7/9)
(1,0)
(-49/17,198/119)
#
# (a,b,c,d) = (-263,0,1,0) and D = -1052:
#
#
# (a,b,c,d) = (-262,1,1,0) and D = -1049:
#
(1/40,253/40)
(1/40,-127/20)
(28561/275120,80851257/23247640)
(28561/275120,-166529323/46495280)
#
# (a,b,c,d) = (-262,0,1,0) and D = -1048:
#
(1/3,-17/3)
(1/3,17/3)
#
# (a,b,c,d) = (-261,1,1,0) and D = -1045:
#
#
# (a,b,c,d) = (-261,0,1,0) and D = -1044:
#
#
# (a,b,c,d) = (-260,1,1,0) and D = -1041:
#
(49/172,1451/301)
(-4/23,71/46)
(1/10,-18/5)
(1/10,7/2)
(49/172,-6147/1204)
(-5041/10820,-1371051/192055)
(-81/104,-2837/234)
(71824/3344545,-1226807651/179267612)
(71824/3344545,6114789423/896338060)
(-4/23,-63/46)
(-81/104,929/72)
(-5041/10820,1168423/153644)
#
# (a,b,c,d) = (-260,0,1,0) and D = -1040:
#
(4,-129/2)
(25/1964,-43531/4910)
(-25/131,-1347/655)
(-100489/179644,-253985933/28473574)
(-625/1304,-123753/16300)
(121/224,-10861/1232)
(-9/56,59/84)
(1/16,33/8)
(121/224,10861/1232)
(-625/1304,123753/16300)
(-1/4,-7/2)
(-100489/179644,253985933/28473574)
(-25/131,1347/655)
(25/1964,43531/4910)
(-9/56,-59/84)
(1/29,-157/29)
(1/4,9/2)
(49/536,-6793/1876)
(289/15604,975399/132634)
(-1/4,7/2)
(961/392536,122967423/6084308)
(961/392536,-122967423/6084308)
(289/15604,-975399/132634)
(49/536,6793/1876)
(1/29,157/29)
(1/4,-9/2)
(4,129/2)
(1/16,-33/8)
#
# (a,b,c,d) = (-32,2,2,0) and D = -1040:
#
(121/112,-381/77)
(-50/131,1597/1310)
(961/196268,-61498607/6084308)
(-625/652,69689/16300)
(-1/2,2)
(-100489/89822,142920473/28473574)
(1/8,-17/8)
(49/268,-892/469)
(1/2,-5/2)
(-625/652,-13516/4075)
(-100489/89822,-55532730/14236787)
(8,-145/4)
(8,113/4)
(2/29,-159/58)
(25/982,-10914/2455)
(1/2,2)
(121/112,4765/1232)
(-9/28,-4/21)
(289/7802,485243/132634)
(25/982,21703/4910)
(-50/131,-1097/1310)
(-1/2,-3/2)
(289/7802,-245078/66317)
(1/8,2)
(961/196268,15367204/1521077)
(49/268,3225/1876)
(-9/28,43/84)
(2/29,155/58)
#
# (a,b,c,d) = (-4,1,4,0) and D = -1040:
#
(-9/14,-2/21)
(289/3901,-122539/66317)
(25/491,21703/9820)
(49/134,-446/469)
(1/4,1)
(-1,-3/4)
(1,-5/4)
(-100/131,1597/2620)
(-1,1)
(-625/326,69689/32600)
(49/134,3225/3752)
(-100489/44911,-27766365/14236787)
(289/3901,485243/265268)
(121/56,4765/2464)
(-9/14,43/168)
(-100489/44911,142920473/56947148)
(1,1)
(16,-145/8)
(1/4,-17/16)
(-100/131,-1097/2620)
(25/491,-5457/2455)
(-625/326,-6758/4075)
(4/29,155/116)
(16,113/8)
(4/29,-159/116)
(961/98134,-61498607/12168616)
(121/56,-381/154)
(961/98134,7683602/1521077)
#
# (a,b,c,d) = (-259,1,1,0) and D = -1037:
#
#
# (a,b,c,d) = (-259,0,1,0) and D = -1036:
#
#
# (a,b,c,d) = (-258,1,1,0) and D = -1033:
#
(-1/6,7/6)
(-1/6,-1)
(169/13692,266905/29666)
(169/13692,-1603627/177996)
#
# (a,b,c,d) = (-258,0,1,0) and D = -1032:
#
#
# (a,b,c,d) = (-257,1,1,0) and D = -1029:
#
(-144/119,-26821/1428)
(1/7,24/7)
(1/7,-25/7)
(-1/5,-11/5)
(529/10915,1150837/251045)
(-144/119,28549/1428)
(-1/5,12/5)
(529/10915,-1163004/251045)
#
# (a,b,c,d) = (1,7,7,0) and D = -1029:
#
(-144/17,1429/204)
(3703/10915,-1455012/1757315)
(-7/5,36/35)
(-7/5,13/35)
(-144/17,299/204)
(1,0)
(1,-1)
(3703/10915,858829/1757315)
#
# (a,b,c,d) = (-32,1,2,0) and D = -1028:
#
(-2,-15/2)
(-2,17/2)
(2048/2057,500763/131648)
(2048/2057,-566299/131648)
#
# (a,b,c,d) = (-257,0,1,0) and D = -1028:
#
(1024/2057,-533531/65824)
(1024/2057,533531/65824)
(-1,-16)
(-1,16)
#
# (a,b,c,d) = (-256,1,1,0) and D = -1025:
#
#
# (a,b,c,d) = (-2,1,5,0) and D = -1025:
#
#
# (a,b,c,d) = (0,1,32,0) and D = -1024:
#
#
# (a,b,c,d) = (0,4,8,0) and D = -1024:
#
#
# (a,b,c,d) = (-32,0,2,0) and D = -1024:
#
#
# (a,b,c,d) = (3,14,16,0) and D = -1024:
#
#
# (a,b,c,d) = (-4,0,4,0) and D = -1024:
#
#
# (a,b,c,d) = (-3,4,4,0) and D = -1024:
#
#
# (a,b,c,d) = (0,2,16,0) and D = -1024:
#
#
# (a,b,c,d) = (-256,0,1,0) and D = -1024:
#
#
# (a,b,c,d) = (-255,1,1,0) and D = -1021:
#
(1/5,-4)
(-169/1065,-254/923)
(-169/1065,6007/13845)
(1/5,19/5)
#
# (a,b,c,d) = (-255,0,1,0) and D = -1020:
#
(1,16)
(1,-16)
#
# (a,b,c,d) = (-254,1,1,0) and D = -1017:
#
(36/217,4591/1302)
(36/217,-4807/1302)
#
# (a,b,c,d) = (1,1,-6,-2) and D = -1016:
#
(1,0)
(-55/2,171/2)
#
# (a,b,c,d) = (-254,0,1,0) and D = -1016:
#
#
# (a,b,c,d) = (-253,1,1,0) and D = -1013:
#
(1089/247,553940/8151)
(1089/247,-589877/8151)
(1/13,49/13)
(1/13,-50/13)
#
# (a,b,c,d) = (-253,0,1,0) and D = -1012:
#
#
# (a,b,c,d) = (-252,1,1,0) and D = -1009:
#
(-4/15,-109/30)
(81/454,-7726/2043)
(81/454,14723/4086)
(-7921/3480,-3614073/103240)
(1/12,11/3)
(-4/15,39/10)
(-49/222,750/259)
(-49/222,-4157/1554)
(1/12,-15/4)
(-7921/3480,2886797/77430)
#
# (a,b,c,d) = (-1,2,6,0) and D = -1008:
#
(-1,0)
(1/3,2/3)
(200/227,-9943/13620)
(-2,7/6)
(24,-175/12)
(147/113,-2119/2373)
(2/31,-301/186)
(24,79/12)
(338/159,-5509/4134)
(-512/477,-3815/45792)
(3/29,-112/87)
(147/113,1090/2373)
(3721/699,-414610/127917)
(1/3,-7/9)
(-1,1/3)
(200/227,1981/4540)
(-3267/2071,-72187/205029)
(2/31,99/62)
(3721/699,62543/42639)
(3/29,109/87)
(-2,-1/2)
(-3267/2071,179998/205029)
(-512/477,6733/15264)
(338/159,7739/12402)
#
# (a,b,c,d) = (-9,2,3,0) and D = -1008:
#
(1/31,-100/31)
(-3267/4142,-396559/410058)
(-256/477,-293/848)
(1/6,-3/2)
(1/6,25/18)
(169/159,-14330/6201)
(-1/2,-1/6)
(-1/2,1/2)
(-1,-4/3)
(3721/1398,977497/255834)
(169/159,1104/689)
(-256/477,16103/22896)
(12,-151/6)
(-1,2)
(1/31,298/93)
(100/227,-2981/2270)
(-3267/4142,612181/410058)
(12,103/6)
(147/226,5389/4746)
(3/58,439/174)
(3/58,-445/174)
(100/227,6943/6810)
(147/226,-7447/4746)
(3721/1398,-159051/28426)
#
# (a,b,c,d) = (-31,2,2,0) and D = -1008:
#
(2/93,895/186)
(2/93,-29/6)
(-1089/2071,144061/68343)
(200/681,-25829/13620)
(3721/2097,789868/127917)
(1/29,-111/29)
(-1/3,-1/3)
(8,111/4)
(338/477,-40793/12402)
(8,-143/4)
(-512/1431,44213/45792)
(3721/2097,-1016849/127917)
(49/113,1433/791)
(1/29,110/29)
(338/477,32005/12402)
(-512/1431,-27829/45792)
(200/681,21829/13620)
(49/113,-1776/791)
(-2/3,-13/6)
(-1/3,2/3)
(1/9,19/9)
(-1089/2071,-108124/68343)
(-2/3,17/6)
(1/9,-20/9)
#
# (a,b,c,d) = (-252,0,1,0) and D = -1008:
#
(4,127/2)
(3721/4194,602239/42639)
(-256/1431,12007/7632)
(100/681,-7943/2270)
(-1/6,1)
(-1089/4142,-252185/68343)
(100/681,7943/2270)
(1/18,13/3)
(-256/1431,-12007/7632)
(1/58,-221/29)
(49/226,-3209/791)
(49/226,3209/791)
(1/58,221/29)
(-1/6,-1)
(169/477,12133/2067)
(1/18,-13/3)
(1/93,-299/31)
(-1089/4142,252185/68343)
(-1/3,5)
(-1/3,-5)
(4,-127/2)
(1/93,299/31)
(3721/4194,-602239/42639)
(169/477,-12133/2067)
#
# (a,b,c,d) = (-251,1,1,0) and D = -1005:
#
#
# (a,b,c,d) = (-251,0,1,0) and D = -1004:
#
(7056/37825,-11928671/3177300)
(1/25,-126/25)
(7056/37825,11928671/3177300)
(1/25,126/25)
#
# (a,b,c,d) = (-250,1,1,0) and D = -1001:
#
#
# (a,b,c,d) = (-2,0,5,0) and D = -1000:
#
#
# (a,b,c,d) = (-250,0,1,0) and D = -1000:
#
#
# (a,b,c,d) = (-249,1,1,0) and D = -997:
#
(144/1633,-72271/19596)
(144/1633,70543/19596)
#
# (a,b,c,d) = (-249,0,1,0) and D = -996:
#
(1/28,149/28)
(1/28,-149/28)
(22201/139720,-73839407/20818280)
(22201/139720,73839407/20818280)
#
# (a,b,c,d) = (-31,1,2,0) and D = -996:
#
(1/14,37/14)
(1/14,-75/28)
(22201/69860,-19286839/10409140)
(22201/69860,35265729/20818280)
#
# (a,b,c,d) = (1,2,-5,-3) and D = -993:
#
(1,1/3)
(-997/1115,608/1115)
(5/101,-73/101)
(20/17,9/17)
(-2/3,7/9)
(5882/5205,-2119/15615)
(-103/7,95/21)
(162931/41891,-940730/125673)
(4/7,-9/7)
(1,0)
(-89/25,171/25)
(1,-2)
(734/269,-217/269)
(1844/7409,-19621/22227)
#
# (a,b,c,d) = (-248,1,1,0) and D = -993:
#
(-9/44,-74/33)
(-49/164,-1202/287)
(-5688225/935594,110266545848/1115695845)
(25/304,699/190)
(-3249/19952,848609/1137264)
(1/502,11247/502)
(46225/123574,78766584/13284205)
(-9/44,323/132)
(9/412,2090/309)
(-4/23,-57/46)
(676/5977,-547503/155402)
(25/304,-5717/1520)
(1024/1273,-534669/40736)
(1/94,911/94)
(46225/123574,-167471543/26568410)
(1/94,-456/47)
(1024/1273,501901/40736)
(-3249/19952,-82927/142158)
(-1/2,-15/2)
(1/502,-5624/251)
(-49/164,5151/1148)
(-1/2,8)
(9/412,-8387/1236)
(676/5977,529927/155402)
(-5688225/935594,-206966675071/2231391690)
(-4/23,65/46)
#
# (a,b,c,d) = (-31,0,2,0) and D = -992:
#
(553352/2744417,5091460369/2887126684)
(2/41,-263/82)
(-9/13,101/39)
(1849/818467,523584571/35194081)
(-128/247,7067/3952)
(242/113,-20995/2486)
(1,4)
(-9/13,-101/39)
(-128/247,-7067/3952)
(1849/818467,-523584571/35194081)
(1,-4)
(2/41,263/82)
(242/113,20995/2486)
(553352/2744417,-5091460369/2887126684)
#
# (a,b,c,d) = (-248,0,1,0) and D = -992:
#
(1/2,-8)
(1/41,263/41)
(121/113,20995/1243)
(-9/26,202/39)
(1849/1636934,-1047169142/35194081)
(-64/247,-7067/1976)
(1/2,8)
(-64/247,7067/1976)
(276676/2744417,5091460369/1443563342)
(1/41,-263/41)
(1849/1636934,1047169142/35194081)
(121/113,-20995/1243)
(276676/2744417,-5091460369/1443563342)
(-9/26,-202/39)
#
# (a,b,c,d) = (-247,1,1,0) and D = -989:
#
(49/25715,-4123806/180005)
(49/25715,4123463/180005)
#
# (a,b,c,d) = (-247,0,1,0) and D = -988:
#
(9/61,-638/183)
(9/61,638/183)
#
# (a,b,c,d) = (1,1,-6,-1) and D = -985:
#
(-28852/39905,-23337/39905)
(9/5,4/5)
(-43077877/53903453,28279090/53903453)
(40003/39673,-869/39673)
(-588/1207,785/1207)
(-905/517,343/517)
(-2013/6467,-4256/6467)
(849/635,-206/635)
(-13/17,-10/17)
(8076/391,3857/391)
(-2,-1)
(-13/17,9/17)
(-28/29,171/29)
(-7136/4345,2759/4345)
(-20634/51731,-32123/51731)
(-13/17,79/17)
(90489/82399,26438/82399)
(-79/11,27/11)
(-4548753/14612129,20970946/14612129)
(1,0)
(-381/29,-182/29)
(-305/211,124/211)
(3,-1)
(-3/7,5/7)
(-741/145,254/145)
(0,-1)
(2/5,-13/5)
(-1502/4825,5263/4825)
#
# (a,b,c,d) = (-246,1,1,0) and D = -985:
#
(16/449,-9599/1796)
(16/81,-1273/324)
(16/449,9535/1796)
(4/41,7/2)
(1/26,-67/13)
(-25/16,-949/40)
(9/16,415/48)
(-1/6,1)
(7921/45084,7138433/2006238)
(-1/6,-5/6)
(-25/34,-1889/170)
(-25/16,2023/80)
(81/904,29125/8136)
(9/16,-221/24)
(-25/34,1007/85)
(4900/57681,-5011193/1345890)
(289/48896,-5407415/415616)
(4/41,-295/82)
(16/81,403/108)
(4/401,8027/802)
(4900/57681,14690579/4037670)
(81/904,-14927/4068)
(100/201,15449/2010)
(-1/4,-13/4)
(-1024/1159,-496307/37088)
(-150544/260391,22832459/2464188)
(-1/4,7/2)
(841/10184,-554435/147668)
(1/26,133/26)
(7921/45084,-4993945/1337492)
(289/48896,10809917/831232)
(169/404,-18259/2626)
(4/401,-8035/802)
(-361/1326,-15461/4199)
(100/201,-5483/670)
(-361/1326,99625/25194)
(-150544/260391,-292573249/33677236)
(49/3924,-246037/27468)
(169/404,34321/5252)
(-1024/1159,529075/37088)
(1/6,7/2)
(841/10184,1084481/295336)
(1/6,-11/3)
(49/3924,40949/4578)
#
# (a,b,c,d) = (-246,0,1,0) and D = -984:
#
(-1/5,-11/5)
(484/10465,1083503/230230)
(484/10465,-1083503/230230)
(-1/5,11/5)
#
# (a,b,c,d) = (-245,1,1,0) and D = -981:
#
(1/21,97/21)
(1/3,16/3)
(-121/645,2711/1419)
(81/73,-11798/657)
(-4/15,23/6)
(9/145,1783/435)
(-121/645,-12224/7095)
(1/3,-17/3)
(81/73,11069/657)
(9/145,-362/87)
(1/21,-14/3)
(-4/15,-107/30)
#
# (a,b,c,d) = (-9,1,3,0) and D = -981:
#
(-121/215,-3631/7095)
(27/145,1756/1305)
(1/7,-11/7)
(-4/5,-11/10)
(27/145,-1837/1305)
(243/73,10340/1971)
(-121/215,1654/2365)
(1/7,32/21)
(243/73,-12527/1971)
(1,5/3)
(1,-2)
(-4/5,41/30)
#
# (a,b,c,d) = (-245,0,1,0) and D = -980:
#
#
# (a,b,c,d) = (-244,1,1,0) and D = -977:
#
(-3025/11536,2369187/634480)
(1/8,27/8)
(-3025/11536,-550703/158620)
(1/8,-7/2)
#
# (a,b,c,d) = (-244,0,1,0) and D = -976:
#
#
# (a,b,c,d) = (-30,2,2,0) and D = -976:
#
#
# (a,b,c,d) = (-243,1,1,0) and D = -973:
#
#
# (a,b,c,d) = (-243,0,1,0) and D = -972:
#
#
# (a,b,c,d) = (-9,0,3,0) and D = -972:
#
#
# (a,b,c,d) = (-242,1,1,0) and D = -969:
#
(1/4,-9/2)
(1/4,17/4)
#
# (a,b,c,d) = (-242,0,1,0) and D = -968:
#
#
# (a,b,c,d) = (-241,1,1,0) and D = -965:
#
(-64/151,-7477/1208)
(-183184/909199,894408297/389137172)
(9/31,-467/93)
(9/31,440/93)
(-1,-15)
(-1,16)
(-183184/909199,-816005545/389137172)
(-64/151,7989/1208)
#
# (a,b,c,d) = (-30,1,2,0) and D = -964:
#
(25/1608,-30419/5360)
(25/1608,22783/4020)
(-1/3,-1/3)
(-1/3,1/2)
#
# (a,b,c,d) = (-241,0,1,0) and D = -964:
#
(25/3216,182389/16080)
(-1/6,5/6)
(25/3216,-182389/16080)
(-1/6,-5/6)
#
# (a,b,c,d) = (-240,1,1,0) and D = -961:
#
(1764/8905,277189/74802)
(1764/8905,-1460033/374010)
(4225/178374,-37796284/5797155)
(-18769/84630,10876091/3864770)
(4225/178374,25105981/3864770)
(-18769/84630,-3005692/1159431)
#
# (a,b,c,d) = (0,1,31,0) and D = -961:
#
(54684/8905,-18769/84630)
(-18769/2730,4225/178374)
(4225/5754,-18769/84630)
(-18769/2730,1764/8905)
(4225/5754,1764/8905)
(54684/8905,4225/178374)
#
# (a,b,c,d) = (2,1,-5,-2) and D = -961:
#
(-3/2,1)
(1,1/2)
(-281/404,339/404)
(1/2,-3/2)
(-29/202,-281/404)
(339/404,-29/202)
#
# (a,b,c,d) = (-240,0,1,0) and D = -960:
#
#
# (a,b,c,d) = (-30,0,2,0) and D = -960:
#
#
# (a,b,c,d) = (-239,1,1,0) and D = -957:
#
(1,-16)
(1,15)
#
# (a,b,c,d) = (-239,0,1,0) and D = -956:
#
#
# (a,b,c,d) = (-238,1,1,0) and D = -953:
#
(9/82,419/123)
(9/82,-865/246)
#
# (a,b,c,d) = (-238,0,1,0) and D = -952:
#
(9/43,-503/129)
(9/43,503/129)
#
# (a,b,c,d) = (-237,1,1,0) and D = -949:
#
(-1/3,-14/3)
(841/5775,565492/167475)
(-1/3,5)
(841/5775,-196627/55825)
#
# (a,b,c,d) = (-237,0,1,0) and D = -948:
#
#
# (a,b,c,d) = (-8,3,3,0) and D = -945:
#
(187489/2435992,-280007469/131848067)
(1/52,54/13)
(187489/2435992,2158877015/1054784536)
(-1/2,1/2)
(-1/2,0)
(1/52,-217/52)
#
# (a,b,c,d) = (-236,1,1,0) and D = -945:
#
(-1/6,-2/3)
(187489/7307976,-4958951705/791088402)
(1/156,-1949/156)
(1/156,487/39)
(-1/6,5/6)
(187489/7307976,334824137/53633112)
#
# (a,b,c,d) = (-29,2,2,0) and D = -944:
#
(2/5,17/10)
(2/5,-21/10)
(-2888/8815,269801/669940)
(-2888/8815,-50313/669940)
#
# (a,b,c,d) = (-236,0,1,0) and D = -944:
#
(1/5,-19/5)
(1/5,19/5)
(-1444/8815,160057/334970)
(-1444/8815,-160057/334970)
#
# (a,b,c,d) = (-235,1,1,0) and D = -941:
#
(49/1115,7486/1561)
(49/1115,-37773/7805)
(-1/5,-2)
(-1/5,11/5)
#
# (a,b,c,d) = (1,3,-4,-2) and D = -940:
#
(1,0)
(-3/4,7/4)
#
# (a,b,c,d) = (-235,0,1,0) and D = -940:
#
(-49/199,-4446/1393)
(-49/199,4446/1393)
#
# (a,b,c,d) = (-234,1,1,0) and D = -937:
#
#
# (a,b,c,d) = (-234,0,1,0) and D = -936:
#
(-4/23,53/46)
(-4/23,-53/46)
#
# (a,b,c,d) = (-233,1,1,0) and D = -933:
#
#
# (a,b,c,d) = (-29,1,2,0) and D = -932:
#
(121/503,-19579/11066)
(1/101,1435/202)
(18688329/8490404,288598604969/36704016492)
(169/964,22215/12532)
(25/52,-577/260)
(915849/23119304,78456460471/22125173928)
(2/7,-25/14)
(25/52,1029/520)
(9/62,-367/186)
(-1/2,7/4)
(2/7,23/14)
(915849/23119304,-157789388435/44250347856)
(2312/161,560649/10948)
(121/503,9124/5533)
(2312/161,-639257/10948)
(-512/1183,51567/37856)
(1/101,-718/101)
(169/964,-46627/25064)
(-1,-7/2)
(-1/2,-3/2)
(9/62,707/372)
(-512/1183,-43375/37856)
(-1,4)
(18688329/8490404,-657986856205/73408032984)
#
# (a,b,c,d) = (-233,0,1,0) and D = -932:
#
(169/1928,91057/25064)
(915849/46238608,-314702309377/44250347856)
(1156/161,599953/5474)
(9/124,-1441/372)
(-1/2,15/2)
(121/1006,-37827/11066)
(121/1006,37827/11066)
(915849/46238608,314702309377/44250347856)
(1/202,-2871/202)
(-1/4,13/4)
(1156/161,-599953/5474)
(169/1928,-91057/25064)
(25/104,-2183/520)
(-256/1183,-47471/18928)
(18688329/16980808,-1235184066143/73408032984)
(-1/4,-13/4)
(1/202,2871/202)
(1/7,-24/7)
(-1/2,-15/2)
(9/124,1441/372)
(1/7,24/7)
(18688329/16980808,1235184066143/73408032984)
(-256/1183,47471/18928)
(25/104,2183/520)
#
# (a,b,c,d) = (-232,1,1,0) and D = -929:
#
(1/2,-8)
(3481/68150,619361/138650)
(16/209,3143/836)
(-9/50,112/75)
(1/2,15/2)
(3481/68150,-9083424/2010425)
(-9/50,-197/150)
(289/1328,-11451/2822)
(-961/3700,-379401/114700)
(289/1328,86695/22576)
(16/209,-3207/836)
(-961/3700,102298/28675)
#
# (a,b,c,d) = (-29,0,2,0) and D = -928:
#
(25/3,-476/15)
(-7688/10143,3483409/1257732)
(-1/3,-1/3)
(9/11,106/33)
(2/9,-31/18)
(9/11,-106/33)
(-1/3,1/3)
(-7688/10143,-3483409/1257732)
(2/9,31/18)
(25/3,476/15)
(8/777,-21659/3108)
(8/777,21659/3108)
#
# (a,b,c,d) = (-232,0,1,0) and D = -928:
#
(4/777,-21659/1554)
(-1/6,-2/3)
(25/6,-952/15)
(-3844/10143,-3483409/628866)
(1/9,31/9)
(1/9,-31/9)
(9/22,-212/33)
(25/6,952/15)
(-1/6,2/3)
(4/777,21659/1554)
(9/22,212/33)
(-3844/10143,3483409/628866)
#
# (a,b,c,d) = (-231,1,1,0) and D = -925:
#
#
# (a,b,c,d) = (-231,0,1,0) and D = -924:
#
#
# (a,b,c,d) = (-230,1,1,0) and D = -921:
#
(36/553,13303/3318)
(36/553,-13519/3318)
#
# (a,b,c,d) = (-230,0,1,0) and D = -920:
#
#
# (a,b,c,d) = (-229,1,1,0) and D = -917:
#
(1/11,-40/11)
(-6241/5533,-7207232/437107)
(1/11,39/11)
(-6241/5533,7700271/437107)
#
# (a,b,c,d) = (-229,0,1,0) and D = -916:
#
(-3249/17873,-1464398/1018761)
(-1024/5415,295139/173280)
(169/6327,504362/82251)
(1/3,-16/3)
(169/6327,-504362/82251)
(1/3,16/3)
(-1024/5415,-295139/173280)
(-3249/17873,1464398/1018761)
(100/1041,36839/10410)
(100/1041,-36839/10410)
#
# (a,b,c,d) = (1,2,-5,-2) and D = -916:
#
(-1,1/2)
(1299/2899,-4256/2899)
(-177/193,-271/386)
(-33/7,10/7)
(-31/26,171/52)
(1,0)
#
# (a,b,c,d) = (-228,1,1,0) and D = -913:
#
(-1/6,2/3)
(-1/6,-1/2)
#
# (a,b,c,d) = (-28,2,2,0) and D = -912:
#
#
# (a,b,c,d) = (-228,0,1,0) and D = -912:
#
#
# (a,b,c,d) = (-3,3,4,0) and D = -912:
#
#
# (a,b,c,d) = (-227,1,1,0) and D = -909:
#
(-16/95,303/380)
(-16/95,-239/380)
#
# (a,b,c,d) = (-227,0,1,0) and D = -908:
#
(25/89,2062/445)
(25/89,-2062/445)
#
# (a,b,c,d) = (-226,1,1,0) and D = -905:
#
(1/14,27/7)
(11881/13076,18889109/1425284)
(1/14,-55/14)
(11881/13076,-10092069/712642)
#
# (a,b,c,d) = (-226,0,1,0) and D = -904:
#
(100/201,-15301/2010)
(-1,-15)
(100/201,15301/2010)
(-1,15)
#
# (a,b,c,d) = (-225,1,1,0) and D = -901:
#
#
# (a,b,c,d) = (1,7,10,0) and D = -900:
#
(-447458/100977,86301865/95524242)
(-961/561,8906/17391)
(-9/2,67/30)
(11449/27873,-9558728/14912055)
(165353881/163996740,-7404722795779/10544170398300)
(-32490/17441,8034607/9941370)
(34445/20838,-1982911/8647770)
(-22801/11454,863795/1729554)
(66125/57138,-24523631/32854350)
(26569/18297,-997273/5964822)
(56169/26404,-35366773/31288740)
(-169/27,2212/1755)
(128/21,-2033/1680)
(1568/1581,313/88536)
(9409/164131,207084269/159207070)
(5/3,-14/15)
(25921/116604,-70337441/93866220)
(-218089/771,203695141/3600570)
(-8/3,77/60)
(-83521/5301,60333634/7659945)
(165353881/163996740,-14910659779/4217668159320)
(26569/18297,-12664432/14912055)
(-1445/868,78921/147560)
(10/351,-6611/3510)
(59954049/90784540,-2223703281407/3514723466100)
(125/1073,-51903/53650)
(132098/467,-67898367/1200190)
(-49/8,171/56)
(-8/3,7/12)
(578/1023,40243/173910)
(81/13,-724/585)
(1682/555,-91931/160950)
(4232/12533,2469591/5765180)
(-961/561,119477/173910)
(-498436000/298701711,11215934132663/21088340796600)
(66125/57138,-4183363/65708700)
(-2,1/2)
(1/3,-2/3)
(40/9,-157/180)
(56169/26404,-4490165/12515496)
(361/80631,36189206/7659945)
(1/6,-5/6)
(-245/132,7423/9240)
(25921/116604,22292383/37546488)
(-22801/11454,15462707/17295540)
(605/527,-43101/57970)
(-1369/435,106931/160950)
(1,0)
(132098/467,-33949187/240038)
(121/84,-151/924)
(5/2,-13/10)
(4232/12533,-766459/1153036)
(34445/20838,-16046723/17295540)
(81/13,-731/234)
(2/3,-19/30)
(9/55,-277/330)
(86490/5491,-16080281/5106630)
(59954049/90784540,239567430593/1405889386440)
(-32490/17441,4928903/9941370)
(-245/132,2291/4620)
(361/80631,-14485285/3063978)
(-169/27,2191/702)
(125/1073,23764/26825)
(11449/20470,5154289/21902900)
(5/360057,152771332/1800285)
(5/2,-9/20)
(1/3,13/30)
(602045/137643,-526381066/238810605)
(10/351,6541/3510)
(961/1428,-280667/442680)
(1568/1581,-308893/442680)
(11449/27873,2108431/5964822)
(605/527,-1742/28985)
(128/21,-1027/336)
(-1445/868,46517/73780)
(1682/555,-49903/32190)
(-121/45,3206/2475)
(5/168,1531/840)
(-9/2,11/12)
(9/55,598/825)
(-2,9/10)
(-83521/5301,9659143/3063978)
(250/99,-2257/4950)
(-447458/100977,1050024113/477621210)
(-5/3,19/30)
(2/3,1/6)
(250/99,-6493/4950)
(1/18,-49/36)
(40/9,-403/180)
(-49/8,691/560)
(32/77,-1971/3080)
(-268960/114471,208027357/187732440)
(-63368/36915,45372133/65708700)
(-498436000/298701711,13416772987337/21088340796600)
(9409/164131,-21347298/15920707)
(5/168,-3097/1680)
(-268960/114471,100738723/187732440)
(5/360057,-305542699/3600570)
(1,-7/10)
(578/1023,-21805/34782)
(11449/20470,-1372959/2190290)
(32/77,215/616)
(1/6,43/60)
(5/3,-7/30)
(-5/3,8/15)
(121/84,-7807/9240)
(1/18,119/90)
(-63368/36915,6716879/13141740)
(86490/5491,-40224709/5106630)
(-121/45,581/990)
(-1369/435,24764/16095)
(602045/137643,-409605173/477621210)
(-218089/771,50923780/360057)
(961/1428,7213/44268)
#
# (a,b,c,d) = (0,3,10,0) and D = -900:
#
(-83521/5301,361/268770)
(1,-1/2)
(34445/20838,6348/62665)
(-498436000/298701711,165353881/546655800)
(66125/57138,34347/204700)
(-1445/868,961/4760)
(125/1073,841/925)
(34445/20838,-22801/38180)
(-32490/17441,26569/60990)
(26569/18297,11449/92910)
(-268960/114471,168507/264040)
(-218089/771,1/240038)
(81/13,1/117)
(56169/26404,25921/388680)
(66125/57138,-31684/61525)
(9409/164131,-223729/168295)
(-1369/435,841/925)
(-2,1/10)
(-121/45,25/33)
(-169/27,243/130)
(2/3,-1/2)
(40/9,1/60)
(165353881/163996740,179862147/907845400)
(-498436000/298701711,179862147/907845400)
(25921/116604,-26896/38157)
(-8/3,1/20)
(5/360057,-218089/2570)
(25921/116604,168507/264040)
(81/13,-169/90)
(-22801/11454,6889/13892)
(-121/45,27/550)
(5/2,1/20)
(361/80631,25947/5491)
(4232/12533,6889/13892)
(-961/561,363/1054)
(10/351,243/130)
(961/1428,784/2635)
(1/18,4/3)
(165353881/163996740,-49843600/99567237)
(-447458/100977,28227/1641310)
(5/168,-147/80)
(605/527,289/1705)
(26569/18297,-9747/17441)
(-83521/5301,25947/5491)
(5/3,1/10)
(5/360057,198147/2335)
(59954049/90784540,165353881/546655800)
(-1369/435,75/2146)
(-49/8,1/112)
(1568/1581,-867/1736)
(5/168,64/35)
(-63368/36915,34347/204700)
(-218089/771,198147/2335)
(11449/20470,13225/38092)
(-961/561,289/1705)
(-5/3,3/10)
(121/84,-49/88)
(40/9,-27/20)
(121/84,48/385)
(9/55,-121/150)
(5/2,-4/5)
(86490/5491,-83521/17670)
(-268960/114471,25921/388680)
(250/99,27/550)
(1/18,-27/20)
(1/6,-4/5)
(-447458/100977,120409/91762)
(5/3,-3/5)
(361/80631,-83521/17670)
(1682/555,75/2146)
(-245/132,48/385)
(-169/27,1/117)
(132098/467,-218089/2570)
(-32490/17441,11449/92910)
(1,1/5)
(1/6,3/4)
(-1445/868,784/2635)
(86490/5491,361/268770)
(1/3,1/2)
(2/3,3/10)
(11449/20470,-31684/61525)
(128/21,1/112)
(-9/2,4/3)
(32/77,121/280)
(-2,1/2)
(1568/1581,961/4760)
(1682/555,-1369/1450)
(11449/27873,-9747/17441)
(-22801/11454,6348/62665)
(961/1428,-867/1736)
(128/21,-147/80)
(250/99,-121/150)
(32/77,-49/88)
(4232/12533,-22801/38180)
(1/3,-3/5)
(-9/2,1/60)
(605/527,-961/1870)
(578/1023,-961/1870)
(-63368/36915,13225/38092)
(578/1023,363/1054)
(-8/3,3/4)
(56169/26404,-26896/38157)
(602045/137643,28227/1641310)
(10/351,-169/90)
(-49/8,64/35)
(125/1073,-1369/1450)
(132098/467,1/240038)
(9409/164131,120409/91762)
(59954049/90784540,-49843600/99567237)
(-5/3,1/5)
(-245/132,121/280)
(9/55,25/33)
(11449/27873,26569/60990)
(602045/137643,-223729/168295)
#
# (a,b,c,d) = (-28,1,2,0) and D = -900:
#
(-289/868,1359/4216)
(-1369/2175,377099/160950)
(-9/10,-46/15)
(1/168,-55/6)
(56169/132020,2036621/1117455)
(-447458/504885,1652110787/477621210)
(-121/225,9433/4950)
(1/30,-233/60)
(-2/5,11/10)
(1/5,-9/5)
(32/385,-1097/440)
(-169/135,-15229/3510)
(25921/583020,-632428633/187732440)
(-49/132,-1249/1848)
(120409/137643,-342469441/95524242)
(1/3,5/3)
(32/385,7551/3080)
(25/1073,-24889/5365)
(-8/15,-97/60)
(13225/57138,-23192387/13141740)
(-49/40,-297/70)
(132098/2335,237644327/1200190)
(1/30,58/15)
(81/65,-2941/585)
(-121/225,-4051/2475)
(-6498/17441,1738045/1988274)
(11449/102350,11649294/5475725)
(2/15,-61/30)
(11449/102350,-47822219/21902900)
(961/7140,-112111/55335)
(17298/5491,11267857/1021326)
(578/5115,368257/173910)
(2/351,6575/702)
(128/105,7243/1680)
(1682/2775,-418349/160950)
(8/9,115/36)
(361/403155,362008663/15319890)
(-8/15,113/60)
(2/351,-6577/702)
(578/5115,-378083/173910)
(-6498/17441,-1367659/1988274)
(121/420,-293/165)
(1568/7905,-798097/442680)
(-218089/3855,-356466433/1800285)
(-1/3,-1/6)
(-289/868,-575/3689)
(9/275,-3233/825)
(-169/135,8713/1755)
(1568/7905,754193/442680)
(1/3,-11/6)
(-1369/2175,-163223/80475)
(6889/20838,5754557/3459108)
(-447458/504885,-1440463153/477621210)
(17298/5491,-12876571/1021326)
(121/527,19143/11594)
(165353881/819983700,4471760994221/2636042599575)
(50/99,-2243/990)
(1/2,-9/4)
(-63368/184575,-23829593/65708700)
(361/403155,-181007761/7659945)
(-99687200/298701711,-748523611337/4217668159320)
(9/275,6439/1650)
(11449/139365,-74761549/29824110)
(2/15,59/30)
(1/5,17/10)
(1/360057,305542681/720114)
(-961/2805,45469/86955)
(4232/62665,15657379/5765180)
(165353881/819983700,-37900373509547/21088340796600)
(132098/2335,-271593513/1200190)
(1/15,41/15)
(-49/132,199/231)
(120409/137643,150343759/47762121)
(1/90,-302/45)
(81/65,5153/1170)
(11449/139365,36768253/14912055)
(9409/820655,525468393/79603535)
(59954049/453922700,-14345221390151/7029446932200)
(121/527,-10237/5797)
(-2/5,-9/10)
(8/9,-131/36)
(-961/2805,-61147/173910)
(59954049/453922700,247874949799/125525838075)
(6889/20838,-1581586/864777)
(961/7140,123871/63240)
(-83521/26505,192997667/15319890)
(1/2,2)
(25/1073,49653/10730)
(1682/2775,369571/160950)
(-218089/3855,814780429/3600570)
(-9/10,211/60)
(1/360057,-152771341/360057)
(-63368/184575,35109097/65708700)
(-49/40,2719/560)
(1/15,-83/30)
(13225/57138,5417878/3285435)
(26569/91485,24345437/14912055)
(-53792/114471,58055261/37546488)
(-1/3,1/3)
(-22801/57270,4695842/4323885)
(4232/62665,-15852051/5765180)
(1/90,1207/180)
(56169/132020,-127362829/62577480)
(-22801/57270,-15340417/17295540)
(121/420,15077/9240)
(50/99,1993/990)
(1/168,3079/336)
(128/105,-1181/240)
(-83521/26505,-84430049/7659945)
(-53792/114471,-7033339/5363784)
(9409/820655,-1051849459/159207070)
(-99687200/298701711,207473606191/602524022760)
(26569/91485,-53021621/29824110)
(25921/583020,78531919/23466555)
#
# (a,b,c,d) = (0,5,6,0) and D = -900:
#
(2/5,1/2)
(34347/102350,66125/114276)
(128/35,-49/16)
(-22801/19090,2116/12533)
(-1369/725,125/2146)
(-53792/38157,56169/52808)
(168507/132020,25921/233208)
(51894/5491,361/161262)
(-447458/168295,9409/328262)
(-27/10,20/9)
(-121/75,125/99)
(-218089/1285,66049/467)
(-83521/8835,43245/5491)
(3/5,-5/6)
(-8/5,5/4)
(51894/5491,-83521/10602)
(168507/132020,-134480/114471)
(6889/6946,-22801/22908)
(-121/75,9/110)
(179862147/453922700,-249218000/298701711)
(-1,1/2)
(27/275,-121/90)
(-63368/61525,66125/114276)
(396294/2335,5/720114)
(13225/19046,-31684/36915)
(363/527,-961/1122)
(-1369/725,841/555)
(1682/925,125/2146)
(-22801/19090,34445/41676)
(25921/194340,56169/52808)
(1/5,-1)
(3/2,-4/3)
(2/117,81/26)
(1/56,64/21)
(2/5,-5/6)
(-867/868,961/2856)
(-1,1/3)
(26569/30495,11449/55746)
(1/120019,66049/467)
(121/140,-245/264)
(27/275,125/99)
(961/2380,784/1581)
(2/117,-169/54)
(75/1073,841/555)
(96/385,-245/264)
(396294/2335,-218089/1542)
(50/33,-121/90)
(-53792/38157,25921/233208)
(120409/45881,9409/328262)
(243/65,5/351)
(-8/5,1/12)
(-83521/8835,361/161262)
(25921/194340,-134480/114471)
(-63368/61525,11449/40940)
(361/134385,43245/5491)
(-447458/168295,602045/275286)
(961/2380,-1445/1736)
(121/140,16/77)
(1/120019,-218089/1542)
(578/1705,-961/1122)
(165353881/273327900,59954049/181569080)
(3/5,1/3)
(-49/44,16/77)
(120409/45881,-223729/100977)
(-27/10,1/36)
(1,-1)
(243/65,-169/54)
(75/1073,-1369/870)
(-99687200/99567237,165353881/327993480)
(-99687200/99567237,59954049/181569080)
(-961/935,605/1054)
(-49/44,121/168)
(-961/935,289/1023)
(1/30,20/9)
(12696/62665,34445/41676)
(578/1705,605/1054)
(-147/40,5/336)
(28227/820655,602045/275286)
(-19494/17441,26569/36594)
(165353881/273327900,-249218000/298701711)
(-6/5,5/6)
(-169/45,5/351)
(128/35,5/336)
(1,1/6)
(8/3,-9/4)
(12696/62665,-22801/22908)
(1568/2635,961/2856)
(50/33,9/110)
(26569/30495,-16245/17441)
(363/527,289/1023)
(-19494/17441,11449/55746)
(1/10,-4/3)
(1/30,-9/4)
(96/385,121/168)
(34347/102350,-31684/36915)
(-169/45,81/26)
(361/134385,-83521/10602)
(28227/820655,-223729/100977)
(-218089/1285,5/720114)
(-867/868,784/1581)
(6889/6946,2116/12533)
(8/3,1/36)
(3/2,1/12)
(1/10,5/4)
(1682/925,-1369/870)
(11449/46455,26569/36594)
(-6/5,1/6)
(179862147/453922700,165353881/327993480)
(11449/46455,-16245/17441)
(1/56,-49/16)
(13225/19046,11449/40940)
(1/5,5/6)
(1568/2635,-1445/1736)
(-147/40,64/21)
#
# (a,b,c,d) = (-8,2,3,0) and D = -900:
#
(-4/5,-9/10)
(27/550,6412/2475)
(-867/1736,313/44268)
(179862147/907845400,-7404722795779/5272085199150)
(25/33,-277/165)
(1/60,67/15)
(-27/20,119/45)
(1/117,-731/117)
(6348/62665,15462707/8647770)
(75/2146,-49903/16095)
(363/1054,17812/17391)
(-31684/61525,5154289/10951450)
(-1369/1450,-91931/80475)
(-169/90,6541/1755)
(121/280,2291/2310)
(28227/1641310,1050024113/238810605)
(-83521/17670,-16080281/2553315)
(3/10,-19/15)
(6348/62665,-16046723/8647770)
(25921/388680,208027357/93866220)
(961/4760,46517/36890)
(-3/5,-7/15)
(4/3,-49/18)
(1/10,-28/15)
(-1/2,1/3)
(1/2,1)
(-49/88,215/308)
(-26896/38157,22292383/18773244)
(48/385,-7807/4620)
(-31684/61525,-4183363/32854350)
(784/2635,78921/73780)
(64/35,-3097/840)
(-223729/168295,207084269/79603535)
(179862147/907845400,13416772987337/10544170398300)
(34347/204700,-24523631/16427175)
(-218089/2570,305542664/1800285)
(1/112,-1027/168)
(168507/264040,-70337441/46933110)
(-27/20,-157/90)
(165353881/546655800,11215934132663/10544170398300)
(1/117,2191/351)
(243/130,4424/1755)
(-961/1870,-3484/28985)
(165353881/546655800,-2223703281407/1757361733050)
(-3/5,13/15)
(26569/60990,-19117456/14912055)
(11449/92910,8034607/4970685)
(-1369/1450,47528/26825)
(1/5,19/15)
(3/4,7/6)
(-1/2,0)
(841/925,-51903/26825)
(361/268770,-40224709/2553315)
(25921/388680,-35366773/15644370)
(1/2,-4/3)
(121/280,-1971/1540)
(1/240038,101847560/360057)
(-22801/38180,-1982911/4323885)
(25/33,581/495)
(1/20,77/30)
(-147/80,1531/420)
(64/35,691/280)
(120409/91762,86301865/47762121)
(-169/90,-1448/585)
(243/130,-6611/1755)
(-147/80,-2033/840)
(1/112,171/28)
(34347/204700,45372133/32854350)
(11449/92910,-25328864/14912055)
(13225/38092,6716879/6570870)
(6889/13892,-766459/576518)
(1/20,-13/5)
(289/1705,119477/86955)
(1/60,-403/90)
(25947/5491,9659143/1531989)
(26569/60990,4928903/4970685)
(-49843600/99567237,-14910659779/2108834079660)
(289/1705,-43101/28985)
(-121/150,-2257/2475)
(361/268770,120667268/7659945)
(1/5,-7/5)
(961/4760,-308893/221340)
(120409/91762,-42694596/15920707)
(4/3,11/6)
(28227/1641310,-1052762132/238810605)
(-223729/168295,-409605173/238810605)
(13225/38092,-1372959/1095145)
(198147/2335,203695141/1800285)
(1/240038,-33949187/120019)
(25947/5491,-14485285/1531989)
(-26896/38157,-4490165/6257748)
(6889/13892,863795/864777)
(198147/2335,-305542699/1800285)
(168507/264040,100738723/93866220)
(-961/1870,40243/86955)
(27/550,-6493/2475)
(-867/1736,7213/22134)
(-83521/17670,72378412/7659945)
(-9747/17441,-997273/2982411)
(-218089/2570,-67898367/600095)
(-9747/17441,2108431/2982411)
(841/925,106931/80475)
(-49/88,-151/462)
(75/2146,49528/16095)
(48/385,7423/4620)
(363/1054,-21805/17391)
(-22801/38180,2469591/2882590)
(3/4,-5/3)
(3/10,16/15)
(-4/5,43/30)
(1/10,9/5)
(-121/150,1196/825)
(784/2635,-280667/221340)
(-49843600/99567237,239567430593/702944693220)
#
# (a,b,c,d) = (7,29,30,0) and D = -900:
#
(5,-38/15)
(34347/20470,-6273131/6570870)
(250/33,-6277/1650)
(259470/5491,-337823081/15319890)
(-245/44,12197/4620)
(-83521/1767,181028338/7659945)
(-27/2,227/36)
(-27/2,607/90)
(-8,15/4)
(-97470/17441,79006103/29824110)
(11449/9291,-854657/1988274)
(-498436000/99567237,2447223799799/1004206704600)
(1/2,1/60)
(-218089/257,475288629/1200190)
(34347/20470,-43847431/65708700)
(-5,73/30)
(961/476,-1777/2108)
(-6,17/6)
(1,-3/10)
(-268960/38157,29605021/8939640)
(-961/187,437039/173910)
(10/117,2047/3510)
(361/26877,-1615573/1021326)
(-447458/33659,593160979/95524242)
(1/6,11/30)
(66125/19046,-102786121/65708700)
(15/2,-113/30)
(26569/6099,-3960361/1988274)
(396294/467,-1425865807/3600570)
(1/6,-19/36)
(2,-5/6)
(179862147/90784540,-496318025809/602524022760)
(5/120019,-33949211/1200190)
(243/13,-15304/1755)
(1815/527,-134842/86955)
(-169/9,5128/585)
(179862147/90784540,-11508187309547/10544170398300)
(2,-11/10)
(961/476,-490769/442680)
(25921/38868,-3697955/37546488)
(259470/5491,-361967509/15319890)
(-1369/145,25264/5365)
(1815/527,-309301/173910)
(3,-4/3)
(34445/6946,-14489347/5765180)
(-218089/257,152771344/360057)
(34445/6946,-19720537/8647770)
(578/341,-11157/11594)
(27/55,58/2475)
(-1369/145,711017/160950)
(121/28,-1825/924)
(-961/187,14230/5797)
(27/55,-493/990)
(-63368/12305,32317637/13141740)
(250/33,-17419/4950)
(-498436000/99567237,50658086844221/21088340796600)
(12696/12533,-2323835/3459108)
(243/13,-6563/702)
(10/117,-779/1170)
(96/77,-1013/1320)
(128/7,-439/48)
(-97470/17441,82111807/29824110)
(28227/164131,-24997990/47762121)
(168507/26404,-301607833/93866220)
(25921/38868,-17089229/31288740)
(578/341,-117599/173910)
(-4335/868,1061521/442680)
(-147/8,1543/168)
(28227/164131,170577349/477621210)
(602045/45881,-522730374/79603535)
(602045/45881,-2921996591/477621210)
(361/26877,12017342/7659945)
(-5,12/5)
(40/3,-373/60)
(1682/185,-48903/10730)
(-83521/1767,22528855/1021326)
(5/56,159/280)
(40/3,-1201/180)
(375/1073,11264/80475)
(168507/26404,-15855227/5363784)
(5,-23/10)
(-4335/868,76831/31620)
(-121/15,3314/825)
(96/77,-809/1848)
(-63368/12305,55172477/21902900)
(-147/8,14411/1680)
(1682/185,-681017/160950)
(12696/12533,-5317289/17295540)
(128/7,-4777/560)
(121/28,-969/440)
(1/2,-1/2)
(5/120019,50923744/1800285)
(1,-2/3)
(-245/44,8447/3080)
(3,-47/30)
(1568/527,-38991/29512)
(-169/9,6589/702)
(66125/19046,-19623459/10951450)
(-22801/3818,17020083/5765180)
(26569/6099,-33093124/14912055)
(15/2,-209/60)
(-6,89/30)
(-22801/3818,4878533/1729554)
(375/1073,-76903/160950)
(396294/467,-305542675/720114)
(-8,239/60)
(165353881/54665580,-5675065035337/4217668159320)
(11449/9291,-11353196/14912055)
(5/56,-157/240)
(1568/527,-688351/442680)
(-121/15,3743/990)
(-447458/33659,1057325497/159207070)
(-268960/38157,657468319/187732440)
(165353881/54665580,-5547825990151/3514723466100)
#
# (a,b,c,d) = (0,2,15,0) and D = -900:
#
(34445/13892,4232/62665)
(-48735/17441,26569/91485)
(-147/16,1/168)
(26569/12198,11449/139365)
(961/952,-289/868)
(1/12,-9/10)
(168507/52808,25921/583020)
(121/56,-49/132)
(-27/4,8/9)
(129735/5491,361/403155)
(-4,1/30)
(-31684/12305,11449/102350)
(20/3,-9/10)
(6348/12533,-22801/57270)
(121/56,32/385)
(25921/77736,56169/132020)
(361/53754,-83521/26505)
(841/185,-1369/2175)
(-169/18,2/351)
(375/2146,-1369/2175)
(1/2,1/3)
(289/341,121/527)
(168507/52808,-53792/114471)
(28227/328262,120409/137643)
(26569/12198,-6498/17441)
(-134480/38157,25921/583020)
(3/2,-1/3)
(-3,1/15)
(5/2,-2/5)
(-218089/514,132098/2335)
(243/26,-169/135)
(48/77,121/420)
(64/7,-49/40)
(-4335/1736,1568/7905)
(5/240038,132098/2335)
(5/117,-169/135)
(-169/18,81/65)
(28227/328262,-447458/504885)
(11449/18582,26569/91485)
(15/4,1/30)
(198147/467,-218089/3855)
(34445/13892,-22801/57270)
(961/952,1568/7905)
(20/3,1/90)
(15/4,-8/15)
(5/240038,-218089/3855)
(-147/16,128/105)
(34347/40940,-63368/184575)
(784/527,-289/868)
(6348/12533,6889/20838)
(361/53754,17298/5491)
(198147/467,1/360057)
(841/185,25/1073)
(375/2146,1682/2775)
(-249218000/99567237,165353881/819983700)
(-1369/290,25/1073)
(64/7,1/168)
(-5/2,1/5)
(165353881/109331160,59954049/453922700)
(-27/4,1/90)
(-83521/3534,17298/5491)
(5/112,128/105)
(-48735/17441,11449/139365)
(27/110,50/99)
(179862147/181569080,165353881/819983700)
(125/33,-121/225)
(-121/30,50/99)
(-961/374,121/527)
(-249218000/99567237,59954049/453922700)
(179862147/181569080,-99687200/298701711)
(-223729/33659,120409/137643)
(602045/91762,9409/820655)
(1/4,-8/15)
(5/2,1/15)
(129735/5491,-83521/26505)
(1,1/5)
(-5/2,2/15)
(125/33,9/275)
(-245/88,32/385)
(-223729/33659,9409/820655)
(-218089/514,1/360057)
(1/4,1/2)
(66125/38092,11449/102350)
(48/77,-49/132)
(66125/38092,-63368/184575)
(5/112,-49/40)
(34347/40940,13225/57138)
(784/527,961/7140)
(-31684/12305,13225/57138)
(1815/1054,-961/2805)
(27/110,-121/225)
(-134480/38157,56169/132020)
(-22801/7636,4232/62665)
(-245/88,121/420)
(-22801/7636,6889/20838)
(-4,1/2)
(-121/30,9/275)
(243/26,2/351)
(-3,1/3)
(1,-1/3)
(1815/1054,578/5115)
(3/2,2/15)
(11449/18582,-6498/17441)
(1/2,-2/5)
(25921/77736,-53792/114471)
(1/12,8/9)
(5/117,81/65)
(-1369/290,1682/2775)
(602045/91762,-447458/504885)
(165353881/109331160,-99687200/298701711)
(289/341,-961/2805)
(-4335/1736,961/7140)
(-83521/3534,361/403155)
(-961/374,578/5115)
#
# (a,b,c,d) = (1,8,15,0) and D = -900:
#
(375/2146,-106931/160950)
(6348/12533,1982911/8647770)
(1815/1054,-119477/173910)
(179862147/181569080,-11215934132663/21088340796600)
(-48735/17441,9558728/14912055)
(243/26,-6541/3510)
(361/53754,16080281/5106630)
(165353881/109331160,-239567430593/1405889386440)
(-4335/1736,280667/442680)
(121/56,-215/616)
(-121/30,6493/4950)
(-245/88,7807/9240)
(5/240038,67898367/1200190)
(-3,2/3)
(25921/77736,-100738723/187732440)
(27/110,2257/4950)
(125/33,-598/825)
(-27/4,49/36)
(289/341,1742/28985)
(121/56,-7423/9240)
(961/952,-313/88536)
(-147/16,3097/1680)
(34445/13892,-15462707/17295540)
(1/4,-7/12)
(-3,14/15)
(-169/18,731/234)
(-218089/514,305542699/3600570)
(64/7,-1531/840)
(-169/18,6611/3510)
(-961/374,43101/57970)
(1/12,-11/12)
(5/2,-13/30)
(5/117,724/585)
(26569/12198,-2108431/5964822)
(1/12,157/180)
(34347/40940,-6716879/13141740)
(784/527,-46517/73780)
(-134480/38157,35366773/31288740)
(841/185,-23764/26825)
(5/112,2033/1680)
(48/77,151/924)
(26569/12198,-8034607/9941370)
(5/2,-9/10)
(375/2146,91931/160950)
(66125/38092,-5154289/21902900)
(361/53754,-9659143/3063978)
(66125/38092,-45372133/65708700)
(48/77,-2291/4620)
(34347/40940,4183363/65708700)
(1,0)
(784/527,-7213/44268)
(1815/1054,-40243/173910)
(28227/328262,-86301865/95524242)
(129735/5491,-36189206/7659945)
(34445/13892,-2469591/5765180)
(-1369/290,51903/53650)
(25921/77736,4490165/12515496)
(3/2,-19/30)
(-134480/38157,70337441/93866220)
(-218089/514,33949187/240038)
(-249218000/99567237,7404722795779/10544170398300)
(179862147/181569080,14910659779/4217668159320)
(20/3,-119/90)
(289/341,-8906/17391)
(-147/16,1027/336)
(-4335/1736,308893/442680)
(15/4,-43/60)
(27/110,-581/990)
(-4,13/10)
(1/4,9/20)
(-22801/7636,766459/1153036)
(-121/30,277/330)
(-245/88,1971/3080)
(-48735/17441,12664432/14912055)
(165353881/109331160,-13416772987337/21088340796600)
(-5/2,7/10)
(-27/4,403/180)
(11449/18582,997273/5964822)
(-31684/12305,24523631/32854350)
(-31684/12305,1372959/2190290)
(1,-8/15)
(11449/18582,-4928903/9941370)
(5/240038,-203695141/3600570)
(6348/12533,-863795/1729554)
(5/117,-2212/1755)
(-22801/7636,16046723/17295540)
(129735/5491,-60333634/7659945)
(1/2,7/30)
(-1369/290,49903/32190)
(-223729/33659,21347298/15920707)
(5/112,-691/560)
(198147/467,-152771332/1800285)
(-223729/33659,526381066/238810605)
(168507/52808,-22292383/37546488)
(-961/374,21805/34782)
(198147/467,-50923780/360057)
(961/952,-78921/147560)
(602045/91762,-1050024113/477621210)
(-4,5/6)
(20/3,-67/30)
(-83521/3534,40224709/5106630)
(1/2,-1/2)
(602045/91762,-207084269/159207070)
(243/26,-2191/702)
(64/7,-171/56)
(841/185,-24764/16095)
(3/2,-1/6)
(168507/52808,-208027357/187732440)
(125/33,-3206/2475)
(-5/2,19/30)
(28227/328262,409605173/477621210)
(-249218000/99567237,2223703281407/3514723466100)
(15/4,-77/60)
(-83521/3534,14485285/3063978)
#
# (a,b,c,d) = (-1,4,5,0) and D = -900:
#
(-249218000/298701711,2418538732663/10544170398300)
(-1,0)
(5/351,6566/1755)
(-22801/22908,13710659/17295540)
(-83521/10602,120646691/15319890)
(361/161262,144791119/15319890)
(26569/36594,-29003993/29824110)
(-4/3,37/30)
(66049/467,16974598/600095)
(-223729/100977,-19521952/47762121)
(5/4,-27/20)
(66125/114276,-60072649/65708700)
(16/77,-1651/1540)
(-49/16,341/112)
(-245/264,589/9240)
(961/2856,58643/88536)
(125/99,-3368/2475)
(-961/1122,89999/173910)
(1/36,-97/36)
(11449/40940,-4266793/4380580)
(-249218000/298701711,4619377587337/10544170398300)
(9409/328262,418731903/159207070)
(-169/54,-2137/3510)
(-9/4,133/60)
(165353881/327993480,-18987463404221/21088340796600)
(64/21,-515/168)
(-134480/114471,97753757/93866220)
(1/3,2/3)
(1/6,-7/6)
(-49/16,-333/560)
(-218089/1542,-101847533/3600570)
(1/3,-14/15)
(34445/41676,6363031/17295540)
(9/110,-527/330)
(26569/36594,2336201/5964822)
(34445/41676,-17798771/17295540)
(1/6,31/30)
(-121/90,-169/990)
(361/161262,-28963711/3063978)
(289/1023,-16892/17391)
(5/4,7/20)
(121/168,-8959/9240)
(-121/90,6169/4950)
(165353881/327993480,2096464236221/4217668159320)
(66049/467,-16974594/120019)
(64/21,527/840)
(11449/40940,16433793/21902900)
(-5/6,13/30)
(5/6,-31/30)
(-16245/17441,299078/4970685)
(66125/114276,29655149/65708700)
(-9/4,-5/12)
(-223729/100977,520905028/238810605)
(59954049/181569080,-6573692118593/7029446932200)
(16/77,279/308)
(25921/233208,-260483359/187732440)
(5/6,11/30)
(1/12,91/60)
(1/2,-9/10)
(2116/12533,-669123/576518)
(59954049/181569080,943359062593/1405889386440)
(-22801/22908,12229/3459108)
(-1369/870,-39403/160950)
(-16245/17441,3404782/4970685)
(9/110,2527/1650)
(1/36,481/180)
(-5/6,7/30)
(-83521/10602,-4819283/3063978)
(-134480/114471,-9534877/93866220)
(1/12,-19/12)
(5/336,6149/1680)
(-169/54,2185/702)
(81/26,749/1170)
(81/26,-733/234)
(25921/233208,48758047/37546488)
(9409/328262,-84476519/31841414)
(43245/5491,-20115784/2553315)
(20/9,43/90)
(-1369/870,48403/32190)
(5/351,-6586/1755)
(11449/55746,-32109697/29824110)
(605/1054,-52927/57970)
(-31684/36915,1077127/6570870)
(-31684/36915,17173373/32854350)
(5/720114,-611085373/3600570)
(43245/5491,4028644/2553315)
(-4/3,-1/6)
(125/2146,98181/53650)
(56169/52808,4331723/12515496)
(841/555,-25514/16095)
(125/2146,-100681/53650)
(784/1581,-199133/221340)
(-1445/1736,63243/147560)
(-1445/1736,35017/147560)
(125/99,868/2475)
(1/2,1/2)
(11449/55746,5441905/5964822)
(56169/52808,-74906827/62577480)
(-245/264,6271/9240)
(605/1054,26307/57970)
(5/720114,611085353/3600570)
(289/1023,64808/86955)
(-1,4/5)
(-961/1122,5833/34782)
(602045/275286,225337729/477621210)
(-218089/1542,101847557/720114)
(841/555,30014/80475)
(602045/275286,-1060976189/477621210)
(5/336,-6169/1680)
(784/1581,22265/44268)
(2116/12533,2956271/2882590)
(961/2856,-412379/442680)
(20/9,-203/90)
(121/168,727/1848)
#
# (a,b,c,d) = (0,1,30,0) and D = -900:
#
(5,1/30)
(-268960/38157,25921/1166040)
(1,-1/5)
(-97470/17441,26569/182970)
(1568/527,961/14280)
(-961/187,121/1054)
(27/55,25/99)
(40/3,-9/20)
(-961/187,289/5115)
(15/2,-4/15)
(1815/527,-961/5610)
(-121/15,25/99)
(361/26877,8649/5491)
(-498436000/99567237,165353881/1639967400)
(250/33,-121/450)
(1815/527,289/5115)
(602045/45881,-223729/504885)
(5/120019,-218089/7710)
(1682/185,25/2146)
(15/2,1/60)
(-121/15,9/550)
(34445/6946,-22801/114540)
(2,1/10)
(578/341,-961/5610)
(-5,1/10)
(2,-1/6)
(259470/5491,-83521/53010)
(-63368/12305,13225/114276)
(-22801/3818,6889/41676)
(28227/164131,120409/275286)
(12696/12533,-22801/114540)
(-8,1/4)
(-22801/3818,2116/62665)
(96/77,121/840)
(961/476,-289/1736)
(34347/20470,13225/114276)
(5,-1/5)
(-6,1/6)
(602045/45881,9409/1641310)
(26569/6099,11449/278730)
(34445/6946,2116/62665)
(66125/19046,11449/204700)
(121/28,16/385)
(11449/9291,-3249/17441)
(179862147/90784540,165353881/1639967400)
(375/1073,-1369/4350)
(165353881/54665580,-49843600/298701711)
(128/7,1/336)
(-63368/12305,11449/204700)
(-169/9,1/351)
(66125/19046,-31684/184575)
(396294/467,-218089/7710)
(11449/9291,26569/182970)
(128/7,-49/80)
(1/2,1/4)
(961/476,784/7905)
(-447458/33659,9409/1641310)
(-8,1/60)
(-218089/257,1/720114)
(1/2,-4/15)
(-4335/868,784/7905)
(259470/5491,361/806310)
(-218089/257,66049/2335)
(34347/20470,-31684/184575)
(121/28,-49/264)
(12696/12533,6889/41676)
(-498436000/99567237,59954049/907845400)
(96/77,-49/264)
(-245/44,16/385)
(-97470/17441,11449/278730)
(1/6,-9/20)
(5/56,64/105)
(250/33,9/550)
(-447458/33659,120409/275286)
(168507/26404,25921/1166040)
(-169/9,81/130)
(3,-1/6)
(-268960/38157,56169/264040)
(-27/2,4/9)
(-83521/1767,361/806310)
(-6,1/30)
(40/3,1/180)
(1682/185,-1369/4350)
(396294/467,1/720114)
(361/26877,-83521/53010)
(-1369/145,25/2146)
(-147/8,1/336)
(1/6,4/9)
(27/55,-121/450)
(-4335/868,961/14280)
(1,1/6)
(-147/8,64/105)
(-27/2,1/180)
(-5,1/15)
(165353881/54665580,59954049/907845400)
(25921/38868,-26896/114471)
(375/1073,841/2775)
(243/13,1/351)
(179862147/90784540,-49843600/298701711)
(3,1/15)
(-1369/145,841/2775)
(26569/6099,-3249/17441)
(10/117,81/130)
(-83521/1767,8649/5491)
(-245/44,121/840)
(5/120019,66049/2335)
(5/56,-49/80)
(1568/527,-289/1736)
(168507/26404,-26896/114471)
(10/117,-169/270)
(28227/164131,-223729/504885)
(25921/38868,56169/264040)
(243/13,-169/270)
(578/341,121/1054)
#
# (a,b,c,d) = (-225,0,1,0) and D = -900:
#
(120409/275286,-214385653/31841414)
(-1/6,-1/2)
(1/15,4)
(-22801/114540,-2274919/1153036)
(56169/264040,48282721/12515496)
(8649/5491,12072214/510663)
(1/180,161/12)
(1/10,7/2)
(64/105,-517/56)
(-3249/17441,-1552852/994137)
(-31684/184575,1964623/2190290)
(121/840,2099/616)
(25921/1166040,-84045599/12515496)
(841/2775,26264/5365)
(-1369/4350,46903/10730)
(59954049/907845400,5645243715779/1405889386440)
(-49/264,947/616)
(841/2775,-26264/5365)
(9/550,-2581/330)
(1/336,2053/112)
(1/6,7/2)
(1/4,17/4)
(6889/41676,4026967/1153036)
(1/15,-4)
(6889/41676,-4026967/1153036)
(1/4,-17/4)
(1/6,-7/2)
(1/336,-2053/112)
(9/550,2581/330)
(-49/264,-947/616)
(59954049/907845400,-5645243715779/1405889386440)
(-1369/4350,-46903/10730)
(25921/1166040,84045599/12515496)
(121/840,-2099/616)
(-31684/184575,-1964623/2190290)
(-4/15,-7/2)
(64/105,517/56)
(1/10,-7/2)
(1/180,-161/12)
(56169/264040,-48282721/12515496)
(-22801/114540,2274919/1153036)
(120409/275286,214385653/31841414)
(11449/204700,-18883879/4380580)
(-49/80,1019/112)
(121/1054,-39617/11594)
(-121/450,-1169/330)
(16/385,1523/308)
(11449/278730,-9886537/1988274)
(2116/62665,-3150943/576518)
(13225/114276,-14954633/4380580)
(784/7905,51743/14756)
(-218089/7710,101847553/240038)
(4/9,41/6)
(961/14280,117599/29512)
(25/99,706/165)
(-961/5610,10139/11594)
(25/2146,-99431/10730)
(361/806310,-48268279/1021326)
(1/351,2192/117)
(9409/1641310,-420557249/31841414)
(-169/270,-2177/234)
(8649/5491,-12072214/510663)
(-49843600/298701711,366806475779/702944693220)
(-223729/504885,103085798/15920707)
(1/30,-11/2)
(-1/5,-2)
(1/720114,203695121/240038)
(1/60,31/4)
(165353881/1639967400,-4911630764221/1405889386440)
(-83521/53010,24123851/1021326)
(-289/1736,14113/29512)
(-1/6,1/2)
(-26896/114471,-17881439/6257748)
(289/5115,24878/5797)
(26569/182970,-6780833/1988274)
(81/130,-2207/234)
(81/130,2207/234)
(66049/2335,50923784/120019)
(26569/182970,6780833/1988274)
(289/5115,-24878/5797)
(-26896/114471,17881439/6257748)
(-289/1736,-14113/29512)
(-3249/17441,1552852/994137)
(-83521/53010,-24123851/1021326)
(165353881/1639967400,4911630764221/1405889386440)
(1/351,-2192/117)
(1/60,-31/4)
(1/720114,-203695121/240038)
(1/30,11/2)
(-49843600/298701711,-366806475779/702944693220)
(-169/270,2177/234)
(9409/1641310,420557249/31841414)
(361/806310,48268279/1021326)
(25/2146,99431/10730)
(-961/5610,-10139/11594)
(25/99,-706/165)
(-121/450,1169/330)
(961/14280,-117599/29512)
(66049/2335,-50923784/120019)
(4/9,-41/6)
(-4/15,7/2)
(-218089/7710,-101847553/240038)
(784/7905,-51743/14756)
(13225/114276,14954633/4380580)
(2116/62665,3150943/576518)
(11449/278730,9886537/1988274)
(-9/20,79/12)
(16/385,-1523/308)
(-9/20,-79/12)
(121/1054,39617/11594)
(-1/5,2)
(-49/80,-1019/112)
(-223729/504885,-103085798/15920707)
(11449/204700,18883879/4380580)
#
# (a,b,c,d) = (1,11,30,0) and D = -900:
#
(2,-1/2)
(1682/185,-98181/53650)
(5/120019,-16974598/600095)
(3,-13/30)
(1/2,1/6)
(602045/45881,-418731903/159207070)
(66125/19046,-17173373/32854350)
(243/13,-6566/1755)
(-5,14/15)
(1/6,-43/90)
(375/1073,39403/160950)
(602045/45881,-520905028/238810605)
(-5,9/10)
(27/55,169/990)
(1,-11/30)
(-245/44,1651/1540)
(-6,7/6)
(-63368/12305,60072649/65708700)
(250/33,-2527/1650)
(28227/164131,-225337729/477621210)
(12696/12533,-6363031/17295540)
(-27/2,203/90)
(25921/38868,9534877/93866220)
(-121/15,527/330)
(121/28,-279/308)
(25921/38868,-4331723/12515496)
(578/341,-26307/57970)
(-83521/1767,20115784/2553315)
(1682/185,-48403/32190)
(-8,19/12)
(10/117,-749/1170)
(2,-7/30)
(-498436000/99567237,6573692118593/7029446932200)
(5/120019,101847533/3600570)
(40/3,-133/60)
(3,-2/3)
(10/117,2137/3510)
(34445/6946,-13710659/17295540)
(5/56,-527/840)
(26569/6099,-5441905/5964822)
(-447458/33659,1060976189/477621210)
(-8,27/20)
(96/77,-589/9240)
(5,-31/30)
(-63368/12305,4266793/4380580)
(-4335/868,199133/221340)
(-97470/17441,29003993/29824110)
(-169/9,6586/1755)
(578/341,-5833/34782)
(-268960/38157,260483359/187732440)
(1,0)
(-121/15,3368/2475)
(1/2,-7/20)
(961/476,-22265/44268)
(-961/187,52927/57970)
(1568/527,-63243/147560)
(1815/527,-89999/173910)
(-1369/145,25514/16095)
(-498436000/99567237,18987463404221/21088340796600)
(165353881/54665580,-4619377587337/10544170398300)
(179862147/90784540,-2418538732663/10544170398300)
(361/26877,-4028644/2553315)
(1568/527,-58643/88536)
(15/2,-37/30)
(96/77,-727/1848)
(-218089/257,611085373/3600570)
(28227/164131,19521952/47762121)
(128/7,-6149/1680)
(243/13,-2185/702)
(165353881/54665580,-943359062593/1405889386440)
(1815/527,-64808/86955)
(11449/9291,-299078/4970685)
(-447458/33659,84476519/31841414)
(34445/6946,-2956271/2882590)
(-22801/3818,669123/576518)
(-147/8,6169/1680)
(259470/5491,-120646691/15319890)
(361/26877,4819283/3063978)
(66125/19046,-16433793/21902900)
(961/476,-35017/147560)
(179862147/90784540,-2096464236221/4217668159320)
(-27/2,97/36)
(27/55,-868/2475)
(26569/6099,-3404782/4970685)
(-268960/38157,74906827/62577480)
(-1369/145,100681/53650)
(128/7,-341/112)
(-218089/257,16974594/120019)
(-245/44,8959/9240)
(121/28,-6271/9240)
(34347/20470,-1077127/6570870)
(11449/9291,-2336201/5964822)
(34347/20470,-29655149/65708700)
(-6,31/30)
(-961/187,16892/17391)
(15/2,-91/60)
(-97470/17441,32109697/29824110)
(-22801/3818,17798771/17295540)
(250/33,-6169/4950)
(168507/26404,-48758047/37546488)
(396294/467,-611085353/3600570)
(-147/8,515/168)
(-169/9,733/234)
(168507/26404,-97753757/93866220)
(5,-4/5)
(396294/467,-101847557/720114)
(40/3,-481/180)
(12696/12533,-12229/3459108)
(1/6,5/12)
(5/56,333/560)
(-4335/868,412379/442680)
(375/1073,-30014/80475)
(259470/5491,-144791119/15319890)
(-83521/1767,28963711/3063978)
#
# (a,b,c,d) = (3,19,30,0) and D = -900:
#
(168507/26404,-35525215/18773244)
(2,-1/2)
(250/33,-12581/4950)
(961/476,-44843/88536)
(1815/527,-104738/86955)
(34347/20470,-12735893/32854350)
(1/2,-5/12)
(-63368/12305,109119911/65708700)
(11449/9291,-669464/2982411)
(-83521/1767,21724498/1531989)
(5/56,-179/280)
(168507/26404,-403534871/187732440)
(28227/164131,-47257961/95524242)
(361/26877,-2419930/1531989)
(-498436000/99567237,33796908995779/21088340796600)
(27/55,-206/495)
(5,-22/15)
(602045/45881,-312908086/79603535)
(2,-23/30)
(1/6,71/180)
(243/13,-19673/3510)
(26569/6099,-3775168/2982411)
(1,-1/2)
(-121/15,13229/4950)
(-6,11/6)
(28227/164131,92133722/238810605)
(1568/527,-73069/88536)
(-27/2,73/18)
(121/28,-773/616)
(-97470/17441,51227153/29824110)
(-97470/17441,54332857/29824110)
(-268960/38157,48546791/20859160)
(5/120019,33949171/1200190)
(1/2,1/10)
(-268960/38157,401158241/187732440)
(-1369/145,100931/32190)
(5/56,979/1680)
(-218089/257,67898375/240038)
(66125/19046,-79718879/65708700)
(375/1073,-33764/80475)
(396294/467,-916628017/3600570)
(25921/38868,26407/2085916)
(121/28,-6847/4620)
(1815/527,-169859/173910)
(15/2,-67/30)
(578/341,-22823/57970)
(165353881/54665580,-22655528162011/21088340796600)
(11449/9291,-1842353/3313790)
(-169/9,19783/3510)
(25921/38868,-81668969/187732440)
(26569/6099,-4948057/3313790)
(396294/467,-203695117/720114)
(-63368/12305,7012711/4380580)
(3,-16/15)
(243/13,-2188/351)
(27/55,521/4950)
(12696/12533,-2397209/17295540)
(-22801/3818,16922747/8647770)
(250/33,-1241/550)
(96/77,-425/1848)
(10/117,233/390)
(1,-2/15)
(12696/12533,-1739819/3459108)
(-961/187,48014/28985)
(1682/185,-145709/53650)
(3,-5/6)
(40/3,-89/20)
(-447458/33659,2113738321/477621210)
(-961/187,55589/34782)
(259470/5491,-241313959/15319890)
(128/7,-683/112)
(-169/9,244/39)
(602045/45881,-2091834169/477621210)
(5/120019,-50923804/1800285)
(1568/527,-156277/147560)
(-498436000/99567237,3673699560469/2343148977400)
(66125/19046,-10794041/10951450)
(1/6,-1/2)
(34347/20470,-8871133/13141740)
(1682/185,-97931/32190)
(-1369/145,76292/26825)
(-147/8,4633/840)
(-83521/1767,26818759/1702210)
(-245/44,8383/4620)
(-6,59/30)
(-121/15,134/55)
(96/77,-5171/9240)
(128/7,-9211/1680)
(-245/44,5273/3080)
(-22801/3818,2104705/1153036)
(-5,47/30)
(5,-17/10)
(375/1073,31903/160950)
(34445/6946,-8382133/5765180)
(578/341,-23645/34782)
(34445/6946,-14586683/8647770)
(-5,8/5)
(259470/5491,-217169531/15319890)
(-8,53/20)
(165353881/54665580,-197154415531/234314897740)
(361/26877,2674331/1702210)
(40/3,-719/180)
(-218089/257,458314036/1800285)
(961/476,-56969/73780)
(179862147/90784540,-16053011597989/21088340796600)
(179862147/90784540,-1040776788221/2108834079660)
(-4335/868,346523/221340)
(15/2,-151/60)
(-447458/33659,127171115/31841414)
(-4335/868,707159/442680)
(10/117,-2287/3510)
(-147/8,2057/336)
(-8,29/12)
(-27/2,809/180)
#
# (a,b,c,d) = (-1,1,6,0) and D = -900:
#
(1/5,-14/15)
(1/30,67/30)
(361/134385,-40224709/5106630)
(-1,0)
(-147/40,1531/840)
(6889/6946,863795/1729554)
(-218089/1285,-67898367/1200190)
(3/2,7/12)
(75/1073,-49903/32190)
(3/5,8/15)
(34347/102350,-24523631/32854350)
(-53792/38157,-4490165/12515496)
(-49/44,215/616)
(-169/45,-724/585)
(-53792/38157,22292383/37546488)
(-867/868,7213/44268)
(-6/5,-7/30)
(-27/10,-157/180)
(-63368/61525,-4183363/65708700)
(128/35,-3097/1680)
(1/56,171/56)
(243/65,-6611/3510)
(1568/2635,-280667/442680)
(-19494/17441,-997273/5964822)
(121/140,-1971/3080)
(3/2,-5/6)
(578/1705,-43101/57970)
(-99687200/99567237,-14910659779/4217668159320)
(8/3,-49/36)
(28227/820655,-526381066/238810605)
(578/1705,119477/173910)
(34347/102350,45372133/65708700)
(-8/5,43/60)
(11449/46455,8034607/9941370)
(-121/75,598/825)
(-447458/168295,207084269/159207070)
(96/385,-7807/9240)
(26569/30495,-9558728/14912055)
(-22801/19090,2469591/5765180)
(363/527,-21805/34782)
(-147/40,-2033/1680)
(50/33,-277/330)
(27/275,3206/2475)
(51894/5491,-14485285/3063978)
(961/2380,-308893/442680)
(1/56,-1027/336)
(-1369/725,-91931/160950)
(96/385,7423/9240)
(1/10,77/60)
(128/35,691/560)
(-961/935,40243/173910)
(-83521/8835,-16080281/5106630)
(28227/820655,1050024113/477621210)
(-961/935,-1742/28985)
(120409/45881,-21347298/15920707)
(-99687200/99567237,239567430593/1405889386440)
(12696/62665,-16046723/17295540)
(2/117,2191/702)
(-121/75,-2257/4950)
(50/33,581/990)
(26569/30495,4928903/9941370)
(361/134385,60333634/7659945)
(-22801/19090,-1982911/8647770)
(-867/868,313/88536)
(-27/10,119/90)
(1,1/2)
(-19494/17441,2108431/5964822)
(11449/46455,-12664432/14912055)
(-83521/8835,36189206/7659945)
(25921/194340,208027357/187732440)
(168507/132020,100738723/187732440)
(27/275,-6493/4950)
(13225/19046,-1372959/2190290)
(961/2380,46517/73780)
(363/527,8906/17391)
(-63368/61525,5154289/21902900)
(-49/44,-151/924)
(2/5,-7/10)
(-1369/725,23764/26825)
(396294/2335,-305542699/3600570)
(1/10,-13/10)
(8/3,11/12)
(13225/19046,6716879/13141740)
(2/5,19/30)
(75/1073,24764/16095)
(1568/2635,78921/147560)
(165353881/273327900,-2223703281407/3514723466100)
(168507/132020,-70337441/93866220)
(179862147/453922700,13416772987337/21088340796600)
(3/5,-19/30)
(120409/45881,86301865/95524242)
(396294/2335,203695141/3600570)
(6889/6946,-766459/1153036)
(-6/5,13/30)
(1682/925,106931/160950)
(-447458/168295,-409605173/477621210)
(-218089/1285,152771332/1800285)
(1/120019,-33949187/240038)
(51894/5491,9659143/3063978)
(121/140,2291/4620)
(243/65,2212/1755)
(1,-2/3)
(12696/62665,15462707/17295540)
(-8/5,-9/20)
(1/120019,50923780/360057)
(25921/194340,-35366773/31288740)
(2/117,-731/234)
(1682/925,-51903/53650)
(-1,1/6)
(-169/45,6541/3510)
(179862147/453922700,-7404722795779/10544170398300)
(165353881/273327900,11215934132663/21088340796600)
(1/5,9/10)
(1/30,-403/180)
#
# (a,b,c,d) = (-224,1,1,0) and D = -897:
#
#
# (a,b,c,d) = (-224,0,1,0) and D = -896:
#
(1,-15)
(1,15)
(-100/199,14701/1990)
(-100/199,-14701/1990)
#
# (a,b,c,d) = (-28,0,2,0) and D = -896:
#
(2,-15/2)
(2,15/2)
(-200/199,-14701/3980)
(-200/199,14701/3980)
#
# (a,b,c,d) = (-223,1,1,0) and D = -893:
#
#
# (a,b,c,d) = (-223,0,1,0) and D = -892:
#
(-1/3,-14/3)
(-104329/453627,-399858242/146521521)
(-1/3,14/3)
(-104329/453627,399858242/146521521)
#
# (a,b,c,d) = (1,5,0,-2) and D = -892:
#
(184225/446824,-426683/446824)
(-5/4,7/4)
(283/355,56/355)
(31/160,-133/160)
(-22109/655,-36988/655)
(-179/196,225/196)
(1,0)
#
# (a,b,c,d) = (-222,1,1,0) and D = -889:
#
(-1/6,1/2)
(-1/6,-1/3)
#
# (a,b,c,d) = (-222,0,1,0) and D = -888:
#
(4/73,-635/146)
(-25/149,-401/745)
(-81/53,10855/477)
(-25/149,401/745)
(6451600/20100769,-260262358897/51055953260)
(-81/53,-10855/477)
(6451600/20100769,260262358897/51055953260)
(4/73,635/146)
#
# (a,b,c,d) = (-221,1,1,0) and D = -885:
#
(4,-123/2)
(4,115/2)
#
# (a,b,c,d) = (-221,0,1,0) and D = -884:
#
(49/155,-5452/1085)
(49/155,5452/1085)
#
# (a,b,c,d) = (-220,1,1,0) and D = -881:
#
(-1/4,-3)
(625/7304,164523/45650)
(-1/4,13/4)
(625/7304,-61247/16600)
#
# (a,b,c,d) = (-220,0,1,0) and D = -880:
#
(1/741,-20171/741)
(-1/6,-1/3)
(-1/6,1/3)
(1/741,20171/741)
#
# (a,b,c,d) = (-27,2,2,0) and D = -880:
#
(2/741,6723/494)
(-1/3,1/3)
(-1/3,0)
(2/741,-20173/1482)
#
# (a,b,c,d) = (-219,1,1,0) and D = -877:
#
(-4/7,121/14)
(-4/7,-113/14)
#
# (a,b,c,d) = (-219,0,1,0) and D = -876:
#
(-4/23,-43/46)
(-4/23,43/46)
#
# (a,b,c,d) = (-218,1,1,0) and D = -873:
#
(-100/279,14519/2790)
(1/24,-119/24)
(676/2817,-308413/73242)
(-100/279,-13519/2790)
(16/297,-5237/1188)
(1/1308,47305/1308)
(1/1308,-217/6)
(1/24,59/12)
(-1/6,-1/6)
(-1/6,1/3)
(6241/32208,9052135/2544432)
(-1/2,15/2)
(6241/32208,-4772587/1272216)
(676/2817,290837/73242)
(-1/2,-7)
(16/297,5173/1188)
#
# (a,b,c,d) = (-8,1,3,0) and D = -873:
#
(16/99,-589/396)
(1/436,1314/109)
(6241/10736,-1115357/848144)
(-3/2,-13/6)
(1/436,-15769/1308)
(-100/93,5173/2790)
(676/939,91087/73242)
(-3/2,8/3)
(676/939,-36221/24414)
(16/99,1703/1188)
(-1/2,0)
(-100/93,-1391/930)
(1/8,13/8)
(-1/2,1/6)
(1/8,-5/3)
(6241/10736,356629/318054)
#
# (a,b,c,d) = (-218,0,1,0) and D = -872:
#
(23309584/150434753,2483020465057/726298987484)
(23309584/150434753,-2483020465057/726298987484)
(4/113,1207/226)
(4/113,-1207/226)
#
# (a,b,c,d) = (-217,1,1,0) and D = -869:
#
(1/5,18/5)
(1/5,-19/5)
#
# (a,b,c,d) = (-217,0,1,0) and D = -868:
#
(1/39,-244/39)
(-81/272,-9757/2448)
(-1/6,-1/6)
(961/28274,-4774449/876494)
(961/28274,4774449/876494)
(49/71,5088/497)
(-81/272,9757/2448)
(1/39,244/39)
(1/8,-27/8)
(-1/6,1/6)
(1/2,15/2)
(-1369/3688,-711759/136456)
(1/2928,158437/2928)
(16/113,1527/452)
(-1369/3688,711759/136456)
(-25/96,-1583/480)
(-25/96,1583/480)
(11449/358698,215585875/38380686)
(16/113,-1527/452)
(49/71,-5088/497)
(1/2928,-158437/2928)
(1/2,-15/2)
(1/8,27/8)
(11449/358698,-215585875/38380686)
#
# (a,b,c,d) = (-27,1,2,0) and D = -868:
#
(2/39,-245/78)
(98/71,-5431/994)
(-81/136,-2257/1224)
(-1369/1844,190603/68228)
(1/1464,13203/488)
(-81/136,5243/2448)
(11449/179349,-36135153/12793562)
(-1/3,1/6)
(1/4,13/8)
(2/39,81/26)
(961/14137,-1201060/438247)
(1,7/2)
(1/1464,-79219/2928)
(98/71,4745/994)
(32/113,-1591/904)
(-1369/1844,-330553/136456)
(1,-4)
(-25/48,-243/160)
(1/4,-7/4)
(961/14137,2372329/876494)
(11449/179349,53590208/19190343)
(-1/3,0)
(32/113,1463/904)
(-25/48,427/240)
#
# (a,b,c,d) = (-216,1,1,0) and D = -865:
#
(-49/174,4663/1218)
(-49/174,-720/203)
(1/36,-217/36)
(-1/6,1/6)
(1/36,6)
(1/11676,105138/973)
(-36/119,3007/714)
(-1/6,0)
(-36/119,-2791/714)
(1/11676,-1261657/11676)
#
# (a,b,c,d) = (-27,0,2,0) and D = -864:
#
(-1/3,0)
#
# (a,b,c,d) = (-8,0,3,0) and D = -864:
#
(-1/2,0)
#
# (a,b,c,d) = (-1,0,6,0) and D = -864:
#
(-1,0)
#
# (a,b,c,d) = (-216,0,1,0) and D = -864:
#
(-1/6,0)
#
# (a,b,c,d) = (-215,1,1,0) and D = -861:
#
(-36/215,431/1290)
(25/1969,-87453/9845)
(-1/5,-9/5)
(25/1969,87328/9845)
(-36/215,-1/6)
(-1/5,2)
#
# (a,b,c,d) = (-215,0,1,0) and D = -860:
#
(-16/71,723/284)
(-16/71,-723/284)
#
# (a,b,c,d) = (-214,1,1,0) and D = -857:
#
#
# (a,b,c,d) = (-214,0,1,0) and D = -856:
#
#
# (a,b,c,d) = (-213,1,1,0) and D = -853:
#
(1/3,-16/3)
(1/3,5)
(-961/5037,262816/156147)
(-961/5037,-77675/52049)
#
# (a,b,c,d) = (-213,0,1,0) and D = -852:
#
(-9/53,-80/159)
(-9/53,80/159)
(230400/73727929,633066691283/35389405920)
(230400/73727929,-633066691283/35389405920)
#
# (a,b,c,d) = (-212,1,1,0) and D = -849:
#
(-17918289/62638940,256372742887/66287658255)
(9/70,346/105)
(-17918289/62638940,-949642854211/265150633020)
(9/70,-719/210)
#
# (a,b,c,d) = (-26,2,2,0) and D = -848:
#
(-8/7,-99/28)
(-8/7,131/28)
#
# (a,b,c,d) = (-212,0,1,0) and D = -848:
#
(-4/7,-115/14)
(-4/7,115/14)
#
# (a,b,c,d) = (-211,1,1,0) and D = -845:
#
(841/1691,349042/49039)
(-1,-14)
(-1,15)
(841/1691,-373431/49039)
#
# (a,b,c,d) = (-211,0,1,0) and D = -844:
#
(4/225,-3377/450)
(4/225,3377/450)
#
# (a,b,c,d) = (0,1,29,0) and D = -841:
#
#
# (a,b,c,d) = (-210,1,1,0) and D = -841:
#
#
# (a,b,c,d) = (-210,0,1,0) and D = -840:
#
(-64/311,-4997/2488)
(-64/311,4997/2488)
#
# (a,b,c,d) = (-209,1,1,0) and D = -837:
#
(-614048400/1015717751,-11058259205753/1324709782620)
(1/51,364/51)
(-4/23,-31/46)
(9/289,4915/867)
(-1/3,-13/3)
(-841/1673,-333904/48517)
(-2209/9317,1254731/437899)
(-4/23,39/46)
(1,14)
(1,-15)
(16/33,83/12)
(100/969,-1787/510)
(9/289,-4942/867)
(-2209/9317,-104628/39809)
(-1/3,14/3)
(1/51,-365/51)
(-614048400/1015717751,225323044261307/25169485869780)
(729/9163,-932012/247401)
(1/7,-24/7)
(729/9163,82939/22491)
(100/969,32953/9690)
(16/33,-977/132)
(-841/1673,358293/48517)
(1/7,23/7)
#
# (a,b,c,d) = (-7,3,3,0) and D = -837:
#
(27/289,4807/2601)
(-1842145200/1015717751,-149242447501307/75508457609340)
(-2523/1673,-33764/20793)
(-6627/9317,-105088/187671)
(1/17,40/17)
(-12/23,1/138)
(3/7,-4/3)
(27/289,-5050/2601)
(2187/9163,-144392/106029)
(16/11,-137/44)
(-2523/1673,455849/145551)
(100/323,-4217/3230)
(2187/9163,833597/742203)
(-1,-1)
(3,-19/3)
(1/17,-41/17)
(100/323,3217/3230)
(-6627/9317,1670023/1313697)
(-1,2)
(3,10/3)
(16/11,73/44)
(3/7,19/21)
(-12/23,71/138)
(-1842145200/1015717751,286187521669307/75508457609340)
#
# (a,b,c,d) = (1,0,-6,-1) and D = -837:
#
(-6350/211,-2511/211)
(-7/2,3/2)
(-3/8,7/8)
(-14530/45113,51747/45113)
(1,-6)
(-4/5,3/5)
(186/65,-77/65)
(-12717/38812,58793/38812)
(-63/97,-52/97)
(-327/73,-130/73)
(-6873/3127,3050/3127)
(-144807/9593,61330/9593)
(3/2,1/2)
(-399/401,244/401)
(4684/2335,1737/2335)
(0,-1)
(1,0)
(-79/164,-93/164)
(762/535,-259/535)
(-310/149,-129/149)
#
# (a,b,c,d) = (-209,0,1,0) and D = -836:
#
#
# (a,b,c,d) = (-26,1,2,0) and D = -836:
#
#
# (a,b,c,d) = (-208,1,1,0) and D = -833:
#
(-121/712,3491/7832)
(1/4,4)
(1/4,-17/4)
(-121/712,-270/979)
#
# (a,b,c,d) = (-3,2,4,0) and D = -832:
#
(-1,1)
(1/3,-1)
(16/17,-167/136)
(16/17,103/136)
(-1,-1/2)
(121/3,-3065/66)
(1/3,5/6)
(121/3,289/11)
(961/10919,563669/338489)
(961/10919,-1157129/676978)
#
# (a,b,c,d) = (-26,0,2,0) and D = -832:
#
(8/17,-135/68)
(121/6,4799/66)
(-1/2,-3/2)
(1/6,11/6)
(961/21838,-2284467/676978)
(961/21838,2284467/676978)
(1/6,-11/6)
(-1/2,3/2)
(121/6,-4799/66)
(8/17,135/68)
#
# (a,b,c,d) = (-208,0,1,0) and D = -832:
#
(1/12,-11/3)
(121/12,-4799/33)
(4/17,-135/34)
(961/43676,2284467/338489)
(-1/4,-3)
(-1/4,3)
(121/12,4799/33)
(4/17,135/34)
(1/12,11/3)
(961/43676,-2284467/338489)
#
# (a,b,c,d) = (-207,1,1,0) and D = -829:
#
#
# (a,b,c,d) = (-207,0,1,0) and D = -828:
#
(100/2569,131003/25690)
(100/2569,-131003/25690)
#
# (a,b,c,d) = (-206,1,1,0) and D = -825:
#
(9/34,211/51)
(9/34,-449/102)
#
# (a,b,c,d) = (-206,0,1,0) and D = -824:
#
(-1357225/75221,-22694008167/87632465)
(-1/5,-9/5)
(-1/5,9/5)
(36/985,-31069/5910)
(36/985,31069/5910)
(-1357225/75221,22694008167/87632465)
#
# (a,b,c,d) = (-205,1,1,0) and D = -821:
#
#
# (a,b,c,d) = (-205,0,1,0) and D = -820:
#
(121/819,-30208/9009)
(121/819,30208/9009)
#
# (a,b,c,d) = (-204,1,1,0) and D = -817:
#
(1/6,-7/2)
(1/6,10/3)
#
# (a,b,c,d) = (-25,2,2,0) and D = -816:
#
(19208/7345,-3068005/287924)
(19208/7345,11575257/1439620)
(25/83,634/415)
(2/13,47/26)
(-9/25,52/75)
(2/13,-51/26)
(98/205,-6397/2870)
(-1,4)
(-1,-3)
(128/2449,120391/39184)
(98/205,1005/574)
(25/83,-759/415)
(-9/25,-1/3)
(128/2449,-122439/39184)
#
# (a,b,c,d) = (-204,0,1,0) and D = -816:
#
(1/13,-49/13)
(9604/7345,-13457641/719810)
(-9/50,77/75)
(49/205,-5711/1435)
(25/166,1393/415)
(25/166,-1393/415)
(-9/50,-77/75)
(49/205,5711/1435)
(9604/7345,13457641/719810)
(-1/2,7)
(1/13,49/13)
(-1/2,-7)
(64/2449,-121415/19592)
(64/2449,121415/19592)
#
# (a,b,c,d) = (-203,1,1,0) and D = -813:
#
(-4/23,33/46)
(-4/23,-25/46)
#
# (a,b,c,d) = (-203,0,1,0) and D = -812:
#
#
# (a,b,c,d) = (-202,1,1,0) and D = -809:
#
(1/2,7)
(1/2,-15/2)
(-841/3220,-141311/46690)
(-841/3220,307011/93380)
#
# (a,b,c,d) = (-202,0,1,0) and D = -808:
#
#
# (a,b,c,d) = (-201,1,1,0) and D = -805:
#
(1/9,10/3)
(1/9,-31/9)
#
# (a,b,c,d) = (-25,1,2,0) and D = -804:
#
#
# (a,b,c,d) = (-201,0,1,0) and D = -804:
#
#
# (a,b,c,d) = (-200,1,1,0) and D = -801:
#
(-25/146,-67/730)
(-25/146,96/365)
#
# (a,b,c,d) = (-200,0,1,0) and D = -800:
#
#
# (a,b,c,d) = (-25,0,2,0) and D = -800:
#
#
# (a,b,c,d) = (-199,1,1,0) and D = -797:
#
(1/17,-72/17)
(1/17,71/17)
#
# (a,b,c,d) = (-199,0,1,0) and D = -796:
#
(-144/815,7271/9780)
(1/5,18/5)
(-144/815,-7271/9780)
(1/5,-18/5)
#
# (a,b,c,d) = (-198,1,1,0) and D = -793:
#
#
# (a,b,c,d) = (-198,0,1,0) and D = -792:
#
(1/27,-47/9)
(-841/413,-343081/11977)
(4/49,-361/98)
(-1369/6357,-167039/78403)
(-16/39,-289/52)
(-100/519,-2543/1730)
(-100/519,2543/1730)
(-16/39,289/52)
(-1369/6357,167039/78403)
(4/49,361/98)
(-841/413,343081/11977)
(1/3,5)
(1/27,47/9)
(1/3,-5)
#
# (a,b,c,d) = (-7,2,3,0) and D = -792:
#
(1/9,-16/9)
(-2523/413,-269914/35931)
(-16/13,353/156)
(1/9,46/27)
(12/49,-55/42)
(-2523/413,59464/5133)
(-100/173,-1543/5190)
(-16/13,-75/52)
(12/49,337/294)
(-1369/2119,-116386/235209)
(1,4/3)
(-100/173,1181/1730)
(1,-2)
(-1369/2119,72564/78403)
#
# (a,b,c,d) = (-197,1,1,0) and D = -789:
#
(-36/191,-1387/1146)
(-49/47,4978/329)
(-36/191,1603/1146)
(289/8515,786304/144755)
(289/8515,-791217/144755)
(1/37,225/37)
(-1/5,9/5)
(203401/1815775,2719374308/818914525)
(1/37,-226/37)
(-49/47,-4635/329)
(203401/1815775,-2811108159/818914525)
(-1/5,-8/5)
#
# (a,b,c,d) = (1,4,-2,-2) and D = -788:
#
(-3/17,-13/17)
(-601/519,-728/519)
(-10793/295,2479/295)
(-31/45,43/45)
(-59/73,99/73)
(1,0)
(1,-2)
(1,1)
(-170437/222123,124684/222123)
#
# (a,b,c,d) = (-197,0,1,0) and D = -788:
#
(-1,14)
(-4/23,-21/46)
(1/19,84/19)
(-4/23,21/46)
(1/19,-84/19)
(-1,-14)
(784/1577,-314411/44156)
(784/1577,314411/44156)
#
# (a,b,c,d) = (-196,1,1,0) and D = -785:
#
(-3249/14336,-264677/116736)
(25/356,-1751/445)
(-1/4,3)
(8649/8596,2723537/199857)
(25/356,6879/1780)
(-3249/14336,509483/204288)
(8649/8596,-1671215/114204)
(-1/4,-11/4)
(529/6536,-140325/37582)
(529/6536,549133/150328)
(64/209,-8039/1672)
(64/209,7527/1672)
#
# (a,b,c,d) = (1,2,-5,-1) and D = -785:
#
(-1477/225,437/225)
(-35/79,171/79)
(-279/313,152/313)
(-161/417,733/417)
(0,-1)
(1,0)
(8/3,5/3)
#
# (a,b,c,d) = (2,2,-4,-2) and D = -784:
#
#
# (a,b,c,d) = (-24,2,2,0) and D = -784:
#
(1/42,32/7)
(-2/3,5/2)
(-7569/20020,-202721/435435)
(-2/3,-11/6)
(1352/4785,377287/248820)
(9/14,-115/42)
(9/14,44/21)
(3025/31668,3944021/1741740)
(-7569/20020,1469387/1741740)
(1/42,-193/42)
(1352/4785,-149197/82940)
(3025/31668,-342533/145145)
#
# (a,b,c,d) = (2,15,28,0) and D = -784:
#
(1/3,5/21)
(-7569/1430,596987/435435)
(9,-31/12)
(3025/2262,-227891/435435)
(-28/3,197/84)
(1/3,-5/12)
(-28/3,223/84)
(9,-47/21)
(-7569/1430,728807/497640)
(3025/2262,-96071/497640)
(18928/4785,-4103399/3483480)
(18928/4785,-3278521/3483480)
#
# (a,b,c,d) = (0,4,7,0) and D = -784:
#
(-7/3,9/7)
(-7/3,1/21)
(1/12,9/7)
(-7569/5720,3025/15834)
(-7569/5720,2704/4785)
(1/12,-4/3)
(3025/9048,-7569/10010)
(9/4,-4/3)
(9/4,1/21)
(4732/4785,3025/15834)
(4732/4785,-7569/10010)
(3025/9048,2704/4785)
#
# (a,b,c,d) = (0,1,28,0) and D = -784:
#
(1/3,-1/3)
(-28/3,9/28)
(18928/4785,3025/63336)
(9,1/84)
(1/3,9/28)
(3025/2262,-7569/40040)
(-7569/1430,3025/63336)
(9,-1/3)
(-28/3,1/84)
(18928/4785,-7569/40040)
(-7569/1430,676/4785)
(3025/2262,676/4785)
#
# (a,b,c,d) = (-3,1,4,0) and D = -784:
#
(1/21,16/7)
(9/7,-115/84)
(3025/15834,-342533/290290)
(-7569/10010,1469387/3483480)
(-4/3,5/4)
(1/21,-193/84)
(2704/4785,377287/497640)
(-7569/10010,-202721/870870)
(9/7,22/21)
(-4/3,-11/12)
(2704/4785,-149197/165880)
(3025/15834,3944021/3483480)
#
# (a,b,c,d) = (0,2,14,0) and D = -784:
#
(-7569/2860,1352/4785)
(9/2,1/42)
(-14/3,9/14)
(3025/4524,-7569/20020)
(-14/3,1/42)
(1/6,9/14)
(9/2,-2/3)
(9464/4785,-7569/20020)
(9464/4785,3025/31668)
(3025/4524,1352/4785)
(1/6,-2/3)
(-7569/2860,3025/31668)
#
# (a,b,c,d) = (-196,0,1,0) and D = -784:
#
(1/84,-55/6)
(3025/63336,-1150631/248820)
(-7569/40040,325753/248820)
(3025/63336,1150631/248820)
(676/4785,412439/124410)
(-7569/40040,-325753/248820)
(9/28,-29/6)
(-1/3,13/3)
(1/84,55/6)
(9/28,29/6)
(-1/3,-13/3)
(676/4785,-412439/124410)
#
# (a,b,c,d) = (-195,1,1,0) and D = -781:
#
(4/9,37/6)
(4/9,-119/18)
#
# (a,b,c,d) = (-195,0,1,0) and D = -780:
#
(1,-14)
(1,14)
#
# (a,b,c,d) = (-194,1,1,0) and D = -777:
#
(17161/40672,15632133/2664016)
(17161/40672,-33512357/5328032)
(1/16,65/16)
(1/16,-33/8)
#
# (a,b,c,d) = (-194,0,1,0) and D = -776:
#
#
# (a,b,c,d) = (-193,1,1,0) and D = -773:
#
(-9/47,206/141)
(-9/47,-179/141)
#
# (a,b,c,d) = (-24,1,2,0) and D = -772:
#
#
# (a,b,c,d) = (-193,0,1,0) and D = -772:
#
#
# (a,b,c,d) = (-192,1,1,0) and D = -769:
#
(4/41,-289/82)
(4/41,281/82)
#
# (a,b,c,d) = (-2,4,4,0) and D = -768:
#
(-16/23,75/184)
(1,1/2)
(1,-3/2)
(-16/23,53/184)
#
# (a,b,c,d) = (-24,0,2,0) and D = -768:
#
(1/2,2)
(-8/23,11/92)
(1/2,-2)
(-8/23,-11/92)
#
# (a,b,c,d) = (-192,0,1,0) and D = -768:
#
(1/4,-4)
(1/4,4)
(-4/23,-11/46)
(-4/23,11/46)
#
# (a,b,c,d) = (-3,0,4,0) and D = -768:
#
(-16/23,11/184)
(-16/23,-11/184)
(1,-1)
(1,1)
#
# (a,b,c,d) = (-7,1,3,0) and D = -765:
#
#
# (a,b,c,d) = (-191,1,1,0) and D = -765:
#
#
# (a,b,c,d) = (-191,0,1,0) and D = -764:
#
(-4/7,109/14)
(-4/7,-109/14)
#
# (a,b,c,d) = (1,1,-6,1) and D = -761:
#
(-45217/22839,-25159/22839)
(455/291,-124/291)
(-52233/32851,-30353/32851)
(-49/23,-27/23)
(-129/193,-734/193)
(9/7,-2/7)
(5628/4829,2021/4829)
(2,1)
(-37/19,13/19)
(-4687/3993,2015/3993)
(1,0)
(8657/1161,-2821/1161)
(-1/3,-4/3)
(2318/1233,1145/1233)
(-1235/1397,-973/1397)
(-70/3,-37/3)
(-21/23,11/23)
(-11/13,-9/13)
(-3,1)
(26/83,171/83)
(0,1)
(14469/14663,1466/14663)
(-15/19,-86/19)
(1308/139,691/139)
#
# (a,b,c,d) = (-190,1,1,0) and D = -761:
#
(121/190,941/110)
(32761/129560,-9711531/2345036)
(-10609/19046,-14294779/1961738)
(-4/23,7/46)
(-48841/237350,9917551/5245435)
(-48841/237350,-88381649/52454350)
(-2809/8080,-369261/85648)
(1/10,-7/2)
(49/32,-2453/112)
(-529/580,-32231/2668)
(1/20,-91/20)
(-16/79,-503/316)
(9/4,359/12)
(16/280025,29636377/224020)
(49/32,4563/224)
(-1/2,-13/2)
(-2809/8080,997591/214120)
(4/3649,-220429/7298)
(121/526,10651/2893)
(4/3649,220421/7298)
(-3249/13688,1041323/390108)
(-100/431,10997/4310)
(24025/132464,-72307313/20531920)
(25/34,-899/85)
(-4/23,1/46)
(-1/2,7)
(16/280025,-148181949/1120100)
(81/340,2297/612)
(25/536,-12591/2680)
(1/8,-27/8)
(81/340,-6107/1530)
(32761/129560,91185569/23450360)
(9/4,-193/6)
(1/8,13/4)
(25/536,6233/1340)
(16/1073,35127/4292)
(1/20,9/2)
(-4995225/4437896,-148124627567/9918697560)
(121/526,-22633/5786)
(-529/580,86661/6670)
(-16/79,567/316)
(121/190,-1921/209)
(-5184/29375,-889057/2115000)
(24025/132464,34291719/10265960)
(-4995225/4437896,79644477721/4959348780)
(-3249/13688,-1897453/780216)
(4/505,-11353/1010)
(-10609/19046,7693753/980869)
(25/34,1673/170)
(4/505,2269/202)
(1/10,17/5)
(16/1073,-35191/4292)
(-5184/29375,252461/423000)
(-100/431,-9997/4310)
#
# (a,b,c,d) = (-190,0,1,0) and D = -760:
#
(-676/231,242243/6006)
(-676/231,-242243/6006)
(1/11,-39/11)
(1/11,39/11)
#
# (a,b,c,d) = (-189,1,1,0) and D = -757:
#
#
# (a,b,c,d) = (-189,0,1,0) and D = -756:
#
(-1/5,8/5)
(-1/5,-8/5)
#
# (a,b,c,d) = (-7,0,3,0) and D = -756:
#
(-3/5,8/15)
(-3/5,-8/15)
#
# (a,b,c,d) = (1,0,-6,-2) and D = -756:
#
(1,-3)
(1,0)
(-107/181,273/181)
#
# (a,b,c,d) = (-188,1,1,0) and D = -753:
#
#
# (a,b,c,d) = (-188,0,1,0) and D = -752:
#
(81225/1709674,-1128948359/243628545)
(1/2,-7)
(-49/187,3947/1309)
(81225/1709674,1128948359/243628545)
(-49/187,-3947/1309)
(1/2,7)
#
# (a,b,c,d) = (-23,2,2,0) and D = -752:
#
(1,3)
(1,-4)
(-98/187,-3261/2618)
(81225/854837,-576048742/243628545)
(81225/854837,552899617/243628545)
(-98/187,4633/2618)
#
# (a,b,c,d) = (-187,1,1,0) and D = -749:
#
#
# (a,b,c,d) = (-187,0,1,0) and D = -748:
#
#
# (a,b,c,d) = (-186,1,1,0) and D = -745:
#
#
# (a,b,c,d) = (-186,0,1,0) and D = -744:
#
(441/2839,197065/59619)
(4/24745,3892523/49490)
(-2116/8015,1116841/368690)
(-2116/8015,-1116841/368690)
(4/24745,-3892523/49490)
(441/2839,-197065/59619)
(1/7,23/7)
(1/7,-23/7)
#
# (a,b,c,d) = (-185,1,1,0) and D = -741:
#
#
# (a,b,c,d) = (-185,0,1,0) and D = -740:
#
(-1/4,11/4)
(121/1544,63313/16984)
(-1/4,-11/4)
(121/1544,-63313/16984)
#
# (a,b,c,d) = (-23,1,2,0) and D = -740:
#
(121/772,30991/16984)
(-1/2,3/2)
(-1/2,-5/4)
(121/772,-16161/8492)
#
# (a,b,c,d) = (-184,1,1,0) and D = -737:
#
(-4/7,-103/14)
(-4/7,111/14)
#
# (a,b,c,d) = (-23,0,2,0) and D = -736:
#
(1/3,5/3)
(63610311200/742525429281,-644443012114873679/264843970115947080)
(-200/471,8917/9420)
(-200/471,-8917/9420)
(63610311200/742525429281,644443012114873679/264843970115947080)
(1/3,-5/3)
#
# (a,b,c,d) = (-184,0,1,0) and D = -736:
#
(1/6,-10/3)
(31805155600/742525429281,644443012114873679/132421985057973540)
(31805155600/742525429281,-644443012114873679/132421985057973540)
(1/6,10/3)
(-100/471,8917/4710)
(-100/471,-8917/4710)
#
# (a,b,c,d) = (1,2,-6,1) and D = -733:
#
(26/5,-7/5)
(9/8,-1/8)
(-3,-2)
(316/331,35/331)
(-532/281,-367/281)
(1336131/892099,788032/892099)
(-5871/15364,-27785/15364)
(-512423/99400,139311/99400)
(19/151,198/151)
(-1/2,1/2)
(-3/5,-4/5)
(-62/127,-109/127)
(-1103005/1476644,-1164491/1476644)
(-1554/1727,731/1727)
(-4575/1022,1247/1022)
(-10/11,-9/11)
(-17256247219/15391452524,6626933147/15391452524)
(305/197,182/197)
(1,0)
(-37/26,-27/26)
(1/4,7/4)
(0,1)
(-36561/1864,-205175/1864)
(-114/121,-635/121)
(237/98,-61/98)
(3689/5,-998/5)
(3185/1076,2071/1076)
(-513/710,-559/710)
(417/436,103/436)
#
# (a,b,c,d) = (-183,1,1,0) and D = -733:
#
(-25/139,-359/695)
(-96721/370863,117953896/38446131)
(1/47,322/47)
(46225/534531,408344071/114924165)
(4/81,-247/54)
(-16/31,-817/124)
(1936/16769,2416097/737836)
(-29584/167943,5365075/28886196)
(25/20451,974858/34085)
(-96721/370863,-323781457/115338393)
(1/173,2275/173)
(-1,14)
(-4356/9143,3936113/603438)
(9,352/3)
(-44521/164407,112989176/34689877)
(46225/534531,-139427482/38308055)
(841/12059,-1376971/349711)
(289/1577,-93808/26809)
(1/3,14/3)
(1/173,-2276/173)
(289/1577,88895/26809)
(81/163,-10450/1467)
(-16/31,881/124)
(616225/3504519,-3170426674/917015805)
(-1/3,-4)
(-8649/47753,-2707073/4441029)
(361/4149,-286348/78831)
(4/17,-133/34)
(1/47,-323/47)
(100/89,-14063/890)
(-44521/164407,-103595245/34689877)
(4/81,733/162)
(9,-379/3)
(-25/139,484/695)
(25/20451,-2924699/102255)
(-1/3,13/3)
(-4356/9143,-3648617/603438)
(1/3,-5)
(-29584/167943,-92209/9628732)
(49/1401,-52816/9807)
(1936/16769,-2501281/737836)
(100/89,13063/890)
(81/163,9721/1467)
(-8649/47753,3511430/4441029)
(-256/1167,-12163/6224)
(-256/1167,40585/18672)
(4/17,125/34)
(616225/3504519,9027543397/2751047415)
(841/12059,1352582/349711)
(49/1401,17491/3269)
(-1,-13)
(361/4149,93163/26277)
#
# (a,b,c,d) = (-183,0,1,0) and D = -732:
#
(-9/47,-172/141)
(-9/47,172/141)
#
# (a,b,c,d) = (-6,3,3,0) and D = -729:
#
#
# (a,b,c,d) = (2,9,9,0) and D = -729:
#
#
# (a,b,c,d) = (1,3,-6,1) and D = -729:
#
(0,1)
(1,0)
(-1,-1)
#
# (a,b,c,d) = (0,3,9,0) and D = -729:
#
#
# (a,b,c,d) = (-182,1,1,0) and D = -729:
#
#
# (a,b,c,d) = (0,1,27,0) and D = -729:
#
#
# (a,b,c,d) = (-182,0,1,0) and D = -728:
#
#
# (a,b,c,d) = (-1,3,5,0) and D = -725:
#
(-289/199,-855/3383)
(-1,0)
(4/5,21/50)
(-49/53,37/371)
(5,-21/5)
(52020/19729,-22512277/10061790)
(-1936/1715,293267/377300)
(16/173,-5187/3460)
(1,-1)
(4/13,-119/130)
(4/5,-9/10)
(1/7,8/7)
(-1,3/5)
(-405/161,-4132/7245)
(-1936/1715,-7543/75460)
(45,-566/15)
(52020/19729,6594157/10061790)
(1/7,-43/35)
(-320/71,10707/2840)
(5,6/5)
(-320/71,-3027/2840)
(16/173,999/692)
(45,161/15)
(-49/53,844/1855)
(4/13,19/26)
(-289/199,19014/16915)
(1,2/5)
(-405/161,15067/7245)
#
# (a,b,c,d) = (-181,1,1,0) and D = -725:
#
(-64/71,-6611/568)
(4/25,161/50)
(4/65,531/130)
(-1936/8575,-784863/377300)
(1,-14)
(1/35,207/35)
(9,-377/3)
(4/25,-169/50)
(10404/19729,-15083821/2012358)
(-1/5,8/5)
(16/865,-25487/3460)
(-81/161,-9235/1449)
(-64/71,7123/568)
(-289/995,-55766/16915)
(16/865,25423/3460)
(10404/19729,77473/11118)
(1/35,-208/35)
(1,13)
(4/65,-539/130)
(9,350/3)
(1/5,17/5)
(-49/265,1819/1855)
(-81/161,9964/1449)
(-49/265,-1476/1855)
(-1936/8575,870047/377300)
(-289/995,60679/16915)
(-1/5,-7/5)
(1/5,-18/5)
#
# (a,b,c,d) = (-181,0,1,0) and D = -724:
#
#
# (a,b,c,d) = (-180,1,1,0) and D = -721:
#
#
# (a,b,c,d) = (-22,2,2,0) and D = -720:
#
#
# (a,b,c,d) = (-180,0,1,0) and D = -720:
#
#
# (a,b,c,d) = (-179,1,1,0) and D = -717:
#
(-36/167,2033/1002)
(-9/41,-235/123)
(-9/41,262/123)
(-36/167,-1817/1002)
(9/193,2692/579)
(9/193,-2719/579)
#
# (a,b,c,d) = (-179,0,1,0) and D = -716:
#
(-9/35,296/105)
(-9/35,-296/105)
#
# (a,b,c,d) = (-178,1,1,0) and D = -713:
#
#
# (a,b,c,d) = (-178,0,1,0) and D = -712:
#
#
# (a,b,c,d) = (-177,1,1,0) and D = -709:
#
(-676/3591,100703/93366)
(-676/3591,-27709/31122)
#
# (a,b,c,d) = (-22,1,2,0) and D = -708:
#
(169/356,4083/2314)
(169/356,-18529/9256)
(-1,-3)
(-1,7/2)
#
# (a,b,c,d) = (-177,0,1,0) and D = -708:
#
(169/712,34861/9256)
(-1/2,13/2)
(169/712,-34861/9256)
(-1/2,-13/2)
#
# (a,b,c,d) = (-176,1,1,0) and D = -705:
#
(1/4,-4)
(1/4,15/4)
#
# (a,b,c,d) = (-22,0,2,0) and D = -704:
#
#
# (a,b,c,d) = (-176,0,1,0) and D = -704:
#
#
# (a,b,c,d) = (-175,1,1,0) and D = -701:
#
(4/17,123/34)
(4/17,-131/34)
#
# (a,b,c,d) = (-175,0,1,0) and D = -700:
#
#
# (a,b,c,d) = (1,3,-4,-1) and D = -697:
#
(-1069/233,273/233)
(-225/209,91/209)
(-981/1139,520/1139)
(-7/11,-9/11)
(4,-1)
(3775/1111,-936/1111)
(-7/11,6/11)
(73/55,57/55)
(-19802/5671,-17059/5671)
(7,6)
(-7/11,31/11)
(-1,-1)
(-304/533,1323/533)
(-154/5,39/5)
(161/485,-876/485)
(441/443,283/443)
(91/241,-475/241)
(1,0)
(-3775/3503,-3678/3503)
(1063/715,-4908/715)
(-14/23,13/23)
(0,-1)
(-2/5,7/5)
#
# (a,b,c,d) = (-174,1,1,0) and D = -697:
#
(-1/4,11/4)
(1/2,13/2)
(-16/87,-7/12)
(169/15024,920329/97656)
(1/32,-91/16)
(14641/111552,-44874499/13497792)
(49/254,2951/889)
(49/648,8467/2268)
(4/9,35/6)
(289/2534,70321/21539)
(-25/66,541/110)
(-49/118,-4171/826)
(256/3161,6335/1744)
(4/33,-221/66)
(1/32,181/32)
(1/2,-7)
(-81/308,-7597/2772)
(4/33,71/22)
(-16/87,89/116)
(9/4,343/12)
(4/9,-113/18)
(289/2534,-145555/43078)
(-81/308,4163/1386)
(4/1169,-39973/2338)
(24025/79884,-55955777/12382020)
(1/18,-13/3)
(4/1169,39965/2338)
(9/4,-185/6)
(49/254,-6245/1778)
(-1/4,-5/2)
(14641/111552,7183823/2249632)
(625/10406,-1089179/260150)
(169/15024,-614285/65104)
(-49/118,2257/413)
(256/3161,-187811/50576)
(-25/66,-749/165)
(1/18,77/18)
(49/648,-5759/1512)
(625/10406,536777/130075)
(24025/79884,8705317/2063670)
#
# (a,b,c,d) = (-174,0,1,0) and D = -696:
#
(196/7585,661583/106190)
(-1/5,7/5)
(196/7585,-661583/106190)
(-1/5,-7/5)
#
# (a,b,c,d) = (-173,1,1,0) and D = -693:
#
(9/67,-667/201)
(9/67,640/201)
#
# (a,b,c,d) = (-173,0,1,0) and D = -692:
#
#
# (a,b,c,d) = (-172,1,1,0) and D = -689:
#
(4,101/2)
(4,-109/2)
(-19600/9799,-34628301/1371860)
(-19600/9799,37372301/1371860)
#
# (a,b,c,d) = (-21,2,2,0) and D = -688:
#
(1/7,-2)
(1/7,13/7)
(162/133,-11141/2394)
(162/133,1175/342)
#
# (a,b,c,d) = (-172,0,1,0) and D = -688:
#
(1/14,27/7)
(81/133,9683/1197)
(1/14,-27/7)
(81/133,-9683/1197)
#
# (a,b,c,d) = (-171,1,1,0) and D = -685:
#
#
# (a,b,c,d) = (-6,2,3,0) and D = -684:
#
(-1,5/3)
(-4/5,-7/10)
(1/3,-11/9)
(143883/370549,-295601237/243450693)
(-1,-1)
(-400/213,-26453/12780)
(12/25,139/150)
(1/3,1)
(-220900/161397,542220541/227569770)
(12/25,-187/150)
(-4/5,37/30)
(143883/370549,232580483/243450693)
(64/155,-4531/3720)
(-400/213,4717/1420)
(64/155,1169/1240)
(-220900/161397,-37174949/25285530)
#
# (a,b,c,d) = (-171,0,1,0) and D = -684:
#
(4/25,163/50)
(-1/3,-4)
(-4/15,-29/10)
(47961/370549,264090860/81150231)
(64/465,4019/1240)
(1/9,-10/3)
(-220900/484191,438397541/75856590)
(-220900/484191,-438397541/75856590)
(1/9,10/3)
(64/465,-4019/1240)
(-4/15,29/10)
(-1/3,4)
(4/25,-163/50)
(-400/639,-34453/4260)
(47961/370549,-264090860/81150231)
(-400/639,34453/4260)
#
# (a,b,c,d) = (-170,1,1,0) and D = -681:
#
#
# (a,b,c,d) = (-170,0,1,0) and D = -680:
#
(-1,-13)
(-1,13)
#
# (a,b,c,d) = (-169,1,1,0) and D = -677:
#
#
# (a,b,c,d) = (-169,0,1,0) and D = -676:
#
(-9/26,-25/6)
(1/78,-53/6)
(2809/54600,-992627/222600)
(5625/38584,-719629/222600)
(-784/3975,136499/111300)
(-784/3975,-136499/111300)
(5625/38584,719629/222600)
(1/3,14/3)
(1/78,53/6)
(-9/26,25/6)
(2809/54600,992627/222600)
(1/3,-14/3)
#
# (a,b,c,d) = (0,2,13,0) and D = -676:
#
(2809/4200,5625/19292)
(-10192/3975,5625/19292)
(1/6,-9/13)
(1/6,2/3)
(-9/2,2/3)
(-10192/3975,2809/27300)
(13/3,1/39)
(13/3,-9/13)
(5625/2968,-1568/3975)
(-9/2,1/39)
(5625/2968,2809/27300)
(2809/4200,-1568/3975)
#
# (a,b,c,d) = (-21,1,2,0) and D = -676:
#
(2/3,-5/2)
(2809/27300,-3263257/1446900)
(1/39,172/39)
(5625/19292,-2444263/1446900)
(-9/13,88/39)
(-9/13,-149/78)
(-1568/3975,-114547/222600)
(1/39,-115/26)
(5625/19292,638093/413400)
(2809/27300,303697/137800)
(2/3,13/6)
(-1568/3975,52817/74200)
#
# (a,b,c,d) = (6,25,26,0) and D = -676:
#
(-9,25/6)
(1/3,-1/2)
(2809/2100,-589319/723450)
(-9,175/39)
(5625/1484,-1408313/723450)
(26/3,-311/78)
(1/3,7/39)
(-20384/3975,6997901/2893800)
(5625/1484,-377971/222600)
(26/3,-113/26)
(2809/2100,-34991/74200)
(-20384/3975,2423633/964600)
#
# (a,b,c,d) = (0,1,26,0) and D = -676:
#
(2809/2100,5625/38584)
(2809/2100,-784/3975)
(-20384/3975,5625/38584)
(5625/1484,-784/3975)
(-9,1/3)
(26/3,-9/26)
(1/3,-9/26)
(-9,1/78)
(1/3,1/3)
(-20384/3975,2809/54600)
(5625/1484,2809/54600)
(26/3,1/78)
#
# (a,b,c,d) = (-168,1,1,0) and D = -673:
#
(1/42,-13/2)
(1/42,136/21)
#
# (a,b,c,d) = (-168,0,1,0) and D = -672:
#
(-676/1343,222431/34918)
(152100/2457289,3927966587/958342710)
(-9/38,-130/57)
(1,13)
(-3481/16799,1531517/991141)
(49/394,-4498/1379)
(1,-13)
(-119025/655994,15752048/113158965)
(-119025/655994,-15752048/113158965)
(152100/2457289,-3927966587/958342710)
(49/394,4498/1379)
(-676/1343,-222431/34918)
(-3481/16799,-1531517/991141)
(-9/38,130/57)
(1/22,-52/11)
(1/22,52/11)
#
# (a,b,c,d) = (-21,0,2,0) and D = -672:
#
(-119025/327997,7876024/113158965)
(49/197,-2249/1379)
(-9/19,-65/57)
(1/11,26/11)
(304200/2457289,3927966587/1916685420)
(49/197,2249/1379)
(1/11,-26/11)
(-1352/1343,-222431/69836)
(-1352/1343,222431/69836)
(-119025/327997,-7876024/113158965)
(304200/2457289,-3927966587/1916685420)
(-6962/16799,1531517/1982282)
(2,13/2)
(-9/19,65/57)
(2,-13/2)
(-6962/16799,-1531517/1982282)
#
# (a,b,c,d) = (-167,1,1,0) and D = -669:
#
(-1/5,7/5)
(-1/5,-6/5)
(169/7315,625182/95095)
(169/7315,-627379/95095)
#
# (a,b,c,d) = (-167,0,1,0) and D = -668:
#
#
# (a,b,c,d) = (-166,1,1,0) and D = -665:
#
#
# (a,b,c,d) = (-166,0,1,0) and D = -664:
#
#
# (a,b,c,d) = (-165,1,1,0) and D = -661:
#
(1/15,-4)
(1/15,59/15)
#
# (a,b,c,d) = (-165,0,1,0) and D = -660:
#
#
# (a,b,c,d) = (-6,1,3,0) and D = -657:
#
(1/4,-5/4)
(4/123,-263/82)
(-196/333,-421/1554)
(-196/333,6533/13986)
(-3/2,7/3)
(-169/244,-5573/9516)
(1/2,1)
(1/4,7/6)
(-64/69,245/184)
(1/2,-7/6)
(841/184,30695/5336)
(841/184,-58237/8004)
(-64/69,-1693/1656)
(-3/2,-11/6)
(-169/244,1295/1586)
(4/123,2359/738)
#
# (a,b,c,d) = (-164,1,1,0) and D = -657:
#
(1/12,-11/3)
(1/6,19/6)
(-196/999,16855/13986)
(4/369,-173/18)
(841/552,75161/4002)
(1/6,-10/3)
(-64/207,6103/1656)
(-1/2,13/2)
(4/369,7085/738)
(-169/732,21113/9516)
(-1/2,-6)
(-64/207,-5591/1656)
(-169/732,-4729/2379)
(-196/999,-14111/13986)
(1/12,43/12)
(841/552,-325033/16008)
#
# (a,b,c,d) = (-164,0,1,0) and D = -656:
#
(1/5,-17/5)
(25/344,-3289/860)
(-9/20,167/30)
(9/1732,-36041/2598)
(-808201/4197940,-1774672871/1886974030)
(9/1732,36041/2598)
(1/8,13/4)
(-169/400,-13487/2600)
(-81/32,4667/144)
(-169/400,13487/2600)
(-808201/4197940,1774672871/1886974030)
(-1/4,-5/2)
(-81/32,-4667/144)
(25/344,3289/860)
(-1/4,5/2)
(-9/20,-167/30)
(1/8,-13/4)
(1/5,17/5)
#
# (a,b,c,d) = (-20,2,2,0) and D = -656:
#
(25/172,791/430)
(-81/16,1349/72)
(-9/10,97/30)
(-1/2,-1)
(2/5,3/2)
(-9/10,-7/3)
(-169/200,3921/1300)
(2/5,-19/10)
(-169/200,-1129/520)
(25/172,-1707/860)
(9/866,18007/2598)
(9/866,-9017/1299)
(1/4,-7/4)
(1/4,3/2)
(-1/2,3/2)
(-808201/2098970,250124557/377394806)
(-808201/2098970,-262025043/943487015)
(-81/16,-1969/144)
#
# (a,b,c,d) = (-2,3,4,0) and D = -656:
#
(25/86,-229/215)
(-81/8,3427/288)
(-1,1)
(-1,-1/4)
(1/2,5/8)
(-169/100,10039/5200)
(-81/8,-155/36)
(-169/100,-431/650)
(1/2,-1)
(9/433,4495/1299)
(-9/5,31/15)
(4/5,-23/20)
(-808201/1049485,202522613/3773948060)
(-9/5,-43/60)
(25/86,1457/1720)
(-808201/1049485,494298871/943487015)
(9/433,-18061/5196)
(4/5,11/20)
#
# (a,b,c,d) = (-163,1,1,0) and D = -653:
#
(1/7,22/7)
(-225/749,-36251/11235)
(-225/749,39626/11235)
(1/7,-23/7)
#
# (a,b,c,d) = (-163,0,1,0) and D = -652:
#
(1/33,-190/33)
(1/33,190/33)
#
# (a,b,c,d) = (-162,1,1,0) and D = -649:
#
#
# (a,b,c,d) = (-6,0,3,0) and D = -648:
#
#
# (a,b,c,d) = (-162,0,1,0) and D = -648:
#
#
# (a,b,c,d) = (-161,1,1,0) and D = -645:
#
#
# (a,b,c,d) = (-161,0,1,0) and D = -644:
#
(1/2,13/2)
(16/785,-22009/3140)
(49/508,12249/3556)
(9/58,559/174)
(-25/136,-13/680)
(-25/136,13/680)
(49/508,-12249/3556)
(121/24550,-3846639/270050)
(1/4,15/4)
(-1/5,-6/5)
(1/2,-13/2)
(239121/4313359,9080287840/2109232551)
(-5968249/29671010,-90029981217/72486277430)
(-169/640,22693/8320)
(9/58,-559/174)
(1/190,2619/190)
(16/785,22009/3140)
(-1/5,6/5)
(1/190,-2619/190)
(121/24550,3846639/270050)
(1/4,-15/4)
(-169/640,-22693/8320)
(-5968249/29671010,90029981217/72486277430)
(239121/4313359,-9080287840/2109232551)
#
# (a,b,c,d) = (-20,1,2,0) and D = -644:
#
(1,3)
(9/29,-293/174)
(1,-7/2)
(1/2,-2)
(1/2,7/4)
(1/95,-131/19)
(1/95,1309/190)
(-2/5,7/10)
(-5968249/14835505,-7544954891/14497255486)
(478242/4313359,-9197218009/4218465102)
(49/254,5953/3556)
(-25/68,69/680)
(-25/68,7/85)
(9/29,133/87)
(32/785,4389/1256)
(-169/320,2489/1664)
(121/12275,961327/135025)
(49/254,-1574/889)
(121/12275,-384797/54010)
(-5968249/14835505,26152603381/36243138715)
(478242/4313359,8963357671/4218465102)
(32/785,-22073/6280)
(-2/5,-1/2)
(-169/320,-1281/1040)
#
# (a,b,c,d) = (-160,1,1,0) and D = -641:
#
#
# (a,b,c,d) = (-160,0,1,0) and D = -640:
#
#
# (a,b,c,d) = (-20,0,2,0) and D = -640:
#
#
# (a,b,c,d) = (-159,1,1,0) and D = -637:
#
(-1/3,-11/3)
(-1/3,4)
#
# (a,b,c,d) = (-159,0,1,0) and D = -636:
#
#
# (a,b,c,d) = (-158,1,1,0) and D = -633:
#
(-441/206,60547/2163)
(-441/206,-111833/4326)
#
# (a,b,c,d) = (-158,0,1,0) and D = -632:
#
#
# (a,b,c,d) = (-157,1,1,0) and D = -629:
#
(-1,-12)
(-1,13)
#
# (a,b,c,d) = (-157,0,1,0) and D = -628:
#
#
# (a,b,c,d) = (0,1,25,0) and D = -625:
#
#
# (a,b,c,d) = (0,5,5,0) and D = -625:
#
#
# (a,b,c,d) = (-156,1,1,0) and D = -625:
#
#
# (a,b,c,d) = (-19,2,2,0) and D = -624:
#
(1/5,8/5)
(1/5,-9/5)
(-578/155,-51507/5270)
(-578/155,71159/5270)
#
# (a,b,c,d) = (-156,0,1,0) and D = -624:
#
(1/10,-17/5)
(1/10,17/5)
(-289/155,61333/2635)
(-289/155,-61333/2635)
#
# (a,b,c,d) = (-155,1,1,0) and D = -621:
#
(64/489,-12811/3912)
(-4/15,-77/30)
(25/561,13316/2805)
(9409/12415,-2382402/240851)
(64/489,12299/3912)
(-1/5,-1)
(-625/1241,-181902/31025)
(-4/15,17/6)
(144/1705,2347/660)
(36/193,-3907/1158)
(25/561,-13441/2805)
(36/193,3691/1158)
(1/165,-424/33)
(9409/12415,10999337/1204255)
(1/165,2119/165)
(1/3,13/3)
(-1/5,6/5)
(1/13,-49/13)
(1,12)
(144/1705,-14897/4092)
(1,-13)
(-625/1241,197527/31025)
(1/13,48/13)
(1/3,-14/3)
#
# (a,b,c,d) = (-5,3,3,0) and D = -621:
#
(3,-17/3)
(432/1705,13169/12276)
(3,8/3)
(3/13,-53/39)
(-3/5,2/3)
(1,-2)
(-4/5,-1/2)
(108/193,-4771/3474)
(25/187,-1549/935)
(-4/5,13/10)
(-1875/1241,-119402/93075)
(1,1)
(28227/12415,1469729/722553)
(1/55,-236/55)
(-3/5,-1/15)
(108/193,2827/3474)
(64/163,1139/1304)
(1/55,47/11)
(-1875/1241,260027/93075)
(3/13,44/39)
(64/163,-1651/1304)
(25/187,1424/935)
(28227/12415,-15562702/3612765)
(432/1705,-81397/61380)
#
# (a,b,c,d) = (1,3,-3,-2) and D = -621:
#
(-5,21/2)
(-1021/427,296/427)
(-6467/9583,10425/9583)
(43/38,65/76)
(25/29,7/29)
(-1823/41,-1592/41)
(-1,2)
(1093/257,-589/514)
(25/83,-86/83)
(-11,3)
(-1,1/2)
(223/112,381/224)
(-1,-1)
(-23269/9329,-20538/9329)
(1,0)
(391/284,-139/568)
(-1/2,-3/4)
(-113/151,93/151)
(17/23,-39/23)
#
# (a,b,c,d) = (-155,0,1,0) and D = -620:
#
(-64/271,-4553/2168)
(-64/271,4553/2168)
#
# (a,b,c,d) = (-154,1,1,0) and D = -617:
#
(-1/4,5/2)
(361/5192,-193559/49324)
(-1/4,-9/4)
(361/5192,34569/8968)
#
# (a,b,c,d) = (-154,0,1,0) and D = -616:
#
(5476/27945,6863723/2067930)
(5476/27945,-6863723/2067930)
(1/23,111/23)
(1/23,-111/23)
#
# (a,b,c,d) = (-153,1,1,0) and D = -613:
#
#
# (a,b,c,d) = (-19,1,2,0) and D = -612:
#
#
# (a,b,c,d) = (-153,0,1,0) and D = -612:
#
#
# (a,b,c,d) = (-152,1,1,0) and D = -609:
#
#
# (a,b,c,d) = (-152,0,1,0) and D = -608:
#
(625/10366,-536418/129575)
(4/17,121/34)
(4/17,-121/34)
(-1/2,-6)
(625/10366,536418/129575)
(-1/2,6)
#
# (a,b,c,d) = (-19,0,2,0) and D = -608:
#
(8/17,121/68)
(-1,3)
(-1,-3)
(8/17,-121/68)
(625/5183,-268209/129575)
(625/5183,268209/129575)
#
# (a,b,c,d) = (1,7,11,0) and D = -605:
#
(1,-7/11)
(49,-817/77)
(1,0)
(49,-144/7)
#
# (a,b,c,d) = (-151,1,1,0) and D = -605:
#
(49/11,-4390/77)
(1/11,38/11)
(1/11,-39/11)
(49/11,4047/77)
#
# (a,b,c,d) = (-151,0,1,0) and D = -604:
#
(-49/87,4136/609)
(-16/63,607/252)
(4631104/121423785,-1343591485717/261303985320)
(-49/87,-4136/609)
(4631104/121423785,1343591485717/261303985320)
(-16/63,-607/252)
(1/105,1076/105)
(1/105,-1076/105)
#
# (a,b,c,d) = (-150,1,1,0) and D = -601:
#
(-4/15,-5/2)
(-4/15,83/30)
#
# (a,b,c,d) = (-1,2,5,0) and D = -600:
#
(4/53,-871/530)
(-1,2/5)
(-1,0)
(4/53,171/106)
#
# (a,b,c,d) = (-150,0,1,0) and D = -600:
#
(-1/5,1)
(4/265,863/106)
(-1/5,-1)
(4/265,-863/106)
#
# (a,b,c,d) = (-149,1,1,0) and D = -597:
#
(441/3397,223406/71337)
(441/3397,-232667/71337)
#
# (a,b,c,d) = (-149,0,1,0) and D = -596:
#
(-16/7,-781/28)
(-16/7,781/28)
#
# (a,b,c,d) = (-148,1,1,0) and D = -593:
#
(-625/2356,-36057/14725)
(1/2,-13/2)
(-625/2356,159853/58900)
(1/2,6)
#
# (a,b,c,d) = (1,1,-5,-1) and D = -592:
#
(-427/499,-326/499)
(-1117/313,418/313)
(-20498/29545,17829/29545)
(2,1)
(-7/5,36/5)
(0,-1)
(1,0)
(-154/421,481/421)
(-63/67,38/67)
#
# (a,b,c,d) = (-18,2,2,0) and D = -592:
#
(882/373,-131417/15666)
(882/373,94373/15666)
(8/9,-13/4)
(-2/3,-3/2)
(2/21,-33/14)
(8/9,85/36)
(-2/3,13/6)
(-326432/675423,78999511/60637976)
(-326432/675423,-447238543/545741784)
(2/21,95/42)
(75272/169617,32800227/21937132)
(968/3633,-275719/159852)
(968/3633,77709/53284)
(75272/169617,-127606217/65811396)
#
# (a,b,c,d) = (-148,0,1,0) and D = -592:
#
(4/9,101/18)
(-1/3,11/3)
(37636/169617,113003449/32905698)
(484/3633,254423/79926)
(1/21,97/21)
(441/373,112895/7833)
(441/373,-112895/7833)
(-1/3,-11/3)
(1/21,-97/21)
(484/3633,-254423/79926)
(37636/169617,-113003449/32905698)
(-163216/675423,579117071/272870892)
(-163216/675423,-579117071/272870892)
(4/9,-101/18)
#
# (a,b,c,d) = (-147,1,1,0) and D = -589:
#
(1/5,16/5)
(1/5,-17/5)
(-121/585,-7123/6435)
(-121/585,2818/2145)
#
# (a,b,c,d) = (-147,0,1,0) and D = -588:
#
(4,-97/2)
(4,97/2)
#
# (a,b,c,d) = (-146,1,1,0) and D = -585:
#
(1/4,7/2)
(-841/4424,-7989/128296)
(1/4,-15/4)
(-841/4424,16189/64148)
#
# (a,b,c,d) = (-146,0,1,0) and D = -584:
#
#
# (a,b,c,d) = (-145,1,1,0) and D = -581:
#
(9/715,-3827/429)
(9/715,19108/2145)
(-1/5,1)
(-1/5,-4/5)
#
# (a,b,c,d) = (-18,1,2,0) and D = -580:
#
(9/68,-823/408)
(1/3,3/2)
(128/129,-2283/688)
(25/73,1097/730)
(1/27,-199/54)
(-361/708,11661/8968)
(1/27,11/3)
(3025/3478,-281513/95645)
(9/68,199/102)
(-2,13/2)
(128/129,5825/2064)
(8/220289,-103392551/881156)
(3025/3478,959677/382580)
(14792/14129,7205041/2430188)
(25/73,-611/365)
(-1/2,-1)
(-361/708,-7031/6726)
(-3362/1509,-252975/41246)
(14792/14129,-8477153/2430188)
(-2,-11/2)
(49/358,2407/1253)
(-1/2,5/4)
(-3362/1509,896767/123738)
(1/3,-5/3)
(8/220289,103392535/881156)
(49/358,-9971/5012)
#
# (a,b,c,d) = (-145,0,1,0) and D = -580:
#
(1/6,19/6)
(-1,-12)
(3025/6956,-2085729/382580)
(7396/14129,7841097/1215094)
(25/146,2319/730)
(25/146,-2319/730)
(7396/14129,-7841097/1215094)
(3025/6956,2085729/382580)
(1/6,-19/6)
(-1/4,9/4)
(-1/4,-9/4)
(49/716,-19599/5012)
(1/54,-397/54)
(-1,12)
(-361/1416,-63107/26904)
(64/129,6337/1032)
(-1681/1509,-827846/61869)
(9/136,1619/408)
(9/136,-1619/408)
(-1681/1509,827846/61869)
(64/129,-6337/1032)
(4/220289,103392543/440578)
(-361/1416,63107/26904)
(1/54,397/54)
(49/716,19599/5012)
(4/220289,-103392543/440578)
#
# (a,b,c,d) = (-144,1,1,0) and D = -577:
#
#
# (a,b,c,d) = (0,4,6,0) and D = -576:
#
#
# (a,b,c,d) = (-5,2,3,0) and D = -576:
#
#
# (a,b,c,d) = (0,3,8,0) and D = -576:
#
#
# (a,b,c,d) = (-2,2,4,0) and D = -576:
#
#
# (a,b,c,d) = (-144,0,1,0) and D = -576:
#
#
# (a,b,c,d) = (0,2,12,0) and D = -576:
#
#
# (a,b,c,d) = (2,10,12,0) and D = -576:
#
#
# (a,b,c,d) = (0,1,24,0) and D = -576:
#
#
# (a,b,c,d) = (3,17,24,0) and D = -576:
#
#
# (a,b,c,d) = (-18,0,2,0) and D = -576:
#
#
# (a,b,c,d) = (-143,1,1,0) and D = -573:
#
#
# (a,b,c,d) = (-143,0,1,0) and D = -572:
#
(1,-12)
(-64/127,-5953/1016)
(1,12)
(-64/127,5953/1016)
#
# (a,b,c,d) = (-142,1,1,0) and D = -569:
#
#
# (a,b,c,d) = (-142,0,1,0) and D = -568:
#
(1/3,-13/3)
(64/1161,40027/9288)
(64/1161,-40027/9288)
(289/4371,-294853/74307)
(289/4371,294853/74307)
(-3249/8477,-2064205/483189)
(-3249/8477,2064205/483189)
(1/3,13/3)
#
# (a,b,c,d) = (1,4,-1,-2) and D = -568:
#
(33,-8)
(-1,1/2)
(-59/55,171/110)
(-93/106,-271/212)
(1,0)
(775/758,1853/1516)
#
# (a,b,c,d) = (-141,1,1,0) and D = -565:
#
(-3481/3609,2533943/212931)
(1/9,-10/3)
(-3481/3609,-776188/70977)
(1/9,29/9)
#
# (a,b,c,d) = (1,2,-4,-2) and D = -564:
#
(-16253/16591,-13158/16591)
(-3,7)
(8745/5617,5356/5617)
(-1/3,-2/3)
(-3,-2)
(29/113,-117/113)
(2595/1691,-652/1691)
(125/129,7/129)
(-3,1)
(-545/123,-361/123)
(43/39,-103/39)
(3695/251,-1197/251)
(-31/17,72/17)
(-895/1037,-774/1037)
(-11/9,5/9)
(69981/47197,-165248/47197)
(1,0)
#
# (a,b,c,d) = (-141,0,1,0) and D = -564:
#
(-9/29,-280/87)
(4/25,-157/50)
(25/79,-1642/395)
(81/55,8666/495)
(64/6265,495923/50120)
(1/7,-22/7)
(1/7,22/7)
(25/79,1642/395)
(-1936/5495,-925861/241780)
(4,95/2)
(81/55,-8666/495)
(-1/5,4/5)
(729/13075,-1513232/353025)
(64/6265,-495923/50120)
(-9/29,280/87)
(625/27511,4566866/687775)
(-1936/5495,925861/241780)
(4/25,157/50)
(10404/32185,-13861043/3282870)
(-19321/17933,-31799408/2492687)
(36/97,-2737/582)
(-576/2783,73423/66792)
(729/13075,1513232/353025)
(-19321/17933,31799408/2492687)
(76729/274351,-290420150/75995227)
(-1857769/332225,-30066876662/452822675)
(-1857769/332225,30066876662/452822675)
(4,-95/2)
(16/337,6233/1348)
(16/1177,-40387/4708)
(16/1177,40387/4708)
(16/337,-6233/1348)
(76729/274351,290420150/75995227)
(-1/5,-4/5)
(-576/2783,-73423/66792)
(625/27511,-4566866/687775)
(36/97,2737/582)
(10404/32185,13861043/3282870)
#
# (a,b,c,d) = (-140,1,1,0) and D = -561:
#
(529/2260,173653/51980)
(-1/2,-11/2)
(529/2260,-9291/2599)
(-1/2,6)
#
# (a,b,c,d) = (-140,0,1,0) and D = -560:
#
#
# (a,b,c,d) = (-17,2,2,0) and D = -560:
#
#
# (a,b,c,d) = (-139,1,1,0) and D = -557:
#
(-16/7,787/28)
(-16/7,-723/28)
#
# (a,b,c,d) = (-139,0,1,0) and D = -556:
#
#
# (a,b,c,d) = (-138,1,1,0) and D = -553:
#
(-289/528,19645/2992)
(1/8,25/8)
(-289/528,-27011/4488)
(1/8,-13/4)
#
# (a,b,c,d) = (-138,0,1,0) and D = -552:
#
(1/31,-173/31)
(1/31,173/31)
#
# (a,b,c,d) = (-137,1,1,0) and D = -549:
#
(4/81,731/162)
(1/57,-431/57)
(1/57,430/57)
(49/375,-8471/2625)
(-1/3,11/3)
(-1/5,-3/5)
(49/375,8128/2625)
(-1/3,-10/3)
(-10201/10023,12543730/1012323)
(4/81,-739/162)
(961/2055,-376127/63705)
(-1/5,4/5)
(400/9,89723/180)
(961/2055,2528/465)
(-10201/10023,-11513429/1012323)
(400/9,-97723/180)
#
# (a,b,c,d) = (-5,1,3,0) and D = -549:
#
(49/125,173/175)
(1/19,143/57)
(1/19,-48/19)
(961/685,21103/12741)
(400/3,27241/180)
(-3/5,-2/15)
(4/27,241/162)
(49/125,-2938/2625)
(-10201/3341,4524677/1012323)
(4/27,-83/54)
(-3/5,1/3)
(-1,-1)
(961/685,-45102/21235)
(400/3,-11747/60)
(-1,4/3)
(-10201/3341,-1164792/337441)
#
# (a,b,c,d) = (-17,1,2,0) and D = -548:
#
#
# (a,b,c,d) = (-137,0,1,0) and D = -548:
#
#
# (a,b,c,d) = (-136,1,1,0) and D = -545:
#
(-1/4,9/4)
(-1/4,-2)
#
# (a,b,c,d) = (-17,0,2,0) and D = -544:
#
(1,3)
(-8/15,-73/60)
(529/4033,-184545/92759)
(529/4033,184545/92759)
(-8/15,73/60)
(1,-3)
#
# (a,b,c,d) = (-136,0,1,0) and D = -544:
#
(529/8066,-369090/92759)
(-4/15,-73/30)
(1/2,6)
(-4/15,73/30)
(1/2,-6)
(529/8066,369090/92759)
#
# (a,b,c,d) = (-135,1,1,0) and D = -541:
#
#
# (a,b,c,d) = (-135,0,1,0) and D = -540:
#
#
# (a,b,c,d) = (-5,0,3,0) and D = -540:
#
#
# (a,b,c,d) = (-134,1,1,0) and D = -537:
#
#
# (a,b,c,d) = (-134,0,1,0) and D = -536:
#
(-1/5,-3/5)
(4/665,-17149/1330)
(4/665,17149/1330)
(-1/5,3/5)
#
# (a,b,c,d) = (-133,1,1,0) and D = -533:
#
(-1,12)
(4900/2921,3791031/204470)
(-1,-11)
(-9/23,-278/69)
(-9/23,305/69)
(1/209,-3022/209)
(529/1067,138625/24541)
(196/737,36093/10318)
(529/1067,-150792/24541)
(4900/2921,-4134031/204470)
(1/209,159/11)
(196/737,-38837/10318)
#
# (a,b,c,d) = (-133,0,1,0) and D = -532:
#
(25/39,-1462/195)
(25/39,1462/195)
#
# (a,b,c,d) = (0,1,23,0) and D = -529:
#
#
# (a,b,c,d) = (-132,1,1,0) and D = -529:
#
#
# (a,b,c,d) = (-132,0,1,0) and D = -528:
#
(-49/248,263/868)
(-49/248,-263/868)
(1/4,7/2)
(1/4,-7/2)
#
# (a,b,c,d) = (-2,1,4,0) and D = -528:
#
(1,3/4)
(1,-1)
(-49/62,5/217)
(-49/62,303/1736)
#
# (a,b,c,d) = (-16,2,2,0) and D = -528:
#
(1/2,3/2)
(-49/124,10/217)
(1/2,-2)
(-49/124,303/868)
#
# (a,b,c,d) = (-131,1,1,0) and D = -525:
#
(-1/5,-2/5)
(4/25,-159/50)
(81/205,8488/1845)
(81/205,-9217/1845)
(9/85,-856/255)
(1/235,-3603/235)
(-1/5,3/5)
(-676/335,-192477/8710)
(9/85,829/255)
(1/235,3602/235)
(1,11)
(4/25,151/50)
(1,-12)
(-676/335,210053/8710)
#
# (a,b,c,d) = (-1,1,5,0) and D = -525:
#
(1/47,144/47)
(-1,0)
(1/47,-721/235)
(5,9/5)
(-676/67,-6293/1742)
(81/41,-427/369)
(4/5,-7/10)
(4/5,27/50)
(9/17,31/51)
(-1,1/5)
(81/41,1406/1845)
(5,-14/5)
(9/17,-182/255)
(-676/67,49041/8710)
#
# (a,b,c,d) = (-131,0,1,0) and D = -524:
#
(121/269,-15860/2959)
(1/5,16/5)
(-1024/4615,205837/147680)
(-1024/4615,-205837/147680)
(1/5,-16/5)
(121/269,15860/2959)
#
# (a,b,c,d) = (-130,1,1,0) and D = -521:
#
(441/568,-111187/11928)
(441/568,50963/5964)
#
# (a,b,c,d) = (-130,0,1,0) and D = -520:
#
(169/399,26287/5187)
(169/399,-26287/5187)
#
# (a,b,c,d) = (-129,1,1,0) and D = -517:
#
(1/3,-13/3)
(-625/3021,-18436/25175)
(1/3,4)
(-625/3021,70933/75525)
#
# (a,b,c,d) = (-129,0,1,0) and D = -516:
#
(1/16,65/16)
(9/232,3547/696)
(-1/5,-2/5)
(1/16,-65/16)
(-1/5,2/5)
(81/310,9917/2790)
(-1/2,-11/2)
(121/520,-19213/5720)
(-1/2,11/2)
(16/5785,-440003/23140)
(16/5785,440003/23140)
(121/520,19213/5720)
(81/310,-9917/2790)
(-441/362,-104959/7602)
(9/232,-3547/696)
(4225/12256,3401471/796640)
(4225/12256,-3401471/796640)
(-441/362,104959/7602)
#
# (a,b,c,d) = (-16,1,2,0) and D = -516:
#
(32/5785,439939/46280)
(-2/5,-1/10)
(9/116,-1787/696)
(1/8,-33/16)
(-1,3)
(81/155,-5323/2790)
(-441/181,-47849/7602)
(81/155,2297/1395)
(4225/6128,-57439/24895)
(121/260,8941/5720)
(9/116,220/87)
(1/8,2)
(121/260,-1284/715)
(-2/5,3/10)
(-441/181,28555/3801)
(32/5785,-440067/46280)
(-1,-5/2)
(4225/6128,1563423/796640)
#
# (a,b,c,d) = (-128,1,1,0) and D = -513:
#
#
# (a,b,c,d) = (-4,3,3,0) and D = -513:
#
#
# (a,b,c,d) = (-16,0,2,0) and D = -512:
#
(-1/2,-1)
(2/17,-71/34)
(2/17,71/34)
(-1/2,1)
(441/254,13175/2667)
(441/254,-13175/2667)
#
# (a,b,c,d) = (-2,0,4,0) and D = -512:
#
(-1,1/2)
(441/127,13175/5334)
(441/127,-13175/5334)
(4/17,-71/68)
(4/17,71/68)
(-1,-1/2)
#
# (a,b,c,d) = (-128,0,1,0) and D = -512:
#
(441/508,26350/2667)
(441/508,-26350/2667)
(1/17,-71/17)
(-1/4,2)
(1/17,71/17)
(-1/4,-2)
#
# (a,b,c,d) = (-1,4,4,0) and D = -512:
#
(-1,1)
(4/17,-79/68)
(4/17,63/68)
(-1,0)
(441/127,-11218/2667)
(441/127,1957/2667)
#
# (a,b,c,d) = (-127,1,1,0) and D = -509:
#
(1/635,-126/5)
(-1/5,2/5)
(-1/5,-1/5)
(1/635,16001/635)
#
# (a,b,c,d) = (-127,0,1,0) and D = -508:
#
(-1/3,10/3)
(400/3129,-196883/62580)
(-1/3,-10/3)
(400/3129,196883/62580)
#
# (a,b,c,d) = (-126,1,1,0) and D = -505:
#
(1/6,3)
(-49/54,-1831/189)
(-1369/4764,81645/29378)
(16/201,-2971/804)
(16/201,969/268)
(1/6,-19/6)
(-1369/4764,-439217/176268)
(-49/54,445/42)
#
# (a,b,c,d) = (-126,0,1,0) and D = -504:
#
(4/5665,426383/11330)
(-1/5,1/5)
(-1/5,-1/5)
(4/5665,-426383/11330)
#
# (a,b,c,d) = (-125,1,1,0) and D = -501:
#
(-1/5,0)
(4356/95665,29619629/6313890)
(4356/95665,-5981425/1262778)
(1/5635,84600/1127)
(1/25,-126/25)
(1/25,5)
(-36/95,2341/570)
(-25/59,-1261/295)
(-1/5,1/5)
(-25/59,1386/295)
(1/5635,-423001/5635)
(-36/95,-425/114)
#
# (a,b,c,d) = (-1,0,5,0) and D = -500:
#
(-1,0)
#
# (a,b,c,d) = (-125,0,1,0) and D = -500:
#
(-1/5,0)
#
# (a,b,c,d) = (-124,1,1,0) and D = -497:
#
(-529/1972,-97477/45356)
(9/58,-274/87)
(-25/124,249/620)
(-529/1972,27411/11339)
(9/58,521/174)
(1/2,11/2)
(1/2,-6)
(-25/124,-1/5)
#
# (a,b,c,d) = (-15,2,2,0) and D = -496:
#
#
# (a,b,c,d) = (-124,0,1,0) and D = -496:
#
#
# (a,b,c,d) = (-123,1,1,0) and D = -493:
#
#
# (a,b,c,d) = (-123,0,1,0) and D = -492:
#
#
# (a,b,c,d) = (-122,1,1,0) and D = -489:
#
(1/10,-17/5)
(4489/220,-3475821/14740)
(1/10,33/10)
(4489/220,1587529/7370)
#
# (a,b,c,d) = (-122,0,1,0) and D = -488:
#
(-25/121,-367/605)
(81/583,-16217/5247)
(-1,-11)
(4/41,-277/82)
(-110224/475687,236089955/157928084)
(-110224/475687,-236089955/157928084)
(-1,11)
(4/41,277/82)
(81/583,16217/5247)
(-25/121,367/605)
#
# (a,b,c,d) = (-121,1,1,0) and D = -485:
#
(16/161,2129/644)
(16/161,-2193/644)
#
# (a,b,c,d) = (0,2,11,0) and D = -484:
#
(20339/2280,-11552/7095)
(-9/4,8/33)
(11/12,-9/22)
(-9/4,1/6)
(4/3,-9/22)
(4/3,1/6)
(225/6536,-11552/7095)
(-5776/645,225/35948)
(20339/2280,225/35948)
(225/6536,1849/1140)
(-5776/645,1849/1140)
(11/12,8/33)
#
# (a,b,c,d) = (0,1,22,0) and D = -484:
#
(8/3,1/12)
(225/3268,1849/2280)
(225/3268,-5776/7095)
(11/6,4/33)
(11/6,-9/44)
(-11552/645,225/71896)
(-9/2,4/33)
(-11552/645,1849/2280)
(20339/1140,225/71896)
(-9/2,1/12)
(20339/1140,-5776/7095)
(8/3,-9/44)
#
# (a,b,c,d) = (-121,0,1,0) and D = -484:
#
(-9/44,-5/12)
(1849/2280,-881327/98040)
(4/33,-19/6)
(1/12,-43/12)
(-5776/7095,435601/49020)
(-5776/7095,-435601/49020)
(1/12,43/12)
(4/33,19/6)
(1849/2280,881327/98040)
(-9/44,5/12)
(225/71896,1752529/98040)
(225/71896,-1752529/98040)
#
# (a,b,c,d) = (5,21,22,0) and D = -484:
#
(-11552/645,159689/19608)
(11/6,-47/66)
(-9/2,281/132)
(8/3,-17/12)
(-11552/645,9654097/1078440)
(20339/1140,-1748479/215688)
(20339/1140,-4811861/539220)
(-9/2,13/6)
(8/3,-149/132)
(11/6,-137/132)
(225/3268,840827/1078440)
(225/3268,-41441/49020)
#
# (a,b,c,d) = (-15,1,2,0) and D = -484:
#
(1/6,7/4)
(8/33,-217/132)
(-11552/7095,1743529/359480)
(-9/22,41/132)
(-9/22,-7/66)
(8/33,67/44)
(-11552/7095,-870527/215688)
(1/6,-11/6)
(225/35948,4818611/539220)
(1849/1140,-160139/32680)
(1849/1140,40091/9804)
(225/35948,-9640597/1078440)
#
# (a,b,c,d) = (-120,1,1,0) and D = -481:
#
(-1/4,-7/4)
(25/456,-1237/285)
(25/456,3257/760)
(-1/4,2)
#
# (a,b,c,d) = (-15,0,2,0) and D = -480:
#
(2,-11/2)
(-968/959,112799/42196)
(-968/959,-112799/42196)
(2,11/2)
#
# (a,b,c,d) = (-120,0,1,0) and D = -480:
#
(1,-11)
(1,11)
(-484/959,-112799/21098)
(-484/959,112799/21098)
#
# (a,b,c,d) = (-119,1,1,0) and D = -477:
#
(1/7,3)
(1/7,-22/7)
(-1849/4277,-782186/183911)
(-1849/4277,123099/26273)
#
# (a,b,c,d) = (-119,0,1,0) and D = -476:
#
(1/53,386/53)
(595984/7840025,22518575101/6052499300)
(1/53,-386/53)
(595984/7840025,-22518575101/6052499300)
#
# (a,b,c,d) = (1,0,-5,-1) and D = -473:
#
(7,3)
(-7/15,13/15)
(1835/383,-858/383)
(1,-5)
(-225/223,152/223)
(976/277,-453/277)
(-103/153,496/153)
(-13085/951,6149/951)
(689/111,-323/111)
(25082/25029,889/25029)
(-2,1)
(-1/3,-2/3)
(-209/541,735/541)
(-5485608/28223,-2354279/28223)
(-1429793/3801457,-2454525/3801457)
(-437/535,2133/535)
(-11749360423/10201456077,7216562935/10201456077)
(8/5,3/5)
(-811/365,399/365)
(-14/13,9/13)
(1,0)
(1876/6001,-11085/6001)
(-172123/271925,194532/271925)
(83980/16797,35903/16797)
(-13/11,-7/11)
(-279/373,254/373)
(-16488/37801,35183/37801)
(2774/2321,777/2321)
(-7/197,-186/197)
(-4619005/5886737,-3380437/5886737)
(6704734/6612925,-609131/6612925)
(223393/194545,56788/194545)
(329/281,-93/281)
(36088268/22988187,-14491871/22988187)
(1359/781,527/781)
(0,-1)
(-67/137,114/137)
#
# (a,b,c,d) = (-118,1,1,0) and D = -473:
#
(529/8122,368875/93403)
(1/4,13/4)
(576/2809,204659/67416)
(219961/2049188,3089015945/961069172)
(1/14,-27/7)
(289/9538,930581/162146)
(1/4,-7/2)
(-1/2,11/2)
(-4/7,-81/14)
(-25/116,-473/580)
(9/16,287/48)
(-81/392,-625/1764)
(-16129/118,-180089/127)
(1/7144,301913/3572)
(289/9538,-467747/81073)
(49/212,2335/742)
(1/38,117/19)
(4,83/2)
(-81/392,1979/3528)
(9/16,-157/24)
(219961/2049188,-27052353/8144654)
(1/7144,-603827/7144)
(121/928,-32425/10208)
(1/92,-883/92)
(121/928,15547/5104)
(64/97,5393/776)
(1/14,53/14)
(64/97,-5905/776)
(-25/94,1071/470)
(1/92,441/46)
(576/2809,-218483/67416)
(11449/25172,6647355/1346702)
(10201/10920508,-18044318603/551485654)
(-4/7,89/14)
(4,-91/2)
(-25/116,299/290)
(-13456/6727,-16184205/780332)
(-16129/118,23298885/14986)
(49/212,-5013/1484)
(1002001/23908754,58455907493/11966331377)
(-25/94,-473/235)
(1002001/23908754,-117914817987/23932662754)
(10201/10920508,36087606905/1102971308)
(-1/2,-5)
(529/8122,-749917/186806)
(-13456/6727,17745101/780332)
(1/38,-235/38)
(11449/25172,-14519753/2693404)
#
# (a,b,c,d) = (-118,0,1,0) and D = -472:
#
(4/9,91/18)
(4/9,-91/18)
#
# (a,b,c,d) = (1,2,-4,-1) and D = -469:
#
(-133/298,481/298)
(-198/173,91/173)
(7/2,5/2)
(-35/61,144/61)
(-763/244,247/244)
(0,-1)
(1,0)
#
# (a,b,c,d) = (-117,1,1,0) and D = -469:
#
(361/2895,56379/18335)
(-4356/2015,250423/10230)
(-1/3,-3)
(-1/3,10/3)
(25/261,4366/1305)
(25/261,-499/145)
(361/2895,-175996/55005)
(49/183,-1545/427)
(49/183,4292/1281)
(-4356/2015,-2968003/132990)
#
# (a,b,c,d) = (-4,2,3,0) and D = -468:
#
(1,-5/3)
(-64/101,-17/808)
(1,1)
(-64/101,1075/2424)
#
# (a,b,c,d) = (-117,0,1,0) and D = -468:
#
(-64/303,563/808)
(-64/303,-563/808)
(1/3,-4)
(1/3,4)
#
# (a,b,c,d) = (-116,1,1,0) and D = -465:
#
#
# (a,b,c,d) = (-116,0,1,0) and D = -464:
#
#
# (a,b,c,d) = (-14,2,2,0) and D = -464:
#
#
# (a,b,c,d) = (-115,1,1,0) and D = -461:
#
(9/229,3464/687)
(9/229,-3491/687)
(1/5,3)
(1/5,-16/5)
(64/17,5241/136)
(64/17,-5753/136)
#
# (a,b,c,d) = (-115,0,1,0) and D = -460:
#
#
# (a,b,c,d) = (-114,1,1,0) and D = -457:
#
(81/1372,-25889/6174)
(81/1372,51049/12348)
#
# (a,b,c,d) = (-114,0,1,0) and D = -456:
#
#
# (a,b,c,d) = (-113,1,1,0) and D = -453:
#
(1/19,-84/19)
(1/19,83/19)
#
# (a,b,c,d) = (-14,1,2,0) and D = -452:
#
(-9,157/6)
(-625/392,3219/700)
(-18/41,143/246)
(-8/7,13/4)
(-1369/3233,95307/239242)
(1/211,2167/211)
(11552/4697,-5116445/713944)
(9/11,-83/33)
(81/674,-6353/3033)
(1/4,-13/8)
(1/4,3/2)
(-288/311,-15803/7464)
(-121/224,1479/1232)
(81/2648,-48277/11916)
(-288/311,19259/7464)
(2/11,37/22)
(-9,-65/3)
(-8/7,-75/28)
(1/13,33/13)
(168921/1334528,2176544633/1096982016)
(162/3487,205327/62766)
(-625/392,-74507/19600)
(9/14,-25/12)
(-225/307,17933/9210)
(1521/5258,594949/410124)
(-1/2,-3/4)
(49/484,14997/6776)
(1/211,-4335/422)
(25/1162,-2003/415)
(17689/54184,-5739945/3603236)
(-1/2,1)
(-22801/7367,-8278099/1112417)
(1521/5258,-163567/102531)
(11552/4697,605499/101992)
(-12769/4631,-6934693/1046606)
(9/14,37/21)
(-225/307,-7279/4605)
(-50/109,811/1090)
(-12769/4631,4188795/523303)
(-1369/3233,-22327/119621)
(-121/224,-655/704)
(25/403,-11523/4030)
(25/403,5699/2015)
(162/3487,-206785/62766)
(1,5/2)
(25/1162,55959/11620)
(9/11,139/66)
(49/484,-3835/1694)
(1/13,-67/26)
(2/11,-39/22)
(17689/54184,20607143/14412944)
(-50/109,-561/1090)
(81/674,24683/12132)
(81/2648,192379/47664)
(1,-3)
(-18/41,-89/246)
(168921/1334528,-561492791/274245504)
(-22801/7367,19999149/2224834)
#
# (a,b,c,d) = (-113,0,1,0) and D = -452:
#
(81/3487,206056/31383)
(-144/311,17531/3732)
(1/8,-25/8)
(25/2324,112043/11620)
(-1/4,7/4)
(49/968,30337/6776)
(-1369/6466,139961/239242)
(-25/109,686/545)
(9/22,-305/66)
(81/3487,-206056/31383)
(5776/4697,4677469/356972)
(81/1348,50095/12132)
(81/5296,-385487/47664)
(81/5296,385487/47664)
(-9/41,116/123)
(81/1348,-50095/12132)
(5776/4697,-4677469/356972)
(9/22,305/66)
(-25/109,-686/545)
(1521/10516,1249217/410124)
(49/968,-30337/6776)
(25/2324,-112043/11620)
(1/422,-8669/422)
(1/8,25/8)
(-144/311,-17531/3732)
(1/26,133/26)
(1/422,8669/422)
(-4/7,83/14)
(-9/2,287/6)
(168921/2669056,-4422515797/1096982016)
(-225/614,32491/9210)
(1/11,-38/11)
(-1369/6466,-139961/239242)
(-9/41,-116/123)
(9/28,323/84)
(-625/784,164639/19600)
(-22801/14734,-36555347/2224834)
(-12769/9262,15312283/1046606)
(-121/448,10501/4928)
(25/806,22921/4030)
(168921/2669056,4422515797/1096982016)
(17689/108368,-43566923/14412944)
(1521/10516,-1249217/410124)
(-4/7,-83/14)
(17689/108368,43566923/14412944)
(25/806,-22921/4030)
(1/2,-11/2)
(1/11,38/11)
(-12769/9262,-15312283/1046606)
(-22801/14734,36555347/2224834)
(1/26,-133/26)
(-625/784,-164639/19600)
(9/28,-323/84)
(1/2,11/2)
(-225/614,-32491/9210)
(-9/2,-287/6)
(-1/4,-7/4)
(-121/448,-10501/4928)
#
# (a,b,c,d) = (-112,1,1,0) and D = -449:
#
(-9/32,235/96)
(-9/32,-13/6)
#
# (a,b,c,d) = (-112,0,1,0) and D = -448:
#
(-3364/1503,2064049/87174)
(-3364/1503,-2064049/87174)
(1/9,-29/9)
(1/9,29/9)
#
# (a,b,c,d) = (-14,0,2,0) and D = -448:
#
(2/9,29/18)
(2/9,-29/18)
(-6728/1503,2064049/174348)
(-6728/1503,-2064049/174348)
#
# (a,b,c,d) = (-111,1,1,0) and D = -445:
#
(-1,11)
(49/99,3578/693)
(-1,-10)
(49/99,-1307/231)
#
# (a,b,c,d) = (-111,0,1,0) and D = -444:
#
(-121/215,13664/2365)
(-121/215,-13664/2365)
#
# (a,b,c,d) = (-4,1,3,0) and D = -441:
#
#
# (a,b,c,d) = (2,13,21,0) and D = -441:
#
#
# (a,b,c,d) = (0,1,21,0) and D = -441:
#
#
# (a,b,c,d) = (0,3,7,0) and D = -441:
#
#
# (a,b,c,d) = (-110,1,1,0) and D = -441:
#
#
# (a,b,c,d) = (-110,0,1,0) and D = -440:
#
(121/59,-13967/649)
(121/59,13967/649)
#
# (a,b,c,d) = (-109,1,1,0) and D = -437:
#
(1,10)
(1,-11)
(-49/97,-3284/679)
(-49/97,3627/679)
#
# (a,b,c,d) = (-109,0,1,0) and D = -436:
#
#
# (a,b,c,d) = (-108,1,1,0) and D = -433:
#
#
# (a,b,c,d) = (-4,0,3,0) and D = -432:
#
(-894758700/1330341839,22603078860841/68925010678590)
(-1,1)
(1/122,389/61)
(75/109,1727/1635)
(4/11,-23/22)
(1/2,1)
(1/2,-1)
(4/11,23/22)
(-3/2,5/3)
(75/109,-1727/1635)
(1/122,-389/61)
(-1,-1)
(-3/2,-5/3)
(-1681/2158,27311/44239)
(-894758700/1330341839,-22603078860841/68925010678590)
(-1681/2158,-27311/44239)
(-8464/2629,895777/241868)
(-8464/2629,-895777/241868)
#
# (a,b,c,d) = (-108,0,1,0) and D = -432:
#
(-1/2,5)
(1/6,3)
(1/6,-3)
(1/366,-1167/61)
(-1/3,-3)
(-298252900/1330341839,-22603078860841/22975003559530)
(4/33,-69/22)
(-8464/7887,2687331/241868)
(25/109,1727/545)
(-8464/7887,-2687331/241868)
(25/109,-1727/545)
(-298252900/1330341839,22603078860841/22975003559530)
(1/366,1167/61)
(-1/3,3)
(-1/2,-5)
(-1681/6474,-81933/44239)
(4/33,69/22)
(-1681/6474,81933/44239)
#
# (a,b,c,d) = (1,6,6,0) and D = -432:
#
(-2,3/2)
(-3,2/3)
(-2,1/2)
(-1789517400/1330341839,70111817633159/137850021357180)
(-1681/1079,48116/44239)
(-16928/2629,661599/483736)
(1/61,194/61)
(8/11,7/44)
(-16928/2629,2453153/483736)
(150/109,-3977/3270)
(-3,7/3)
(-1789517400/1330341839,115317975354841/137850021357180)
(1/61,-195/61)
(1,0)
(150/109,-523/3270)
(8/11,-39/44)
(1,-1)
(-1681/1079,20805/44239)
#
# (a,b,c,d) = (-13,2,2,0) and D = -432:
#
(1/3,4/3)
(-596505800/1330341839,-12301423694841/45950007119060)
(8/33,191/132)
(50/109,1477/1090)
(-1,3)
(50/109,-1977/1090)
(-1681/3237,-6803/10209)
(1/183,-1751/183)
(-16928/7887,9619369/1451208)
(-2/3,-7/6)
(-2/3,11/6)
(-1,-2)
(1/3,-5/3)
(8/33,-223/132)
(1/183,1750/183)
(-596505800/1330341839,32904734026841/45950007119060)
(-1681/3237,157360/132717)
(-16928/7887,-6504617/1451208)
#
# (a,b,c,d) = (-107,1,1,0) and D = -429:
#
#
# (a,b,c,d) = (-107,0,1,0) and D = -428:
#
(1/13,48/13)
(1/13,-48/13)
(1024/1937,-349511/61984)
(1024/1937,349511/61984)
#
# (a,b,c,d) = (-106,1,1,0) and D = -425:
#
(169/3656,-223315/47528)
(-1/4,-3/2)
(-1/4,7/4)
(169/3656,110559/23764)
#
# (a,b,c,d) = (-106,0,1,0) and D = -424:
#
(-9/17,269/51)
(13924/37905,18455737/4472790)
(16/57,-787/228)
(-9/17,-269/51)
(1/15,-59/15)
(13924/37905,-18455737/4472790)
(1/15,59/15)
(16/57,787/228)
#
# (a,b,c,d) = (-105,1,1,0) and D = -421:
#
(1/3,11/3)
(1/3,-4)
(-529/2445,2476/3749)
(-529/2445,-24973/56235)
#
# (a,b,c,d) = (-13,1,2,0) and D = -420:
#
(1/2,-7/4)
(1/2,3/2)
(-169/388,-2045/10088)
(-169/388,2121/5044)
#
# (a,b,c,d) = (-105,0,1,0) and D = -420:
#
(1/4,13/4)
(1/4,-13/4)
(-169/776,6287/10088)
(-169/776,-6287/10088)
#
# (a,b,c,d) = (-104,1,1,0) and D = -417:
#
(9/64,-595/192)
(9/64,71/24)
#
# (a,b,c,d) = (-104,0,1,0) and D = -416:
#
#
# (a,b,c,d) = (-13,0,2,0) and D = -416:
#
#
# (a,b,c,d) = (-103,1,1,0) and D = -413:
#
(1/29,156/29)
(1/29,-157/29)
#
# (a,b,c,d) = (-103,0,1,0) and D = -412:
#
(9/13,-278/39)
(9/13,278/39)
#
# (a,b,c,d) = (-102,1,1,0) and D = -409:
#
(1/2,-11/2)
(1/2,5)
(-49/180,887/420)
(-49/180,-1159/630)
#
# (a,b,c,d) = (-102,0,1,0) and D = -408:
#
(529/763,-124675/17549)
(529/763,124675/17549)
#
# (a,b,c,d) = (-101,1,1,0) and D = -405:
#
#
# (a,b,c,d) = (-3,3,3,0) and D = -405:
#
#
# (a,b,c,d) = (-101,0,1,0) and D = -404:
#
(-1089/65,361162/2145)
(1/95,926/95)
(16/17,647/68)
(1270129/5612975,-19590539842/6325822825)
(-1089/65,-361162/2145)
(-1,10)
(1/95,-926/95)
(-1,-10)
(1270129/5612975,19590539842/6325822825)
(-576/1703,-119843/40872)
(16/17,-647/68)
(-576/1703,119843/40872)
#
# (a,b,c,d) = (1,1,-5,1) and D = -404:
#
(0,1)
(13/37,72/37)
(-260/387,-313/387)
(-559/381,-380/381)
(-99/89,-76/89)
(1,0)
(4/3,-1/3)
#
# (a,b,c,d) = (-100,1,1,0) and D = -401:
#
(1/28,-149/28)
(1/28,37/7)
(9801/65800,-199601/65142)
(9801/65800,18989801/6514200)
#
# (a,b,c,d) = (1,9,20,0) and D = -400:
#
(361/7,-5487/532)
(-16/3,31/24)
(361/7,-8574/665)
(17405/4884,-941711/1440780)
(9/2,-103/120)
(17405/4884,-5475211/5763120)
(4,-21/20)
(-5,21/20)
(9/2,-7/6)
(-16/3,133/120)
(7744/6549,-546115/1152624)
(1/133,1371/532)
(-980/19,34299/2660)
(1/133,-1716/665)
(-12321/2596,290563/288156)
(-980/19,27441/2660)
(5/6,7/120)
(1,-9/20)
(1,0)
(-5,6/5)
(-12321/2596,6497419/5763120)
(5/6,-13/30)
(7744/6549,-336049/5763120)
(4,-3/4)
#
# (a,b,c,d) = (0,1,20,0) and D = -400:
#
(1/133,-49/19)
(17405/4884,-12321/51920)
(-5,1/20)
(4,-1/4)
(-16/3,1/24)
(17405/4884,1936/32745)
(7744/6549,-12321/51920)
(1,-1/4)
(-980/19,361/140)
(-980/19,1/2660)
(-5,1/5)
(-16/3,9/40)
(5/6,9/40)
(1,1/5)
(361/7,-49/19)
(9/2,1/24)
(361/7,1/2660)
(7744/6549,3481/19536)
(1/133,361/140)
(-12321/2596,1936/32745)
(5/6,-4/15)
(4,1/20)
(-12321/2596,3481/19536)
(9/2,-4/15)
#
# (a,b,c,d) = (-1,3,4,0) and D = -400:
#
(-196/19,5487/532)
(-1,0)
(1/665,8574/665)
(-12321/12980,336049/5763120)
(4/5,9/20)
(4/5,-21/20)
(1/5,-6/5)
(-196/19,-1371/532)
(-16/15,-7/120)
(9/10,-133/120)
(361/35,1716/665)
(1/6,-31/24)
(1/5,21/20)
(3481/4884,-290563/288156)
(1/6,7/6)
(-12321/12980,941711/1440780)
(9/10,13/30)
(1/665,-34299/2660)
(7744/32745,-6497419/5763120)
(-1,3/4)
(7744/32745,5475211/5763120)
(361/35,-27441/2660)
(-16/15,103/120)
(3481/4884,546115/1152624)
#
# (a,b,c,d) = (-12,2,2,0) and D = -400:
#
(3872/32745,-6156683/2881560)
(1/12,-5/2)
(9/20,-53/30)
(1/12,29/12)
(1/10,11/5)
(-8/15,-13/20)
(9/20,79/60)
(-98/19,4115/266)
(1/1330,-17149/665)
(-1/2,-1/2)
(2/5,-17/10)
(3872/32745,1938649/960520)
(361/70,13723/1330)
(3481/9768,-956873/576312)
(-12321/25960,-515791/1440780)
(1/10,-23/10)
(2/5,13/10)
(-98/19,-2743/266)
(361/70,-10291/665)
(3481/9768,125249/96052)
(-12321/25960,2399213/2881560)
(-1/2,1)
(-8/15,71/60)
(1/1330,34297/1330)
#
# (a,b,c,d) = (-100,0,1,0) and D = -400:
#
(1/5,-3)
(-4/15,-11/6)
(361/140,6861/266)
(3481/19536,1708367/576312)
(-1/4,-3/2)
(9/40,37/12)
(1/2660,13719/266)
(1/2660,-13719/266)
(9/40,-37/12)
(3481/19536,-1708367/576312)
(361/140,-6861/266)
(-4/15,11/6)
(1/24,-59/12)
(-12321/51920,686159/576312)
(-1/4,3/2)
(1936/32745,1197263/288156)
(1/20,9/2)
(-49/19,3429/133)
(1/20,-9/2)
(-49/19,-3429/133)
(1936/32745,-1197263/288156)
(1/5,3)
(-12321/51920,-686159/576312)
(1/24,59/12)
#
# (a,b,c,d) = (0,4,5,0) and D = -400:
#
(1/532,-196/19)
(1936/6549,3481/4884)
(-12321/10384,7744/32745)
(1/4,4/5)
(1,-1)
(-5/4,4/5)
(361/28,-196/19)
(9/8,-16/15)
(1/532,361/35)
(5/24,9/10)
(1/4,-1)
(-12321/10384,3481/4884)
(1,1/5)
(-245/19,1/665)
(17405/19536,7744/32745)
(-4/3,1/6)
(361/28,1/665)
(1936/6549,-12321/12980)
(5/24,-16/15)
(-4/3,9/10)
(9/8,1/6)
(-5/4,1/5)
(-245/19,361/35)
(17405/19536,-12321/12980)
#
# (a,b,c,d) = (0,2,10,0) and D = -400:
#
(2,-1/2)
(5/12,9/20)
(1/266,361/70)
(1/2,2/5)
(361/14,-98/19)
(-12321/5192,3872/32745)
(9/4,1/12)
(-5/2,1/10)
(17405/9768,-12321/25960)
(-8/3,1/12)
(361/14,1/1330)
(-490/19,361/70)
(1/2,-1/2)
(1/266,-98/19)
(9/4,-8/15)
(-12321/5192,3481/9768)
(3872/6549,-12321/25960)
(5/12,-8/15)
(-5/2,2/5)
(17405/9768,3872/32745)
(2,1/10)
(-490/19,1/1330)
(3872/6549,3481/9768)
(-8/3,9/20)
#
# (a,b,c,d) = (-99,1,1,0) and D = -397:
#
(444889/3052389,-6245814763/2035943463)
(1/111,-390/37)
(256/1233,-61543/19728)
(-1444/6183,-24721/26106)
(-9/11,-23/3)
(1/111,1169/111)
(256/1233,6383/2192)
(444889/3052389,1983024600/678647821)
(-1/3,3)
(-1/3,-8/3)
(-9/11,280/33)
(-1444/6183,277361/234954)
#
# (a,b,c,d) = (-99,0,1,0) and D = -396:
#
(1,10)
(1,-10)
(-400/791,76427/15820)
(-400/791,-76427/15820)
#
# (a,b,c,d) = (-98,1,1,0) and D = -393:
#
(-1/2,5)
(81/112,497/72)
(1521/19642,198947/54717)
(-16/71,-179/284)
(1521/19642,-2844577/766038)
(361/1588,-48155/15086)
(-1/2,-9/2)
(1/34,99/17)
(361/1588,89451/30172)
(-16/71,243/284)
(1/34,-199/34)
(81/112,-7687/1008)
#
# (a,b,c,d) = (1,6,7,0) and D = -392:
#
(-4,13/14)
(-175/89,1716/3115)
(1,-6/7)
(1,0)
(-175/89,3534/3115)
(-4,5/2)
#
# (a,b,c,d) = (-98,0,1,0) and D = -392:
#
(-4/7,-11/2)
(1/7,-3)
(-25/89,-909/445)
(1/7,3)
(-25/89,909/445)
(-4/7,11/2)
#
# (a,b,c,d) = (-97,1,1,0) and D = -389:
#
#
# (a,b,c,d) = (-97,0,1,0) and D = -388:
#
(1/18,77/18)
(5929/22752,-5656379/1751904)
(1/18,-77/18)
(5929/22752,5656379/1751904)
#
# (a,b,c,d) = (-12,1,2,0) and D = -388:
#
(5929/11376,-382057/218988)
(1/9,-13/6)
(1/9,19/9)
(5929/11376,866641/583968)
#
# (a,b,c,d) = (-96,1,1,0) and D = -385:
#
(4/9,-29/6)
(4/9,79/18)
#
# (a,b,c,d) = (-12,0,2,0) and D = -384:
#
#
# (a,b,c,d) = (-96,0,1,0) and D = -384:
#
#
# (a,b,c,d) = (-95,1,1,0) and D = -381:
#
(16/25,121/20)
(16/25,-669/100)
#
# (a,b,c,d) = (-95,0,1,0) and D = -380:
#
#
# (a,b,c,d) = (-94,1,1,0) and D = -377:
#
(-1/4,-5/4)
(121/3272,-94137/17996)
(-1/4,3/2)
(121/3272,186943/35992)
#
# (a,b,c,d) = (-94,0,1,0) and D = -376:
#
(1/3,11/3)
(1/3,-11/3)
(-484/2175,-19199/47850)
(-484/2175,19199/47850)
#
# (a,b,c,d) = (-93,1,1,0) and D = -373:
#
(-4/7,-71/14)
(-4/7,79/14)
(10000/37401,11565149/3740100)
(10000/37401,-4188383/1246700)
#
# (a,b,c,d) = (-93,0,1,0) and D = -372:
#
#
# (a,b,c,d) = (-92,1,1,0) and D = -369:
#
(1/4,-13/4)
(-625/2696,-46283/67400)
(-625/2696,15477/16850)
(1/4,3)
#
# (a,b,c,d) = (-92,0,1,0) and D = -368:
#
(-25/91,-827/455)
(-25/91,827/455)
(1/2,-5)
(1/2,5)
#
# (a,b,c,d) = (-11,2,2,0) and D = -368:
#
(1,2)
(1,-3)
(-50/91,-577/910)
(-50/91,1077/910)
#
# (a,b,c,d) = (-91,1,1,0) and D = -365:
#
(361/731,-71866/13889)
(-1,10)
(-1,-9)
(361/731,65007/13889)
#
# (a,b,c,d) = (-91,0,1,0) and D = -364:
#
(256/2265,-114659/36240)
(256/2265,114659/36240)
(-1/3,-8/3)
(-1/3,8/3)
#
# (a,b,c,d) = (1,2,-5,1) and D = -361:
#
(-1519/1969,-6649/1969)
(-9/7,-8/7)
(33921/35959,5113/35959)
(-28808/35959,-33921/35959)
(1,0)
(1/7,9/7)
(-3206/239,-2495/239)
(-5113/35959,28808/35959)
(-122/107,49/107)
(2495/239,-711/239)
(-9/11,5/11)
(-1,-1)
(-49/107,-171/107)
(9,7)
(711/239,3206/239)
(-7,2)
(6649/1969,5130/1969)
(0,1)
(8/7,-1/7)
(-2,-9)
(171/107,122/107)
(-5130/1969,1519/1969)
(-5/11,-14/11)
(14/11,9/11)
#
# (a,b,c,d) = (-90,1,1,0) and D = -361:
#
(38416/743745,-649151551/145774020)
(9/190,-529/114)
(-1296/4199,-326557/151164)
(-4/15,53/30)
(-801025/3094644,741835209/461617730)
(289/8892,418667/75582)
(2350089/4214800,-7420750999/1292257680)
(9/190,1309/285)
(169/612,12343/3978)
(961/9810,-102691/30411)
(4/57,433/114)
(1/456,-1623/76)
(8100/64201,17315551/5778090)
(1/456,9737/456)
(25/114,-1763/570)
(-11881/53010,-90071/577809)
(4/57,-147/38)
(-16908544/29855175,44987893827/8184298640)
(64/57,4627/456)
(8464/21945,-8469683/2018940)
(25/114,273/95)
(-9/38,-91/114)
(38416/743745,42774801/9718268)
(1/6,-3)
(1/6,17/6)
(289/8892,-93583/16796)
(169/612,-2987/884)
(-9/8,269/24)
(-1296/4199,373213/151164)
(-1225/3036,-58323/17710)
(-9/8,-121/12)
(961/9810,110791/33790)
(1050625/119770224,-1311338710007/122764479600)
(2350089/4214800,16750534279/3230644200)
(1089/61180,-7577221/1009470)
(-16908544/29855175,-605290474477/122764479600)
(-1225/3036,392813/106260)
(-801025/3094644,-3734093879/2769706380)
(690561/3332980,1576573643/553941276)
(1050625/119770224,218376969897/20460746600)
(690561/3332980,-4228362203/1384853190)
(-9/38,59/57)
(-11881/53010,243971/642010)
(8100/64201,-18044551/5778090)
(1089/61180,3023701/403788)
(64/57,-1713/152)
(8464/21945,512733/134596)
(-4/15,-3/2)
#
# (a,b,c,d) = (0,1,19,0) and D = -361:
#
(-16908544/1571325,1050625/119770224)
(3211/612,-1296/4199)
(-76/15,9/190)
(-171/8,1/456)
(729904/743745,-801025/3094644)
(19/6,4/57)
(9/10,25/114)
(44651691/4214800,1050625/119770224)
(-76/15,25/114)
(-11881/2790,8100/64201)
(-801025/162876,38416/743745)
(690561/175420,38416/743745)
(-11881/2790,961/9810)
(729904/743745,690561/3332980)
(25/6,-4/15)
(289/468,-1296/4199)
(-9/2,4/57)
(64/3,-9/8)
(18259/9810,-11881/53010)
(3211/612,289/8892)
(4/3,-9/38)
(-16908544/1571325,2350089/4214800)
(289/468,169/612)
(9/10,-4/15)
(-801025/162876,690561/3332980)
(1/24,-9/8)
(8464/1155,1089/61180)
(-23275/3036,1089/61180)
(1050625/6303696,-16908544/29855175)
(-23275/3036,8464/21945)
(4/3,1/6)
(44651691/4214800,-16908544/29855175)
(64/3,1/456)
(-1296/221,289/8892)
(-171/8,64/57)
(19/6,-9/38)
(-9/2,1/6)
(8100/3379,961/9810)
(8100/3379,-11881/53010)
(-1296/221,169/612)
(18259/9810,8100/64201)
(1/24,64/57)
(690561/175420,-801025/3094644)
(1089/3220,8464/21945)
(25/6,9/190)
(1089/3220,-1225/3036)
(8464/1155,-1225/3036)
(1050625/6303696,2350089/4214800)
#
# (a,b,c,d) = (-3,2,3,0) and D = -360:
#
#
# (a,b,c,d) = (-90,0,1,0) and D = -360:
#
#
# (a,b,c,d) = (-89,1,1,0) and D = -357:
#
(1/67,548/67)
(-36/47,2123/282)
(1,-10)
(584672400/1570561729,-1735042193047/426698680980)
(584672400/1570561729,140281376549183/37976182607220)
(121/421,14590/4631)
(1,9)
(1/67,-549/67)
(-361/713,65368/13547)
(-36/47,-1907/282)
(-361/713,-58509/13547)
(121/421,-15921/4631)
#
# (a,b,c,d) = (-11,1,2,0) and D = -356:
#
(25/388,-10887/3880)
(9/20,-193/120)
(-625/583,-5741/2650)
(8/17,95/68)
(98/67,-3625/938)
(8/17,-111/68)
(19881/128714,65229665/36297348)
(-1/2,-1/2)
(1/5,8/5)
(2/55,-409/110)
(-1,-2)
(-1/2,3/4)
(25/388,5381/1940)
(121/40,-3477/440)
(121/40,5623/880)
(-383688/226151,-701358533/198108276)
(147968/1012385,1016051343/550737440)
(-339488/691135,-254336673/569495240)
(-1,5/2)
(-383688/226151,869413877/198108276)
(2/55,37/10)
(361/94,14475/1786)
(1/5,-17/10)
(361/94,-35809/3572)
(-339488/691135,394205729/569495240)
(98/67,2939/938)
(529/13067,2107109/601082)
(529/13067,-1059638/300541)
(-625/583,39388/14575)
(147968/1012385,-96027149/50067040)
(19881/128714,-34016443/18148674)
(9/20,83/60)
#
# (a,b,c,d) = (-89,0,1,0) and D = -356:
#
(-625/1166,141927/29150)
(-191844/226151,-785386205/99054138)
(361/188,-64759/3572)
(-1/4,-5/4)
(121/80,12577/880)
(1/10,-33/10)
(-1/4,5/4)
(121/80,-12577/880)
(4/17,-103/34)
(361/188,64759/3572)
(-1/2,-9/2)
(-191844/226151,785386205/99054138)
(-625/1166,-141927/29150)
(9/40,-359/120)
(25/776,21649/3880)
(529/26134,-4226385/601082)
(-1/2,9/2)
(25/776,-21649/3880)
(1/55,408/55)
(49/67,3282/469)
(19881/257428,-133262551/36297348)
(-169744/691135,324271201/284747620)
(1/10,33/10)
(-169744/691135,-324271201/284747620)
(19881/257428,133262551/36297348)
(49/67,-3282/469)
(73984/1012385,-1036174991/275368720)
(4/17,103/34)
(529/26134,4226385/601082)
(9/40,359/120)
(1/55,-408/55)
(73984/1012385,1036174991/275368720)
#
# (a,b,c,d) = (-88,1,1,0) and D = -353:
#
(1/8,3)
(-25/76,-907/380)
(-2401/1552,-1044695/76048)
(-144/383,-13535/4596)
(-25/76,258/95)
(1/8,-25/8)
(-144/383,15263/4596)
(529/1892,33690/10879)
(529/1892,-13357/3956)
(-2401/1552,145293/9506)
#
# (a,b,c,d) = (-88,0,1,0) and D = -352:
#
#
# (a,b,c,d) = (-11,0,2,0) and D = -352:
#
#
# (a,b,c,d) = (-87,1,1,0) and D = -349:
#
(-4/15,17/10)
(-4/15,-43/30)
#
# (a,b,c,d) = (-87,0,1,0) and D = -348:
#
#
# (a,b,c,d) = (-86,1,1,0) and D = -345:
#
(-49/206,-507/721)
(-49/206,1357/1442)
#
# (a,b,c,d) = (-86,0,1,0) and D = -344:
#
#
# (a,b,c,d) = (-85,1,1,0) and D = -341:
#
(1/5,-3)
(1/5,14/5)
#
# (a,b,c,d) = (-85,0,1,0) and D = -340:
#
#
# (a,b,c,d) = (-84,1,1,0) and D = -337:
#
(9/328,1483/246)
(-1/4,-1)
(9/328,-5959/984)
(-1/4,5/4)
#
# (a,b,c,d) = (-10,2,2,0) and D = -336:
#
#
# (a,b,c,d) = (-84,0,1,0) and D = -336:
#
#
# (a,b,c,d) = (-3,1,3,0) and D = -333:
#
(-11881/1681,4584382/549687)
(361/21,-2699/133)
(-11881/1681,-1096451/183229)
(-1,-2/3)
(12/121,-1345/726)
(25/77,1168/1155)
(1,-4/3)
(811801/1942799,-1852280821/1750461899)
(-1,1)
(12,61/6)
(-3383532/4911407,2777657507/15647742702)
(12/121,1321/726)
(-3383532/4911407,815653477/15647742702)
(1,1)
(169/1629,112976/63531)
(811801/1942799,4825409762/5251385697)
(12,-85/6)
(1/3,-10/9)
(1/3,1)
(169/1629,-12797/7059)
(-49/71,292/1491)
(-49/71,17/497)
(361/21,17432/1197)
(-48/47,-391/564)
(-48/47,583/564)
(25/77,-431/385)
#
# (a,b,c,d) = (-83,1,1,0) and D = -333:
#
(25/231,-3754/1155)
(169/4887,341125/63531)
(-1127844/4911407,1579887179/5215914234)
(361/63,-66014/1197)
(1/9,-29/9)
(-16/47,519/188)
(-11881/5043,-11163088/549687)
(1/3,10/3)
(-1/3,8/3)
(1/3,-11/3)
(-49/213,-190/1491)
(811801/5828397,15207661987/5251385697)
(4,69/2)
(25/231,3629/1155)
(-11881/5043,12458117/549687)
(4,-77/2)
(1/9,28/9)
(4/121,-1337/242)
(4/121,1329/242)
(-49/213,533/1491)
(361/63,59155/1197)
(-16/47,-455/188)
(811801/5828397,-15939094688/5251385697)
(-1127844/4911407,-382116851/5215914234)
(-1/3,-7/3)
(169/4887,-343322/63531)
#
# (a,b,c,d) = (-83,0,1,0) and D = -332:
#
(36/2641,-135737/15846)
(36/2641,135737/15846)
#
# (a,b,c,d) = (-82,1,1,0) and D = -329:
#
(1/2,-5)
(-361/1300,-37467/24700)
(1/2,9/2)
(-361/1300,22163/12350)
#
# (a,b,c,d) = (-82,0,1,0) and D = -328:
#
(-1,9)
(-1,-9)
(36/73,-2053/438)
(36/73,2053/438)
#
# (a,b,c,d) = (-81,1,1,0) and D = -325:
#
(4/9,-9/2)
(4/9,73/18)
#
# (a,b,c,d) = (4,17,18,0) and D = -324:
#
#
# (a,b,c,d) = (0,2,9,0) and D = -324:
#
#
# (a,b,c,d) = (-81,0,1,0) and D = -324:
#
#
# (a,b,c,d) = (-3,0,3,0) and D = -324:
#
#
# (a,b,c,d) = (0,1,18,0) and D = -324:
#
#
# (a,b,c,d) = (-10,1,2,0) and D = -324:
#
#
# (a,b,c,d) = (0,3,6,0) and D = -324:
#
#
# (a,b,c,d) = (-80,1,1,0) and D = -321:
#
(49/130,324/91)
(-1/2,9/2)
(-3249/1808,1749817/103056)
(16/241,3753/964)
(-1/2,-4)
(49/130,-3583/910)
(16/241,-3817/964)
(289/1300,3092/1105)
(289/1300,-66753/22100)
(-3249/1808,-97789/6441)
#
# (a,b,c,d) = (1,1,-4,-1) and D = -321:
#
(-171/137,91/137)
(7/3,4/3)
(-28/11,117/11)
(-119/261,283/261)
(-511/237,221/237)
(0,-1)
(1,0)
#
# (a,b,c,d) = (-1,2,4,0) and D = -320:
#
(2739025/479399,2812459393/1586810690)
(1,1/2)
(-1,0)
(2739025/479399,-3672772884/793405345)
(25/61,217/305)
(-1,1/2)
(4,5/4)
(1/11,-37/22)
(-144/71,2701/1704)
(1/11,18/11)
(4,-13/4)
(-1849/779,-23219/33497)
(-1849/779,125945/66994)
(-144/71,-973/1704)
(1,-1)
(25/61,-559/610)
#
# (a,b,c,d) = (-10,0,2,0) and D = -320:
#
(2739025/958798,10158005161/1586810690)
(1/2,3/2)
(1/22,73/22)
(2,-9/2)
(-1/2,-1/2)
(2,9/2)
(2739025/958798,-10158005161/1586810690)
(1/2,-3/2)
(-1849/1558,-172383/66994)
(-1/2,1/2)
(1/22,-73/22)
(-1849/1558,172383/66994)
(-72/71,1837/852)
(25/122,-993/610)
(-72/71,-1837/852)
(25/122,993/610)
#
# (a,b,c,d) = (-80,0,1,0) and D = -320:
#
(2739025/1917596,-10158005161/793405345)
(1/44,73/11)
(-1/4,1)
(1,-9)
(25/244,-993/305)
(-36/71,-1837/426)
(25/244,993/305)
(-36/71,1837/426)
(1/44,-73/11)
(-1/4,-1)
(1,9)
(2739025/1917596,10158005161/793405345)
(-1849/3116,-172383/33497)
(1/4,-3)
(-1849/3116,172383/33497)
(1/4,3)
#
# (a,b,c,d) = (-79,1,1,0) and D = -317:
#
#
# (a,b,c,d) = (1,2,-3,-2) and D = -316:
#
(1,1/2)
(-7643/5149,14138/5149)
(-473/622,1235/1244)
(28057/16279,-16639/32558)
(-31/8,117/16)
(1,0)
(1,-2)
#
# (a,b,c,d) = (-79,0,1,0) and D = -316:
#
(-1521/6335,154088/247065)
(338724/366625,-1766201489/213375750)
(-4/15,-41/30)
(-25/39,-1084/195)
(-1521/6335,-154088/247065)
(1/45,-302/45)
(-25/39,1084/195)
(-4/15,41/30)
(338724/366625,1766201489/213375750)
(1/45,302/45)
#
# (a,b,c,d) = (-78,1,1,0) and D = -313:
#
(1/12,-43/12)
(7225/13224,-991397/187340)
(7225/13224,5334257/1124040)
(1/12,7/2)
#
# (a,b,c,d) = (-78,0,1,0) and D = -312:
#
#
# (a,b,c,d) = (-77,1,1,0) and D = -309:
#
(1/7,20/7)
(-1681/1925,57664/7175)
(-1681/1925,-80769/11275)
(1/7,-3)
#
# (a,b,c,d) = (-77,0,1,0) and D = -308:
#
(-25/61,988/305)
(-25/61,-988/305)
#
# (a,b,c,d) = (-76,1,1,0) and D = -305:
#
(49/2696,139845/18872)
(-1/4,1)
(-8363664/19733039,204254792263/57067948788)
(-8363664/19733039,-9477214525/3003576252)
(-1/4,-3/4)
(49/2696,-35047/4718)
#
# (a,b,c,d) = (-76,0,1,0) and D = -304:
#
(196/1905,86519/26670)
(-1/3,7/3)
(196/1905,-86519/26670)
(-1/3,-7/3)
#
# (a,b,c,d) = (-9,2,2,0) and D = -304:
#
(-2/3,3/2)
(392/1905,81031/53340)
(-2/3,-5/6)
(392/1905,-30669/17780)
#
# (a,b,c,d) = (-75,1,1,0) and D = -301:
#
(625/891,43438/7425)
(625/891,-145939/22275)
(1/11,37/11)
(1/11,-38/11)
#
# (a,b,c,d) = (-75,0,1,0) and D = -300:
#
#
# (a,b,c,d) = (-2,3,3,0) and D = -297:
#
#
# (a,b,c,d) = (-74,1,1,0) and D = -297:
#
#
# (a,b,c,d) = (-74,0,1,0) and D = -296:
#
(9/7,233/21)
(9/7,-233/21)
(-1954404/3018575,-22911180119/4219967850)
(-1954404/3018575,22911180119/4219967850)
#
# (a,b,c,d) = (-73,1,1,0) and D = -293:
#
(-1,9)
(-1,-8)
#
# (a,b,c,d) = (-9,1,2,0) and D = -292:
#
(-9/16,85/96)
(1250/5111,-404641/255550)
(3481/1863,782029/219834)
(-28673664889/16418241393,-9050047569431968/2780150069800869)
(1/178,-3359/356)
(-50,1193/10)
(1250/5111,373391/255550)
(-28673664889/16418241393,7651830945170991/1853433379867246)
(1,2)
(49/109,-1174/763)
(8/137,1597/548)
(1/178,1679/178)
(1/36,-17/4)
(-1/2,1/2)
(-289/276,11209/4692)
(-50,-943/10)
(1/36,305/72)
(2/3,3/2)
(1,-5/2)
(8/137,-1613/548)
(1/3,-3/2)
(-9/16,-29/48)
(-1/2,-1/4)
(3481/1863,-54856/12213)
(1/3,4/3)
(-1849/873,377443/75078)
(-1849/873,-16552/4171)
(49/109,2005/1526)
(2/3,-11/6)
(-289/276,-5835/3128)
#
# (a,b,c,d) = (-73,0,1,0) and D = -292:
#
(1/3,-10/3)
(1/2,9/2)
(49/218,4353/1526)
(1/72,611/72)
(-25,-1068/5)
(-1/4,3/4)
(-289/552,39923/9384)
(4/137,1605/274)
(625/5111,389016/127775)
(1/3,10/3)
(1/72,-611/72)
(49/218,-4353/1526)
(1/2,-9/2)
(4/137,-1605/274)
(1/6,17/6)
(3481/3726,-1769437/219834)
(-28673664889/32836482786,41055587974376909/5560300139601738)
(1/356,6717/356)
(-289/552,-39923/9384)
(-9/32,143/96)
(-1849/1746,-675379/75078)
(-1/4,-3/4)
(-25,1068/5)
(-1849/1746,675379/75078)
(-9/32,-143/96)
(1/356,-6717/356)
(-28673664889/32836482786,-41055587974376909/5560300139601738)
(625/5111,-389016/127775)
(3481/3726,1769437/219834)
(1/6,-17/6)
#
# (a,b,c,d) = (0,1,17,0) and D = -289:
#
(1/126,-324/119)
(-28341899537/1223915220,136025569/72841687380)
(-324/7,1/2142)
(833/18,-324/119)
(-28341899537/1223915220,11012403600/8095603201)
(11012403600/476211953,136025569/72841687380)
(136025569/4284805140,-1667170561/1223915220)
(1/126,49/18)
(11012403600/476211953,-1667170561/1223915220)
(-324/7,49/18)
(136025569/4284805140,11012403600/8095603201)
(833/18,1/2142)
#
# (a,b,c,d) = (-72,1,1,0) and D = -289:
#
(11012403600/8095603201,9272102995863199/849552599912940)
(136025569/72841687380,4914649876004494/212388149978235)
(1/2142,11015/238)
(-324/119,-46639/2142)
(-324/119,52471/2142)
(136025569/72841687380,-2184465107803247/94394733323660)
(1/2142,-49568/1071)
(49/18,305/14)
(11012403600/8095603201,-10427744629647199/849552599912940)
(49/18,-1544/63)
(-1667170561/1223915220,152765926093618/12493420586955)
(-1667170561/1223915220,-60332384799809/5552631371980)
#
# (a,b,c,d) = (-9,0,2,0) and D = -288:
#
(32/73,-827/584)
(-1,2)
(-1,-2)
(32/73,827/584)
#
# (a,b,c,d) = (-72,0,1,0) and D = -288:
#
(-1/2,4)
(16/73,-827/292)
(-1/2,-4)
(16/73,827/292)
#
# (a,b,c,d) = (-71,1,1,0) and D = -285:
#
(1/61,-477/61)
(1,-9)
(144/481,17137/5772)
(-25/29,-981/145)
(-25/29,1106/145)
(2916/481,1250459/25974)
(1,8)
(144/481,-18865/5772)
(1/61,476/61)
(2916/481,-1407923/25974)
#
# (a,b,c,d) = (-71,0,1,0) and D = -284:
#
(1/5,-14/5)
(-784/2215,-152797/62020)
(1/5,14/5)
(-784/2215,152797/62020)
#
# (a,b,c,d) = (-70,1,1,0) and D = -281:
#
(4/17,-101/34)
(121/350,-1943/550)
(9/10,43/6)
(25/2504,-125367/12520)
(-1/4,-1/2)
(9/10,-121/15)
(-1/4,3/4)
(4/17,93/34)
(121/350,1227/385)
(529/3962,37621/13018)
(529/3962,-137757/45563)
(12769/480872,-167200527/27169268)
(12769/480872,47565451/7762648)
(25/2504,62621/6260)
#
# (a,b,c,d) = (-70,0,1,0) and D = -280:
#
#
# (a,b,c,d) = (-69,1,1,0) and D = -277:
#
(-1/3,-2)
(169/1743,-76129/22659)
(-1/3,7/3)
(169/1743,24644/7553)
#
# (a,b,c,d) = (-69,0,1,0) and D = -276:
#
(-9/5,-224/15)
(-9/5,224/15)
#
# (a,b,c,d) = (-68,1,1,0) and D = -273:
#
(16353936/8081137,-34112810791/1922359884)
(16353936/8081137,513782466263/32680118028)
(1/4,11/4)
(-529/1928,-12027/11086)
(-529/1928,60275/44344)
(1/4,-3)
#
# (a,b,c,d) = (-68,0,1,0) and D = -272:
#
(1/152,937/76)
(1/152,-937/76)
(-1/4,1/2)
(-1/4,-1/2)
#
# (a,b,c,d) = (-1,1,4,0) and D = -272:
#
(1/38,117/38)
(-1,0)
(-1,1/4)
(1/38,-469/152)
#
# (a,b,c,d) = (-8,2,2,0) and D = -272:
#
(1/76,117/19)
(1/76,-469/76)
(-1/2,1/2)
(-1/2,0)
#
# (a,b,c,d) = (-67,1,1,0) and D = -269:
#
(4/305,5323/610)
(4/305,-5331/610)
#
# (a,b,c,d) = (-67,0,1,0) and D = -268:
#
(36/49,-1801/294)
(36/49,1801/294)
#
# (a,b,c,d) = (-66,1,1,0) and D = -265:
#
(1/264,-65/4)
(-1/4,1/2)
(1/264,4289/264)
(-1/4,-1/4)
#
# (a,b,c,d) = (-66,0,1,0) and D = -264:
#
(4,-65/2)
(4,65/2)
#
# (a,b,c,d) = (-65,1,1,0) and D = -261:
#
(-9/35,82/105)
(-9/35,-11/21)
#
# (a,b,c,d) = (-8,1,2,0) and D = -260:
#
(-1/2,1/4)
(-2,-7/2)
(512/521,31003/16672)
(-4225/707,-969417/91910)
(9/47,-241/141)
(9/47,455/282)
(1/7,-27/14)
(1/292,-7057/584)
(2809/3892,-95734/51569)
(-2,9/2)
(225/398,-4832/2985)
(-81/67,-1235/603)
(1/7,13/7)
(-1/2,0)
(1/292,882/73)
(225/398,15953/11940)
(512/521,-39195/16672)
(-81/67,3199/1206)
(-4225/707,622021/45955)
(2809/3892,616995/412552)
#
# (a,b,c,d) = (-65,0,1,0) and D = -260:
#
(1/14,53/14)
(1/14,-53/14)
(9/94,-937/282)
(-1,-8)
(-1/4,-1/4)
(256/521,-35099/8336)
(225/796,35281/11940)
(2809/7784,-1382867/412552)
(-1,8)
(-81/134,-5669/1206)
(-1/4,1/4)
(-4225/1414,-2213459/91910)
(256/521,35099/8336)
(-4225/1414,2213459/91910)
(2809/7784,1382867/412552)
(225/796,-35281/11940)
(9/94,937/282)
(-81/134,5669/1206)
(1/584,14113/584)
(1/584,-14113/584)
#
# (a,b,c,d) = (1,2,-3,-1) and D = -257:
#
(-2846/3175,-2997/3175)
(-182/141,629/141)
(57/41,43/41)
(-196/213,127/213)
(-3/5,4/5)
(-1485987/136165,510566/136165)
(2,-7)
(-5/3,2/3)
(-105/197,283/197)
(-35/43,117/43)
(172/183,77/183)
(67/19,-234/19)
(126/25,-43/25)
(893/965,351/965)
(8007/5341,-2077/5341)
(183/47,-62/47)
(-1,-1)
(316/335,37/335)
(1143/311,949/311)
(-117/227,268/227)
(-148/101,63/101)
(-13/7,5/7)
(-1471977/29045,-1227989/29045)
(-29748/51703,43757/51703)
(1097642/1047919,-65509/1047919)
(1,0)
(6,5)
(-7/9,-8/9)
(19/15,-67/15)
(-1881/2947,2201/2947)
(111/1775,-1898/1775)
(-2041/905,-1737/905)
(3,-1)
(62771/21,-219125/21)
(0,-1)
#
# (a,b,c,d) = (-64,1,1,0) and D = -257:
#
(729/1264,154205/34128)
(16,481/4)
(9/34,-307/102)
(1/22,103/22)
(8649/22852,6912379/2125236)
(-289/1012,-5056/4301)
(1/2312,-111169/2312)
(-1/2,4)
(25/116,-416/145)
(4/17,-99/34)
(-25/44,1021/220)
(21904/49769,-29878507/7365812)
(81/6136,60040/6903)
(1/2,-9/2)
(-2209/422,884071/19834)
(14884/648353,521351173/79099066)
(8922169/1146854,200298430117/3425652898)
(-16/23,533/92)
(-1/4,0)
(1089/1798,280007/59334)
(4/73,-631/146)
(1849/6368,775341/273824)
(16,-545/4)
(169/1408,-56789/18304)
(81/6136,-481049/55224)
(-7921/13334,5789425/1186726)
(4/17,91/34)
(1/22,-52/11)
(1849/6368,-26714/8557)
(8649/22852,-1929184/531309)
(-289/1012,25137/17204)
(25/184,2627/920)
(1/2312,13896/289)
(-25/44,-224/55)
(-1/4,1/4)
(1/746,-10188/373)
(1089/1798,-157972/29667)
(4/73,623/146)
(25/184,-344/115)
(-3025/1586,707644/43615)
(25/116,1539/580)
(64/89,3933/712)
(-36/143,379/858)
(-16/23,-469/92)
(5041/1996,-762304/35429)
(1/16,4)
(5041/1996,2691305/141716)
(9/34,140/51)
(64/89,-4445/712)
(-80371225/36835696,-338179929588/20639500915)
(-7921/13334,-2542228/593363)
(-36/143,-163/858)
(21904/49769,26636715/7365812)
(14884/648353,-523167021/79099066)
(-2209/422,-390124/9917)
(1/746,20375/746)
(169/1408,853/286)
(8922169/1146854,-113474474460/1712826449)
(-1/2,-7/2)
(1784896/5411417,21694742621/7229653112)
(-3025/1586,-1248913/87230)
(-80371225/36835696,6131406905533/330232014640)
(1/2,4)
(729/1264,-10868/2133)
(1784896/5411417,-24079363677/7229653112)
(1/16,-65/16)
#
# (a,b,c,d) = (-64,0,1,0) and D = -256:
#
(1/8,-3)
(1/8,3)
(-1/4,0)
#
# (a,b,c,d) = (0,2,8,0) and D = -256:
#
(1,1/4)
(1,-1/2)
(-2,1/4)
#
# (a,b,c,d) = (0,1,16,0) and D = -256:
#
(-4,1/8)
(2,1/8)
(2,-1/4)
#
# (a,b,c,d) = (-1,0,4,0) and D = -256:
#
(1/2,3/4)
(1/2,-3/4)
(-1,0)
#
# (a,b,c,d) = (0,4,4,0) and D = -256:
#
(-1,1/2)
(1/2,1/2)
(1/2,-1)
#
# (a,b,c,d) = (1,6,8,0) and D = -256:
#
(1,0)
(-2,3/4)
(1,-3/4)
#
# (a,b,c,d) = (-8,0,2,0) and D = -256:
#
(1/4,-3/2)
(1/4,3/2)
(-1/2,0)
#
# (a,b,c,d) = (-63,1,1,0) and D = -253:
#
(9/31,-289/93)
(9/31,262/93)
(-16/63,127/252)
(1/3,-10/3)
(1/3,3)
(-361/1437,550/27303)
(-361/1437,2103/9101)
(1369/3111,-463951/115107)
(1369/3111,137766/38369)
(-16/63,-1/4)
#
# (a,b,c,d) = (-63,0,1,0) and D = -252:
#
(49/417,-2980/973)
(-8464/31527,873311/966828)
(1,-8)
(4/9,23/6)
(-1/3,-2)
(4/57,-145/38)
(4/9,-23/6)
(16/177,-803/236)
(-529/1791,-19948/13731)
(16/177,803/236)
(49/417,2980/973)
(1,8)
(4/57,145/38)
(-1/3,2)
(-256/503,-30491/8048)
(-529/1791,19948/13731)
(-256/503,30491/8048)
(-8464/31527,-873311/966828)
#
# (a,b,c,d) = (-2,2,3,0) and D = -252:
#
(4/3,5/6)
(-1,1)
(-8464/10509,-31541/966828)
(3,-11/3)
(16/59,739/708)
(4/19,-51/38)
(-1,-1/3)
(49/139,-3323/2919)
(4/3,-31/18)
(-768/503,-18203/24144)
(-529/597,-7781/41193)
(3,5/3)
(-768/503,42779/24144)
(4/19,137/114)
(49/139,879/973)
(-8464/10509,1651999/2900484)
(16/59,-289/236)
(-529/597,10705/13731)
#
# (a,b,c,d) = (-62,1,1,0) and D = -249:
#
#
# (a,b,c,d) = (-62,0,1,0) and D = -248:
#
(4,63/2)
(4,-63/2)
#
# (a,b,c,d) = (-61,1,1,0) and D = -245:
#
#
# (a,b,c,d) = (-61,0,1,0) and D = -244:
#
(-4/15,-23/30)
(-4/15,23/30)
#
# (a,b,c,d) = (-60,1,1,0) and D = -241:
#
(1/30,82/15)
(1/30,-11/2)
#
# (a,b,c,d) = (-7,2,2,0) and D = -240:
#
#
# (a,b,c,d) = (-60,0,1,0) and D = -240:
#
#
# (a,b,c,d) = (-59,1,1,0) and D = -237:
#
(1/13,-48/13)
(1/13,47/13)
#
# (a,b,c,d) = (-59,0,1,0) and D = -236:
#
#
# (a,b,c,d) = (-58,1,1,0) and D = -233:
#
(-49/178,1273/1246)
(-49/178,-465/623)
#
# (a,b,c,d) = (-58,0,1,0) and D = -232:
#
(36/241,4087/1446)
(36/241,-4087/1446)
#
# (a,b,c,d) = (1,0,-4,-1) and D = -229:
#
(157/37,-618/37)
(481/73,-258/73)
(1935/1886,259/1886)
(7/4,3/4)
(481/1696,-2619/1696)
(-189/67,104/67)
(314609/278684,-90155/278684)
(-63/212,-155/212)
(-13/2,7/2)
(2168/353,1023/353)
(-5/8,7/8)
(508,-273)
(-2,-1)
(1160501/355892,-613847/355892)
(-185/199,156/199)
(75059/9523,35456/9523)
(2,-1)
(-144/101,91/101)
(37/29,-14/29)
(26/47,-111/47)
(-236074223403/6088183352,126867839497/6088183352)
(1204479/3924479,-6297800/3924479)
(1,-4)
(0,-1)
(171/62,79/62)
(1,0)
(-13/14,-9/14)
(-11/13,42/13)
(-241/23,-114/23)
(-7141/482,-3377/482)
(-286/389,315/389)
(-1/2,3/2)
(7011/6811,-1030/6811)
(-313/212,195/212)
(-4069/7067,14188/7067)
#
# (a,b,c,d) = (-57,1,1,0) and D = -229:
#
(64/233,5003/1864)
(1/5,13/5)
(1/27,140/27)
(6889/3615165,2291146994/100019565)
(-4/15,-13/30)
(-1,8)
(-16/55,-229/220)
(1/17,70/17)
(-69169/201235,113002189/52924805)
(361/5745,-441958/109155)
(64/233,-5515/1864)
(16/9,151/12)
(-225/71,-23842/1065)
(169/1083,-13475/4693)
(-1,-7)
(4/33,-203/66)
(3969/4873,-2047310/306999)
(2209/8415,1049449/395505)
(25/11,884/55)
(121/1455,55741/16005)
(25/11,-1009/55)
(16384/186233,-82968397/23837824)
(4/185,-2521/370)
(49/95,-2927/665)
(2209/8415,-384424/131835)
(-69169/201235,-94810742/52924805)
(-225/71,27217/1065)
(-1/3,2)
(-1/3,-5/3)
(-4/15,7/10)
(-81/185,-4544/1665)
(1/27,-47/9)
(3969/4873,1797263/306999)
(-81/185,5273/1665)
(169/1083,2012/741)
(16/9,-517/36)
(1/17,-71/17)
(25/51,-1076/255)
(-1156/1903,-265915/64702)
(633616/218625,-1356570443/58008500)
(1/5,-14/5)
(121/1455,-19024/5335)
(121/1037,-35545/11407)
(-1156/1903,305219/64702)
(-2064969/7956425,2131922717/11433382725)
(-2064969/7956425,835437736/11433382725)
(4/185,2513/370)
(49/95,136/35)
(25/51,317/85)
(361/5745,145033/36385)
(-237169/823897,-394444105/401237839)
(16384/186233,80871245/23837824)
(9/25,226/75)
(633616/218625,3565352993/174025500)
(-38809/149557,2738380/29462729)
(6889/3615165,-6874012769/300058695)
(9/25,-253/75)
(-16/55,293/220)
(121/1037,34214/11407)
(-38809/149557,4906993/29462729)
(4/33,65/22)
(-237169/823897,26839232/21117781)
#
# (a,b,c,d) = (-57,0,1,0) and D = -228:
#
(-1/2,7/2)
(1/7,20/7)
(625/5251,398374/131275)
(-121/392,6383/4312)
(-9/14,-197/42)
(-1600/791,-482677/31640)
(1/7,-20/7)
(1/4,-11/4)
(-81/236,4141/2124)
(625/5251,-398374/131275)
(-9/14,197/42)
(-81/236,-4141/2124)
(49/232,-4381/1624)
(1/4,11/4)
(-1/2,-7/2)
(-121/392,-6383/4312)
(49/232,4381/1624)
(-1600/791,482677/31640)
(9/862,25309/2586)
(9/862,-25309/2586)
#
# (a,b,c,d) = (-7,1,2,0) and D = -228:
#
(2/7,-3/2)
(-121/196,551/616)
(-9/7,8/3)
(-1,2)
(49/116,-1181/812)
(-9/7,-85/42)
(1/2,5/4)
(-1,-3/2)
(1/2,-3/2)
(1250/5251,-413999/262550)
(-81/118,-853/1062)
(-121/196,-1263/2156)
(-3200/791,546677/63280)
(-81/118,2435/2124)
(49/116,2019/1624)
(9/431,12641/2586)
(1250/5251,382749/262550)
(9/431,-6334/1293)
(2/7,19/14)
(-3200/791,-59811/9040)
#
# (a,b,c,d) = (0,1,15,0) and D = -225:
#
(3/2,1/6)
(-4,1/10)
(507/44,16/2145)
(-605/52,16/2145)
(5/2,1/10)
(5/2,-4/15)
(-605/52,169/220)
(3/2,-4/15)
(507/44,-121/156)
(-4,1/6)
(16/143,169/220)
(16/143,-121/156)
#
# (a,b,c,d) = (2,11,15,0) and D = -225:
#
(-605/52,11113/2860)
(-605/52,19933/4290)
(5/2,-11/15)
(3/2,-23/30)
(16/143,-465/572)
(507/44,-3961/858)
(-4,43/30)
(16/143,6271/8580)
(5/2,-11/10)
(-4,3/2)
(507/44,-32891/8580)
(3/2,-1/3)
#
# (a,b,c,d) = (0,3,5,0) and D = -225:
#
(1/2,-4/5)
(1/2,1/2)
(16/429,-121/52)
(-4/3,1/2)
(-4/3,3/10)
(169/44,-121/52)
(-605/156,16/715)
(5/6,3/10)
(5/6,-4/5)
(169/44,16/715)
(16/429,507/220)
(-605/156,507/220)
#
# (a,b,c,d) = (-56,1,1,0) and D = -225:
#
(-121/156,2614/429)
(-121/156,-9125/1716)
(1/10,16/5)
(16/2145,-99377/8580)
(1/6,8/3)
(-4/15,-11/30)
(16/2145,99313/8580)
(169/220,15699/2860)
(1/10,-33/10)
(-4/15,19/30)
(169/220,-4474/715)
(1/6,-17/6)
#
# (a,b,c,d) = (-2,1,3,0) and D = -225:
#
(3/10,-17/15)
(3/10,31/30)
(-121/52,-433/286)
(507/220,-20093/8580)
(1/2,-1)
(-4/5,-1/30)
(1/2,5/6)
(-121/52,3929/1716)
(16/715,33083/8580)
(507/220,6751/4290)
(-4/5,3/10)
(16/715,-11049/2860)
#
# (a,b,c,d) = (-7,0,2,0) and D = -224:
#
(1,2)
(-32/55,251/440)
(-32/55,-251/440)
(1,-2)
#
# (a,b,c,d) = (-56,0,1,0) and D = -224:
#
(1/2,-4)
(1/2,4)
(-16/55,251/220)
(-16/55,-251/220)
#
# (a,b,c,d) = (-55,1,1,0) and D = -221:
#
(-25/49,926/245)
(1,-8)
(-25/49,-801/245)
(1,7)
#
# (a,b,c,d) = (-55,0,1,0) and D = -220:
#
(1/9,28/9)
(3136/2601,-1309141/145656)
(1/9,-28/9)
(3136/2601,1309141/145656)
#
# (a,b,c,d) = (-54,1,1,0) and D = -217:
#
#
# (a,b,c,d) = (-2,0,3,0) and D = -216:
#
(-4/5,1/10)
(27/19,-215/171)
(1,1)
(-4/5,-1/10)
(27/19,215/171)
(1,-1)
(16/1915,48383/7660)
(16/1915,-48383/7660)
#
# (a,b,c,d) = (-54,0,1,0) and D = -216:
#
(1/3,-3)
(9/19,215/57)
(16/5745,145149/7660)
(16/5745,-145149/7660)
(-4/15,3/10)
(1/3,3)
(-4/15,-3/10)
(9/19,-215/57)
#
# (a,b,c,d) = (-53,1,1,0) and D = -213:
#
#
# (a,b,c,d) = (-53,0,1,0) and D = -212:
#
#
# (a,b,c,d) = (-52,1,1,0) and D = -209:
#
#
# (a,b,c,d) = (-6,2,2,0) and D = -208:
#
(-2/3,7/6)
(-2/3,-1/2)
(200/1329,15661/8860)
(200/1329,-50983/26580)
#
# (a,b,c,d) = (-52,0,1,0) and D = -208:
#
(-1/3,5/3)
(100/1329,48983/13290)
(-1/3,-5/3)
(100/1329,-48983/13290)
#
# (a,b,c,d) = (-51,1,1,0) and D = -205:
#
(1/21,-97/21)
(1/21,32/7)
(37249/185871,-32944054/11957701)
(37249/185871,91643105/35873103)
#
# (a,b,c,d) = (-51,0,1,0) and D = -204:
#
#
# (a,b,c,d) = (-50,1,1,0) and D = -201:
#
(-1/2,7/2)
(-1/2,-3)
(169/820,-5855/2132)
(169/820,13539/5330)
#
# (a,b,c,d) = (-50,0,1,0) and D = -200:
#
(196/401,20999/5614)
(-1,-7)
(196/401,-20999/5614)
(-1,7)
#
# (a,b,c,d) = (-49,1,1,0) and D = -197:
#
(-4/7,57/14)
(44944/178913,-105749967/37929556)
(-4/7,-7/2)
(44944/178913,13745977/5418508)
#
# (a,b,c,d) = (0,1,14,0) and D = -196:
#
#
# (a,b,c,d) = (3,13,14,0) and D = -196:
#
#
# (a,b,c,d) = (-6,1,2,0) and D = -196:
#
#
# (a,b,c,d) = (0,2,7,0) and D = -196:
#
#
# (a,b,c,d) = (-49,0,1,0) and D = -196:
#
#
# (a,b,c,d) = (-48,1,1,0) and D = -193:
#
(1/2,7/2)
(1/2,-4)
(-25/84,-113/140)
(-25/84,116/105)
#
# (a,b,c,d) = (-48,0,1,0) and D = -192:
#
(1,7)
(-196/383,-17471/5362)
(1,-7)
(-196/383,17471/5362)
#
# (a,b,c,d) = (-6,0,2,0) and D = -192:
#
(-392/383,17471/10724)
(2,7/2)
(-392/383,-17471/10724)
(2,-7/2)
#
# (a,b,c,d) = (-1,3,3,0) and D = -189:
#
(12,19/6)
(-1,1)
(1/5,-7/5)
(-1,0)
(169/185,1121/2405)
(169/185,-3318/2405)
(1/5,6/5)
(12,-91/6)
#
# (a,b,c,d) = (-47,1,1,0) and D = -189:
#
(-1/3,5/3)
(4,-59/2)
(1/15,-59/15)
(169/555,18877/7215)
(-1/3,-4/3)
(4,51/2)
(169/555,-21074/7215)
(1/15,58/15)
#
# (a,b,c,d) = (-47,0,1,0) and D = -188:
#
(4/17,-89/34)
(4/17,89/34)
#
# (a,b,c,d) = (-46,1,1,0) and D = -185:
#
(1/4,-11/4)
(-49/136,941/476)
(-49/136,-1539/952)
(1/4,5/2)
#
# (a,b,c,d) = (-46,0,1,0) and D = -184:
#
(-4/7,-51/14)
(-4/7,51/14)
(4624/18585,3311677/1263780)
(4624/18585,-3311677/1263780)
#
# (a,b,c,d) = (-45,1,1,0) and D = -181:
#
(-841/225,-151831/6525)
(1/3,-3)
(9/55,-92/33)
(9/55,433/165)
(1/3,8/3)
(-289/1005,2248/3417)
(-16/39,129/52)
(-289/1005,-2109/5695)
(-841/225,3916/145)
(-16/39,-323/156)
(49/2727,142253/19089)
(49/2727,-15844/2121)
#
# (a,b,c,d) = (-45,0,1,0) and D = -180:
#
#
# (a,b,c,d) = (-44,1,1,0) and D = -177:
#
#
# (a,b,c,d) = (-44,0,1,0) and D = -176:
#
(-676/1135,110137/29510)
(1/5,13/5)
(-1/2,-3)
(-1/2,3)
(1/5,-13/5)
(49/214,-1935/749)
(-676/1135,-110137/29510)
(49/214,1935/749)
#
# (a,b,c,d) = (-5,2,2,0) and D = -176:
#
(-1352/1135,145289/59020)
(2/5,11/10)
(49/107,-1139/749)
(-1,2)
(-1352/1135,-14997/11804)
(2/5,-3/2)
(49/107,796/749)
(-1,-1)
#
# (a,b,c,d) = (-43,1,1,0) and D = -173:
#
(1/23,110/23)
(-1,-6)
(-3271840000/10086258751,-14081687430301/13417069780400)
(64/113,-3831/904)
(64/113,3319/904)
(-55696/167743,-45891777/39587348)
(-9/29,98/87)
(-9/29,-71/87)
(-3271840000/10086258751,792661807502943/576934000557200)
(1/23,-111/23)
(169/347,14730/4511)
(169/347,-16927/4511)
(-1,7)
(-55696/167743,1372931/920636)
#
# (a,b,c,d) = (-43,0,1,0) and D = -172:
#
(-1444/1383,356125/52554)
(4/9,-59/18)
(-5363856/6523223,79739075989/15107784468)
(49/57,-2290/399)
(-1/3,-4/3)
(9/49,386/147)
(4/9,59/18)
(-1/3,4/3)
(49/57,2290/399)
(-5363856/6523223,-79739075989/15107784468)
(64/1113,-37283/8904)
(9/49,-386/147)
(-1444/1383,-356125/52554)
(64/1113,37283/8904)
#
# (a,b,c,d) = (0,1,13,0) and D = -169:
#
(-117/14,49/78)
(13130325/3488044,-6315169/18134220)
(1926544/2525565,1010025/3488044)
(4/21,49/78)
(-6315169/1394940,1926544/32832345)
(4/21,-9/14)
(49/6,4/273)
(1926544/2525565,-6315169/18134220)
(-117/14,4/273)
(49/6,-9/14)
(13130325/3488044,1926544/32832345)
(-6315169/1394940,1010025/3488044)
#
# (a,b,c,d) = (1,1,-4,1) and D = -169:
#
(0,1)
(20367/19505,7466/19505)
(2/5,9/5)
(-7466/19505,12901/19505)
(-9/5,-7/5)
(-1,-1)
(-12901/19505,-20367/19505)
(1,0)
(7/5,-2/5)
#
# (a,b,c,d) = (-42,1,1,0) and D = -169:
#
(49/78,-835/182)
(49/78,1081/273)
(-9/14,181/42)
(1010025/3488044,-9779568947/3505484220)
(1926544/32832345,-190265997629/45571294860)
(-6315169/18134220,25442525981/15190431620)
(1010025/3488044,626035273/250391730)
(4/273,-215/26)
(4/273,4507/546)
(-6315169/18134220,-30228779123/22785647430)
(-9/14,-11/3)
(1926544/32832345,8932950217/2170061660)
#
# (a,b,c,d) = (-42,0,1,0) and D = -168:
#
#
# (a,b,c,d) = (-41,1,1,0) and D = -165:
#
(1,6)
(1,-7)
(-169/329,-11688/4277)
(-169/329,13885/4277)
#
# (a,b,c,d) = (-41,0,1,0) and D = -164:
#
(-49/160,-853/1120)
(-49/160,853/1120)
(1/2,-7/2)
(1/2,7/2)
#
# (a,b,c,d) = (-5,1,2,0) and D = -164:
#
(-49/80,299/560)
(-49/80,-51/224)
(1,-2)
(1,3/2)
#
# (a,b,c,d) = (-40,1,1,0) and D = -161:
#
(1/8,-3)
(1/8,23/8)
(2209/1520,76179/8930)
(2209/1520,-142651/14288)
#
# (a,b,c,d) = (-5,0,2,0) and D = -160:
#
(1/3,4/3)
(-128/39,-3229/624)
(1/3,-4/3)
(-128/39,3229/624)
#
# (a,b,c,d) = (-40,0,1,0) and D = -160:
#
(1/6,-8/3)
(-64/39,3229/312)
(1/6,8/3)
(-64/39,-3229/312)
#
# (a,b,c,d) = (-39,1,1,0) and D = -157:
#
(-1/3,-1)
(49/1023,10873/2387)
(49/1023,-32962/7161)
(-1/3,4/3)
#
# (a,b,c,d) = (-39,0,1,0) and D = -156:
#
(4/217,-3197/434)
(4/217,3197/434)
#
# (a,b,c,d) = (-38,1,1,0) and D = -153:
#
(-1/2,-5/2)
(121/628,-9213/3454)
(-1/2,3)
(121/628,17095/6908)
#
# (a,b,c,d) = (-38,0,1,0) and D = -152:
#
(1/11,-37/11)
(1/11,37/11)
(5476/11297,-2771569/835978)
(5476/11297,2771569/835978)
#
# (a,b,c,d) = (-37,1,1,0) and D = -149:
#
(1/7,-20/7)
(1/7,19/7)
(169/35,-14509/455)
(169/35,12312/455)
#
# (a,b,c,d) = (1,1,-3,-1) and D = -148:
#
(-39/67,86/67)
(-14,45)
(-122/85,-91/85)
(5268/3161,3283/3161)
(2928/1391,-1247/1391)
(3,2)
(-247/185,784/185)
(21/107,-134/107)
(-7/5,4/5)
(-2,1)
(0,-1)
(-2335081/909179,-1607220/909179)
(278/251,-49/251)
(-84/137,139/137)
(1,0)
#
# (a,b,c,d) = (-37,0,1,0) and D = -148:
#
(361/2519,133134/47861)
(1/243,-3788/243)
(-1,-6)
(841/16247,-2076210/471163)
(16/33,433/132)
(4/41,267/82)
(841/16247,2076210/471163)
(16/33,-433/132)
(1/3,8/3)
(-225/749,1124/11235)
(-256/807,-9757/12912)
(4/41,-267/82)
(1/3,-8/3)
(-256/807,9757/12912)
(1/243,3788/243)
(-4/7,-45/14)
(361/2519,-133134/47861)
(-4/7,45/14)
(-225/749,-1124/11235)
(-1,6)
#
# (a,b,c,d) = (-36,1,1,0) and D = -145:
#
#
# (a,b,c,d) = (0,2,6,0) and D = -144:
#
(-75/28,49/60)
(7921/1482,361/20826)
(1/2,-2/3)
(49/20,8/105)
(-8116801/4465960,4124192/13290585)
(7254075/8182328,4124192/13290585)
(1/2,1/2)
(4124192/4430195,-8116801/13397880)
(-9126/1691,7921/4446)
(3/2,-2/3)
(8/35,-25/28)
(361/6942,-3042/1691)
(-75/28,8/105)
(49/20,-25/28)
(7921/1482,-3042/1691)
(7254075/8182328,-8116801/13397880)
(-2,1/6)
(8/35,49/60)
(-8116801/4465960,2418025/8182328)
(-2,1/2)
(-9126/1691,361/20826)
(361/6942,7921/4446)
(3/2,1/6)
(4124192/4430195,2418025/8182328)
#
# (a,b,c,d) = (1,7,12,0) and D = -144:
#
(7254075/4091164,-14241256481/19085280060)
(8248384/4430195,-8084650549/25447040080)
(49/10,-997/840)
(3,-13/12)
(3,-2/3)
(7921/741,-942245/263796)
(-75/14,1157/840)
(1,-7/12)
(-18252/1691,2840453/791388)
(7254075/4091164,-21995580451/76341120240)
(16/35,-157/280)
(49/10,-117/70)
(-4,5/4)
(16/35,247/840)
(-8116801/2232980,6721198731/6361760020)
(8248384/4430195,-58658804321/76341120240)
(361/3471,171098/197847)
(1,0)
(-75/14,367/210)
(-18252/1691,2142343/791388)
(7921/741,-527012/197847)
(-4,13/12)
(361/3471,-244135/263796)
(-8116801/2232980,81218977571/76341120240)
#
# (a,b,c,d) = (-4,2,2,0) and D = -144:
#
(7921/4446,-1430515/395694)
(2418025/8182328,-9682368587/6361760020)
(4124192/13290585,-57529618723/38170560120)
(-25/28,109/70)
(-2/3,5/6)
(-8116801/13397880,5357746913/19085280060)
(8/105,1061/420)
(1/6,5/3)
(4124192/13290585,45684939299/38170560120)
(-2/3,-1/6)
(-25/28,-93/140)
(8/105,-1093/420)
(7921/4446,362773/197847)
(1/6,-11/6)
(49/60,439/420)
(-3042/1691,467693/131898)
(49/60,-391/210)
(1/2,1)
(361/20826,1060883/197847)
(-8116801/13397880,12409272223/38170560120)
(1/2,-3/2)
(2418025/8182328,15604708299/12723520040)
(361/20826,-2128625/395694)
(-3042/1691,-230417/131898)
#
# (a,b,c,d) = (0,3,4,0) and D = -144:
#
(8248384/13290585,7254075/16364656)
(-6084/1691,361/13884)
(49/30,4/35)
(-4/3,1/4)
(1,-1)
(49/30,-75/56)
(361/10413,7921/2964)
(16/105,49/40)
(7921/2223,-4563/1691)
(1,1/4)
(361/10413,-4563/1691)
(-8116801/6698940,2062096/4430195)
(1/3,-1)
(-8116801/6698940,7254075/16364656)
(16/105,-75/56)
(-6084/1691,7921/2964)
(8248384/13290585,-8116801/8931920)
(-4/3,3/4)
(1/3,3/4)
(2418025/4091164,-8116801/8931920)
(7921/2223,361/13884)
(2418025/4091164,2062096/4430195)
(-25/14,49/40)
(-25/14,4/35)
#
# (a,b,c,d) = (0,1,12,0) and D = -144:
#
(-4,1/4)
(7254075/4091164,-8116801/26795760)
(7921/741,-1521/1691)
(361/3471,7921/8892)
(3,-1/3)
(-4,1/12)
(-8116801/2232980,2418025/16364656)
(-8116801/2232980,2062096/13290585)
(1,1/4)
(-18252/1691,361/41652)
(1,-1/3)
(-75/14,49/120)
(7254075/4091164,2062096/13290585)
(16/35,-25/56)
(16/35,49/120)
(3,1/12)
(-75/14,4/105)
(7921/741,361/41652)
(361/3471,-1521/1691)
(8248384/4430195,2418025/16364656)
(49/10,-25/56)
(49/10,4/105)
(-18252/1691,7921/8892)
(8248384/4430195,-8116801/26795760)
#
# (a,b,c,d) = (-36,0,1,0) and D = -144:
#
(-1/3,-1)
(7921/8892,718687/131898)
(-25/56,311/140)
(361/41652,-1416797/131898)
(49/120,-407/140)
(4/105,-359/70)
(4/105,359/70)
(361/41652,1416797/131898)
(-25/56,-311/140)
(7921/8892,-718687/131898)
(-1521/1691,-349055/65949)
(-1521/1691,349055/65949)
(2418025/16364656,34969445473/12723520040)
(-8116801/26795760,564592799/12723520040)
(2062096/13290585,17202426337/6361760020)
(1/12,-7/2)
(1/4,-5/2)
(49/120,407/140)
(-1/3,1)
(1/4,5/2)
(1/12,7/2)
(2062096/13290585,-17202426337/6361760020)
(-8116801/26795760,-564592799/12723520040)
(2418025/16364656,-34969445473/12723520040)
#
# (a,b,c,d) = (-1,2,3,0) and D = -144:
#
(-1,0)
(49/40,157/280)
(-4563/1691,-171098/197847)
(49/40,-1157/840)
(3/4,-13/12)
(3/4,7/12)
(1/4,13/12)
(361/13884,-2840453/791388)
(7254075/16364656,-81218977571/76341120240)
(-75/56,-247/840)
(-1,2/3)
(7254075/16364656,58658804321/76341120240)
(-75/56,997/840)
(2062096/4430195,-6721198731/6361760020)
(7921/2964,244135/263796)
(-8116801/8931920,21995580451/76341120240)
(1/4,-5/4)
(-4563/1691,527012/197847)
(2062096/4430195,14241256481/19085280060)
(-8116801/8931920,8084650549/25447040080)
(7921/2964,-2142343/791388)
(4/35,-367/210)
(4/35,117/70)
(361/13884,942245/263796)
#
# (a,b,c,d) = (-35,1,1,0) and D = -141:
#
#
# (a,b,c,d) = (-35,0,1,0) and D = -140:
#
(2209/34561,-6454386/1624367)
(-16/31,337/124)
(1,-6)
(1,6)
(-16/31,-337/124)
(2209/34561,6454386/1624367)
#
# (a,b,c,d) = (-34,1,1,0) and D = -137:
#
(-4/7,-39/14)
(-4/7,47/14)
(1/2,3)
(-169/532,4939/6916)
(-25/4,-669/20)
(9/88,-427/132)
(9/88,827/264)
(-25/4,397/10)
(-169/532,-1371/3458)
(1225/14246,-870103/249305)
(1/2,-7/2)
(1225/14246,99843/29330)
#
# (a,b,c,d) = (-34,0,1,0) and D = -136:
#
#
# (a,b,c,d) = (-33,1,1,0) and D = -133:
#
(25/879,26008/4395)
(-1/3,1)
(-1/3,-2/3)
(25/879,-8711/1465)
#
# (a,b,c,d) = (-4,1,2,0) and D = -132:
#
(-1,3/2)
(-1,-1)
(25/68,101/85)
(25/68,-933/680)
#
# (a,b,c,d) = (-33,0,1,0) and D = -132:
#
(25/136,1741/680)
(-1/2,5/2)
(25/136,-1741/680)
(-1/2,-5/2)
#
# (a,b,c,d) = (-32,1,1,0) and D = -129:
#
(4/25,-137/50)
(4/25,129/50)
#
# (a,b,c,d) = (-4,0,2,0) and D = -128:
#
#
# (a,b,c,d) = (-32,0,1,0) and D = -128:
#
#
# (a,b,c,d) = (1,5,5,0) and D = -125:
#
(-5,18/5)
(-36/19,139/114)
(-36/19,77/114)
(605/251,-25074/13805)
(3481/23941,1554588/1412519)
(-5,7/5)
(1,0)
(605/251,-8201/13805)
(1,-1)
(3481/23941,-1759967/1412519)
#
# (a,b,c,d) = (-31,1,1,0) and D = -125:
#
(-1,-5)
(1/5,12/5)
(121/251,7771/2761)
(-36/95,-667/570)
(-36/95,883/570)
(1/5,-13/5)
(3481/119705,-41534627/7062595)
(3481/119705,41329248/7062595)
(121/251,-9102/2761)
(-1,6)
#
# (a,b,c,d) = (-31,0,1,0) and D = -124:
#
(-1/3,2/3)
(16/825,23699/3300)
(16/825,-23699/3300)
(-1/3,-2/3)
#
# (a,b,c,d) = (0,1,11,0) and D = -121:
#
#
# (a,b,c,d) = (-30,1,1,0) and D = -121:
#
#
# (a,b,c,d) = (-30,0,1,0) and D = -120:
#
(1/19,83/19)
(1/19,-83/19)
#
# (a,b,c,d) = (-29,1,1,0) and D = -117:
#
(-900/2159,-92611/64770)
(16/81,775/324)
(1/337,-6187/337)
(-121/233,-5593/2563)
(-1849/303,-390214/13029)
(-1/3,-1/3)
(1,5)
(1,-6)
(-25/69,-296/345)
(4/9,-55/18)
(49/79,-2155/553)
(-121/233,6924/2563)
(4/153,1889/306)
(49/79,1812/553)
(-1/3,2/3)
(1/337,6186/337)
(-900/2159,119611/64770)
(1/87,-28/3)
(4/9,47/18)
(-1849/303,469721/13029)
(1/87,811/87)
(1/3,-8/3)
(4/153,-1897/306)
(-25/69,421/345)
(16/81,-839/324)
(1/3,7/3)
#
# (a,b,c,d) = (-1,1,3,0) and D = -117:
#
(-1,0)
(16/27,79/108)
(4/51,-635/306)
(3/337,-6188/1011)
(16/27,-301/324)
(4/3,-7/6)
(3,4/3)
(1/29,90/29)
(1,-1)
(1/29,-271/87)
(147/79,-2498/1659)
(-25/23,-19/115)
(-2700/2159,-65611/194310)
(147/79,1469/1659)
(-363/233,-4262/7689)
(-1,1/3)
(-363/233,8255/7689)
(4/3,13/18)
(3/337,6185/1011)
(-1849/101,-34523/4343)
(-2700/2159,146611/194310)
(4/51,209/102)
(-1849/101,183076/13029)
(1,2/3)
(-25/23,182/345)
(3,-7/3)
#
# (a,b,c,d) = (-29,0,1,0) and D = -116:
#
#
# (a,b,c,d) = (-28,1,1,0) and D = -113:
#
(9/52,97/39)
(4900/11881,-2407721/831670)
(-1/2,-2)
(4900/11881,2064721/831670)
(-1/2,5/2)
(9/52,-415/156)
#
# (a,b,c,d) = (-28,0,1,0) and D = -112:
#
(25/74,459/185)
(22201/26042,-9000723/1940129)
(-1/3,-1/3)
(1/2,-3)
(22201/26042,9000723/1940129)
(25/74,-459/185)
(1/2,3)
(4/753,-20663/1506)
(-1/3,1/3)
(4/753,20663/1506)
#
# (a,b,c,d) = (-3,2,2,0) and D = -112:
#
(25/37,-292/185)
(-2/3,1/6)
(25/37,167/185)
(8/753,-6893/1004)
(22201/13021,2846387/1940129)
(1,-2)
(-2/3,1/2)
(8/753,20647/3012)
(22201/13021,-6154336/1940129)
(1,1)
#
# (a,b,c,d) = (-27,1,1,0) and D = -109:
#
(3025/4599,839618/252945)
(-15405625/20213469,-272048421554/79337865825)
(1/9,3)
(1/9,-28/9)
(-16/15,361/60)
(-16/15,-99/20)
(-9/5,-127/15)
(-1/3,0)
(1/735,-19927/735)
(-15405625/20213469,12315388877/2938439475)
(-1/3,1/3)
(3025/4599,-111777/28105)
(-9/5,154/15)
(1/735,6642/245)
#
# (a,b,c,d) = (-1,0,3,0) and D = -108:
#
(-1,0)
#
# (a,b,c,d) = (-27,0,1,0) and D = -108:
#
(-1/3,0)
#
# (a,b,c,d) = (-26,1,1,0) and D = -105:
#
(25/274,-4643/1370)
(4,37/2)
(7569/219466,-103198265/19093542)
(25/274,2259/685)
(1/4,-5/2)
(-26896/13439,24751071/2203996)
(-361/584,35613/11096)
(4,-45/2)
(1/4,9/4)
(-9/26,53/78)
(-361/584,-14377/5548)
(-26896/13439,-20340127/2203996)
(-9/26,-1/3)
(7569/219466,3943837/734367)
#
# (a,b,c,d) = (-26,0,1,0) and D = -104:
#
(-1,-5)
(100/209,5927/2090)
(-1,5)
(100/209,-5927/2090)
#
# (a,b,c,d) = (-25,1,1,0) and D = -101:
#
#
# (a,b,c,d) = (2,9,10,0) and D = -100:
#
#
# (a,b,c,d) = (-3,1,2,0) and D = -100:
#
#
# (a,b,c,d) = (-25,0,1,0) and D = -100:
#
#
# (a,b,c,d) = (0,2,5,0) and D = -100:
#
#
# (a,b,c,d) = (0,1,10,0) and D = -100:
#
#
# (a,b,c,d) = (-24,1,1,0) and D = -97:
#
(1/6,-8/3)
(961/132,-53869/1364)
(1/6,5/2)
(961/132,32954/1023)
#
# (a,b,c,d) = (-3,0,2,0) and D = -96:
#
(1/5,-8/5)
(-200/191,-4127/3820)
(81/239,2761/2151)
(1089/1007,49475/33231)
(-18/23,-73/138)
(8/25,-131/100)
(2,-5/2)
(-1,1)
(8/25,131/100)
(1089/1007,-49475/33231)
(1/5,8/5)
(81/239,-2761/2151)
(-1,-1)
(98/457,9913/6398)
(9/5,34/15)
(512/505,-23053/16160)
(-200/191,4127/3820)
(12769/1247,1767455/140911)
(2,5/2)
(98/457,-9913/6398)
(549152/83425,-705266257/87429400)
(12769/1247,-1767455/140911)
(512/505,23053/16160)
(9/5,-34/15)
(-18/23,73/138)
(549152/83425,705266257/87429400)
#
# (a,b,c,d) = (-24,0,1,0) and D = -96:
#
(1,-5)
(-9/23,-73/69)
(-1/2,2)
(274576/83425,-705266257/43714700)
(4/25,-131/50)
(4/25,131/50)
(256/505,-23053/8080)
(274576/83425,705266257/43714700)
(-9/23,73/69)
(1,5)
(12769/2494,-3534910/140911)
(9/10,-68/15)
(1/10,-16/5)
(1089/2014,-98950/33231)
(81/478,5522/2151)
(1089/2014,98950/33231)
(81/478,-5522/2151)
(9/10,68/15)
(12769/2494,3534910/140911)
(49/457,-9913/3199)
(1/10,16/5)
(256/505,23053/8080)
(-1/2,-2)
(49/457,9913/3199)
(-100/191,4127/1910)
(-100/191,-4127/1910)
#
# (a,b,c,d) = (-23,1,1,0) and D = -93:
#
(9/7,118/21)
(9/7,-145/21)
#
# (a,b,c,d) = (-23,0,1,0) and D = -92:
#
#
# (a,b,c,d) = (-22,1,1,0) and D = -89:
#
(1/2,5/2)
(1/2,-3)
(-121/340,501/1870)
(-121/340,329/3740)
#
# (a,b,c,d) = (-22,0,1,0) and D = -88:
#
(1/3,7/3)
(1/3,-7/3)
(-196/447,8737/6258)
(-196/447,-8737/6258)
#
# (a,b,c,d) = (-21,1,1,0) and D = -85:
#
(-1,5)
(784/7289,-641453/204092)
(-1,-4)
(9/19,-163/57)
(9/19,136/57)
(784/7289,619501/204092)
#
# (a,b,c,d) = (-21,0,1,0) and D = -84:
#
#
# (a,b,c,d) = (0,1,9,0) and D = -81:
#
(4,-1/2)
(441/340,289/1260)
(4,1/18)
(1/2,4/9)
(441/340,-400/1071)
(-400/119,289/1260)
(289/140,49/340)
(-400/119,49/340)
(1/2,-1/2)
(289/140,-400/1071)
(-9/2,4/9)
(-9/2,1/18)
#
# (a,b,c,d) = (1,0,-3,-1) and D = -81:
#
(-399/179,-221/179)
(-1,1)
(57/37,-31/37)
(-31/37,-26/37)
(-221/179,620/179)
(2,1)
(-3,2)
(620/179,-399/179)
(0,-1)
(-26/37,57/37)
(1,-3)
(1,0)
#
# (a,b,c,d) = (0,3,3,0) and D = -81:
#
(147/340,-400/357)
(-3/2,1/6)
(289/420,147/340)
(4/3,1/6)
(1/6,4/3)
(1/6,-3/2)
(147/340,289/420)
(-400/357,289/420)
(4/3,-3/2)
(-400/357,147/340)
(-3/2,4/3)
(289/420,-400/357)
#
# (a,b,c,d) = (-20,1,1,0) and D = -81:
#
(-400/1071,-4217/21420)
(1/18,-77/18)
(-1/2,-3/2)
(1/18,38/9)
(4/9,41/18)
(-1/2,2)
(49/340,-1657/595)
(4/9,-49/18)
(289/1260,9487/4284)
(-400/1071,12217/21420)
(289/1260,-13087/5355)
(49/340,1257/476)
#
# (a,b,c,d) = (-20,0,1,0) and D = -80:
#
#
# (a,b,c,d) = (-2,2,2,0) and D = -80:
#
#
# (a,b,c,d) = (-19,1,1,0) and D = -77:
#
(-9/17,-82/51)
(1,-5)
(1,4)
(-9/17,109/51)
(676/5833,-460903/151658)
(676/5833,23333/7982)
#
# (a,b,c,d) = (-19,0,1,0) and D = -76:
#
(1/5,-12/5)
(1/5,12/5)
(-64/15,2231/120)
(-64/15,-2231/120)
#
# (a,b,c,d) = (-18,1,1,0) and D = -73:
#
#
# (a,b,c,d) = (-18,0,1,0) and D = -72:
#
(1/7,19/7)
(1/7,-19/7)
(1444/1393,238537/52934)
(1444/1393,-238537/52934)
#
# (a,b,c,d) = (-17,1,1,0) and D = -69:
#
#
# (a,b,c,d) = (-2,1,2,0) and D = -68:
#
(529/376,-33203/17296)
(1681/542,27185/11111)
(1/2,1)
(2/43,281/86)
(1/26,187/52)
(-25/32,23/80)
(50/19,397/190)
(-81/103,47/927)
(-81/103,635/1854)
(-1,1)
(529/376,5259/4324)
(1,-3/2)
(25/47,-293/235)
(-9/4,-41/24)
(128/137,2139/2192)
(8,25/4)
(49/611,-10771/4277)
(968/10561,-1096855/464684)
(1/4,11/8)
(1,1)
(1/4,-3/2)
(-968/1007,40753/44308)
(-3045025/1689932,13161168933/5897862680)
(25/47,461/470)
(-968/1007,-19457/44308)
(49/611,21199/8554)
(-2,-3/2)
(1681/542,-177661/44444)
(8,-41/4)
(50/19,-647/190)
(-9/4,17/6)
(-2,5/2)
(78961/196862,120628979/110636444)
(9/53,-281/159)
(2809/191,-381379/20246)
(-25/32,33/320)
(9/53,535/318)
(78961/196862,-35704255/27659111)
(1/2,-5/4)
(2809/191,116251/10123)
(-1,-1/2)
(968/10561,1075559/464684)
(128/137,-3163/2192)
(2/43,-283/86)
(1/26,-47/13)
(-3045025/1689932,-1961900077/1474465670)
#
# (a,b,c,d) = (-17,0,1,0) and D = -68:
#
(64/137,-2651/1096)
(-81/206,541/1854)
(78961/393724,-263445999/110636444)
(1/43,282/43)
(484/10561,1086207/232342)
(9/106,1097/318)
(-484/1007,-30105/22154)
(1/4,9/4)
(1681/1084,286401/44444)
(1/2,5/2)
(1/4,-9/4)
(4,-33/2)
(1/2,-5/2)
(-9/8,109/24)
(1681/1084,-286401/44444)
(1/43,-282/43)
(25/94,1047/470)
(529/752,54239/17296)
(9/106,-1097/318)
(1/8,23/8)
(78961/393724,263445999/110636444)
(-81/206,-541/1854)
(64/137,2651/1096)
(25/94,-1047/470)
(-1/2,-3/2)
(2809/382,613881/20246)
(-3045025/3379864,21008769241/5897862680)
(-25/64,59/320)
(1/52,375/52)
(-9/8,-109/24)
(25/19,522/95)
(4,33/2)
(49/1222,-42741/8554)
(25/19,-522/95)
(49/1222,42741/8554)
(484/10561,-1086207/232342)
(1/8,-23/8)
(-484/1007,30105/22154)
(1/52,-375/52)
(-1,-4)
(-25/64,-59/320)
(-1/2,3/2)
(-3045025/3379864,-21008769241/5897862680)
(2809/382,-613881/20246)
(-1,4)
(529/752,-54239/17296)
#
# (a,b,c,d) = (-16,1,1,0) and D = -65:
#
#
# (a,b,c,d) = (0,1,8,0) and D = -64:
#
#
# (a,b,c,d) = (0,2,4,0) and D = -64:
#
#
# (a,b,c,d) = (-2,0,2,0) and D = -64:
#
#
# (a,b,c,d) = (-16,0,1,0) and D = -64:
#
#
# (a,b,c,d) = (-15,1,1,0) and D = -61:
#
(1/3,-7/3)
(-169/285,2734/1235)
(1/3,2)
(-169/285,-1201/741)
#
# (a,b,c,d) = (-15,0,1,0) and D = -60:
#
(4,31/2)
(-9/11,-98/33)
(4,-31/2)
(-64/119,-1499/952)
(-9/11,98/33)
(-64/119,1499/952)
(1/109,1138/109)
(1,4)
(1,-4)
(1/109,-1138/109)
#
# (a,b,c,d) = (-14,1,1,0) and D = -57:
#
(-1/2,-1)
(25/244,1889/610)
(25/244,-3903/1220)
(86436/19153,-108671597/5630982)
(-1/2,3/2)
(86436/19153,83259413/5630982)
#
# (a,b,c,d) = (-14,0,1,0) and D = -56:
#
#
# (a,b,c,d) = (-13,1,1,0) and D = -53:
#
(-1,4)
(49/107,-1840/749)
(49/107,1497/749)
(-1,-3)
#
# (a,b,c,d) = (-13,0,1,0) and D = -52:
#
#
# (a,b,c,d) = (1,1,-2,-1) and D = -49:
#
(-1,1)
(-1,2)
(1634/1651,629/1651)
(2,-1)
(31/29,-74/29)
(5,4)
(-74/29,43/29)
(43/29,31/29)
(4,-9)
(-9,5)
(-2263/1651,1634/1651)
(-1,-1)
(0,-1)
(1,0)
(629/1651,-2263/1651)
#
# (a,b,c,d) = (0,1,7,0) and D = -49:
#
(-63/20,16/105)
(-1600225/229848,1577536/1620465)
(1577536/231495,33489/1588840)
(7/2,-4/7)
(-1600225/229848,33489/1588840)
(-63/20,25/84)
(-5329/646,289/19418)
(1/2,1/2)
(-4,1/2)
(1/2,-4/7)
(25/12,16/105)
(289/2774,-5329/4522)
(10108/1241,-5329/4522)
(289/2774,1444/1241)
(25/12,-9/20)
(-5329/646,1444/1241)
(-4,1/14)
(7/2,1/14)
(1577536/231495,-1600225/1608936)
(234423/1588840,1577536/1620465)
(16/15,25/84)
(234423/1588840,-1600225/1608936)
(10108/1241,289/19418)
(16/15,-9/20)
#
# (a,b,c,d) = (-12,1,1,0) and D = -49:
#
(-1600225/1608936,-481046501/169608670)
(-5329/4522,-566330/165053)
(1577536/1620465,-8225836727/2035304040)
(-4/7,-17/14)
(25/84,823/420)
(-4/7,25/14)
(1/2,-5/2)
(-5329/4522,1521677/330106)
(25/84,-79/35)
(1444/1241,169529/47158)
(1444/1241,-224401/47158)
(1/2,2)
(1577536/1620465,2081483837/678434680)
(1/14,26/7)
(33489/1588840,-501474791/72689430)
(1/14,-53/14)
(-9/20,11/15)
(-1600225/1608936,7796842637/2035304040)
(289/19418,-1354190/165053)
(16/105,1067/420)
(33489/1588840,1999770677/290757720)
(289/19418,2703467/330106)
(-9/20,-17/60)
(16/105,-377/140)
#
# (a,b,c,d) = (-1,2,2,0) and D = -48:
#
(-225/37,4606/555)
(-1,0)
(-225/37,-1231/555)
(17672/27313,3691769/5134844)
(2/13,-49/26)
(-1,1)
(17672/27313,-7014105/5134844)
(2/13,45/26)
#
# (a,b,c,d) = (-12,0,1,0) and D = -48:
#
(1/13,47/13)
(-1/2,-1)
(8836/27313,5352937/2567422)
(8836/27313,-5352937/2567422)
(-1/2,1)
(-225/74,5837/555)
(1/13,-47/13)
(-225/74,-5837/555)
#
# (a,b,c,d) = (-11,1,1,0) and D = -45:
#
(-49/89,958/623)
(1,3)
(1,-4)
(-49/89,-615/623)
#
# (a,b,c,d) = (-11,0,1,0) and D = -44:
#
(5776/41825,-8676719/3178700)
(5776/41825,8676719/3178700)
(-4/7,-19/14)
(-4/7,19/14)
#
# (a,b,c,d) = (-10,1,1,0) and D = -41:
#
(32041/158360,-68506829/28346440)
(1/20,-9/2)
(-484/431,-27571/9482)
(-1/2,-1/2)
(-1/2,1)
(-484/431,38219/9482)
(1/20,89/20)
(32041/158360,6277149/2834644)
#
# (a,b,c,d) = (-10,0,1,0) and D = -40:
#
(-1,3)
(4/9,-37/18)
(4/9,37/18)
(-1,-3)
#
# (a,b,c,d) = (-9,1,1,0) and D = -37:
#
#
# (a,b,c,d) = (1,5,6,0) and D = -36:
#
(476288/165715,-416274257/485213520)
(289/777,-32696/39627)
(2,-1/2)
(1369/357,-78436/39627)
(25/4,-63/20)
(2,-7/6)
(289/777,13609/26418)
(192027/319640,-378177037/485213520)
(-3,4/3)
(-2646/629,161785/79254)
(3/20,119/120)
(-32/5,259/120)
(1,-5/6)
(-32/5,127/40)
(476288/165715,-248622821/161737840)
(-429025/123464,132408549/80868920)
(-429025/123464,610605581/485213520)
(-3,7/6)
(1369/357,-32131/26418)
(192027/319640,67631441/242606760)
(3/20,-67/60)
(1,0)
(25/4,-247/120)
(-2646/629,116045/79254)
#
# (a,b,c,d) = (0,2,3,0) and D = -36:
#
(-1323/629,1369/1071)
(1,-1)
(-429025/246928,64009/319640)
(1,1/3)
(-3/2,2/3)
(-1323/629,289/2331)
(1369/714,289/2331)
(289/1554,-882/629)
(3/40,-32/15)
(192027/639280,476288/497145)
(25/8,-32/15)
(192027/639280,-429025/370392)
(238144/165715,64009/319640)
(-3/2,1/3)
(1369/714,-882/629)
(289/1554,1369/1071)
(-16/5,1/20)
(-16/5,25/12)
(-429025/246928,476288/497145)
(238144/165715,-429025/370392)
(1/2,2/3)
(1/2,-1)
(25/8,1/20)
(3/40,25/12)
#
# (a,b,c,d) = (-1,1,2,0) and D = -36:
#
(2/3,5/6)
(-1,0)
(-429025/370392,416274257/485213520)
(1/3,7/6)
(1369/1071,32696/39627)
(25/12,67/60)
(2/3,-7/6)
(-32/15,247/120)
(-32/15,-119/120)
(1369/1071,-116045/79254)
(1/20,-127/40)
(-882/629,-13609/26418)
(25/12,-259/120)
(1/3,-4/3)
(-429025/370392,-67631441/242606760)
(289/2331,-161785/79254)
(476288/497145,-610605581/485213520)
(289/2331,78436/39627)
(476288/497145,378177037/485213520)
(-1,1/2)
(64009/319640,248622821/161737840)
(64009/319640,-132408549/80868920)
(1/20,63/20)
(-882/629,32131/26418)
#
# (a,b,c,d) = (-9,0,1,0) and D = -36:
#
(1/40,253/40)
(1/6,5/2)
(-16/15,61/20)
(-1/2,-1/2)
(-1/2,1/2)
(1/6,-5/2)
(1/40,-253/40)
(1/3,2)
(289/4662,-106219/26418)
(238144/497145,164797103/80868920)
(25/24,-131/40)
(1/3,-2)
(-16/15,-61/20)
(-429025/740784,183845713/161737840)
(1369/2142,-60479/26418)
(-441/629,-22870/13209)
(64009/639280,-513439919/161737840)
(64009/639280,513439919/161737840)
(-441/629,22870/13209)
(1369/2142,60479/26418)
(-429025/740784,-183845713/161737840)
(25/24,131/40)
(238144/497145,-164797103/80868920)
(289/4662,106219/26418)
#
# (a,b,c,d) = (0,1,6,0) and D = -36:
#
(-32/5,1/40)
(3/20,-16/15)
(2,-1/2)
(476288/165715,64009/639280)
(-429025/123464,64009/639280)
(1,1/3)
(-3,1/6)
(-2646/629,1369/2142)
(-3,1/3)
(-429025/123464,238144/497145)
(1369/357,-441/629)
(1369/357,289/4662)
(-2646/629,289/4662)
(1,-1/2)
(3/20,25/24)
(2,1/6)
(192027/319640,-429025/740784)
(192027/319640,238144/497145)
(25/4,-16/15)
(25/4,1/40)
(476288/165715,-429025/740784)
(289/777,-441/629)
(289/777,1369/2142)
(-32/5,25/24)
#
# (a,b,c,d) = (-8,1,1,0) and D = -33:
#
(-8464/4223,2609055/388516)
(4,-27/2)
(-8464/4223,-1830367/388516)
(-289/8,-11655/136)
(4,19/2)
(-9/2,91/6)
(-1/2,1/2)
(1/148,-1801/148)
(11449/4901986,-5426910216/262256251)
(-9/2,-32/3)
(1/4,-9/4)
(81/232,-559/261)
(-1/2,0)
(81/232,3743/2088)
(1444/5017,-416177/190646)
(1444/5017,361305/190646)
(1/148,450/37)
(1/4,2)
(-289/8,2071/17)
(11449/4901986,10852595389/524512502)
#
# (a,b,c,d) = (-8,0,1,0) and D = -32:
#
(2704/31073,-5491823/1615796)
(1/2,2)
(1,3)
(1/46,156/23)
(-4/7,-13/14)
(121/433,-9765/4763)
(1/2,-2)
(225/34,4774/255)
(121/433,9765/4763)
(-36481/40514,8970936/3869087)
(1,-3)
(-36481/40514,-8970936/3869087)
(-1/2,0)
(1/46,-156/23)
(2704/31073,5491823/1615796)
(-4/7,13/14)
(225/34,-4774/255)
#
# (a,b,c,d) = (-1,0,2,0) and D = -32:
#
(-36481/20257,-4485468/3869087)
(1/23,78/23)
(-8/7,-13/28)
(-1,0)
(242/433,-9765/9526)
(-36481/20257,4485468/3869087)
(2,-3/2)
(2,3/2)
(1,1)
(-8/7,13/28)
(242/433,9765/9526)
(5408/31073,5491823/3231592)
(1/23,-78/23)
(225/17,2387/255)
(1,-1)
(225/17,-2387/255)
(5408/31073,-5491823/3231592)
#
# (a,b,c,d) = (-7,1,1,0) and D = -29:
#
(9/265,4301/795)
(-4/7,15/14)
(729/283,43370/7641)
(-1,3)
(1/5,-12/5)
(-1,-2)
(529/335,27246/7705)
(1/5,11/5)
(9/13,-100/39)
(9/13,73/39)
(729/283,-63053/7641)
(25/59,502/295)
(-18769/487,8209248/66719)
(-484/175,4843/550)
(-18769/487,-5637895/66719)
(9/265,-4328/795)
(529/335,-39413/7705)
(-4/7,-1/2)
(25/59,-627/295)
(-484/175,-23253/3850)
#
# (a,b,c,d) = (-7,0,1,0) and D = -28:
#
#
# (a,b,c,d) = (0,1,5,0) and D = -25:
#
#
# (a,b,c,d) = (-6,1,1,0) and D = -25:
#
#
# (a,b,c,d) = (-6,0,1,0) and D = -24:
#
#
# (a,b,c,d) = (-5,1,1,0) and D = -21:
#
(1,2)
(1,-3)
(-25/41,-52/205)
(-25/41,177/205)
#
# (a,b,c,d) = (-5,0,1,0) and D = -20:
#
(3249/6319,650998/360183)
(16/41,-299/164)
(-1,2)
(-1,-2)
(3249/6319,-650998/360183)
(16/41,299/164)
#
# (a,b,c,d) = (-4,1,1,0) and D = -17:
#
(-49/52,771/364)
(1/2,3/2)
(1/2,-2)
(-49/52,-107/91)
#
# (a,b,c,d) = (0,1,4,0) and D = -16:
#
#
# (a,b,c,d) = (0,2,2,0) and D = -16:
#
#
# (a,b,c,d) = (-4,0,1,0) and D = -16:
#
#
# (a,b,c,d) = (-3,1,1,0) and D = -13:
#
(961/10919,1127338/338489)
(1/3,5/3)
(1/3,-2)
(121/3,578/11)
(16/17,103/68)
(-1,2)
(-1,-1)
(16/17,-167/68)
(121/3,-3065/33)
(961/10919,-1157129/338489)
#
# (a,b,c,d) = (-3,0,1,0) and D = -12:
#
(1,2)
(1,-2)
(-16/23,11/92)
(-16/23,-11/92)
#
# (a,b,c,d) = (-2,1,1,0) and D = -9:
#
#
# (a,b,c,d) = (0,1,3,0) and D = -9:
#
#
# (a,b,c,d) = (-2,0,1,0) and D = -8:
#
(-1,1)
(4/17,-71/34)
(441/127,13175/2667)
(441/127,-13175/2667)
(4/17,71/34)
(-1,-1)
#
# (a,b,c,d) = (-1,1,1,0) and D = -5:
#
(-1,1)
(-1,0)
(-1849/779,125945/33497)
(1/11,-37/11)
(4,-13/2)
(4,5/2)
(1,1)
(2739025/479399,2812459393/793405345)
(1/11,36/11)
(2739025/479399,-7345545768/793405345)
(25/61,434/305)
(25/61,-559/305)
(1,-2)
(-144/71,-973/852)
(-1849/779,-46438/33497)
(-144/71,2701/852)
#
# (a,b,c,d) = (0,1,2,0) and D = -4:
#
(-2,1/2)
(1,1/2)
(1,-1)
#
# (a,b,c,d) = (-1,0,1,0) and D = -4:
#
(1/2,3/2)
(-1,0)
(1/2,-3/2)
#
# (a,b,c,d) = (0,1,1,0) and D = -1:
#
#
# (a,b,c,d) = (1,1,1,0) and D = 3:
#
(36/73,-703/438)
(1/7,-19/7)
(1/7,18/7)
(36/73,487/438)
(1369/2443,-137826/90391)
(1369/2443,87173/90391)
(1,0)
(1,-1)
#
# (a,b,c,d) = (1,0,1,0) and D = 4:
#
(1,0)
#
# (a,b,c,d) = (2,1,1,0) and D = 7:
#
(1/2,-3/2)
(1/2,1)
(25/44,-303/220)
(25/44,89/110)
#
# (a,b,c,d) = (2,0,1,0) and D = 8:
#
(1/3,-5/3)
(1/3,5/3)
(100/129,383/1290)
(100/129,-383/1290)
#
# (a,b,c,d) = (3,1,1,0) and D = 11:
#
#
# (a,b,c,d) = (3,0,1,0) and D = 12:
#
#
# (a,b,c,d) = (4,1,1,0) and D = 15:
#
#
# (a,b,c,d) = (1,2,2,0) and D = 16:
#
(2/5,9/10)
(9/53,-286/159)
(968/785,-15799/34540)
(9/53,259/159)
(2/5,-13/10)
(968/785,-26793/34540)
(1,0)
(1,-1)
#
# (a,b,c,d) = (4,0,1,0) and D = 16:
#
(484/785,5497/17270)
(9/106,-545/159)
(1/2,1)
(1/5,11/5)
(9/106,545/159)
(1/5,-11/5)
(1/2,-1)
(484/785,-5497/17270)
#
# (a,b,c,d) = (5,1,1,0) and D = 19:
#
#
# (a,b,c,d) = (5,0,1,0) and D = 20:
#
#
# (a,b,c,d) = (6,1,1,0) and D = 23:
#
(16/41,181/164)
(1/12,41/12)
(1/236,-1813/118)
(4/1313,-47581/2626)
(100/449,8707/4490)
(100/449,-9707/4490)
(1/2,1/2)
(1/8,11/4)
(1/6,-5/2)
(1/236,3625/236)
(4/1313,47573/2626)
(322624/1172313,-427480223/221957928)
(22801/40976,-460723/3093688)
(225/496,5831/7440)
(4/9,-23/18)
(841/1572,3119/15196)
(225/496,-4603/3720)
(1/12,-7/2)
(9/622,-7763/933)
(1/8,-23/8)
(9/622,15499/1866)
(322624/1172313,1099190237/665873784)
(4/9,5/6)
(1/2,-1)
(22801/40976,-2521505/6187376)
(1/6,7/3)
(16/41,-245/164)
(841/1572,-16873/22794)
#
# (a,b,c,d) = (1,1,2,1) and D = 23:
#
(0,1)
(67/343,299/343)
(79/85,14/85)
(9/25,19/25)
(70/67,-13/67)
(1,-1)
(-1,2)
(31/19,-52/19)
(-7/5,13/5)
(26/11,-45/11)
(1261/1561,549/1561)
(4,-7)
(-307/157,551/157)
(-501929/378271,940184/378271)
(4067/167,-7137/167)
(98/97,-79/97)
(1,0)
(377/373,-439/373)
(-3465243/9485725,12075112/9485725)
(4681/4411,-6310/4411)
#
# (a,b,c,d) = (6,0,1,0) and D = 24:
#
#
# (a,b,c,d) = (1,3,3,0) and D = 27:
#
(1,0)
(1,-1)
#
# (a,b,c,d) = (7,1,1,0) and D = 27:
#
(1/3,4/3)
(1/3,-5/3)
#
# (a,b,c,d) = (7,0,1,0) and D = 28:
#
(1/32,181/32)
(32761/262592,-133644239/47529152)
(1/2,-1/2)
(32761/262592,133644239/47529152)
(1/32,-181/32)
(1/2,1/2)
#
# (a,b,c,d) = (1,1,2,0) and D = 28:
#
(1/16,-91/32)
(1/16,45/16)
(32761/131296,63857249/47529152)
(1,-1/2)
(1,0)
(32761/131296,-34893495/23764576)
#
# (a,b,c,d) = (1,0,1,1) and D = 31:
#
(0,1)
(-13/11,21/11)
(221/227,57/227)
(67/79,42/79)
(-2,3)
(1,-1)
(9/29,26/29)
(1592/269,-2331/269)
(-133/17,195/17)
(92322/96547,-67535/96547)
(123245/129053,-82412/129053)
(-13/51,56/51)
(26/47,37/47)
(-812665/158579,1192734/158579)
(1,0)
(5/3,-7/3)
(31/27,-38/27)
#
# (a,b,c,d) = (8,1,1,0) and D = 31:
#
(4/113,1197/226)
(64/193,2015/1544)
(1/2,0)
(25/56,171/280)
(441/1180,6662/6195)
(441/1180,-35909/24780)
(26896/54425,-5434083/8925700)
(1/2,-1/2)
(9/838,24245/2514)
(1/10,-16/5)
(1/4,7/4)
(4/25,119/50)
(9/838,-12136/1257)
(1/4,-2)
(25/56,-37/35)
(289/1648,7879/3502)
(4/113,-1205/226)
(1/140,414/35)
(1/10,31/10)
(26896/54425,1023139/8925700)
(4/25,-127/50)
(289/1648,-67945/28016)
(64/193,-2527/1544)
(1/140,-1657/140)
#
# (a,b,c,d) = (1,0,2,0) and D = 32:
#
(1,0)
#
# (a,b,c,d) = (8,0,1,0) and D = 32:
#
(1/2,0)
#
# (a,b,c,d) = (9,1,1,0) and D = 35:
#
(4/9,-17/18)
(4/9,1/2)
#
# (a,b,c,d) = (9,0,1,0) and D = 36:
#
#
# (a,b,c,d) = (10,1,1,0) and D = 39:
#
(9/22,23/33)
(9/22,-73/66)
(127449/1485220,-1827197063/530223540)
(127449/1485220,178169777/53022354)
#
# (a,b,c,d) = (10,0,1,0) and D = 40:
#
#
# (a,b,c,d) = (11,1,1,0) and D = 43:
#
(4/17,-69/34)
(4/17,61/34)
#
# (a,b,c,d) = (1,2,2,2) and D = 44:
#
(-1,1)
(23/17,-9/17)
(-3,2)
(159,-103)
(-101/2431,1962/2431)
(1,0)
(321/199,-163/199)
(165/53,-104/53)
(5/19,13/19)
#
# (a,b,c,d) = (11,0,1,0) and D = 44:
#
(1/3,4/3)
(4/9,5/18)
(9/295,5066/885)
(17956/101193,-31185509/13559862)
(2601/10123,918584/516273)
(1/3,-4/3)
(1/15,58/15)
(64/345,6179/2760)
(4/9,-5/18)
(2601/10123,-918584/516273)
(17956/101193,31185509/13559862)
(9/295,-5066/885)
(64/345,-6179/2760)
(1/15,-58/15)
(36/313,5491/1878)
(36/313,-5491/1878)
#
# (a,b,c,d) = (12,1,1,0) and D = 47:
#
#
# (a,b,c,d) = (2,2,2,0) and D = 48:
#
#
# (a,b,c,d) = (12,0,1,0) and D = 48:
#
#
# (a,b,c,d) = (13,1,1,0) and D = 51:
#
#
# (a,b,c,d) = (13,0,1,0) and D = 52:
#
(1/17,-70/17)
(19600/85289,22858837/11940460)
(1/17,70/17)
(19600/85289,-22858837/11940460)
#
# (a,b,c,d) = (14,1,1,0) and D = 55:
#
#
# (a,b,c,d) = (14,0,1,0) and D = 56:
#
#
# (a,b,c,d) = (15,1,1,0) and D = 59:
#
(4/17,59/34)
(1/591,4789/197)
(7056/23545,501833/395556)
(1/41,262/41)
(49/435,-9148/3045)
(1/3,-4/3)
(49/135,-341/315)
(1/3,1)
(1/5,-11/5)
(49/435,587/203)
(4/17,-67/34)
(1/591,-14368/591)
(82944/1128529,-1207290151/325016352)
(1/5,2)
(82944/1128529,1183402279/325016352)
(1/41,-263/41)
(49/135,136/189)
(7056/23545,-3101869/1977780)
#
# (a,b,c,d) = (1,0,2,1) and D = 59:
#
(0,1)
(7/8,-13/8)
(36/43,19/43)
(181/34,-399/34)
(61/68,-31/68)
(314/317,-39/317)
(889308/948733,-321515/948733)
(-1/2,3/2)
(26/11,-57/11)
(259/284,95/284)
(1,0)
(1,-2)
(-37/299,326/299)
#
# (a,b,c,d) = (15,0,1,0) and D = 60:
#
(1/4,7/4)
(1/4,-7/4)
(49/184,2113/1288)
(49/184,-2113/1288)
#
# (a,b,c,d) = (2,1,2,0) and D = 60:
#
(1/2,3/4)
(49/92,-307/322)
(49/92,885/1288)
(1/2,-1)
#
# (a,b,c,d) = (16,1,1,0) and D = 63:
#
#
# (a,b,c,d) = (16,0,1,0) and D = 64:
#
#
# (a,b,c,d) = (2,0,2,0) and D = 64:
#
#
# (a,b,c,d) = (17,1,1,0) and D = 67:
#
#
# (a,b,c,d) = (17,0,1,0) and D = 68:
#
#
# (a,b,c,d) = (18,1,1,0) and D = 71:
#
(1/24,-59/12)
(1/24,39/8)
#
# (a,b,c,d) = (18,0,1,0) and D = 72:
#
(4/57,143/38)
(1/3,-1)
(225/1819,-76247/27285)
(1/3,1)
(225/1819,76247/27285)
(4/57,-143/38)
#
# (a,b,c,d) = (1,2,3,0) and D = 72:
#
(4/19,45/38)
(675/1819,-86372/81855)
(4/19,-151/114)
(1,-2/3)
(1,0)
(675/1819,66122/81855)
#
# (a,b,c,d) = (19,1,1,0) and D = 75:
#
#
# (a,b,c,d) = (1,1,3,1) and D = 76:
#
(0,1)
(1,0)
(13,-36)
(333108/452101,-419279/452101)
#
# (a,b,c,d) = (19,0,1,0) and D = 76:
#
(144/385,577/4620)
(1/7,-18/7)
(144/385,-577/4620)
(1/7,18/7)
#
# (a,b,c,d) = (20,1,1,0) and D = 79:
#
(1/26,66/13)
(1/26,-133/26)
#
# (a,b,c,d) = (20,0,1,0) and D = 80:
#
(1/6,7/3)
(49/141,-671/987)
(49/141,671/987)
(1/6,-7/3)
#
# (a,b,c,d) = (3,2,2,0) and D = 80:
#
(98/141,-1357/1974)
(1/3,1)
(1/3,-4/3)
(98/141,-5/658)
#
# (a,b,c,d) = (21,1,1,0) and D = 83:
#
(25/69,1/115)
(25/579,-4661/965)
(1/153,1892/153)
(36/2233,105407/13398)
(1/3,-1)
(1/153,-631/51)
(1/3,2/3)
(36/2233,-15089/1914)
(254016/1458073,-1725256637/734868792)
(254016/1458073,1597232573/734868792)
(900/3241,124039/97230)
(25/579,13858/2895)
(25/69,-128/345)
(900/3241,-21577/13890)
#
# (a,b,c,d) = (1,1,1,2) and D = 83:
#
(-1,1)
(53/47,-18/47)
(-69/19,103/38)
(-3/2,5/4)
(-452503/2868353,2342088/2868353)
(93/73,-95/146)
(71/79,19/79)
(1,0)
#
# (a,b,c,d) = (21,0,1,0) and D = 84:
#
(1272384/6405625,-14818132979/7225545000)
(1272384/6405625,14818132979/7225545000)
(9/37,-188/111)
(9/37,188/111)
#
# (a,b,c,d) = (22,1,1,0) and D = 87:
#
(225/2224,-52691/16680)
(169/952,13215/6188)
(225/2224,102007/33360)
(16/49,137/196)
(2725801/59984848,230928746977/49517492024)
(1/4,-7/4)
(169/952,-28627/12376)
(16/49,-201/196)
(1/88,-413/44)
(1/4,3/2)
(1/88,75/8)
(2725801/59984848,-42396162855/9003180368)
#
# (a,b,c,d) = (1,2,3,3) and D = 87:
#
(-1,1)
(-5/3,4/3)
(320/57,-229/57)
(73/43,-45/43)
(1,0)
(44/61,19/61)
(356/135,-247/135)
#
# (a,b,c,d) = (22,0,1,0) and D = 88:
#
(25/71,119/355)
(25/71,-119/355)
#
# (a,b,c,d) = (23,1,1,0) and D = 91:
#
#
# (a,b,c,d) = (3,1,2,0) and D = 92:
#
(2/3,1/6)
(32/633,15859/5064)
(2/3,-1/2)
(32/633,-5329/1688)
#
# (a,b,c,d) = (23,0,1,0) and D = 92:
#
(1/3,-2/3)
(16/633,-15923/2532)
(1/3,2/3)
(16/633,15923/2532)
#
# (a,b,c,d) = (24,1,1,0) and D = 95:
#
#
# (a,b,c,d) = (24,0,1,0) and D = 96:
#
#
# (a,b,c,d) = (3,0,2,0) and D = 96:
#
#
# (a,b,c,d) = (25,1,1,0) and D = 99:
#
(1/3,-2/3)
(1/3,1/3)
(1/75,-26/3)
(1/75,649/75)
#
# (a,b,c,d) = (1,1,3,0) and D = 99:
#
(1/25,72/25)
(1,-1/3)
(1,0)
(1/25,-217/75)
#
# (a,b,c,d) = (25,0,1,0) and D = 100:
#
(16/65,83/52)
(9/2701,140374/8103)
(9/2701,-140374/8103)
(16/65,-83/52)
(1/5,2)
(1/5,-2)
#
# (a,b,c,d) = (1,4,5,0) and D = 100:
#
(1,-4/5)
(16/13,-211/260)
(45/2701,140104/40515)
(45/2701,-140644/40515)
(16/13,-9/52)
(1,0)
#
# (a,b,c,d) = (26,1,1,0) and D = 103:
#
#
# (a,b,c,d) = (26,0,1,0) and D = 104:
#
(25/419,-8553/2095)
(1/3,-1/3)
(25/419,8553/2095)
(5776/34425,5982157/2616300)
(1/35,-207/35)
(4/17,57/34)
(1681/15531,1903355/636771)
(1/35,207/35)
(1/3,1/3)
(1681/15531,-1903355/636771)
(4/17,-57/34)
(4/705,18719/1410)
(5776/34425,-5982157/2616300)
(4/705,-18719/1410)
#
# (a,b,c,d) = (2,2,3,1) and D = 104:
#
(0,1)
(455/664,159/664)
(1/2,1/2)
(21/26,-43/26)
(3/4,-5/4)
(-397/724,1259/724)
(112/101,-267/101)
(158/193,-129/193)
(2,-5)
(613703/2179684,1591519/2179684)
(-3035/3278,8213/3278)
#
# (a,b,c,d) = (27,1,1,0) and D = 107:
#
(100/2241,105461/22410)
(22201/82179,-17848853/12244671)
(1/39,-244/39)
(1/9,26/9)
(9/61,-469/183)
(1/9,-3)
(81/319,3907/2871)
(1/33,-190/33)
(4/33,181/66)
(2809/8487,6807/49979)
(1/3,-1/3)
(9/61,442/183)
(1681/46953,-10202291/1925073)
(9/37,-190/111)
(81/5359,-392653/48231)
(100/2241,-3943/830)
(121/3939,82152/14443)
(16/57,81/76)
(1156/13137,-1511587/446658)
(1/723,6480/241)
(100/369,483/410)
(1/33,63/11)
(2809/8487,-210140/449811)
(100/369,-5347/3690)
(1/723,-19441/723)
(81/5359,391924/48231)
(22201/82179,1615656/1360519)
(121/3939,-247787/43329)
(81/319,-4636/2871)
(1/39,81/13)
(9/37,163/111)
(16/57,-307/228)
(1/3,0)
(1156/13137,490761/148886)
(1681/46953,375310/71299)
(4/33,-63/22)
#
# (a,b,c,d) = (1,1,3,2) and D = 107:
#
(36611/22001,-49230/22001)
(-43/47,70/47)
(-11/4,31/8)
(1,-1)
(1,0)
(53/29,-72/29)
(433/430,-397/860)
(719/350,-1971/700)
(-5/7,9/7)
(2059/2164,481/4328)
(-701/94,1961/188)
(-5,7)
(47/80,77/160)
(1,-1/2)
(-124823/53215,353407/106430)
(521/173,-724/173)
(-1/5,9/10)
(14225/14471,657/14471)
(-1/635,1009/1270)
(-1/17,14/17)
(5101/5191,-3130/5191)
(53/83,37/83)
#
# (a,b,c,d) = (1,3,3,3) and D = 108:
#
(-2,1)
(1,0)
#
# (a,b,c,d) = (1,0,3,0) and D = 108:
#
(1,0)
#
# (a,b,c,d) = (27,0,1,0) and D = 108:
#
(1/3,0)
#
# (a,b,c,d) = (28,1,1,0) and D = 111:
#
(9/28,1/3)
(9/28,-55/84)
#
# (a,b,c,d) = (1,3,4,0) and D = 112:
#
(121/92,-469/1012)
(1,-3/4)
(121/92,-2117/4048)
(4/37,-231/148)
(4/37,219/148)
(1,0)
(1/2,-7/8)
(1/2,1/2)
#
# (a,b,c,d) = (28,0,1,0) and D = 112:
#
(1/4,-3/2)
(1/8,11/4)
(1/37,225/37)
(1/37,-225/37)
(1/8,-11/4)
(1/4,3/2)
(121/368,241/2024)
(121/368,-241/2024)
#
# (a,b,c,d) = (4,2,2,0) and D = 112:
#
(1/4,-3/2)
(121/184,-393/1012)
(1/2,1/2)
(121/184,-545/2024)
(1/2,-1)
(2/37,223/74)
(1/4,5/4)
(2/37,-227/74)
#
# (a,b,c,d) = (29,1,1,0) and D = 115:
#
(4/41,255/82)
(4/41,-263/82)
#
# (a,b,c,d) = (1,1,0,2) and D = 116:
#
(53/56,9/56)
(1,0)
#
# (a,b,c,d) = (29,0,1,0) and D = 116:
#
(9/3133,-175364/9399)
(9/3133,175364/9399)
#
# (a,b,c,d) = (30,1,1,0) and D = 119:
#
#
# (a,b,c,d) = (30,0,1,0) and D = 120:
#
(9/31,89/93)
(9/31,-89/93)
#
# (a,b,c,d) = (31,1,1,0) and D = 123:
#
#
# (a,b,c,d) = (31,0,1,0) and D = 124:
#
#
# (a,b,c,d) = (4,1,2,0) and D = 124:
#
#
# (a,b,c,d) = (32,1,1,0) and D = 127:
#
#
# (a,b,c,d) = (4,0,2,0) and D = 128:
#
#
# (a,b,c,d) = (32,0,1,0) and D = 128:
#
#
# (a,b,c,d) = (33,1,1,0) and D = 131:
#
#
# (a,b,c,d) = (33,0,1,0) and D = 132:
#
#
# (a,b,c,d) = (2,3,3,0) and D = 135:
#
(93025/101702,-9044153/15509555)
(4/107,635/214)
(1/2,1/2)
(363/1336,-27103/22044)
(3/4,1/12)
(93025/101702,-10284319/31019110)
(1/2,-1)
(4/107,-643/214)
(3/4,-5/6)
(363/1336,42227/44088)
#
# (a,b,c,d) = (1,0,3,1) and D = 135:
#
(0,1)
(3/5,-7/5)
(39/43,-14/43)
(566/1655,1221/1655)
(-26/73,111/73)
(1,-3)
(1,0)
#
# (a,b,c,d) = (34,1,1,0) and D = 135:
#
(1/4,-3/2)
(93025/305106,20931629/93057330)
(1/6,-7/3)
(121/1336,47551/14696)
(4/321,5747/642)
(4/321,-5755/642)
(93025/305106,-24652127/46528665)
(121/1336,-24441/7348)
(1/6,13/6)
(1/4,5/4)
#
# (a,b,c,d) = (34,0,1,0) and D = 136:
#
#
# (a,b,c,d) = (35,1,1,0) and D = 139:
#
(1/13,46/13)
(64/217,-187/248)
(1/13,-47/13)
(1/5,9/5)
(1/31,-173/31)
(361/2015,77481/38285)
(36/3745,-6551/642)
(13225/103571,31342869/11910665)
(13225/103571,-32863744/11910665)
(676/2233,11201/58058)
(961/3575,21393/22165)
(676/2233,-4111/8294)
(961/3575,-136756/110825)
(1/31,172/31)
(64/217,797/1736)
(36/3745,229069/22470)
(1/5,-2)
(361/2015,-16868/7657)
#
# (a,b,c,d) = (1,2,2,3) and D = 139:
#
(-199939/65773,113192/65773)
(1/2,1/2)
(2,-1)
(-445/307,296/307)
(67/4,-37/4)
(73/61,-18/61)
(-2/3,7/9)
(1,0)
(-488/1927,4255/5781)
(-391/74,217/74)
#
# (a,b,c,d) = (35,0,1,0) and D = 140:
#
(1/11,-36/11)
(1/11,36/11)
(576/1969,-30743/47256)
(576/1969,30743/47256)
#
# (a,b,c,d) = (1,0,2,2) and D = 140:
#
(-2711/745,3528/745)
(23/71,49/71)
(1,0)
(1,-1)
#
# (a,b,c,d) = (36,1,1,0) and D = 143:
#
(1/48,-111/16)
(1/48,83/12)
#
# (a,b,c,d) = (5,2,2,0) and D = 144:
#
#
# (a,b,c,d) = (36,0,1,0) and D = 144:
#
#
# (a,b,c,d) = (1,5,7,0) and D = 147:
#
(25/13,-373/455)
(1008/4033,-286145/338772)
(25/13,-36/65)
(1008/4033,225665/338772)
(1,-5/7)
(1,0)
#
# (a,b,c,d) = (37,1,1,0) and D = 147:
#
(1/7,-18/7)
(144/4033,-256769/48396)
(25/91,-486/455)
(1/7,17/7)
(25/91,361/455)
(144/4033,6893/1308)
#
# (a,b,c,d) = (37,0,1,0) and D = 148:
#
#
# (a,b,c,d) = (38,1,1,0) and D = 151:
#
(499849/6265100,-15707310221/4429425700)
(1/50,353/50)
(1/50,-177/25)
(499849/6265100,7676958489/2214712850)
#
# (a,b,c,d) = (2,3,4,2) and D = 152:
#
(1,-1)
(53/74,5/37)
#
# (a,b,c,d) = (38,0,1,0) and D = 152:
#
#
# (a,b,c,d) = (39,1,1,0) and D = 155:
#
#
# (a,b,c,d) = (5,1,2,0) and D = 156:
#
(1/5,-8/5)
(162/295,-2953/5310)
(1/11,51/22)
(1/2,-3/4)
(1/2,1/2)
(49/7025,-832863/98350)
(10609/30140,-7112757/6208840)
(18/43,199/258)
(1/11,-26/11)
(162/295,299/1062)
(72/3337,192547/40044)
(25/188,1781/940)
(10609/30140,602003/620884)
(18/43,-253/258)
(49/7025,83252/9835)
(961/1640,-953/50840)
(25/188,-3687/1880)
(1/5,3/2)
(72/3337,-192979/40044)
(961/1640,-5577/20336)
#
# (a,b,c,d) = (39,0,1,0) and D = 156:
#
(1/4,-5/4)
(49/14050,1665383/98350)
(36/3337,192763/20022)
(1/22,103/22)
(9/43,-226/129)
(81/295,2224/2655)
(25/376,7249/1880)
(961/3280,25979/101680)
(81/295,-2224/2655)
(10609/60280,-13132787/6208840)
(961/3280,-25979/101680)
(10609/60280,13132787/6208840)
(9/43,226/129)
(1/22,-103/22)
(1/10,31/10)
(1/4,5/4)
(36/3337,-192763/20022)
(25/376,-7249/1880)
(49/14050,-1665383/98350)
(1/10,-31/10)
#
# (a,b,c,d) = (40,1,1,0) and D = 159:
#
#
# (a,b,c,d) = (40,0,1,0) and D = 160:
#
(676/2681,-83149/69706)
(1/14,26/7)
(676/2681,83149/69706)
(1/14,-26/7)
#
# (a,b,c,d) = (5,0,2,0) and D = 160:
#
(1/7,-13/7)
(1/7,13/7)
(1352/2681,83149/139412)
(1352/2681,-83149/139412)
#
# (a,b,c,d) = (41,1,1,0) and D = 163:
#
#
# (a,b,c,d) = (41,0,1,0) and D = 164:
#
#
# (a,b,c,d) = (42,1,1,0) and D = 167:
#
#
# (a,b,c,d) = (42,0,1,0) and D = 168:
#
#
# (a,b,c,d) = (43,1,1,0) and D = 171:
#
#
# (a,b,c,d) = (43,0,1,0) and D = 172:
#
(36/1177,40355/7062)
(36/1177,-40355/7062)
#
# (a,b,c,d) = (2,0,2,1) and D = 172:
#
(0,1)
(18/35,23/35)
#
# (a,b,c,d) = (1,1,2,3) and D = 175:
#
(-1,1)
(16/13,-9/13)
(1,0)
(-292/31,229/31)
#
# (a,b,c,d) = (44,1,1,0) and D = 175:
#
(1/4,-5/4)
(1/4,1)
(9/184,619/138)
(9/184,-2503/552)
#
# (a,b,c,d) = (44,0,1,0) and D = 176:
#
(1/5,-9/5)
(1/5,9/5)
(36/265,-4069/1590)
(36/265,4069/1590)
#
# (a,b,c,d) = (1,2,4,4) and D = 176:
#
(-1,1)
(1,0)
(25/13,-18/13)
(535/149,-409/149)
#
# (a,b,c,d) = (6,2,2,0) and D = 176:
#
(2/5,-11/10)
(2/5,7/10)
(72/265,3637/3180)
(72/265,-4501/3180)
#
# (a,b,c,d) = (45,1,1,0) and D = 179:
#
(4/57,-431/114)
(4/57,141/38)
#
# (a,b,c,d) = (45,0,1,0) and D = 180:
#
(1/21,32/7)
(1/21,-32/7)
#
# (a,b,c,d) = (2,2,3,0) and D = 180:
#
(1/7,31/21)
(1/7,-11/7)
#
# (a,b,c,d) = (46,1,1,0) and D = 183:
#
(3861225/21185944,-86712215003/41630379960)
(9/52,-341/156)
(3861225/21185944,1720106693/905008260)
(9/52,157/78)
#
# (a,b,c,d) = (46,0,1,0) and D = 184:
#
#
# (a,b,c,d) = (47,1,1,0) and D = 187:
#
#
# (a,b,c,d) = (47,0,1,0) and D = 188:
#
(169/888,21757/11544)
(1/6,-13/6)
(3249/12988,760913/740316)
(1369/16947,2178670/627039)
(100/3969,249953/39690)
(9/34,-71/102)
(1369/16947,-2178670/627039)
(1/12,41/12)
(1/12,-41/12)
(1/63,500/63)
(9/34,71/102)
(100/3969,-249953/39690)
(3249/12988,-760913/740316)
(1/63,-500/63)
(1/6,13/6)
(169/888,-21757/11544)
(45369/2663968,-4347534997/567425184)
(1681/6312,-167999/258792)
(45369/2663968,4347534997/567425184)
(1681/6312,167999/258792)
#
# (a,b,c,d) = (6,1,2,0) and D = 188:
#
(9/17,-49/102)
(200/3969,248953/79380)
(1/6,-7/4)
(169/444,-11977/11544)
(200/3969,-83651/26460)
(1681/3156,-29615/64698)
(1/6,5/3)
(2/63,-167/42)
(3249/6494,-473053/740316)
(1/3,1)
(2738/16947,709339/418026)
(1681/3156,16513/86264)
(9/17,11/51)
(2/63,499/126)
(1/3,-7/6)
(45369/1331984,-2178599297/567425184)
(45369/1331984,542233925/141856296)
(3249/6494,71965/185079)
(2738/16947,-2229323/1254078)
(169/444,815/962)
#
# (a,b,c,d) = (48,1,1,0) and D = 191:
#
#
# (a,b,c,d) = (1,2,4,0) and D = 192:
#
(36/73,-703/876)
(1369/2443,-68913/90391)
(1/7,-19/14)
(1,-1/2)
(1,0)
(36/73,487/876)
(1369/2443,87173/180782)
(1/7,9/7)
#
# (a,b,c,d) = (6,0,2,0) and D = 192:
#
(18/73,-595/438)
(1/14,-37/14)
(1/14,37/14)
(1/2,-1/2)
(1369/4886,224999/180782)
(18/73,595/438)
(1/2,1/2)
(1369/4886,-224999/180782)
#
# (a,b,c,d) = (48,0,1,0) and D = 192:
#
(1/4,-1)
(9/73,-595/219)
(1/28,-37/7)
(1369/9772,-224999/90391)
(1/28,37/7)
(1369/9772,224999/90391)
(1/4,1)
(9/73,595/219)
#
# (a,b,c,d) = (49,1,1,0) and D = 195:
#
#
# (a,b,c,d) = (49,0,1,0) and D = 196:
#
(1/65,-524/65)
(1/65,524/65)
#
# (a,b,c,d) = (50,1,1,0) and D = 199:
#
(1089/4042,24301/133386)
(2544025/54735044,-405963199553/87302395180)
(1/86,797/86)
(4/65,517/130)
(1089/4042,-30119/66693)
(4/65,-105/26)
(1/8,21/8)
(1849/7280,227343/313040)
(1849/7280,-30685/31304)
(1/8,-11/4)
(1/86,-399/43)
(2544025/54735044,200952739839/43651197590)
#
# (a,b,c,d) = (1,1,4,1) and D = 199:
#
(0,1)
(4706/6027,1879/6027)
(433/519,-1591/519)
(1/3,2/3)
(559/1017,-961/1017)
(-26/7,99/7)
(1,0)
(117/119,-37/119)
#
# (a,b,c,d) = (50,0,1,0) and D = 200:
#
(9/211,-3059/633)
(9/211,3059/633)
#
# (a,b,c,d) = (1,2,3,4) and D = 200:
#
(10/7,-9/14)
(1,0)
#
# (a,b,c,d) = (51,1,1,0) and D = 203:
#
#
# (a,b,c,d) = (51,0,1,0) and D = 204:
#
(9/1375,-50986/4125)
(9/1375,50986/4125)
#
# (a,b,c,d) = (1,1,1,3) and D = 204:
#
(1,0)
(40/37,-9/37)
#
# (a,b,c,d) = (2,1,3,0) and D = 207:
#
(3/4,1/6)
(3/4,-5/12)
(147/1912,41527/20076)
(147/1912,-84083/40152)
#
# (a,b,c,d) = (52,1,1,0) and D = 207:
#
(1/4,-1)
(49/1912,83397/13384)
(1/4,3/4)
(49/1912,-20935/3346)
#
# (a,b,c,d) = (7,2,2,0) and D = 208:
#
#
# (a,b,c,d) = (52,0,1,0) and D = 208:
#
#
# (a,b,c,d) = (2,1,3,1) and D = 211:
#
(0,1)
(2/3,1/3)
(469/712,-295/356)
(-1,3)
(-3417/401,9887/401)
(22935/22954,-31753/11477)
(109/166,29/83)
(3/4,-1/2)
(57/59,-157/59)
(1007/1526,-1145/763)
#
# (a,b,c,d) = (53,1,1,0) and D = 211:
#
(685584/3374425,-4912595459/2794023900)
(1/5,-9/5)
(49/193,-1163/1351)
(4/73,617/146)
(1/5,8/5)
(4/73,-625/146)
(685584/3374425,4344931907/2794023900)
(49/193,820/1351)
(1/19,-83/19)
(2704/287353,153962797/14942356)
(1/19,82/19)
(2704/287353,-154103405/14942356)
#
# (a,b,c,d) = (53,0,1,0) and D = 212:
#
(4/17,-39/34)
(1/9,26/9)
(1/29,156/29)
(4/17,39/34)
(1089/4393,127790/144969)
(1089/4393,-127790/144969)
(1/29,-156/29)
(1/9,-26/9)
#
# (a,b,c,d) = (1,1,4,2) and D = 212:
#
(15065/16714,-8647/16714)
(3113/3283,-1390/3283)
(25/32,-31/32)
(-1,2)
(2397/2761,-1612/2761)
(1727/2050,-2641/2050)
(1/2,1/2)
(1,0)
(53/20,-99/20)
(7327/4061,-13562/4061)
(-3/44,37/44)
#
# (a,b,c,d) = (54,1,1,0) and D = 215:
#
(49/186,27/217)
(49/186,-505/1302)
#
# (a,b,c,d) = (1,0,3,2) and D = 216:
#
(1,0)
(-11/142,237/284)
(1,-3/2)
(-3415/6989,8058/6989)
#
# (a,b,c,d) = (2,0,3,0) and D = 216:
#
(3/7,-17/21)
(3/7,17/21)
(3468/5425,-276119/553350)
(3468/5425,276119/553350)
#
# (a,b,c,d) = (54,0,1,0) and D = 216:
#
(1/7,17/7)
(1/7,-17/7)
(1156/5425,276119/184450)
(1156/5425,-276119/184450)
#
# (a,b,c,d) = (55,1,1,0) and D = 219:
#
(36/145,119/174)
(36/145,-811/870)
#
# (a,b,c,d) = (55,0,1,0) and D = 220:
#
(676/3961,-212499/102986)
(175561/2464784,3830972207/1032744496)
(1/56,-419/56)
(1/4,3/4)
(1/4,-3/4)
(1/56,419/56)
(175561/2464784,-3830972207/1032744496)
(676/3961,212499/102986)
#
# (a,b,c,d) = (7,1,2,0) and D = 220:
#
(175561/1232392,134193291/73767464)
(1/28,209/56)
(175561/1232392,-1952266133/1032744496)
(1/28,-15/4)
(1352/3961,194923/205972)
(1/2,-1/2)
(1352/3961,-230075/205972)
(1/2,1/4)
#
# (a,b,c,d) = (56,1,1,0) and D = 223:
#
(121/518,811/814)
(121/518,-3504/2849)
#
# (a,b,c,d) = (56,0,1,0) and D = 224:
#
(1/18,38/9)
(1/18,-38/9)
(1444/7065,-428989/268470)
(1444/7065,428989/268470)
#
# (a,b,c,d) = (7,0,2,0) and D = 224:
#
(1/9,-19/9)
(2888/7065,428989/536940)
(1/9,19/9)
(2888/7065,-428989/536940)
#
# (a,b,c,d) = (57,1,1,0) and D = 227:
#
#
# (a,b,c,d) = (57,0,1,0) and D = 228:
#
(36/4873,-340165/29238)
(36/4873,340165/29238)
#
# (a,b,c,d) = (58,1,1,0) and D = 231:
#
(25/2104,-96567/10520)
(4/793,-22335/1586)
(25/2104,48221/5260)
(49/190,83/1330)
(1/4,-3/4)
(49/190,-213/665)
(4/793,22327/1586)
(1/4,1/2)
#
# (a,b,c,d) = (1,2,1,3) and D = 231:
#
(-2,1)
(-4/3,7/9)
(73/79,9/79)
(-67/61,133/183)
(15391366/12120871,-4049405/12120871)
(193/253,245/759)
(529/457,-98/457)
(1,0)
#
# (a,b,c,d) = (58,0,1,0) and D = 232:
#
#
# (a,b,c,d) = (59,1,1,0) and D = 235:
#
#
# (a,b,c,d) = (59,0,1,0) and D = 236:
#
(441/6715,545644/141015)
(441/6715,-545644/141015)
#
# (a,b,c,d) = (2,1,2,-1) and D = 236:
#
(0,-1)
(63/88,-23/44)
#
# (a,b,c,d) = (60,1,1,0) and D = 239:
#
(49/620,-769/217)
(4/17,-37/34)
(625/4164,19351/8675)
(1/6,-13/6)
(625/4164,-247837/104100)
(1369/14762,-887818/273097)
(49/620,15037/4340)
(26569/1443662,-868219054/117658453)
(1936/67065,1154179/196724)
(4/17,29/34)
(1/80,-179/20)
(1936/67065,-17397869/2950860)
(1369/14762,1724983/546194)
(26569/1443662,1732107361/235316906)
(1/80,143/16)
(227529/4555360,-1948128181/434581344)
(227529/4555360,2408027393/543226680)
(1/6,2)
#
# (a,b,c,d) = (1,3,2,3) and D = 239:
#
(2/3,1/3)
(3083/567,-1147/567)
(-1,2/3)
(3209/801,-1183/801)
(-8,3)
(-73/131,93/131)
(10/2369,4921/7107)
(-391/171,158/171)
(1,0)
#
# (a,b,c,d) = (1,1,4,0) and D = 240:
#
(1,-1/4)
(1/34,99/34)
(4356/5149,-314821/679668)
(4356/5149,171073/679668)
(1,0)
(1/34,-397/136)
#
# (a,b,c,d) = (60,0,1,0) and D = 240:
#
(1089/5149,242947/169917)
(1/136,-793/68)
(1/136,793/68)
(1089/5149,-242947/169917)
(1/4,-1/2)
(1/4,1/2)
#
# (a,b,c,d) = (8,2,2,0) and D = 240:
#
(1/2,0)
(1/68,99/17)
(2178/5149,171073/339834)
(1/2,-1/2)
(1/68,-397/68)
(2178/5149,-314821/339834)
#
# (a,b,c,d) = (61,1,1,0) and D = 243:
#
#
# (a,b,c,d) = (3,3,3,0) and D = 243:
#
#
# (a,b,c,d) = (1,3,3,4) and D = 243:
#
(1,0)
#
# (a,b,c,d) = (2,2,3,2) and D = 244:
#
(-1,3/2)
(23/62,71/124)
(-31/9,41/9)
(25/111,149/222)
(213455/193159,-236937/193159)
(1,-1)
#
# (a,b,c,d) = (61,0,1,0) and D = 244:
#
(1/5,-8/5)
(121/6425,514898/70675)
(1521/8785,680698/342615)
(1/5,8/5)
(1521/8785,-680698/342615)
(121/6425,-514898/70675)
#
# (a,b,c,d) = (62,1,1,0) and D = 247:
#
(4/17,27/34)
(5625/22294,-255839/836025)
(1/4,1/4)
(169/842,-18387/10946)
(1/248,-63/4)
(1/82,371/41)
(5625/22294,89803/1672050)
(1/454,-4837/227)
(1/248,3905/248)
(169/842,8095/5473)
(245025/5028076,11173641551/2488897620)
(4/17,-35/34)
(1/82,-743/82)
(245025/5028076,-182176273/40143510)
(1/4,-1/2)
(96721/571024,-188019527/88794232)
(96721/571024,345958823/177588464)
(1/454,9673/454)
#
# (a,b,c,d) = (1,3,4,5) and D = 247:
#
(-2,1)
(4/3,-1/3)
(691/583,-111/583)
(-419/361,273/361)
(-3,7/5)
(1,0)
(299/263,-37/263)
(2256/2653,1861/13265)
(-11/7,6/7)
#
# (a,b,c,d) = (62,0,1,0) and D = 248:
#
#
# (a,b,c,d) = (63,1,1,0) and D = 251:
#
(16/105,-327/140)
(16/105,131/60)
#
# (a,b,c,d) = (8,1,2,0) and D = 252:
#
(1/2,0)
(1/284,846/71)
(1/2,-1/4)
(1/284,-6769/568)
#
# (a,b,c,d) = (63,0,1,0) and D = 252:
#
(1/568,-13537/568)
(1/4,-1/4)
(1/568,13537/568)
(1/4,1/4)
#
# (a,b,c,d) = (1,1,0,3) and D = 255:
#
(26216/113033,77067/113033)
(-29/23,19/23)
(93430/15469,-50013/15469)
(268/59,-143/59)
(-10/9,7/9)
(-583/367,350/367)
(2,-1)
(2476/2313,-421/2313)
(1/3,2/3)
(-4139/2985,2603/2985)
(1/13,9/13)
(294326/300543,18817/300543)
(1709/3585,2257/3585)
(17/5,-9/5)
(1,0)
(-1/75,52/75)
(-1954529/2235493,1608822/2235493)
(80/83,9/83)
(41123/40255,-2521/40255)
#
# (a,b,c,d) = (64,1,1,0) and D = 255:
#
(7396/205249,92530045/17651414)
(82283041/5636545516,-423505766938319/51129104375636)
(1/274,4535/274)
(4/49,333/98)
(16/121,1197/484)
(1/2296,-110017/2296)
(9/94,436/141)
(2500/10249,-346193/512450)
(16129/73696,-12546495/9359392)
(9/76,-160/57)
(1/4,-1/4)
(1/4,0)
(25/106,-252/265)
(9/94,-899/282)
(2500/10249,221193/512450)
(1/16,-4)
(16/121,-1261/484)
(14130081/61618216,206038277297/231622873944)
(1/2296,13752/287)
(25/106,379/530)
(9/76,613/228)
(16129/73696,328066/292481)
(14130081/61618216,-32394156472/28952859243)
(7396/205249,-93166101/17651414)
(4/49,-341/98)
(9/6886,285700/10329)
(1/274,-2268/137)
(1/16,63/16)
(82283041/5636545516,105689844368352/12782276093909)
(9/6886,-571427/20658)
#
# (a,b,c,d) = (8,0,2,0) and D = 256:
#
(1/2,0)
#
# (a,b,c,d) = (2,4,4,0) and D = 256:
#
(1,-1/2)
#
# (a,b,c,d) = (64,0,1,0) and D = 256:
#
(1/4,0)
#
# (a,b,c,d) = (1,0,4,0) and D = 256:
#
(1,0)
#
# (a,b,c,d) = (65,1,1,0) and D = 259:
#
(16/65,1/4)
(16/65,-129/260)
#
# (a,b,c,d) = (65,0,1,0) and D = 260:
#
#
# (a,b,c,d) = (66,1,1,0) and D = 263:
#
#
# (a,b,c,d) = (66,0,1,0) and D = 264:
#
#
# (a,b,c,d) = (67,1,1,0) and D = 267:
#
#
# (a,b,c,d) = (67,0,1,0) and D = 268:
#
(225/2059,-89252/30885)
(1/23,110/23)
(4/17,25/34)
(25/131,-1096/655)
(1/23,-110/23)
(4/17,-25/34)
(225/2059,89252/30885)
(25/131,1096/655)
#
# (a,b,c,d) = (2,4,4,3) and D = 268:
#
(1,-1/3)
(-1,1)
(22/53,23/53)
(-4,3)
#
# (a,b,c,d) = (68,1,1,0) and D = 271:
#
#
# (a,b,c,d) = (68,0,1,0) and D = 272:
#
#
# (a,b,c,d) = (9,2,2,0) and D = 272:
#
#
# (a,b,c,d) = (1,3,5,0) and D = 275:
#
(1,-3/5)
(1/3,-13/15)
(529/471,-5798/10833)
(529/471,-7511/54165)
(20/89,-897/890)
(1/3,2/3)
(20/89,777/890)
(1,0)
#
# (a,b,c,d) = (69,1,1,0) and D = 275:
#
(1/5,-8/5)
(4/89,833/178)
(529/2355,47614/54165)
(1/5,7/5)
(1/15,-58/15)
(529/2355,-19927/18055)
(4/89,-841/178)
(1/15,19/5)
#
# (a,b,c,d) = (69,0,1,0) and D = 276:
#
#
# (a,b,c,d) = (70,1,1,0) and D = 279:
#
(1/10,-31/10)
(1/76,331/38)
(1089/6202,367361/204666)
(3721/15580,-547411/950380)
(1/10,3)
(1/76,-663/76)
(3249/14392,48197/58596)
(4/97,-957/194)
(1089/6202,-28807/14619)
(4/97,949/194)
(3249/14392,-859951/820344)
(3721/15580,32043/95038)
#
# (a,b,c,d) = (1,1,4,3) and D = 279:
#
(80/47,-99/47)
(73/187,98/187)
(494479/59911,-631161/59911)
(-766/393,2989/1179)
(1,-1/3)
(1,0)
(1,-1)
#
# (a,b,c,d) = (70,0,1,0) and D = 280:
#
#
# (a,b,c,d) = (71,1,1,0) and D = 283:
#
(1/11,35/11)
(705600/21959641,-103080844189/18446098440)
(1/151,-1856/151)
(1/7,-17/7)
(5041/20867,-330804/1481557)
(16/73,283/292)
(2304/11737,811619/563376)
(121/707,-15767/7777)
(2304/11737,-922211/563376)
(121/707,14436/7777)
(1/7,16/7)
(16/73,-347/292)
(5041/20867,-27107/1481557)
(1/11,-36/11)
(705600/21959641,102488140189/18446098440)
(1/151,1855/151)
#
# (a,b,c,d) = (1,0,4,1) and D = 283:
#
(0,1)
(22223/32832,-18643/32832)
(-11060/4063,44943/4063)
(1/4,3/4)
(316/625,-543/625)
(144/155,-37/155)
(817/888,211/888)
(1,-4)
(1,0)
(361/724,-1221/724)
(11/24,-31/24)
#
# (a,b,c,d) = (71,0,1,0) and D = 284:
#
(1/8,21/8)
(49/240,2339/1680)
(1/8,-21/8)
(49/240,-2339/1680)
#
# (a,b,c,d) = (9,1,2,0) and D = 284:
#
(1/4,5/4)
(49/120,499/840)
(1/4,-11/8)
(49/120,-447/560)
#
# (a,b,c,d) = (72,1,1,0) and D = 287:
#
(169/828,1531/1196)
(169/828,-3994/2691)
#
# (a,b,c,d) = (9,0,2,0) and D = 288:
#
(1/3,-1)
(8/33,-59/44)
(1/3,1)
(8/33,59/44)
#
# (a,b,c,d) = (1,4,6,0) and D = 288:
#
(1,-2/3)
(1,0)
(8/11,-91/132)
(8/11,9/44)
#
# (a,b,c,d) = (72,0,1,0) and D = 288:
#
(1/6,-2)
(4/33,59/22)
(1/6,2)
(4/33,-59/22)
#
# (a,b,c,d) = (3,2,3,0) and D = 288:
#
(4/11,-67/66)
(1/2,-5/6)
(1/2,1/2)
(4/11,17/22)
#
# (a,b,c,d) = (73,1,1,0) and D = 291:
#
#
# (a,b,c,d) = (73,0,1,0) and D = 292:
#
#
# (a,b,c,d) = (74,1,1,0) and D = 295:
#
(676/5561,377463/144586)
(676/5561,-395039/144586)
#
# (a,b,c,d) = (74,0,1,0) and D = 296:
#
(1/99,-985/99)
(1/99,985/99)
#
# (a,b,c,d) = (75,1,1,0) and D = 299:
#
#
# (a,b,c,d) = (75,0,1,0) and D = 300:
#
(9/91,836/273)
(9/91,-836/273)
#
# (a,b,c,d) = (2,2,4,1) and D = 300:
#
(0,1)
(9/11,-1/11)
(58059/19129,-208763/19129)
#
# (a,b,c,d) = (76,1,1,0) and D = 303:
#
#
# (a,b,c,d) = (76,0,1,0) and D = 304:
#
(1/5,-7/5)
(4/17,-7/34)
(1/101,1015/101)
(9/517,11753/1551)
(9/517,-11753/1551)
(1/101,-1015/101)
(4/17,7/34)
(1/5,7/5)
(2304/16897,1973503/811056)
(2304/16897,-1973503/811056)
#
# (a,b,c,d) = (10,2,2,0) and D = 304:
#
(2/5,-9/10)
(2/5,1/2)
(8/17,-9/68)
(18/517,-11807/3102)
(2/101,-1017/202)
(8/17,-23/68)
(2/101,1013/202)
(18/517,11699/3102)
(4608/16897,-2194687/1622112)
(4608/16897,1752319/1622112)
#
# (a,b,c,d) = (1,4,4,4) and D = 304:
#
(-7467311/12131857,8513136/12131857)
(11/23,9/23)
(-3,1)
(381/257,-79/257)
(-277/279,181/279)
(-5/3,2/3)
(1,0)
#
# (a,b,c,d) = (77,1,1,0) and D = 307:
#
(4/17,-5/34)
(16/209,-3001/836)
(4/41,-257/82)
(576/7777,-61997/16968)
(576/7777,95449/26664)
(4/17,-3/34)
(16/209,267/76)
(4/41,249/82)
#
# (a,b,c,d) = (1,2,4,5) and D = 307:
#
(-15733/5487,10514/5487)
(127/79,-72/79)
(-1/3,2/3)
(-3,2)
(1,0)
(597/365,-1708/1825)
#
# (a,b,c,d) = (77,0,1,0) and D = 308:
#
#
# (a,b,c,d) = (78,1,1,0) and D = 311:
#
#
# (a,b,c,d) = (78,0,1,0) and D = 312:
#
#
# (a,b,c,d) = (3,1,3,0) and D = 315:
#
(289/453,5770/23103)
(289/453,-1187/2567)
(1/3,-1)
(1/3,8/9)
#
# (a,b,c,d) = (79,1,1,0) and D = 315:
#
(1/9,25/9)
(289/1359,-27136/23103)
(289/1359,22223/23103)
(1/9,-26/9)
#
# (a,b,c,d) = (10,1,2,0) and D = 316:
#
(7921/21580,-889841/960310)
(7921/21580,570879/768248)
(1/10,-9/4)
(1/10,11/5)
#
# (a,b,c,d) = (79,0,1,0) and D = 316:
#
(1/20,89/20)
(1/20,-89/20)
(7921/43160,-6413759/3841240)
(7921/43160,6413759/3841240)
#
# (a,b,c,d) = (80,1,1,0) and D = 319:
#
#
# (a,b,c,d) = (80,0,1,0) and D = 320:
#
#
# (a,b,c,d) = (10,0,2,0) and D = 320:
#
#
# (a,b,c,d) = (81,1,1,0) and D = 323:
#
#
# (a,b,c,d) = (81,0,1,0) and D = 324:
#
(1/13,-46/13)
(1/13,46/13)
#
# (a,b,c,d) = (3,0,3,0) and D = 324:
#
(3/13,46/39)
(3/13,-46/39)
#
# (a,b,c,d) = (2,0,3,1) and D = 324:
#
(0,1)
(3/4,1/4)
(-417/88,1333/88)
#
# (a,b,c,d) = (3,3,4,1) and D = 327:
#
(0,1)
(63/101,17/101)
#
# (a,b,c,d) = (82,1,1,0) and D = 327:
#
#
# (a,b,c,d) = (82,0,1,0) and D = 328:
#
#
# (a,b,c,d) = (1,1,3,4) and D = 331:
#
(11/9,-7/9)
(-1,1)
(235/227,-37/227)
(215/189,-481/756)
(62/61,-7/122)
(197/423,206/423)
(1/4,9/16)
(-11,9)
(-250/3,409/6)
(1554139/1492161,-327446/1492161)
(-1040651/1468504,5001885/5874016)
(16411/32879,15548/32879)
(-2/3,5/6)
(82/383,439/766)
(1,0)
(827/111,-676/111)
(14863/1529,-12154/1529)
(107/83,-72/83)
#
# (a,b,c,d) = (83,1,1,0) and D = 331:
#
(824464/4350953,-6373646187/3950665324)
(25/149,1357/745)
(16/89,573/356)
(1/17,-70/17)
(4/113,-1203/226)
(9/43,-152/129)
(19321/94775,14608964/13173725)
(484/7505,637589/165110)
(4/113,1195/226)
(484/7505,-648237/165110)
(8464/259673,-132524093/23889916)
(8464/259673,131745405/23889916)
(1/335,6131/335)
(690561/24170515,-119002966712/20085697965)
(1/17,69/17)
(25/149,-1482/745)
(19321/94775,-17294583/13173725)
(576/8425,756107/202200)
(9/163,-2080/489)
(16/89,-637/356)
(576/8425,-769931/202200)
(1/5,-7/5)
(9/43,125/129)
(9/163,2053/489)
(824464/4350953,5625032875/3950665324)
(1/5,6/5)
(1/335,-6132/335)
(690561/24170515,118429110521/20085697965)
#
# (a,b,c,d) = (83,0,1,0) and D = 332:
#
(1/27,-140/27)
(1/27,140/27)
(4/33,175/66)
(4/33,-175/66)
(25/111,-266/555)
(25/111,266/555)
#
# (a,b,c,d) = (1,1,2,4) and D = 332:
#
(1/2,1/2)
(-3981/2864,3035/2864)
(3,-2)
(107/92,-45/92)
(1,0)
(-1999/796,1385/796)
#
# (a,b,c,d) = (1,2,5,5) and D = 335:
#
(-1,1)
(1194/803,-851/803)
(804/277,-643/277)
(127/61,-99/61)
(-3/5,4/5)
(208/191,-37/191)
(1,0)
#
# (a,b,c,d) = (84,1,1,0) and D = 335:
#
(16/129,-1375/516)
(1089/7714,-87187/36366)
(1/234,1193/78)
(1/6,11/6)
(529/5316,365173/122268)
(1/234,-1790/117)
(1/6,-2)
(16/129,437/172)
(3249/15904,244991/226632)
(529/5316,-31445/10189)
(3249/15904,-166451/129504)
(1089/7714,287186/127281)
#
# (a,b,c,d) = (84,0,1,0) and D = 336:
#
(9/46,-95/69)
(9/46,95/69)
#
# (a,b,c,d) = (11,2,2,0) and D = 336:
#
(9/23,34/69)
(9/23,-61/69)
#
# (a,b,c,d) = (85,1,1,0) and D = 339:
#
(4/49,-339/98)
(4/25,-21/10)
(4/25,97/50)
(4/49,331/98)
(64/337,-4263/2696)
(64/337,3751/2696)
#
# (a,b,c,d) = (1,2,0,3) and D = 339:
#
(5,-2)
(-1/3,2/3)
(621599/19639,-250076/19639)
(1,0)
(73/97,36/97)
(-23063/5357,9362/5357)
(-4177/7743,4952/7743)
#
# (a,b,c,d) = (85,0,1,0) and D = 340:
#
#
# (a,b,c,d) = (2,7,7,0) and D = 343:
#
#
# (a,b,c,d) = (86,1,1,0) and D = 343:
#
#
# (a,b,c,d) = (86,0,1,0) and D = 344:
#
#
# (a,b,c,d) = (87,1,1,0) and D = 347:
#
#
# (a,b,c,d) = (11,1,2,0) and D = 348:
#
(2/7,15/14)
(2/7,-17/14)
#
# (a,b,c,d) = (87,0,1,0) and D = 348:
#
(1/7,16/7)
(1/7,-16/7)
#
# (a,b,c,d) = (4,3,3,0) and D = 351:
#
(1/4,-5/4)
(1/4,1)
(27/40,-127/360)
(27/40,-29/90)
#
# (a,b,c,d) = (88,1,1,0) and D = 351:
#
(1/12,10/3)
(1/12,-41/12)
(9/40,-1/15)
(9/40,-19/120)
#
# (a,b,c,d) = (1,0,3,3) and D = 351:
#
(1,0)
(1,-1)
(-50/31,63/31)
(2/11,7/11)
(-3499/2009,4383/2009)
#
# (a,b,c,d) = (88,0,1,0) and D = 352:
#
#
# (a,b,c,d) = (11,0,2,0) and D = 352:
#
#
# (a,b,c,d) = (89,1,1,0) and D = 355:
#
#
# (a,b,c,d) = (2,1,2,2) and D = 356:
#
(3/14,5/7)
(1457/2084,307/1042)
(-1/2,1)
(25/7,-31/7)
(1,-1)
(1753/2149,-445/2149)
(1/8,3/4)
#
# (a,b,c,d) = (89,0,1,0) and D = 356:
#
(4/153,1891/306)
(16/465,-10009/1860)
(49/233,1476/1631)
(1/5,-6/5)
(49/233,-1476/1631)
(1/5,6/5)
(16/465,10009/1860)
(361/3569,-203160/67811)
(4/153,-1891/306)
(361/3569,203160/67811)
#
# (a,b,c,d) = (90,1,1,0) and D = 359:
#
(1/120,-263/24)
(1/120,219/20)
#
# (a,b,c,d) = (90,0,1,0) and D = 360:
#
#
# (a,b,c,d) = (91,1,1,0) and D = 363:
#
#
# (a,b,c,d) = (1,0,4,2) and D = 364:
#
(1,0)
(1,-2)
#
# (a,b,c,d) = (91,0,1,0) and D = 364:
#
(4/25,99/50)
(4/25,-99/50)
(17424/172825,68415229/22812900)
(17424/172825,-68415229/22812900)
#
# (a,b,c,d) = (1,2,3,5) and D = 367:
#
(2/3,1/3)
(-29/19,18/19)
(-631889/244791,354020/244791)
(-187/3357,1999/3357)
(-299/461,316/461)
(5156/501,-2795/501)
(2,-1)
(11/43,112/215)
(-16/31,103/155)
(13/3,-7/3)
(-50222/6817,27279/6817)
(-3001/4069,2855/4069)
(2777/417,-7516/2085)
(89/117,31/117)
(1,0)
(127/97,-45/97)
(-2939/975,8137/4875)
(-13/11,9/11)
#
# (a,b,c,d) = (92,1,1,0) and D = 367:
#
(256/5993,460235/95888)
(676/7097,-582473/184522)
(1096209/29091412,-39274256045/7614677091)
(10609/48692,-2973315/5015276)
(9/46,-94/69)
(9/13612,1588105/40836)
(1681/9968,-779181/408688)
(1/14,51/14)
(1620529/30040892,162431370083/38242055516)
(1681/9968,177565/102172)
(249001/1181888,-136582761/147440528)
(1/8,-21/8)
(12996/71449,-13521833/8145186)
(1/14,-26/7)
(16/113,-1065/452)
(12996/71449,12040289/8145186)
(9/13612,-397033/10209)
(256/5993,-464331/95888)
(1620529/30040892,-41123575875/9560513879)
(1/122,-674/61)
(1/8,5/2)
(25/164,1663/820)
(16/113,1001/452)
(1/74,-637/74)
(36/169,-847/1014)
(25/164,-447/205)
(12321/60562,-7791283/6722382)
(1/122,1347/122)
(12321/60562,3211826/3361191)
(36/169,631/1014)
(9/46,7/6)
(10609/48692,470147/1253819)
(676/7097,564897/184522)
(1096209/29091412,6780404059/1324291668)
(249001/1181888,422079545/589762112)
(1/74,318/37)
#
# (a,b,c,d) = (2,3,4,0) and D = 368:
#
#
# (a,b,c,d) = (12,2,2,0) and D = 368:
#
#
# (a,b,c,d) = (2,2,4,2) and D = 368:
#
#
# (a,b,c,d) = (92,0,1,0) and D = 368:
#
#
# (a,b,c,d) = (93,1,1,0) and D = 371:
#
#
# (a,b,c,d) = (93,0,1,0) and D = 372:
#
#
# (a,b,c,d) = (94,1,1,0) and D = 375:
#
#
# (a,b,c,d) = (2,5,5,0) and D = 375:
#
#
# (a,b,c,d) = (94,0,1,0) and D = 376:
#
(2181529/11614031,-24303384785/17153923787)
(2181529/11614031,24303384785/17153923787)
#
# (a,b,c,d) = (1,1,1,4) and D = 379:
#
(107/101,-18/101)
(-7302/4213,9065/8426)
(-3,7/4)
(37573/56889,25883/56889)
(-43/51,37/51)
(1,0)
(-227/429,287/429)
#
# (a,b,c,d) = (95,1,1,0) and D = 379:
#
(36/10225,-206809/12270)
(1/5,1)
(1/5,-6/5)
(36/10225,1033829/61350)
#
# (a,b,c,d) = (95,0,1,0) and D = 380:
#
(1/6,-11/6)
(121/1464,-54493/16104)
(1/6,11/6)
(121/1464,54493/16104)
#
# (a,b,c,d) = (12,1,2,0) and D = 380:
#
(1/3,5/6)
(1/3,-1)
(121/732,-1163/671)
(121/732,26581/16104)
#
# (a,b,c,d) = (96,1,1,0) and D = 383:
#
#
# (a,b,c,d) = (96,0,1,0) and D = 384:
#
#
# (a,b,c,d) = (12,0,2,0) and D = 384:
#
#
# (a,b,c,d) = (97,1,1,0) and D = 387:
#
#
# (a,b,c,d) = (97,0,1,0) and D = 388:
#
#
# (a,b,c,d) = (98,1,1,0) and D = 391:
#
#
# (a,b,c,d) = (98,0,1,0) and D = 392:
#
#
# (a,b,c,d) = (99,1,1,0) and D = 395:
#
(4/129,-489/86)
(4/129,1459/258)
#
# (a,b,c,d) = (99,0,1,0) and D = 396:
#
#
# (a,b,c,d) = (4,2,3,0) and D = 396:
#
#
# (a,b,c,d) = (100,1,1,0) and D = 399:
#
(9/142,1657/426)
(9/142,-842/213)
#
# (a,b,c,d) = (1,2,5,0) and D = 400:
#
(1/2,1/2)
(1,-2/5)
(5/34,-203/170)
(4/37,-511/370)
(1/2,-7/10)
(5/34,193/170)
(1,0)
(4/37,99/74)
(841/890,9457/129050)
(841/890,-11647/25810)
#
# (a,b,c,d) = (100,0,1,0) and D = 400:
#
(1/34,-99/17)
(4/185,503/74)
(1/5,1)
(1/10,3)
(1/10,-3)
(1/34,99/17)
(4/185,-503/74)
(841/4450,16923/12905)
(841/4450,-16923/12905)
(1/5,-1)
#
# (a,b,c,d) = (13,2,2,0) and D = 400:
#
(1/5,-8/5)
(1/17,-50/17)
(8/185,2499/740)
(2/5,-7/10)
(1/17,49/17)
(8/185,-2531/740)
(841/2225,-54502/64525)
(841/2225,30113/64525)
(1/5,7/5)
(2/5,3/10)
#
# (a,b,c,d) = (1,6,10,0) and D = 400:
#
(1,-3/5)
(2,-7/10)
(2,-1/2)
(5/17,42/85)
(8/37,91/148)
(841/445,-28122/64525)
(8/37,-551/740)
(5/17,-57/85)
(1,0)
(841/445,-9009/12905)
#
# (a,b,c,d) = (101,1,1,0) and D = 403:
#
(16/113,-1047/452)
(16/113,983/452)
(65934400/536102849,-11456991163743/4353155133880)
(65934400/536102849,108134691443/43100545880)
#
# (a,b,c,d) = (101,0,1,0) and D = 404:
#
#
# (a,b,c,d) = (102,1,1,0) and D = 407:
#
#
# (a,b,c,d) = (102,0,1,0) and D = 408:
#
(9/127,1405/381)
(9/127,-1405/381)
#
# (a,b,c,d) = (1,1,5,2) and D = 411:
#
(69/103,-133/103)
(34381/38376,-31255/76752)
(53/11,-126/11)
(-1/3,7/6)
(87/223,119/223)
(1,0)
#
# (a,b,c,d) = (103,1,1,0) and D = 411:
#
(1/7,15/7)
(289/7105,594358/120785)
(961/8155,656781/252805)
(1/7,-16/7)
(961/8155,-686572/252805)
(55225/2593549,-4181197593/609484015)
(55225/2593549,4168219718/609484015)
(289/7105,-599271/120785)
#
# (a,b,c,d) = (13,1,2,0) and D = 412:
#
#
# (a,b,c,d) = (103,0,1,0) and D = 412:
#
#
# (a,b,c,d) = (104,1,1,0) and D = 415:
#
#
# (a,b,c,d) = (1,1,5,1) and D = 416:
#
(0,1)
(-13/8,63/8)
(1/2,1/2)
(619/1469,-2450/1469)
(3843/4898,-2389/4898)
(127/212,91/212)
(99/116,-49/116)
(1,0)
#
# (a,b,c,d) = (1,2,1,4) and D = 416:
#
(50/53,9/106)
(1/2,1/2)
(11,-19/4)
(-6/29,37/58)
(3/2,-1/2)
(1,0)
(-831/2449,1558/2449)
(-6731/2938,3069/2938)
#
# (a,b,c,d) = (104,0,1,0) and D = 416:
#
(1/9,-25/9)
(1/9,25/9)
(1/30,82/15)
(9/11233,-1190539/33699)
(6724/52185,10511773/4279170)
(1/42,-136/21)
(1/42,136/21)
(6724/52185,-10511773/4279170)
(9/11233,1190539/33699)
(1/30,-82/15)
(2500/14049,1071407/702450)
(2500/14049,-1071407/702450)
#
# (a,b,c,d) = (13,0,2,0) and D = 416:
#
(2/9,25/18)
(13448/52185,-10511773/8558340)
(5000/14049,-1071407/1404900)
(2/9,-25/18)
(1/15,-41/15)
(1/15,41/15)
(5000/14049,1071407/1404900)
(1/21,-68/21)
(13448/52185,10511773/8558340)
(18/11233,1190539/67398)
(1/21,68/21)
(18/11233,-1190539/67398)
#
# (a,b,c,d) = (2,1,3,-1) and D = 419:
#
(1/2,1)
(7/11,5/11)
(9/5,31/5)
(4/5,-1/5)
(1729/3020,-899/1510)
(0,-1)
(-189/250,-341/125)
#
# (a,b,c,d) = (105,1,1,0) and D = 419:
#
(9/97,-928/291)
(16/161,-281/92)
(9/535,12358/1605)
(16/161,1903/644)
(9/97,901/291)
(9/535,-2477/321)
(1/5,4/5)
(1/5,-1)
#
# (a,b,c,d) = (105,0,1,0) and D = 420:
#
#
# (a,b,c,d) = (106,1,1,0) and D = 423:
#
(1/6,-11/6)
(1/6,5/3)
(49/708,-18677/4956)
(49/708,9167/2478)
#
# (a,b,c,d) = (4,1,3,0) and D = 423:
#
(1/2,-2/3)
(1/2,1/2)
(49/236,-1585/1239)
(49/236,1999/1652)
#
# (a,b,c,d) = (106,0,1,0) and D = 424:
#
(1/11,35/11)
(1/11,-35/11)
(529/184955,79542379/4253965)
(529/184955,-79542379/4253965)
#
# (a,b,c,d) = (3,4,5,2) and D = 424:
#
(87/169,50/169)
(411/358,-1427/716)
(-1,2)
(1/3,1/2)
(229/287,-529/574)
#
# (a,b,c,d) = (107,1,1,0) and D = 427:
#
#
# (a,b,c,d) = (1,3,2,4) and D = 428:
#
(1,0)
(3/4,1/4)
#
# (a,b,c,d) = (107,0,1,0) and D = 428:
#
(1/143,1710/143)
(1/143,-1710/143)
#
# (a,b,c,d) = (2,1,3,2) and D = 431:
#
(1/2,1/2)
(-1259/1148,2125/1148)
#
# (a,b,c,d) = (108,1,1,0) and D = 431:
#
#
# (a,b,c,d) = (2,6,6,0) and D = 432:
#
#
# (a,b,c,d) = (4,0,3,0) and D = 432:
#
#
# (a,b,c,d) = (1,3,3,5) and D = 432:
#
(1,0)
#
# (a,b,c,d) = (14,2,2,0) and D = 432:
#
#
# (a,b,c,d) = (108,0,1,0) and D = 432:
#
#
# (a,b,c,d) = (109,1,1,0) and D = 435:
#
#
# (a,b,c,d) = (109,0,1,0) and D = 436:
#
(4/25,-93/50)
(1/145,-1746/145)
(1/145,1746/145)
(4900/23641,623811/1654870)
(4900/23641,-623811/1654870)
(1/5,-4/5)
(25/649,16482/3245)
(25/649,-16482/3245)
(4/25,93/50)
(1/5,4/5)
#
# (a,b,c,d) = (1,3,4,6) and D = 436:
#
(-1,2/3)
(-7/2,3/2)
(5/4,-1/4)
(-185/118,93/118)
(-1175/59,494/59)
(20587/28808,7057/28808)
(1,0)
(2111/1156,-755/1156)
(539/3184,4835/9552)
#
# (a,b,c,d) = (1,2,-1,3) and D = 439:
#
(1,0)
(73/115,63/115)
#
# (a,b,c,d) = (110,1,1,0) and D = 439:
#
#
# (a,b,c,d) = (2,0,1,2) and D = 440:
#
(-5/181,289/362)
(1,-1)
#
# (a,b,c,d) = (110,0,1,0) and D = 440:
#
#
# (a,b,c,d) = (111,1,1,0) and D = 443:
#
#
# (a,b,c,d) = (14,1,2,0) and D = 444:
#
#
# (a,b,c,d) = (111,0,1,0) and D = 444:
#
#
# (a,b,c,d) = (112,1,1,0) and D = 447:
#
#
# (a,b,c,d) = (112,0,1,0) and D = 448:
#
(25/176,481/220)
(25/176,-481/220)
(1/8,-5/2)
(1/8,5/2)
#
# (a,b,c,d) = (2,2,4,0) and D = 448:
#
(25/44,-303/440)
(1/2,-3/4)
(1/2,1/2)
(25/44,89/220)
#
# (a,b,c,d) = (14,0,2,0) and D = 448:
#
(1/4,-5/4)
(1/4,5/4)
(25/88,481/440)
(25/88,-481/440)
#
# (a,b,c,d) = (1,5,8,0) and D = 448:
#
(1,0)
(1,-5/8)
(25/22,-553/880)
(25/22,-9/110)
#
# (a,b,c,d) = (113,1,1,0) and D = 451:
#
(289/3503,-203115/59551)
(49/5135,-368122/35945)
(1/5,3/5)
(49/5135,367779/35945)
(1/5,-4/5)
(289/3503,1754/527)
#
# (a,b,c,d) = (2,3,5,3) and D = 451:
#
(-8/121,265/363)
(8,-31/3)
(766/843,-1535/2529)
(73/169,71/169)
(-1/2,1)
(1,-1)
(1675/2236,89/1118)
#
# (a,b,c,d) = (113,0,1,0) and D = 452:
#
#
# (a,b,c,d) = (114,1,1,0) and D = 455:
#
#
# (a,b,c,d) = (114,0,1,0) and D = 456:
#
#
# (a,b,c,d) = (2,3,3,3) and D = 459:
#
(-1,1)
(5/7,1/7)
(11923/8393,-8317/8393)
#
# (a,b,c,d) = (5,3,3,0) and D = 459:
#
(12/25,-127/150)
(12/25,11/30)
#
# (a,b,c,d) = (115,1,1,0) and D = 459:
#
(4/25,-19/10)
(4/25,87/50)
#
# (a,b,c,d) = (1,1,5,3) and D = 460:
#
(1,0)
(40/19,-63/19)
#
# (a,b,c,d) = (115,0,1,0) and D = 460:
#
(441/2419,65512/50799)
(441/2419,-65512/50799)
#
# (a,b,c,d) = (116,1,1,0) and D = 463:
#
#
# (a,b,c,d) = (15,2,2,0) and D = 464:
#
(8/585,-2833/468)
(121/519,2296/1903)
(121/519,-8219/5709)
(1/3,2/3)
(1/79,-497/79)
(1/19,58/19)
(2/5,1/10)
(50/429,-3011/1430)
(128/905,-5537/2896)
(3042/14725,-357469/229710)
(219122/4328805,595027603/191044594)
(77841/1111823,-837763112/310198617)
(1/19,-59/19)
(1/79,496/79)
(128/905,25637/14480)
(1/3,-1)
(2/5,-1/2)
(77841/1111823,816045473/310198617)
(219122/4328805,-9070472809/2865668910)
(2601/6479,25396/330429)
(2601/6479,-158047/330429)
(3042/14725,1550069/1148550)
(8/585,4711/780)
(50/429,8533/4290)
#
# (a,b,c,d) = (2,1,4,1) and D = 464:
#
(0,1)
(1/2,-1)
(73682/96721,-273475/96721)
(1/2,1/2)
(11/14,-41/14)
(8,-31)
(117/146,-5/73)
(65/92,11/46)
(-11683/17818,47753/17818)
(26/103,75/103)
(1/2,-3/2)
(259/358,-157/358)
(577/2378,1753/2378)
(199/332,-115/166)
#
# (a,b,c,d) = (116,0,1,0) and D = 464:
#
(64/905,26661/7240)
(121/1038,-15107/5709)
(2601/12958,-183443/330429)
(1/38,117/19)
(1/158,-993/79)
(64/905,-26661/7240)
(1/6,-5/3)
(1/158,993/79)
(1/38,-117/19)
(1521/14725,-1668707/574275)
(2601/12958,183443/330429)
(109561/4328805,8997943427/1432834455)
(1/5,-3/5)
(4/585,-14149/1170)
(25/429,8783/2145)
(25/429,-8783/2145)
(4/585,14149/1170)
(1/5,3/5)
(109561/4328805,-8997943427/1432834455)
(1521/14725,1668707/574275)
(121/1038,15107/5709)
(77841/2223646,-1653808585/310198617)
(77841/2223646,1653808585/310198617)
(1/6,5/3)
#
# (a,b,c,d) = (1,3,5,7) and D = 464:
#
(-2,1)
(-4,13/7)
(-53/179,104/179)
(-5/4,3/4)
(87/292,127/292)
(131/184,43/184)
(32894/8909,-14859/8909)
(-746743/193442,347157/193442)
(3/2,-1/2)
(251/206,-49/206)
(-85/2,39/2)
(1,0)
(1459/1189,-294/1189)
(-491/664,429/664)
#
# (a,b,c,d) = (117,1,1,0) and D = 467:
#
(94864/485433,-1161863/1277892)
(94864/485433,106719859/149513364)
#
# (a,b,c,d) = (117,0,1,0) and D = 468:
#
#
# (a,b,c,d) = (118,1,1,0) and D = 471:
#
(9/148,1763/444)
(9/148,-895/222)
#
# (a,b,c,d) = (118,0,1,0) and D = 472:
#
(1/7,-15/7)
(25/199,2457/995)
(1/7,15/7)
(16/137,-1445/548)
(100/1001,29749/10010)
(100/1001,-29749/10010)
(16/137,1445/548)
(133633600/882002849,20113129449743/10195952934440)
(25/199,-2457/995)
(133633600/882002849,-20113129449743/10195952934440)
#
# (a,b,c,d) = (2,4,5,4) and D = 472:
#
(53/19,-41/19)
(-1,1)
(2/3,1/6)
(2,-3/2)
(3/4,1/16)
(54343/22137,-166787/88548)
#
# (a,b,c,d) = (1,1,5,0) and D = 475:
#
(20/161,-2061/1610)
(1/43,-631/215)
(9/11,-14/33)
(320/329,837/13160)
(1/25,-56/25)
(1,-1/5)
(1/25,279/125)
(114921/377927,493048991/640586265)
(114921/377927,-106401442/128117253)
(1/43,126/43)
(20/161,2021/1610)
(9/11,43/165)
(228980/418481,224259061/447774670)
(1,0)
(320/329,-3397/13160)
(228980/418481,-273260781/447774670)
#
# (a,b,c,d) = (119,1,1,0) and D = 475:
#
(64/329,1861/2632)
(1/5,2/5)
(1/215,-3153/215)
(114921/1889635,149597729/37681545)
(64/329,-339/376)
(1/125,-1398/125)
(4/161,291/46)
(9/55,-296/165)
(9/55,269/165)
(45796/418481,34837107/12793562)
(1/215,3152/215)
(1/5,-3/5)
(4/161,-2045/322)
(114921/1889635,-2582119612/640586265)
(1/125,1397/125)
(45796/418481,-253660093/89554934)
#
# (a,b,c,d) = (15,1,2,0) and D = 476:
#
#
# (a,b,c,d) = (119,0,1,0) and D = 476:
#
#
# (a,b,c,d) = (120,1,1,0) and D = 479:
#
#
# (a,b,c,d) = (15,0,2,0) and D = 480:
#
(18/169,2177/1014)
(18/169,-2177/1014)
#
# (a,b,c,d) = (120,0,1,0) and D = 480:
#
(9/169,2177/507)
(9/169,-2177/507)
#
# (a,b,c,d) = (121,1,1,0) and D = 483:
#
#
# (a,b,c,d) = (121,0,1,0) and D = 484:
#
(4/89,835/178)
(1/5,2/5)
(676/9593,919469/249418)
(9/97,-908/291)
(11155600/68255969,387315935953/227974936460)
(1/5,-2/5)
(11155600/68255969,-387315935953/227974936460)
(676/9593,-919469/249418)
(4/89,-835/178)
(9/97,908/291)
#
# (a,b,c,d) = (1,2,5,6) and D = 484:
#
(-17/7,73/42)
(1/9,14/27)
(7/4,-9/8)
(-5,7/2)
(1,0)
(-37781/93208,123291/186416)
#
# (a,b,c,d) = (122,1,1,0) and D = 487:
#
#
# (a,b,c,d) = (122,0,1,0) and D = 488:
#
#
# (a,b,c,d) = (123,1,1,0) and D = 491:
#
(49/263,1765/1841)
(1/117,1265/117)
(256/1529,36877/24464)
(1/615,-124/5)
(1/5,1/5)
(1/5,-2/5)
(1/117,-422/39)
(1/615,15251/615)
(6889/390813,-244520645/32437479)
(6889/390813,81316286/10812493)
(256/1529,-40973/24464)
(49/263,-2108/1841)
#
# (a,b,c,d) = (1,2,2,5) and D = 491:
#
(-2,1)
(-540443/94405,252112/94405)
(6/5,-7/25)
(-479/316,259/316)
(53/58,7/58)
(127/115,-18/115)
(1,0)
(-11/10,7/10)
#
# (a,b,c,d) = (123,0,1,0) and D = 492:
#
(144/3193,179405/38316)
(144/3193,-179405/38316)
#
# (a,b,c,d) = (1,2,4,6) and D = 492:
#
(77/53,-36/53)
(1,0)
#
# (a,b,c,d) = (124,1,1,0) and D = 495:
#
#
# (a,b,c,d) = (124,0,1,0) and D = 496:
#
(1/5,1/5)
(1/5,-1/5)
#
# (a,b,c,d) = (2,0,2,2) and D = 496:
#
#
# (a,b,c,d) = (16,2,2,0) and D = 496:
#
(2/5,-1/10)
(2/5,-3/10)
#
# (a,b,c,d) = (2,1,4,0) and D = 496:
#
(4/5,-1/20)
(4/5,-3/20)
#
# (a,b,c,d) = (1,0,4,3) and D = 499:
#
(1/2,1/2)
(-2,3)
(334/419,-247/419)
(-271/1804,1385/1804)
(-121/74,183/74)
(1,0)
(1,-4/3)
(4635917101/5866055426,-3723178355/5866055426)
(332/307,-455/307)
#
# (a,b,c,d) = (125,1,1,0) and D = 499:
#
(4225/92881,28002779/6037265)
(1/25,-5)
(25/211,-2791/1055)
(1/25,124/25)
(1/5,-1/5)
(16/145,-325/116)
(25/211,2666/1055)
(4225/92881,-28277404/6037265)
(16/145,1561/580)
(82719025/585822299,-11797135843157/5328053809405)
(82719025/585822299,11044806310782/5328053809405)
(1/5,0)
#
# (a,b,c,d) = (125,0,1,0) and D = 500:
#
(1/5,0)
#
# (a,b,c,d) = (1,0,5,0) and D = 500:
#
(1,0)
#
# (a,b,c,d) = (126,1,1,0) and D = 503:
#
(9/208,-1499/312)
(81/916,13063/4122)
(26569/329544,-20555933/5968408)
(1/168,-363/28)
(361/7332,206553/46436)
(4/33,163/66)
(64/3729,-227897/29832)
(9/208,2971/624)
(49/282,-489/329)
(1/168,311/24)
(4/33,-57/22)
(64/3729,75795/9944)
(81/916,-26855/8244)
(26569/329544,90336325/26857836)
(1/6,3/2)
(49/282,2591/1974)
(1/6,-5/3)
(25/126,1/5)
(9/1084,35675/3252)
(338724/1781857,111306443/148148682)
(484/9729,-957493/214038)
(361/7332,-313259/69654)
(484/9729,105205/23782)
(25/126,-251/630)
(9/1084,-17851/1626)
(338724/1781857,-976282469/1037040774)
#
# (a,b,c,d) = (2,5,5,4) and D = 503:
#
(-3/2,1)
(-186/433,647/866)
(83/145,141/580)
(1,-1/4)
(4715/7562,5797/30248)
(-5/2,3/2)
(3126/1003,-3565/2006)
(-1454/149,1689/298)
(699/668,-811/2672)
(-537/190,319/190)
(53351/4040,-15481/2020)
(-29/38,15/19)
(1/4,1/2)
(205999/101888,-55857/50944)
(11/8,-5/8)
#
# (a,b,c,d) = (5,2,3,0) and D = 504:
#
(1444/2435,-4163/55518)
(1/5,-4/3)
(1/5,6/5)
(1444/2435,-29643/92530)
#
# (a,b,c,d) = (126,0,1,0) and D = 504:
#
(1/15,19/5)
(1/15,-19/5)
(1444/7305,-34057/92530)
(1444/7305,34057/92530)
#
# (a,b,c,d) = (1,7,13,0) and D = 507:
#
(49/19,-1231/1729)
(11700/14689,-2982637/5728710)
(11700/14689,525637/5728710)
(49/19,-90/133)
(1,0)
(1,-7/13)
#
# (a,b,c,d) = (127,1,1,0) and D = 507:
#
(49/247,-568/1729)
(1/13,45/13)
(49/247,225/1729)
(1/13,-46/13)
(900/14689,-1767637/440670)
(900/14689,1740637/440670)
#
# (a,b,c,d) = (16,1,2,0) and D = 508:
#
(441/1136,307/1491)
(441/1136,-19085/47712)
(1/8,-2)
(1/8,31/16)
#
# (a,b,c,d) = (127,0,1,0) and D = 508:
#
(441/2272,28909/47712)
(441/2272,-28909/47712)
(1/16,-63/16)
(1/16,63/16)
#
# (a,b,c,d) = (128,1,1,0) and D = 511:
#
(1/170,1108/85)
(1/170,-2217/170)
#
# (a,b,c,d) = (2,0,4,0) and D = 512:
#
(1/3,-5/6)
(1/3,5/6)
(100/129,-383/2580)
(100/129,383/2580)
#
# (a,b,c,d) = (3,4,4,0) and D = 512:
#
(1/3,-1)
(100/129,-461/860)
(1/3,2/3)
(100/129,-617/2580)
#
# (a,b,c,d) = (16,0,2,0) and D = 512:
#
(1/6,5/3)
(1/6,-5/3)
(50/129,-383/1290)
(50/129,383/1290)
#
# (a,b,c,d) = (128,0,1,0) and D = 512:
#
(1/12,10/3)
(25/129,383/645)
(1/12,-10/3)
(25/129,-383/645)
#
# (a,b,c,d) = (129,1,1,0) and D = 515:
#
(1/9,-25/9)
(1/9,8/3)
(144/13969,1650023/167628)
(144/13969,-1651751/167628)
#
# (a,b,c,d) = (1,4,4,5) and D = 515:
#
(1,0)
(533/142,-161/142)
(71/119,36/119)
(-6/11,7/11)
(-59/2,91/10)
#
# (a,b,c,d) = (129,0,1,0) and D = 516:
#
#
# (a,b,c,d) = (3,3,4,2) and D = 516:
#
(3/4,-1/4)
#
# (a,b,c,d) = (3,5,6,3) and D = 519:
#
(73/151,44/151)
(-307/91,404/91)
(4/9,1/3)
(226/221,-233/221)
(1,-1)
#
# (a,b,c,d) = (130,1,1,0) and D = 519:
#
(1/10,29/10)
(1/10,-3)
(1/8980,-850971/8980)
(1/8980,85097/898)
#
# (a,b,c,d) = (130,0,1,0) and D = 520:
#
#
# (a,b,c,d) = (131,1,1,0) and D = 523:
#
#
# (a,b,c,d) = (1,1,3,5) and D = 524:
#
(1,0)
(67/55,-36/55)
#
# (a,b,c,d) = (131,0,1,0) and D = 524:
#
(144/3409,-198055/40908)
(144/3409,198055/40908)
#
# (a,b,c,d) = (1,0,5,1) and D = 527:
#
(0,1)
(2191/2795,974/2795)
(2/5,3/5)
(1,-5)
(225/277,-98/277)
(-1054682/2067193,5593275/2067193)
(601/1615,-1911/1615)
(1085/2033,-1317/2033)
(1,0)
(13/35,-43/35)
#
# (a,b,c,d) = (132,1,1,0) and D = 527:
#
(1/18,25/6)
(1/8,19/8)
(1/18,-38/9)
(22801/123948,-612955/567156)
(4/257,4115/514)
(169/1392,44303/18096)
(169/1392,-3875/1508)
(25/134,527/670)
(4/257,-4123/514)
(5625/29854,-994154/1119525)
(25/134,-326/335)
(5625/29854,142403/203550)
(1/8,-5/2)
(22801/123948,4196141/4679037)
#
# (a,b,c,d) = (132,0,1,0) and D = 528:
#
#
# (a,b,c,d) = (17,2,2,0) and D = 528:
#
#
# (a,b,c,d) = (5,1,3,0) and D = 531:
#
(3/7,-16/21)
(2523/9835,897413/855645)
(2523/9835,-194116/171129)
(3/7,13/21)
#
# (a,b,c,d) = (133,1,1,0) and D = 531:
#
(841/9835,131686/40745)
(1/7,2)
(841/9835,-946191/285215)
(1/7,-15/7)
#
# (a,b,c,d) = (133,0,1,0) and D = 532:
#
#
# (a,b,c,d) = (134,1,1,0) and D = 535:
#
#
# (a,b,c,d) = (134,0,1,0) and D = 536:
#
#
# (a,b,c,d) = (135,1,1,0) and D = 539:
#
(4/177,783/118)
(4/177,-2357/354)
#
# (a,b,c,d) = (5,0,3,0) and D = 540:
#
(3/19,82/57)
(1/8,-13/8)
(1/2,1/2)
(169/368,2927/4784)
(3/19,-82/57)
(1/2,-1/2)
(169/368,-2927/4784)
(80688/150841,-28380781/74213772)
(1/8,13/8)
(80688/150841,28380781/74213772)
#
# (a,b,c,d) = (1,3,6,0) and D = 540:
#
(1/4,3/4)
(6/19,73/114)
(1/4,-7/8)
(6/19,-91/114)
(161376/150841,-68079277/148427544)
(169/184,-1281/2392)
(1,-1/2)
(169/184,365/4784)
(161376/150841,-11317715/148427544)
(1,0)
#
# (a,b,c,d) = (135,0,1,0) and D = 540:
#
(169/1104,8781/4784)
(1/24,-39/8)
(1/6,3/2)
(1/6,-3/2)
(26896/150841,-28380781/24737924)
(1/19,-82/19)
(1/24,39/8)
(26896/150841,28380781/24737924)
(169/1104,-8781/4784)
(1/19,82/19)
#
# (a,b,c,d) = (17,1,2,0) and D = 540:
#
(1/3,-5/6)
(53792/150841,-1928925/2910344)
(169/552,12073/14352)
(53792/150841,23969837/49475848)
(2/19,-83/38)
(1/3,2/3)
(1/12,29/12)
(1/12,-59/24)
(2/19,81/38)
(169/552,-7135/7176)
#
# (a,b,c,d) = (136,1,1,0) and D = 543:
#
(225/14536,-219223/27255)
(225/14536,1750409/218040)
#
# (a,b,c,d) = (1,1,2,5) and D = 543:
#
(1,0)
(134/119,-45/119)
#
# (a,b,c,d) = (136,0,1,0) and D = 544:
#
#
# (a,b,c,d) = (17,0,2,0) and D = 544:
#
#
# (a,b,c,d) = (137,1,1,0) and D = 547:
#
#
# (a,b,c,d) = (3,2,4,1) and D = 547:
#
(0,1)
(90/137,17/137)
#
# (a,b,c,d) = (137,0,1,0) and D = 548:
#
(25/141,814/705)
(25/141,-814/705)
#
# (a,b,c,d) = (138,1,1,0) and D = 551:
#
#
# (a,b,c,d) = (138,0,1,0) and D = 552:
#
(81/427,-2125/3843)
(81/427,2125/3843)
#
# (a,b,c,d) = (139,1,1,0) and D = 555:
#
#
# (a,b,c,d) = (139,0,1,0) and D = 556:
#
(441/15355,1899584/322455)
(1/47,-322/47)
(4/41,-245/82)
(49/275,-2108/1925)
(441/15355,-1899584/322455)
(4/41,245/82)
(1/47,322/47)
(49/275,2108/1925)
#
# (a,b,c,d) = (1,4,3,4) and D = 556:
#
(2,-1/2)
(9770/21951,18943/43902)
(-1/3,2/3)
(11/32,63/128)
(1,0)
(-86459/4577,24938/4577)
#
# (a,b,c,d) = (140,1,1,0) and D = 559:
#
#
# (a,b,c,d) = (18,2,2,0) and D = 560:
#
(18/949,29179/5694)
(18/949,-29287/5694)
#
# (a,b,c,d) = (1,2,0,4) and D = 560:
#
(1,0)
(25/31,9/31)
#
# (a,b,c,d) = (140,0,1,0) and D = 560:
#
(9/949,29233/2847)
(9/949,-29233/2847)
#
# (a,b,c,d) = (1,1,5,4) and D = 563:
#
(3/13,7/13)
(1,-1/4)
(-62/53,161/106)
(107/65,-126/65)
(257/286,-721/1144)
(-4597/1133,5590/1133)
(1,0)
(1,-1)
#
# (a,b,c,d) = (141,1,1,0) and D = 563:
#
(36481/218127,397546/295477)
(100/521,-1319/5210)
(529/3003,-85109/69069)
(1/137,-1604/137)
(1/137,1603/137)
(100/521,319/5210)
(1/21,-32/7)
(1/21,95/21)
(529/3003,24314/23023)
(36481/218127,-63021857/41662257)
(1/11,-35/11)
(1/11,34/11)
#
# (a,b,c,d) = (141,0,1,0) and D = 564:
#
#
# (a,b,c,d) = (142,1,1,0) and D = 567:
#
(42025/259204,-43669821/26568410)
(1/22,51/11)
(1/22,-103/22)
(42025/259204,78724517/53136820)
#
# (a,b,c,d) = (3,0,3,1) and D = 567:
#
(0,1)
(3/5,2/5)
(262605/430621,-210209/430621)
(-1281/1145,4271/1145)
#
# (a,b,c,d) = (6,3,3,0) and D = 567:
#
(3/22,-107/66)
(126075/259204,44264017/159410460)
(126075/259204,-60900071/79705230)
(3/22,49/33)
#
# (a,b,c,d) = (142,0,1,0) and D = 568:
#
#
# (a,b,c,d) = (143,1,1,0) and D = 571:
#
#
# (a,b,c,d) = (143,0,1,0) and D = 572:
#
(1/14,-51/14)
(1/14,51/14)
(289/1512,-2231/25704)
(289/1512,2231/25704)
#
# (a,b,c,d) = (18,1,2,0) and D = 572:
#
(1/7,-13/7)
(289/756,-149/2856)
(1/7,25/14)
(289/756,-893/6426)
#
# (a,b,c,d) = (144,1,1,0) and D = 575:
#
(4/489,-10817/978)
(1/6,4/3)
(1089/14194,808636/234201)
(1/6,-3/2)
(25/216,38/15)
(25/216,-2861/1080)
(4/489,3603/326)
(1089/14194,-1653209/468402)
#
# (a,b,c,d) = (1,1,4,5) and D = 575:
#
(134/101,-99/101)
(312/295,-833/1475)
(-1,1)
(377/367,-98/367)
(-3/7,5/7)
(762/37,-643/37)
(1,0)
#
# (a,b,c,d) = (18,0,2,0) and D = 576:
#
#
# (a,b,c,d) = (144,0,1,0) and D = 576:
#
#
# (a,b,c,d) = (145,1,1,0) and D = 579:
#
(1764/9265,-9253/389130)
(1764/9265,-12967/77826)
#
# (a,b,c,d) = (145,0,1,0) and D = 580:
#
#
# (a,b,c,d) = (146,1,1,0) and D = 583:
#
(25/236,1617/590)
(25/236,-3359/1180)
#
# (a,b,c,d) = (146,0,1,0) and D = 584:
#
(1/195,2723/195)
(1/195,-2723/195)
#
# (a,b,c,d) = (147,1,1,0) and D = 587:
#
#
# (a,b,c,d) = (1,4,7,0) and D = 588:
#
(35344/27559,-2434185/5181092)
(4/7,-9/14)
(1/13,122/91)
(3481/17653,5784538/7290689)
(35344/27559,-9539393/36267644)
(14175/60799,-16226468/19151685)
(61504/200239,29297835/49659272)
(1,-4/7)
(16/31,-571/868)
(61504/200239,-266096813/347614904)
(63/67,62/1407)
(63/67,-818/1407)
(4/7,31/98)
(3481/17653,-943722/1041527)
(1,0)
(16/31,45/124)
(14175/60799,13674968/19151685)
(252/193,-2449/8106)
(1/13,-18/13)
(252/193,-3599/8106)
#
# (a,b,c,d) = (147,0,1,0) and D = 588:
#
(36/193,-575/1158)
(2025/60799,14950718/2735955)
(9/67,440/201)
(36/193,575/1158)
(61504/1401673,-235590829/49659272)
(4/49,47/14)
(2025/60799,-14950718/2735955)
(35344/192913,3749951/5181092)
(1/91,-124/13)
(1/7,-2)
(35344/192913,-3749951/5181092)
(4/49,-47/14)
(9/67,-440/201)
(3481/123571,6195296/1041527)
(3481/123571,-6195296/1041527)
(61504/1401673,235590829/49659272)
(16/217,-443/124)
(1/91,124/13)
(1/7,2)
(16/217,443/124)
#
# (a,b,c,d) = (1,2,6,6) and D = 588:
#
(-1,1)
(-42702871/102745289,71810640/102745289)
(11/5,-9/5)
(493/771,229/771)
(-1/3,2/3)
(6741179/21168213,9303887/21168213)
(-4781/415,4014/415)
(25/23,-7/23)
(23/9,-19/9)
(1,0)
(41/33,-28/33)
#
# (a,b,c,d) = (148,1,1,0) and D = 591:
#
#
# (a,b,c,d) = (148,0,1,0) and D = 592:
#
(1/197,-2765/197)
(1/197,2765/197)
#
# (a,b,c,d) = (19,2,2,0) and D = 592:
#
(2/197,-2767/394)
(2/197,2763/394)
#
# (a,b,c,d) = (149,1,1,0) and D = 595:
#
#
# (a,b,c,d) = (149,0,1,0) and D = 596:
#
#
# (a,b,c,d) = (150,1,1,0) and D = 599:
#
#
# (a,b,c,d) = (2,4,5,0) and D = 600:
#
(1/35,-93/35)
(857476/7504805,8868573957/6949449430)
(857476/7504805,-47518960889/34747247150)
(1/35,461/175)
#
# (a,b,c,d) = (150,0,1,0) and D = 600:
#
(1/175,463/35)
(857476/37524025,45930915337/6949449430)
(1/175,-463/35)
(857476/37524025,-45930915337/6949449430)
#
# (a,b,c,d) = (151,1,1,0) and D = 603:
#
#
# (a,b,c,d) = (19,1,2,0) and D = 604:
#
(1/4,-5/4)
(1/4,9/8)
(361/1720,88227/65360)
(361/1720,-47543/32680)
#
# (a,b,c,d) = (151,0,1,0) and D = 604:
#
(1/8,-19/8)
(1/8,19/8)
(361/3440,183313/65360)
(361/3440,-183313/65360)
#
# (a,b,c,d) = (152,1,1,0) and D = 607:
#
#
# (a,b,c,d) = (1,1,1,5) and D = 608:
#
(-123/251,154/251)
(1/2,1/2)
(67/64,-9/64)
(2,-1)
(-3/4,13/20)
(4269/7097,3268/7097)
(-13/4,7/4)
(-178/37,95/37)
(1348/4883,2707/4883)
(-127/346,209/346)
(691/458,-1561/2290)
(1,0)
#
# (a,b,c,d) = (152,0,1,0) and D = 608:
#
(16/537,12419/2148)
(484/3393,147743/74646)
(121/938,11790/5159)
(1/17,-69/17)
(2116/11577,-333971/532542)
(1/26,66/13)
(9/4102,131360/6153)
(1/6,4/3)
(1/26,-66/13)
(9/4102,-131360/6153)
(121/938,-11790/5159)
(1/6,-4/3)
(25/161,1341/805)
(2116/11577,333971/532542)
(25/161,-1341/805)
(1/17,69/17)
(484/3393,-147743/74646)
(26569/552774,203748808/45051081)
(16/537,-12419/2148)
(26569/552774,-203748808/45051081)
#
# (a,b,c,d) = (19,0,2,0) and D = 608:
#
(4232/11577,333971/1065084)
(968/3393,-147743/149292)
(1/3,-2/3)
(32/537,12419/4296)
(121/469,5895/5159)
(2/17,69/34)
(26569/276387,101874404/45051081)
(1/13,33/13)
(26569/276387,-101874404/45051081)
(9/2051,-65680/6153)
(1/13,-33/13)
(1/3,2/3)
(50/161,-1341/1610)
(9/2051,65680/6153)
(50/161,1341/1610)
(32/537,-12419/4296)
(968/3393,147743/149292)
(2/17,-69/34)
(4232/11577,-333971/1065084)
(121/469,-5895/5159)
#
# (a,b,c,d) = (1,0,5,2) and D = 608:
#
(3/5,-7/10)
(9469/9766,-1359/9766)
(1/2,1/2)
(-307/1145,1254/1145)
(125/173,-84/173)
(107/74,-273/74)
(-1/2,3/2)
(14073/14194,1001/14194)
(1,0)
(5/16,19/32)
(339/502,-277/502)
(1,-5/2)
#
# (a,b,c,d) = (153,1,1,0) and D = 611:
#
(16/225,361/100)
(16/225,-3313/900)
#
# (a,b,c,d) = (6,2,3,0) and D = 612:
#
(1/3,7/9)
(256/651,19195/31248)
(1/3,-1)
(256/651,-3043/3472)
#
# (a,b,c,d) = (153,0,1,0) and D = 612:
#
(256/1953,-23291/10416)
(1/9,8/3)
(256/1953,23291/10416)
(1/9,-8/3)
#
# (a,b,c,d) = (154,1,1,0) and D = 615:
#
(9/196,-391/84)
(9/196,1355/294)
#
# (a,b,c,d) = (154,0,1,0) and D = 616:
#
#
# (a,b,c,d) = (155,1,1,0) and D = 619:
#
(16/185,471/148)
(16/185,-2419/740)
#
# (a,b,c,d) = (155,0,1,0) and D = 620:
#
(169/939,-8932/12207)
(102400/632529,-294347417/202409280)
(169/939,8932/12207)
(1/51,-364/51)
(102400/632529,294347417/202409280)
(1/51,364/51)
#
# (a,b,c,d) = (2,0,4,1) and D = 620:
#
(0,1)
(3031/6955,4153/6955)
(91/151,-83/151)
(5634629/9265297,4056379/9265297)
(72/91,-5/91)
(-7/13,31/13)
#
# (a,b,c,d) = (156,1,1,0) and D = 623:
#
#
# (a,b,c,d) = (3,3,4,0) and D = 624:
#
#
# (a,b,c,d) = (20,2,2,0) and D = 624:
#
#
# (a,b,c,d) = (156,0,1,0) and D = 624:
#
#
# (a,b,c,d) = (157,1,1,0) and D = 627:
#
#
# (a,b,c,d) = (2,5,6,5) and D = 628:
#
(-8,5)
(31057/7744,-48121/19360)
#
# (a,b,c,d) = (157,0,1,0) and D = 628:
#
#
# (a,b,c,d) = (158,1,1,0) and D = 631:
#
#
# (a,b,c,d) = (158,0,1,0) and D = 632:
#
#
# (a,b,c,d) = (159,1,1,0) and D = 635:
#
#
# (a,b,c,d) = (159,0,1,0) and D = 636:
#
(1/10,29/10)
(841/5680,-297781/164720)
(841/5680,297781/164720)
(1/10,-29/10)
#
# (a,b,c,d) = (20,1,2,0) and D = 636:
#
(1/5,7/5)
(841/2840,17087/20590)
(1/5,-3/2)
(841/2840,-32217/32944)
#
# (a,b,c,d) = (160,1,1,0) and D = 639:
#
(1/6,-4/3)
(25/996,31331/4980)
(25/996,-7864/1245)
(1/6,7/6)
#
# (a,b,c,d) = (6,1,3,0) and D = 639:
#
(1/2,1/3)
(25/332,-3509/1660)
(1/2,-1/2)
(25/332,5201/2490)
#
# (a,b,c,d) = (160,0,1,0) and D = 640:
#
#
# (a,b,c,d) = (20,0,2,0) and D = 640:
#
#
# (a,b,c,d) = (161,1,1,0) and D = 643:
#
(1/7,13/7)
(9/49,-5/21)
(4/217,-457/62)
(9/49,8/147)
(490000/24882769,123874092103/17417938300)
(1/7,-2)
(81/1267,-6358/1629)
(490000/24882769,-124217092103/17417938300)
(81/1267,43777/11403)
(4/217,3191/434)
#
# (a,b,c,d) = (1,3,1,4) and D = 643:
#
(3/5,2/5)
(-3,1)
(2543/401,-819/401)
(3981/2567,-973/2567)
(1,0)
(-6/11,13/22)
(-5/4,9/16)
#
# (a,b,c,d) = (161,0,1,0) and D = 644:
#
#
# (a,b,c,d) = (162,1,1,0) and D = 647:
#
(25/174,-859/435)
(25/174,531/290)
#
# (a,b,c,d) = (2,8,9,0) and D = 648:
#
#
# (a,b,c,d) = (6,0,3,0) and D = 648:
#
#
# (a,b,c,d) = (2,0,3,2) and D = 648:
#
#
# (a,b,c,d) = (162,0,1,0) and D = 648:
#
#
# (a,b,c,d) = (163,1,1,0) and D = 651:
#
#
# (a,b,c,d) = (163,0,1,0) and D = 652:
#
(16/97,-495/388)
(16/97,495/388)
#
# (a,b,c,d) = (2,2,4,3) and D = 652:
#
(1,-1)
(1/5,3/5)
(-20291/39785,38127/39785)
#
# (a,b,c,d) = (1,2,1,5) and D = 655:
#
(1,0)
(127/133,9/133)
#
# (a,b,c,d) = (164,1,1,0) and D = 655:
#
(9/17686,2352025/53058)
(9/17686,-1176026/26529)
#
# (a,b,c,d) = (21,2,2,0) and D = 656:
#
(98/333,-4885/4662)
(98/333,1171/1554)
#
# (a,b,c,d) = (164,0,1,0) and D = 656:
#
(49/333,-4199/2331)
(49/333,4199/2331)
#
# (a,b,c,d) = (165,1,1,0) and D = 659:
#
#
# (a,b,c,d) = (165,0,1,0) and D = 660:
#
(9/229,-3448/687)
(9/229,3448/687)
#
# (a,b,c,d) = (166,1,1,0) and D = 663:
#
#
# (a,b,c,d) = (166,0,1,0) and D = 664:
#
(676/13433,1540339/349258)
(676/13433,-1540339/349258)
#
# (a,b,c,d) = (167,1,1,0) and D = 667:
#
#
# (a,b,c,d) = (167,0,1,0) and D = 668:
#
(49/2328,112237/16296)
(1/6,-7/6)
(49/2328,-112237/16296)
(1/6,7/6)
#
# (a,b,c,d) = (21,1,2,0) and D = 668:
#
(49/1164,18649/5432)
(1/3,-2/3)
(1/3,1/2)
(49/1164,-28145/8148)
#
# (a,b,c,d) = (1,3,2,5) and D = 671:
#
(3,-1)
(-597/419,1304/2095)
(-1/5,3/5)
(32/227,127/227)
(4/5,1/5)
(232/25,-399/125)
(1,0)
(24802347464/2272069475,-8534673009/2272069475)
(-4037/2755,1736/2755)
#
# (a,b,c,d) = (168,1,1,0) and D = 671:
#
(4624/187353,26944961/4246668)
(3481/20760,-61277/51035)
(64/353,-367/2824)
(1/224,419/28)
(1/12,13/4)
(1/12,-10/3)
(95481/1110844,-280357058/85812699)
(95481/1110844,155989229/49035828)
(6241/36840,930019/970120)
(6241/36840,-410387/363795)
(1/224,-479/32)
(64/353,-145/2824)
(3481/20760,1265269/1224840)
(1/20,22/5)
(4624/187353,-81149315/12740004)
(1/20,-89/20)
#
# (a,b,c,d) = (168,0,1,0) and D = 672:
#
#
# (a,b,c,d) = (21,0,2,0) and D = 672:
#
#
# (a,b,c,d) = (7,3,3,0) and D = 675:
#
#
# (a,b,c,d) = (169,1,1,0) and D = 675:
#
#
# (a,b,c,d) = (1,3,3,6) and D = 675:
#
(1,0)
#
# (a,b,c,d) = (2,10,13,0) and D = 676:
#
#
# (a,b,c,d) = (2,2,5,2) and D = 676:
#
#
# (a,b,c,d) = (169,0,1,0) and D = 676:
#
#
# (a,b,c,d) = (1,3,4,7) and D = 679:
#
(-5,2)
(-347/3195,1729/3195)
(551/5,-219/5)
(-4/5,3/5)
(69365/13199,-27417/13199)
(-913/753,494/753)
(1,0)
(6/5,-1/5)
#
# (a,b,c,d) = (170,1,1,0) and D = 679:
#
(1/8,9/4)
(4/25,13/10)
(1/226,-1699/113)
(4/25,-73/50)
(85849/478412,-29175259/70087358)
(49/862,-12541/3017)
(1369/14960,-101879/32560)
(85849/478412,33196761/140174716)
(1/226,3397/226)
(1/8,-19/8)
(1369/14960,168129/55352)
(49/862,24739/6034)
#
# (a,b,c,d) = (2,2,5,1) and D = 680:
#
(0,1)
(665/1604,-2021/1604)
(9215/12166,-5259/12166)
(28327/69280,35941/69280)
(4/7,-5/7)
(-1/2,5/2)
(171/214,-71/214)
#
# (a,b,c,d) = (170,0,1,0) and D = 680:
#
(91204/1355289,1536370883/409297278)
(1/59,-453/59)
(91204/1355289,-1536370883/409297278)
(1/59,453/59)
(25/171,-1531/855)
(16/89,-93/356)
(16/89,93/356)
(25/171,1531/855)
#
# (a,b,c,d) = (171,1,1,0) and D = 683:
#
#
# (a,b,c,d) = (171,0,1,0) and D = 684:
#
(1764/10105,305299/424410)
(1764/10105,-305299/424410)
#
# (a,b,c,d) = (2,2,2,3) and D = 684:
#
(-1,1)
(131/163,-5/163)
#
# (a,b,c,d) = (172,1,1,0) and D = 687:
#
#
# (a,b,c,d) = (1,2,5,7) and D = 687:
#
(1,0)
(181/115,-99/115)
#
# (a,b,c,d) = (172,0,1,0) and D = 688:
#
(1/13,-45/13)
(1/13,45/13)
(900/5161,-109909/154830)
(900/5161,109909/154830)
#
# (a,b,c,d) = (22,2,2,0) and D = 688:
#
(2/13,-47/26)
(2/13,43/26)
(1800/5161,55909/309660)
(1800/5161,-163909/309660)
#
# (a,b,c,d) = (1,0,4,4) and D = 688:
#
(1,-1)
(1,0)
(-5549/5251,7110/5251)
(11/131,79/131)
#
# (a,b,c,d) = (173,1,1,0) and D = 691:
#
#
# (a,b,c,d) = (173,0,1,0) and D = 692:
#
(25/189,-2012/945)
(25/189,2012/945)
#
# (a,b,c,d) = (174,1,1,0) and D = 695:
#
(64/369,637/984)
(25/2046,30823/3410)
(1/6,1)
(64/369,-2423/2952)
(169/9636,-946555/125268)
(1/6,-7/6)
(25/2046,-46297/5115)
(169/9636,157393/20878)
#
# (a,b,c,d) = (1,4,5,7) and D = 695:
#
(125/137,9/137)
(-3,1)
(-19/13,8/13)
(-674/515,307/515)
(1,0)
(2166/1411,-485/1411)
#
# (a,b,c,d) = (1,2,-1,4) and D = 696:
#
(681/137,-238/137)
(66/61,-13/122)
(29/53,117/212)
(-66/29,49/58)
(-1/3,7/12)
(-48397/41283,23128/41283)
(59/99,52/99)
(-5/3,2/3)
(50/71,63/142)
(1,0)
(-3/2,5/8)
#
# (a,b,c,d) = (174,0,1,0) and D = 696:
#
(4/25,67/50)
(1/5215,376601/5215)
(4/25,-67/50)
(36/14857,1810907/89142)
(25/151,-851/755)
(9/223,-3311/669)
(1/7,13/7)
(16/457,-9733/1828)
(441/19135,2644111/401835)
(1/5215,-376601/5215)
(1/799,-22585/799)
(1/7,-13/7)
(9/223,3311/669)
(676/12145,-1318199/315770)
(25/151,851/755)
(36/14857,-1810907/89142)
(16/457,9733/1828)
(441/19135,-2644111/401835)
(676/12145,1318199/315770)
(1/799,22585/799)
#
# (a,b,c,d) = (175,1,1,0) and D = 699:
#
#
# (a,b,c,d) = (175,0,1,0) and D = 700:
#
(1/11,-34/11)
(1/11,34/11)
#
# (a,b,c,d) = (22,1,2,0) and D = 700:
#
(2/11,-35/22)
(2/11,3/2)
#
# (a,b,c,d) = (176,1,1,0) and D = 703:
#
#
# (a,b,c,d) = (176,0,1,0) and D = 704:
#
#
# (a,b,c,d) = (3,2,4,0) and D = 704:
#
#
# (a,b,c,d) = (22,0,2,0) and D = 704:
#
#
# (a,b,c,d) = (2,4,4,4) and D = 704:
#
#
# (a,b,c,d) = (1,3,5,8) and D = 707:
#
(511/271,-193/271)
(-846/449,1603/1796)
(-2707/779,1183/779)
(-98/127,309/508)
(1,0)
(7,-3)
(7/5,-2/5)
(0,1/2)
#
# (a,b,c,d) = (177,1,1,0) and D = 707:
#
(4/233,3551/466)
(49/281,-1352/1967)
(1/9,23/9)
(1/23,109/23)
(5329/34707,1228690/844537)
(1/23,-110/23)
(49/281,1009/1967)
(1/9,-8/3)
(4/233,-3559/466)
(5329/34707,-4075087/2533611)
#
# (a,b,c,d) = (177,0,1,0) and D = 708:
#
#
# (a,b,c,d) = (178,1,1,0) and D = 711:
#
#
# (a,b,c,d) = (178,0,1,0) and D = 712:
#
#
# (a,b,c,d) = (179,1,1,0) and D = 715:
#
#
# (a,b,c,d) = (3,1,3,-1) and D = 716:
#
(-2294/321,-8087/321)
(0,-1)
(2/3,-1/3)
#
# (a,b,c,d) = (179,0,1,0) and D = 716:
#
(4/65,-513/130)
(4/65,513/130)
#
# (a,b,c,d) = (180,1,1,0) and D = 719:
#
#
# (a,b,c,d) = (180,0,1,0) and D = 720:
#
(1/6,-1)
(1/6,1)
(1/69,-191/23)
(1/69,191/23)
#
# (a,b,c,d) = (23,2,2,0) and D = 720:
#
(1/3,-2/3)
(2/69,-25/6)
(1/3,1/3)
(2/69,571/138)
#
# (a,b,c,d) = (7,2,3,0) and D = 720:
#
(1/23,190/69)
(1/2,1/6)
(1/2,-1/2)
(1/23,-64/23)
#
# (a,b,c,d) = (1,2,6,0) and D = 720:
#
(1,-1/3)
(1,0)
(2/23,-193/138)
(2/23,63/46)
#
# (a,b,c,d) = (181,1,1,0) and D = 723:
#
(36/313,4607/1878)
(36/313,-4823/1878)
#
# (a,b,c,d) = (181,0,1,0) and D = 724:
#
#
# (a,b,c,d) = (182,1,1,0) and D = 727:
#
(841/8372,339839/121394)
(841/8372,-7737/2668)
#
# (a,b,c,d) = (182,0,1,0) and D = 728:
#
#
# (a,b,c,d) = (1,1,6,2) and D = 728:
#
(1,0)
(53/2,-153/2)
#
# (a,b,c,d) = (183,1,1,0) and D = 731:
#
(25/219,-2828/1095)
(25/219,901/365)
(1/135,-523/45)
(1/135,1568/135)
(1/15,56/15)
(1/15,-19/5)
#
# (a,b,c,d) = (1,2,4,7) and D = 731:
#
(-717/4444,2449/4444)
(181/133,-72/133)
(-19533/9056,10961/9056)
(-502/763,485/763)
(3/4,1/4)
(2,-1)
(8319/1624,-31085/11368)
(1,0)
#
# (a,b,c,d) = (183,0,1,0) and D = 732:
#
#
# (a,b,c,d) = (23,1,2,0) and D = 732:
#
#
# (a,b,c,d) = (184,1,1,0) and D = 735:
#
#
# (a,b,c,d) = (184,0,1,0) and D = 736:
#
(1/62,-244/31)
(59536/929225,873795589/226730900)
(1/62,244/31)
(59536/929225,-873795589/226730900)
#
# (a,b,c,d) = (23,0,2,0) and D = 736:
#
(119072/929225,873795589/453461800)
(1/31,-122/31)
(119072/929225,-873795589/453461800)
(1/31,122/31)
#
# (a,b,c,d) = (185,1,1,0) and D = 739:
#
#
# (a,b,c,d) = (185,0,1,0) and D = 740:
#
#
# (a,b,c,d) = (1,0,5,3) and D = 743:
#
(-10204661/927735,18090898/927735)
(1,-5/3)
(22,-39)
(-11/13,21/13)
(284/333,91/333)
(1576865/1942043,593439/1942043)
(1,0)
(1277950/1854801,-1411327/1854801)
(47/111,56/111)
#
# (a,b,c,d) = (186,1,1,0) and D = 743:
#
(1/6,5/6)
(49/5324,194135/18634)
(121/10212,-172079/18722)
(64/1529,-59635/12232)
(64883025/731541844,-18720744071797/5892569553420)
(25/206,-2479/1030)
(121/10212,1031143/112332)
(1/6,-1)
(64/1529,59123/12232)
(25/206,1177/515)
(49/5324,-388613/37268)
(64883025/731541844,293517924281/95041444410)
#
# (a,b,c,d) = (186,0,1,0) and D = 744:
#
(4/25,-61/50)
(4/25,61/50)
(1/163,-2081/163)
(1/163,2081/163)
#
# (a,b,c,d) = (2,1,4,-1) and D = 744:
#
(2/3,1/3)
(0,-1)
(171/218,5/109)
(-1/4,-3/2)
(151435663/15554304,328377613/7777152)
#
# (a,b,c,d) = (7,1,3,0) and D = 747:
#
(3/7,-2/3)
(1875/12859,1419023/964425)
(1875/12859,-209414/137775)
(3/7,11/21)
#
# (a,b,c,d) = (187,1,1,0) and D = 747:
#
(1/7,12/7)
(1/7,-13/7)
(625/12859,1434648/321475)
(625/12859,-131843/29225)
#
# (a,b,c,d) = (187,0,1,0) and D = 748:
#
(9/5047,358550/15141)
(9/5047,-358550/15141)
#
# (a,b,c,d) = (1,2,2,6) and D = 748:
#
(77/71,-9/71)
(1,0)
#
# (a,b,c,d) = (1,1,6,1) and D = 751:
#
(0,1)
(3/5,2/5)
(-26/25,153/25)
(19092/15385,-111551/15385)
(2379/355,-13937/355)
(37/113,-133/113)
(11/15,-7/15)
(1,0)
#
# (a,b,c,d) = (188,1,1,0) and D = 751:
#
(121/694,-974/3817)
(2601/15364,125503/195891)
(4/193,-2683/386)
(1/10,14/5)
(121/694,617/7634)
(4/193,2675/386)
(1/10,-29/10)
(361/2780,-115911/52820)
(130321/1096640,-243484731/98971760)
(130321/1096640,926893043/395887040)
(361/2780,27263/13205)
(1/32,-181/32)
(2601/15364,-634663/783564)
(1/32,45/8)
#
# (a,b,c,d) = (3,1,4,0) and D = 752:
#
(9/28,-295/336)
(9/28,67/84)
(1/2,-5/8)
(1/2,1/2)
#
# (a,b,c,d) = (188,0,1,0) and D = 752:
#
(1/8,9/4)
(1/8,-9/4)
(9/112,-563/168)
(9/112,563/168)
#
# (a,b,c,d) = (24,2,2,0) and D = 752:
#
(1/4,-5/4)
(1/4,1)
(9/56,-295/168)
(9/56,67/42)
#
# (a,b,c,d) = (1,2,6,7) and D = 755:
#
(1,0)
(181/97,-126/97)
#
# (a,b,c,d) = (189,1,1,0) and D = 755:
#
(1764/17641,-2147473/740922)
(1764/17641,2073385/740922)
#
# (a,b,c,d) = (7,0,3,0) and D = 756:
#
#
# (a,b,c,d) = (2,3,6,3) and D = 756:
#
#
# (a,b,c,d) = (189,0,1,0) and D = 756:
#
#
# (a,b,c,d) = (1,1,6,3) and D = 759:
#
(2/3,1/3)
(-29/201,161/201)
(2116/3071,-3035/3071)
(134/353,171/353)
(-1,2)
(80/29,-153/29)
(1/11,7/11)
(61/87,-91/87)
(484/699,-487/699)
(1,0)
(17/19,-7/19)
#
# (a,b,c,d) = (190,1,1,0) and D = 759:
#
(642470409/5001933700,132699638401061/63392006746950)
(1/70,-293/35)
(15625/89824,-960709/5614000)
(15625/89824,-31707/11228000)
(1/58,441/58)
(25/256,-3779/1280)
(2601/15580,-38519/41820)
(4/25,-63/50)
(1/70,117/14)
(9/262,4211/786)
(1/58,-221/29)
(2916/22753,2581037/1228662)
(25/256,1827/640)
(1/16,-63/16)
(2601/15580,59921/79458)
(3481/813850,-73430091/4801715)
(1/16,31/8)
(2916/22753,-2738501/1228662)
(3481/813850,734095531/48017150)
(81/496,-4967/4464)
(9/262,-2119/393)
(81/496,2119/2232)
(642470409/5001933700,-56336794851809/25356802698780)
(4/25,11/10)
#
# (a,b,c,d) = (190,0,1,0) and D = 760:
#
#
# (a,b,c,d) = (191,1,1,0) and D = 763:
#
(16/233,3413/932)
(16/233,-3477/932)
#
# (a,b,c,d) = (191,0,1,0) and D = 764:
#
(1/6,5/6)
(9/52,-37/156)
(1/810,23053/810)
(6889/48852,-7358027/4054716)
(25/2616,-133789/13080)
(1/255,4072/255)
(12321/16308760,65861466193/1810272360)
(12321/16308760,-65861466193/1810272360)
(25/2616,133789/13080)
(6889/48852,7358027/4054716)
(1/6,-5/6)
(9/52,37/156)
(1/810,-23053/810)
(1/255,-4072/255)
#
# (a,b,c,d) = (24,1,2,0) and D = 764:
#
(9/26,-8/39)
(2/255,1357/170)
(1/3,-1/2)
(6889/24426,282760/337893)
(2/255,-4073/510)
(12321/8154380,-4116427114/226284045)
(25/1308,-22319/4360)
(6889/24426,-3964907/4054716)
(1/405,1921/135)
(1/405,-11527/810)
(1/3,1/3)
(25/1308,8354/1635)
(9/26,5/156)
(12321/8154380,32930049281/1810272360)
#
# (a,b,c,d) = (192,1,1,0) and D = 767:
#
#
# (a,b,c,d) = (24,0,2,0) and D = 768:
#
#
# (a,b,c,d) = (4,4,4,0) and D = 768:
#
#
# (a,b,c,d) = (192,0,1,0) and D = 768:
#
#
# (a,b,c,d) = (3,0,4,0) and D = 768:
#
#
# (a,b,c,d) = (1,1,3,6) and D = 771:
#
(161/137,-72/137)
(7/19,9/19)
(1,0)
(7,-9/2)
#
# (a,b,c,d) = (193,1,1,0) and D = 771:
#
(9/73,-512/219)
(9/241,-3736/723)
(576/20305,2880089/487320)
(576/20305,-2893913/487320)
(9/241,3709/723)
(9/73,485/219)
#
# (a,b,c,d) = (193,0,1,0) and D = 772:
#
(1/257,-4120/257)
(1/257,4120/257)
#
# (a,b,c,d) = (2,3,5,0) and D = 775:
#
(5/14,-29/35)
(51005/60116,-4323481/30358580)
(51005/60116,-5565517/15179290)
(5/14,43/70)
#
# (a,b,c,d) = (194,1,1,0) and D = 775:
#
(1/14,-51/14)
(1/14,25/7)
(10201/60116,-3918927/6071716)
(10201/60116,1444313/3035858)
#
# (a,b,c,d) = (194,0,1,0) and D = 776:
#
#
# (a,b,c,d) = (195,1,1,0) and D = 779:
#
#
# (a,b,c,d) = (1,4,4,6) and D = 780:
#
(1,0)
(49/73,18/73)
#
# (a,b,c,d) = (195,0,1,0) and D = 780:
#
#
# (a,b,c,d) = (1,3,6,9) and D = 783:
#
(-1,2/3)
(-61/137,77/137)
(8/5,-3/5)
(781/103,-362/103)
(-6911/6235,4326/6235)
(-2,1)
(100/173,151/519)
(29/23,-7/23)
(-5,7/3)
(459754/186591,-610643/559773)
(11/9,-7/27)
(-3014/1681,1545/1681)
(1,0)
(1460761/1533157,69052/1533157)
#
# (a,b,c,d) = (8,3,3,0) and D = 783:
#
(4/11,13/22)
(1/32,-105/32)
(1/2,0)
(75/154,104/1155)
(3/28,-38/21)
(121/554,-3952/3047)
(1896075/18630766,-82369870811/44434376910)
(1/44,-169/44)
(3/28,143/84)
(1/2,-1/2)
(588/1513,32257/63546)
(10816/47867,5225535/4978168)
(121/554,6573/6094)
(75/154,-1333/2310)
(1/44,42/11)
(10816/47867,-6350399/4978168)
(588/1513,-56953/63546)
(4/11,-21/22)
(1/32,13/4)
(1896075/18630766,38923865968/22217188455)
(4624/18491,1209727/1257388)
(4624/18491,-1524159/1257388)
#
# (a,b,c,d) = (196,1,1,0) and D = 783:
#
(1/28,21/4)
(196/1513,-45977/21182)
(10816/143601,-52654135/14934504)
(1/96,235/24)
(121/1662,64481/18282)
(1/132,-1517/132)
(4624/55473,-12459703/3772164)
(1/6,2/3)
(10816/143601,51529271/14934504)
(632025/18630766,39928785718/7405729485)
(1/6,-5/6)
(121/1662,-32906/9141)
(1/28,-37/7)
(25/154,354/385)
(632025/18630766,-11480004473/2115922710)
(4624/55473,12145271/3772164)
(1/132,379/33)
(25/154,-119/110)
(4/33,-157/66)
(196/1513,43233/21182)
(1/96,-941/96)
(4/33,149/66)
#
# (a,b,c,d) = (3,1,4,1) and D = 783:
#
(-1/3,5/3)
(0,1)
(476/309,-1867/309)
(3128678/4599471,-1253605/4599471)
(117/173,17/173)
(7/15,-17/15)
(102955/186591,-118933/62197)
(37/69,-50/69)
(-1393/5043,7649/5043)
(-844/18705,19889/18705)
(2/3,-1/3)
(5/9,-2/3)
(-1,4)
(109/411,292/411)
#
# (a,b,c,d) = (25,2,2,0) and D = 784:
#
#
# (a,b,c,d) = (196,0,1,0) and D = 784:
#
#
# (a,b,c,d) = (197,1,1,0) and D = 787:
#
#
# (a,b,c,d) = (197,0,1,0) and D = 788:
#
#
# (a,b,c,d) = (198,1,1,0) and D = 791:
#
(361/2550,13647/8075)
(361/2550,-88741/48450)
#
# (a,b,c,d) = (198,0,1,0) and D = 792:
#
#
# (a,b,c,d) = (199,1,1,0) and D = 795:
#
#
# (a,b,c,d) = (25,1,2,0) and D = 796:
#
(128/1505,11485/4816)
(2/7,11/14)
(2/7,-13/14)
(128/1505,-58449/24080)
#
# (a,b,c,d) = (199,0,1,0) and D = 796:
#
(1/7,12/7)
(1/7,-12/7)
(64/1505,57937/12040)
(64/1505,-57937/12040)
#
# (a,b,c,d) = (200,1,1,0) and D = 799:
#
#
# (a,b,c,d) = (200,0,1,0) and D = 800:
#
(2116/20961,-2704559/964206)
(4/681,-17771/1362)
(9/226,1688/339)
(1/6,2/3)
(4/681,17771/1362)
(1/9,-23/9)
(1/66,-268/33)
(1/9,23/9)
(1/66,268/33)
(9/226,-1688/339)
(2116/20961,2704559/964206)
(1/6,-2/3)
#
# (a,b,c,d) = (1,5,5,5) and D = 800:
#
(241/371,86/371)
(-3/2,1/2)
(-127/118,61/118)
(10686/151,-2623/151)
(1039/524,-217/524)
(-4,1)
(1/16,9/16)
(1,0)
(420829/99424,-101691/99424)
(51/116,43/116)
#
# (a,b,c,d) = (25,0,2,0) and D = 800:
#
(4232/20961,-2704559/1928412)
(1/33,-134/33)
(9/113,-844/339)
(2/9,23/18)
(8/681,17771/2724)
(1/3,-1/3)
(1/33,134/33)
(8/681,-17771/2724)
(2/9,-23/18)
(1/3,1/3)
(4232/20961,2704559/1928412)
(9/113,844/339)
#
# (a,b,c,d) = (2,3,4,4) and D = 800:
#
(-1,1)
(-3,5/2)
(8063/151,-13309/302)
(327/371,-155/742)
(5/8,1/4)
(411/262,-157/131)
(47/58,-1/29)
(159569/49712,-65315/24856)
(1,-1/2)
(-33/59,47/59)
#
# (a,b,c,d) = (201,1,1,0) and D = 803:
#
#
# (a,b,c,d) = (1,1,4,6) and D = 804:
#
(161/128,-99/128)
(1,0)
#
# (a,b,c,d) = (201,0,1,0) and D = 804:
#
(1089/20377,2863808/672441)
(1089/20377,-2863808/672441)
#
# (a,b,c,d) = (202,1,1,0) and D = 807:
#
#
# (a,b,c,d) = (202,0,1,0) and D = 808:
#
(225/21691,3194261/325365)
(225/21691,-3194261/325365)
#
# (a,b,c,d) = (1,1,2,6) and D = 808:
#
(1,0)
(161/146,-45/146)
#
# (a,b,c,d) = (203,1,1,0) and D = 811:
#
#
# (a,b,c,d) = (203,0,1,0) and D = 812:
#
(1089/8143,-527050/268719)
(1089/8143,527050/268719)
#
# (a,b,c,d) = (2,4,6,5) and D = 812:
#
(104/127,-5/127)
(-1,1)
#
# (a,b,c,d) = (3,4,5,3) and D = 815:
#
(-1/5,4/5)
(1,-1)
(-134/271,263/271)
(5/3,-2)
(-73/1145,2501/3435)
(2/9,5/9)
(5527/1387,-20537/4161)
#
# (a,b,c,d) = (204,1,1,0) and D = 815:
#
(1/6,1/2)
(1/104,-1061/104)
(49/11076,388495/25844)
(49/386,2810/1351)
(49/386,-5963/2702)
(49/11076,-291457/19383)
(8464/312689,174108329/28767388)
(196/1241,18047/17374)
(196/1241,-1223/1022)
(1/6,-2/3)
(1/104,265/26)
(8464/312689,-174887017/28767388)
#
# (a,b,c,d) = (3,3,5,1) and D = 816:
#
(0,1)
(36/49,-11/49)
#
# (a,b,c,d) = (26,2,2,0) and D = 816:
#
(288/1633,57745/39192)
(288/1633,-64657/39192)
#
# (a,b,c,d) = (204,0,1,0) and D = 816:
#
(144/1633,61201/19596)
(144/1633,-61201/19596)
#
# (a,b,c,d) = (205,1,1,0) and D = 819:
#
#
# (a,b,c,d) = (205,0,1,0) and D = 820:
#
#
# (a,b,c,d) = (3,2,3,-1) and D = 823:
#
(203/363,227/121)
(-28/107,-151/107)
(21/41,67/41)
(2131105/4746441,1438513/1582147)
(5/7,-2/7)
(0,-1)
(21/31,2/31)
#
# (a,b,c,d) = (206,1,1,0) and D = 823:
#
(841/7228,493013/209612)
(841/7228,-258701/104806)
(198025/1224724,-266624941/272501090)
(16/2353,-114167/9412)
(25/316,-2693/790)
(16/2353,114103/9412)
(1225/17264,-1102419/302120)
(1225/17264,2161963/604240)
(25/316,5261/1580)
(1/8,-9/4)
(1/8,17/8)
(198025/1224724,445128757/545002180)
#
# (a,b,c,d) = (206,0,1,0) and D = 824:
#
#
# (a,b,c,d) = (207,1,1,0) and D = 827:
#
(16/297,-563/132)
(16/297,5003/1188)
#
# (a,b,c,d) = (1,1,6,0) and D = 828:
#
(710016/974857,641703397/2012104848)
(361/4833,136568/91827)
(625/624,-463/93600)
(1/3,2/3)
(1/52,153/52)
(1/2,1/2)
(169/188,397/2444)
(6/31,169/186)
(625/906,-10519/22650)
(1/3,-13/18)
(1/2,-7/12)
(710016/974857,-885948901/2012104848)
(625/906,47489/135900)
(169/188,-4579/14664)
(361/4833,-826267/550962)
(625/624,-2527/15600)
(1/52,-919/312)
(1,0)
(6/331,6019/1986)
(1,-1/6)
(6/31,-175/186)
(24/73,589/876)
(6/331,-6025/1986)
(24/73,-637/876)
#
# (a,b,c,d) = (8,2,3,0) and D = 828:
#
(169/376,397/1222)
(1/6,-13/9)
(1/2,0)
(1/6,4/3)
(625/1812,-10519/11325)
(625/1812,47489/67950)
(1/2,-1/3)
(1/4,1)
(3/31,-175/93)
(1/104,-919/156)
(1/104,153/26)
(169/376,-4579/7332)
(1/4,-7/6)
(355008/974857,641703397/1006052424)
(361/9666,-826267/275481)
(361/9666,273136/91827)
(625/1248,-2527/7800)
(12/73,589/438)
(3/331,6019/993)
(625/1248,-463/46800)
(3/31,169/93)
(12/73,-637/438)
(3/331,-6025/993)
(355008/974857,-885948901/1006052424)
#
# (a,b,c,d) = (26,1,2,0) and D = 828:
#
(8/73,605/292)
(1/3,-1/3)
(625/2718,-173717/135900)
(1/9,37/18)
(625/2718,39523/33975)
(169/564,-2885/3666)
(236672/974857,55624505/51592432)
(625/1872,3559/23400)
(2/31,-173/62)
(625/1872,-2297/7200)
(2/331,6021/662)
(1/156,2755/312)
(2/331,-6023/662)
(1/6,-5/3)
(2/31,171/62)
(236672/974857,-804533733/670701616)
(1/156,-53/6)
(1/9,-19/9)
(1/3,1/6)
(361/14499,-1235971/275481)
(8/73,-621/292)
(169/564,9343/14664)
(361/14499,2465083/550962)
(1/6,19/12)
#
# (a,b,c,d) = (207,0,1,0) and D = 828:
#
(1/6,1/2)
(4/73,613/146)
(118336/974857,-763826149/335350808)
(1/31,172/31)
(361/28998,-1645675/183654)
(625/5436,110603/45300)
(625/5436,-110603/45300)
(361/28998,1645675/183654)
(1/31,-172/31)
(118336/974857,763826149/335350808)
(4/73,-613/146)
(1/12,-13/4)
(169/1128,-6961/4888)
(1/331,6022/331)
(625/3744,-14699/31200)
(1/312,-1837/104)
(1/6,-1/2)
(1/18,-25/6)
(1/18,25/6)
(1/331,-6022/331)
(1/312,1837/104)
(625/3744,14699/31200)
(169/1128,6961/4888)
(1/12,13/4)
#
# (a,b,c,d) = (2,5,6,0) and D = 828:
#
(361/4833,-279995/183654)
(710016/974857,153212389/2012104848)
(24/73,493/876)
(1/3,5/9)
(24/73,-733/876)
(1/3,-5/6)
(1/2,-3/4)
(625/624,-11603/23400)
(6/31,157/186)
(625/906,5413/45300)
(1/52,-307/104)
(1,-1/3)
(625/624,-10571/31200)
(1/2,1/3)
(6/31,-187/186)
(169/188,-2991/4888)
(1,-1/2)
(1/52,229/78)
(6/331,-6037/1986)
(625/906,-23591/33975)
(169/188,-503/3666)
(710016/974857,-1374439909/2012104848)
(6/331,6007/1986)
(361/4833,402845/275481)
#
# (a,b,c,d) = (208,1,1,0) and D = 831:
#
(159201/21174010,97396622569/8448429990)
(159201/21174010,-3748467068/324939615)
#
# (a,b,c,d) = (26,0,2,0) and D = 832:
#
#
# (a,b,c,d) = (208,0,1,0) and D = 832:
#
#
# (a,b,c,d) = (209,1,1,0) and D = 835:
#
(64/449,5727/3592)
(676/17081,-2226687/444106)
(9/50779,11442626/152337)
(9/50779,-11442653/152337)
(1/89,-840/89)
(1/29,-156/29)
(96721/755711,-507690749/235026121)
(9/61,-287/183)
(81/481,224/4329)
(1/11,3)
(64/449,-6239/3592)
(1/29,155/29)
(1/89,839/89)
(2819041/62890871,491671111854/105593772409)
(4/281,4705/562)
(2819041/62890871,-496404281693/105593772409)
(1/11,-34/11)
(547600/3268361,-999560891/2418587140)
(9/61,260/183)
(676/17081,116269/23374)
(81/481,-953/4329)
(547600/3268361,31280889/127294060)
(4/281,-4713/562)
(25/299,4782/1495)
(25/299,-4907/1495)
(96721/755711,43419138/21366011)
#
# (a,b,c,d) = (1,2,0,5) and D = 835:
#
(482/157,-175/157)
(1/2,1/2)
(317/225,-86/225)
(-2284988/83329145,48717229/83329145)
(-52/47,27/47)
(-32128/51569,28197/51569)
(3727/212,-1385/212)
(285295907/262051239,-31172918/262051239)
(127/151,36/151)
(1,0)
(4/3,-1/3)
(-1/12,7/12)
(-102853/210840,116899/210840)
(374,-139)
(-23/10,9/10)
#
# (a,b,c,d) = (209,0,1,0) and D = 836:
#
(961/10209,937300/316479)
(961/10209,-937300/316479)
#
# (a,b,c,d) = (210,1,1,0) and D = 839:
#
(1/6,-1/2)
(1/6,1/3)
#
# (a,b,c,d) = (1,4,3,5) and D = 839:
#
(-5051/889,1430/889)
(71/155,63/155)
(-52/35,19/35)
(1,0)
(-29/25,13/25)
#
# (a,b,c,d) = (210,0,1,0) and D = 840:
#
#
# (a,b,c,d) = (211,1,1,0) and D = 843:
#
(1/7,-12/7)
(1/7,11/7)
#
# (a,b,c,d) = (3,3,5,2) and D = 843:
#
(3/5,1/5)
(-31/393,677/786)
(-6611/4383,28537/8766)
(113/156,-151/312)
(-65967/26765,140761/26765)
(1,-2)
#
# (a,b,c,d) = (211,0,1,0) and D = 844:
#
(2601/17875,1413692/911625)
(169/1535,50974/19955)
(169/1535,-50974/19955)
(2601/17875,-1413692/911625)
(4/65,511/130)
(4/65,-511/130)
#
# (a,b,c,d) = (1,1,6,4) and D = 844:
#
(-41/102,91/102)
(1,0)
(1/23,14/23)
(17401/22083,-15974/22083)
(107/56,-153/56)
#
# (a,b,c,d) = (212,1,1,0) and D = 847:
#
(1/44,-73/11)
(1/44,291/44)
(2809/31592,1276507/418594)
(2809/31592,-5254905/1674376)
#
# (a,b,c,d) = (2,9,11,0) and D = 847:
#
(2809/2872,-198995/1674376)
(1/4,1/2)
(1/4,-31/44)
(2809/2872,-51859/76108)
#
# (a,b,c,d) = (212,0,1,0) and D = 848:
#
(49/918,13681/3213)
(16/201,-2693/804)
(49/918,-13681/3213)
(1/717,-19199/717)
(1/717,19199/717)
(16/201,2693/804)
(225/5974,-229559/44805)
(1/6,-1/3)
(225/5974,229559/44805)
(1/6,1/3)
#
# (a,b,c,d) = (1,4,2,4) and D = 848:
#
(-1,1/2)
(321/275,-31/275)
(11/41,45/82)
(-75/62,61/124)
(17/178,217/356)
(1,0)
(687189/91615,-365533/183230)
(-15,4)
#
# (a,b,c,d) = (27,2,2,0) and D = 848:
#
(225/2987,-116467/44805)
(1/3,-1/3)
(32/201,-2821/1608)
(49/459,-7012/3213)
(32/201,855/536)
(49/459,247/119)
(2/717,6399/478)
(1/3,0)
(225/2987,113092/44805)
(2/717,-19201/1434)
#
# (a,b,c,d) = (4,4,5,1) and D = 848:
#
(0,1)
(-7/62,75/62)
(-7/2,15)
(28/41,-11/41)
(160828/91615,-687189/91615)
(1/2,-1)
(117/178,-17/178)
(259/550,-321/275)
#
# (a,b,c,d) = (213,1,1,0) and D = 851:
#
#
# (a,b,c,d) = (213,0,1,0) and D = 852:
#
#
# (a,b,c,d) = (214,1,1,0) and D = 855:
#
(1/1284,-215/6)
(1/1284,46009/1284)
(1/6,-1/3)
(1/6,1/6)
#
# (a,b,c,d) = (8,1,3,0) and D = 855:
#
(1/2,-1/6)
(1/2,0)
(1/428,1278/107)
(1/428,-15337/1284)
#
# (a,b,c,d) = (2,2,1,3) and D = 856:
#
(1/2,1/2)
(11/14,1/42)
(-40025/44496,111149/133488)
(5/4,-3/4)
(-27941/117512,83235/117512)
(2987/436,-2125/436)
#
# (a,b,c,d) = (214,0,1,0) and D = 856:
#
(676/20777,2983787/540202)
(64/3425,-200303/27400)
(4/41,235/82)
(4/41,-235/82)
(64/3425,200303/27400)
(676/20777,-2983787/540202)
#
# (a,b,c,d) = (215,1,1,0) and D = 859:
#
#
# (a,b,c,d) = (27,1,2,0) and D = 860:
#
(1/1452,-78247/2904)
(1/3,0)
(1/1452,13041/484)
(1/3,-1/6)
#
# (a,b,c,d) = (215,0,1,0) and D = 860:
#
(1/2904,156493/2904)
(1/2904,-156493/2904)
(1/6,-1/6)
(1/6,1/6)
#
# (a,b,c,d) = (1,2,3,7) and D = 863:
#
(-2,1)
(115/139,28/139)
(-19/5,9/5)
(19/13,-7/13)
(62060264596/86376771751,24568137045/86376771751)
(181/151,-45/151)
(1181/965,-316/965)
(-10/11,7/11)
(7253/1073,-3395/1073)
(18227/16409,-2899/16409)
(347657/998729,3145248/6991103)
(-4138/8357,4805/8357)
(1,0)
(-17/31,18/31)
(-865/467,439/467)
#
# (a,b,c,d) = (216,1,1,0) and D = 863:
#
(220900/4344369,-2992535199/680617810)
(49/354,-2264/1239)
(9/58,181/174)
(1/36,215/36)
(1/36,-6)
(14641/590808,-454258513/71487768)
(8836/55857,1542663/1750186)
(220900/4344369,8873782597/2041853430)
(25/246,3331/1230)
(16/3441,-67293/4588)
(16/3441,201815/13764)
(1/288,543/32)
(8836/55857,-5458573/5250558)
(36/337,5203/2022)
(1/6,-1/6)
(16/1377,-51121/5508)
(16/1377,1891/204)
(25/246,-576/205)
(49/354,1395/826)
(1/6,0)
(1/288,-611/36)
(14641/590808,18853623/2978657)
(9/58,-104/87)
(36/337,-5419/2022)
#
# (a,b,c,d) = (8,0,3,0) and D = 864:
#
(1/11,21/11)
(3/10,14/15)
(1/2,0)
(588/1705,57707/71610)
(3/10,-14/15)
(588/1705,-57707/71610)
(1/11,-21/11)
#
# (a,b,c,d) = (216,0,1,0) and D = 864:
#
(1/6,0)
(1/10,14/5)
(1/33,63/11)
(1/10,-14/5)
(1/33,-63/11)
(196/1705,57707/23870)
(196/1705,-57707/23870)
#
# (a,b,c,d) = (1,0,6,0) and D = 864:
#
(3/5,7/15)
(2/11,21/22)
(1176/1705,-57707/143220)
(1176/1705,57707/143220)
(2/11,-21/22)
(3/5,-7/15)
(1,0)
#
# (a,b,c,d) = (27,0,2,0) and D = 864:
#
(1/5,-7/5)
(392/1705,57707/47740)
(2/33,-63/22)
(1/3,0)
(2/33,63/22)
(392/1705,-57707/47740)
(1/5,7/5)
#
# (a,b,c,d) = (1,3,0,4) and D = 864:
#
(-5,3/2)
(1/2,1/2)
(-1,1/2)
(-8367245/2589001,2554314/2589001)
(131/52,-37/52)
(-31/191,237/382)
(1,0)
(3413/1711,-1817/3422)
#
# (a,b,c,d) = (3,6,6,4) and D = 864:
#
(-1,1)
(-5,4)
(1,-1/2)
(131/52,-205/104)
(-31/191,134/191)
(3413/1711,-2615/1711)
(-8367245/2589001,13475873/5178002)
(1/2,1/4)
#
# (a,b,c,d) = (2,1,3,3) and D = 867:
#
(1/25,17/25)
(2498/3141,-31/3141)
(6296/7257,-5197/7257)
(1093/1472,129/736)
(-5/2,3)
(1,-1)
(-4/3,5/3)
#
# (a,b,c,d) = (217,1,1,0) and D = 867:
#
(1/409,-8272/409)
(36/217,1/6)
(1/13,44/13)
(1/19,81/19)
(1/19,-82/19)
(1/13,-45/13)
(36/217,-433/1302)
(1/409,8271/409)
#
# (a,b,c,d) = (217,0,1,0) and D = 868:
#
#
# (a,b,c,d) = (218,1,1,0) and D = 871:
#
(1/290,-4939/290)
(1/290,2469/145)
#
# (a,b,c,d) = (218,0,1,0) and D = 872:
#
#
# (a,b,c,d) = (3,5,5,0) and D = 875:
#
#
# (a,b,c,d) = (219,1,1,0) and D = 875:
#
#
# (a,b,c,d) = (219,0,1,0) and D = 876:
#
(324/3961,233875/71298)
(9/283,4744/849)
(9/55,82/165)
(9/55,-82/165)
(9/283,-4744/849)
(324/3961,-233875/71298)
#
# (a,b,c,d) = (3,2,4,2) and D = 876:
#
(473/667,-604/667)
(-1,2)
(748157/2229799,1241540/2229799)
(5/7,-1/7)
(-1/13,11/13)
#
# (a,b,c,d) = (220,1,1,0) and D = 879:
#
#
# (a,b,c,d) = (220,0,1,0) and D = 880:
#
#
# (a,b,c,d) = (28,2,2,0) and D = 880:
#
#
# (a,b,c,d) = (4,3,4,0) and D = 880:
#
#
# (a,b,c,d) = (221,1,1,0) and D = 883:
#
(14400/87841,265547/810840)
(1/17,-69/17)
(1/17,4)
(14400/87841,-5180111/10540920)
#
# (a,b,c,d) = (2,1,1,3) and D = 883:
#
(2,-5/3)
(-1,1)
(121/50,-51/25)
(431/529,-71/529)
(499/2510,831/1255)
#
# (a,b,c,d) = (221,0,1,0) and D = 884:
#
#
# (a,b,c,d) = (222,1,1,0) and D = 887:
#
#
# (a,b,c,d) = (222,0,1,0) and D = 888:
#
(519841/3921751,5397285683/2827582471)
(1/7,-11/7)
(484/14833,1799543/326326)
(484/14833,-1799543/326326)
(1/7,11/7)
(519841/3921751,-5397285683/2827582471)
#
# (a,b,c,d) = (2,2,5,3) and D = 888:
#
(1/8,5/8)
(2,-3)
(365/478,107/1434)
#
# (a,b,c,d) = (223,1,1,0) and D = 891:
#
(1/27,-140/27)
(21904/3241825,-5838348559/479790100)
(1/9,-23/9)
(4/25,-41/50)
(1/45,301/45)
(16/97,-49/388)
(16/97,-15/388)
(1/9,22/9)
(6889/103293,-32367865/8573319)
(4/25,33/50)
(961/7155,-425507/221805)
(1/45,-302/45)
(6889/103293,31796078/8573319)
(25/279,-4333/1395)
(961/7155,395716/221805)
(25/279,4208/1395)
(1/27,139/27)
(21904/3241825,5835106767/479790100)
(4489/51615,-10983587/3458205)
(4489/51615,10682824/3458205)
#
# (a,b,c,d) = (1,5,9,0) and D = 891:
#
(197136/3241825,-5909667983/4318110900)
(1/3,-2/3)
(144/97,-1457/3492)
(36/25,-143/450)
(1/5,31/45)
(961/795,-120101/221805)
(25/31,18/155)
(25/31,-787/1395)
(961/795,-3206/24645)
(144/97,-1423/3492)
(1/3,13/27)
(1/5,-4/5)
(4489/5735,-1955597/3458205)
(4489/5735,50198/384245)
(1,0)
(197136/3241825,5763787343/4318110900)
(6889/11477,-4994131/8573319)
(36/25,-217/450)
(6889/11477,237244/952591)
(1,-5/9)
#
# (a,b,c,d) = (1,0,6,1) and D = 891:
#
(0,1)
(331788/479791,-203369/479791)
(1/2,1/2)
(12/17,-7/17)
(1,-6)
(114/197,-103/197)
(5/16,-19/16)
(-181/107,1092/107)
(-611/253,3684/253)
(13/38,-35/38)
(546/667,-209/667)
(1,0)
(-114/847,1147/847)
(671363/1876768,1108187/1876768)
(-1727/3601,10806/3601)
(61/92,37/92)
#
# (a,b,c,d) = (9,3,3,0) and D = 891:
#
(1/9,-16/9)
(1/9,5/3)
(1/15,-34/15)
(65712/3241825,5822139599/1439370300)
(1/15,11/5)
(48/97,-271/1164)
(12/25,1/150)
(4489/17205,-451357/384245)
(1/3,2/3)
(6889/34431,-1283519/952591)
(25/93,412/465)
(961/2385,-20173/24645)
(48/97,-305/1164)
(4489/17205,1053308/1152735)
(1/3,-1)
(12/25,-73/150)
(65712/3241825,-5851315727/1439370300)
(6889/34431,3278770/2857773)
(961/2385,30728/73935)
(25/93,-179/155)
#
# (a,b,c,d) = (28,1,2,0) and D = 892:
#
(1/4,-9/8)
(1/4,1)
(289/2296,-21951/11152)
(289/2296,18593/9758)
#
# (a,b,c,d) = (223,0,1,0) and D = 892:
#
(1/8,17/8)
(1/8,-17/8)
(289/4592,302401/78064)
(289/4592,-302401/78064)
#
# (a,b,c,d) = (224,1,1,0) and D = 895:
#
#
# (a,b,c,d) = (28,0,2,0) and D = 896:
#
#
# (a,b,c,d) = (224,0,1,0) and D = 896:
#
#
# (a,b,c,d) = (225,1,1,0) and D = 899:
#
(4/297,-569/66)
(4/297,5113/594)
#
# (a,b,c,d) = (225,0,1,0) and D = 900:
#
(4/25,7/10)
(4/25,-7/10)
#
# (a,b,c,d) = (2,2,5,0) and D = 900:
#
(4/5,-1/50)
(4/5,-3/10)
#
# (a,b,c,d) = (226,1,1,0) and D = 903:
#
#
# (a,b,c,d) = (226,0,1,0) and D = 904:
#
#
# (a,b,c,d) = (227,1,1,0) and D = 907:
#
#
# (a,b,c,d) = (2,1,5,1) and D = 907:
#
(0,1)
(198/259,-71/259)
#
# (a,b,c,d) = (3,4,6,2) and D = 908:
#
#
# (a,b,c,d) = (227,0,1,0) and D = 908:
#
#
# (a,b,c,d) = (228,1,1,0) and D = 911:
#
#
# (a,b,c,d) = (29,2,2,0) and D = 912:
#
(9/29,1/3)
(9/29,-56/87)
#
# (a,b,c,d) = (228,0,1,0) and D = 912:
#
(9/58,85/87)
(9/58,-85/87)
#
# (a,b,c,d) = (229,1,1,0) and D = 915:
#
#
# (a,b,c,d) = (229,0,1,0) and D = 916:
#
#
# (a,b,c,d) = (230,1,1,0) and D = 919:
#
#
# (a,b,c,d) = (230,0,1,0) and D = 920:
#
#
# (a,b,c,d) = (231,1,1,0) and D = 923:
#
#
# (a,b,c,d) = (29,1,2,0) and D = 924:
#
(8/25,-37/100)
(8/25,21/100)
(26912/3347425,-6125953519/776602600)
(26912/3347425,6122831727/776602600)
#
# (a,b,c,d) = (231,0,1,0) and D = 924:
#
(4/25,-29/50)
(4/25,29/50)
(13456/3347425,6124392623/388301300)
(13456/3347425,-6124392623/388301300)
#
# (a,b,c,d) = (232,1,1,0) and D = 927:
#
#
# (a,b,c,d) = (232,0,1,0) and D = 928:
#
#
# (a,b,c,d) = (29,0,2,0) and D = 928:
#
#
# (a,b,c,d) = (1,3,7,0) and D = 931:
#
(28/25,-111/350)
(252/457,6929/19194)
(112/289,-5487/8092)
(1/11,95/77)
(1,0)
(1/5,-31/35)
(529/655,17301/105455)
(1,-3/7)
(25/43,507/1505)
(28/25,-57/350)
(1/47,851/329)
(3481/4565,374251/1885345)
(25/43,-126/215)
(1/5,4/5)
(3481/4565,-141484/269335)
(1681/16135,-5523837/4630745)
(1/11,-14/11)
(1/47,-122/47)
(112/289,4143/8092)
(529/655,-7686/15065)
(1681/16135,759582/661535)
(252/457,-11465/19194)
#
# (a,b,c,d) = (233,1,1,0) and D = 931:
#
(3481/31955,-4878926/1885345)
(25/301,4799/1505)
(16/289,-4847/1156)
(529/4585,242777/105455)
(1681/112945,37908728/4630745)
(36/457,9089/2742)
(1/35,-207/35)
(4/25,-31/50)
(1/35,206/35)
(3481/31955,4673547/1885345)
(25/301,-4924/1505)
(4/25,23/50)
(1/329,-5968/329)
(1681/112945,-37977649/4630745)
(1/7,-11/7)
(1/77,675/77)
(16/289,4783/1156)
(529/4585,-254944/105455)
(36/457,-9305/2742)
(1/77,-676/77)
(1/7,10/7)
(1/329,5967/329)
#
# (a,b,c,d) = (1,1,5,6) and D = 931:
#
(83/201,259/603)
(-1,1)
(1253/1832,1159/3664)
(185/206,67/412)
(-2303/527,1994/527)
(23/17,-18/17)
(1507/2327,779/2327)
(1,-1/2)
(1,-1/3)
(5/97,52/97)
(11,-19/2)
(1,0)
(160913/113353,-127955/113353)
(-29/17,26/17)
(-1/4,5/8)
(-120245/21886,207977/43772)
#
# (a,b,c,d) = (233,0,1,0) and D = 932:
#
(25/269,-3978/1345)
(1/377,-7320/377)
(4/33,-145/66)
(25/269,3978/1345)
(4/33,145/66)
(1/377,7320/377)
#
# (a,b,c,d) = (1,0,5,4) and D = 932:
#
(31/19,-42/19)
(-821/2191,1842/2191)
(1,0)
(1,-5/4)
(22/23,7/46)
#
# (a,b,c,d) = (234,1,1,0) and D = 935:
#
#
# (a,b,c,d) = (9,2,3,0) and D = 936:
#
(48/217,-3235/2604)
(48/217,2851/2604)
#
# (a,b,c,d) = (234,0,1,0) and D = 936:
#
(16/217,-3043/868)
(16/217,3043/868)
#
# (a,b,c,d) = (235,1,1,0) and D = 939:
#
(36/241,-1853/1446)
(36/241,1637/1446)
#
# (a,b,c,d) = (235,0,1,0) and D = 940:
#
(219024/4344289,-8917397423/2033127252)
(1/79,702/79)
(219024/4344289,8917397423/2033127252)
(1/79,-702/79)
#
# (a,b,c,d) = (1,3,1,5) and D = 940:
#
(2/3,1/3)
(1,0)
(183019/1015591,2848716/5077955)
#
# (a,b,c,d) = (236,1,1,0) and D = 943:
#
#
# (a,b,c,d) = (236,0,1,0) and D = 944:
#
(16/105,437/420)
(49/477,-8987/3339)
(19044/1619065,2059742899/223430970)
(1/21,-95/21)
(1/21,95/21)
(19044/1619065,-2059742899/223430970)
(16/105,-437/420)
(1089/24157,3713797/797181)
(1089/24157,-3713797/797181)
(49/477,8987/3339)
#
# (a,b,c,d) = (1,2,5,8) and D = 944:
#
(-7,4)
(-414/629,1603/2516)
(88778439/148944599,47472184/148944599)
(104/71,-99/142)
(1,0)
(0,1/2)
#
# (a,b,c,d) = (2,0,4,2) and D = 944:
#
(1/2,1/2)
(3/4,-1/4)
(-89/284,307/284)
(5/2,-11/2)
(3153/5032,-3259/5032)
(231194991/297889198,41306255/297889198)
#
# (a,b,c,d) = (30,2,2,0) and D = 944:
#
(98/477,2767/2226)
(38088/1619065,-2064999043/446861940)
(2/21,31/14)
(32/105,103/280)
(38088/1619065,410897351/89372388)
(2178/24157,3641923/1594362)
(2178/24157,-3785671/1594362)
(32/105,-113/168)
(2/21,-97/42)
(98/477,-9673/6678)
#
# (a,b,c,d) = (237,1,1,0) and D = 947:
#
#
# (a,b,c,d) = (1,2,1,6) and D = 948:
#
(77/80,9/160)
(1,0)
#
# (a,b,c,d) = (237,0,1,0) and D = 948:
#
(9/25597,-4095280/76791)
(9/25597,4095280/76791)
#
# (a,b,c,d) = (238,1,1,0) and D = 951:
#
#
# (a,b,c,d) = (238,0,1,0) and D = 952:
#
(25/359,6523/1795)
(25/359,-6523/1795)
#
# (a,b,c,d) = (239,1,1,0) and D = 955:
#
#
# (a,b,c,d) = (30,1,2,0) and D = 956:
#
(2/15,-19/10)
(25088/79305,-2201257/5921440)
(2/15,11/6)
(25088/79305,758783/3552864)
#
# (a,b,c,d) = (239,0,1,0) and D = 956:
#
(1/15,56/15)
(12544/79305,5198843/8882160)
(1/15,-56/15)
(12544/79305,-5198843/8882160)
#
# (a,b,c,d) = (240,1,1,0) and D = 959:
#
(1/8,2)
(169/1052,-3749/13676)
(121/2160,-19783/4752)
(16/281,4573/1124)
(169/1052,388/3419)
(121/2160,2033/495)
(16/281,-4637/1124)
(1/60,116/15)
(1/60,-31/4)
(1/8,-17/8)
#
# (a,b,c,d) = (1,2,7,7) and D = 959:
#
(-1,1)
(5546456/9489409,2917663/9489409)
(181/79,-153/79)
(120/109,-77/109)
(7041/14539,5107/14539)
(20/19,-7/19)
(1,0)
(-1/7,4/7)
#
# (a,b,c,d) = (4,2,4,0) and D = 960:
#
#
# (a,b,c,d) = (240,0,1,0) and D = 960:
#
#
# (a,b,c,d) = (30,0,2,0) and D = 960:
#
#
# (a,b,c,d) = (2,7,8,0) and D = 960:
#
#
# (a,b,c,d) = (241,1,1,0) and D = 963:
#
(9/79,550/237)
(9/79,-577/237)
(11431161/149870347,1714642571438/506711643207)
(11431161/149870347,-1753291326779/506711643207)
#
# (a,b,c,d) = (9,1,3,0) and D = 963:
#
(27/79,523/711)
(34293483/149870347,-1791940082120/1520134929621)
(27/79,-604/711)
(34293483/149870347,1675993816097/1520134929621)
#
# (a,b,c,d) = (241,0,1,0) and D = 964:
#
#
# (a,b,c,d) = (4,5,6,2) and D = 964:
#
#
# (a,b,c,d) = (242,1,1,0) and D = 967:
#
#
# (a,b,c,d) = (1,6,11,0) and D = 968:
#
(11/323,5772/3553)
(4/3,-1/6)
(1,-6/11)
(4/3,-37/66)
(11/323,-5838/3553)
(1,0)
#
# (a,b,c,d) = (242,0,1,0) and D = 968:
#
(1/323,-5805/323)
(4/33,13/6)
(4/33,-13/6)
(1/11,-3)
(1/323,5805/323)
(1/11,3)
#
# (a,b,c,d) = (243,1,1,0) and D = 971:
#
#
# (a,b,c,d) = (3,1,3,2) and D = 971:
#
(-1/3,1)
#
# (a,b,c,d) = (2,6,6,5) and D = 972:
#
(47/131,253/655)
(-2,1)
(1,-1/5)
#
# (a,b,c,d) = (2,3,6,4) and D = 972:
#
(-253/488,227/244)
(1,-1)
(1/4,1/2)
#
# (a,b,c,d) = (1,3,3,7) and D = 972:
#
(-58/17,21/17)
(845183/2237723,960540/2237723)
(1,0)
(-38/37,21/37)
#
# (a,b,c,d) = (243,0,1,0) and D = 972:
#
(1/7,-10/7)
(1/7,10/7)
#
# (a,b,c,d) = (1,0,6,2) and D = 972:
#
(1,-3)
(1,0)
(-107/253,381/253)
#
# (a,b,c,d) = (9,0,3,0) and D = 972:
#
(3/7,10/21)
(3/7,-10/21)
#
# (a,b,c,d) = (2,1,5,0) and D = 975:
#
(1/2,-3/5)
(121/236,1259/2596)
(1/8,5/4)
(121/236,-3813/6490)
(45/334,3011/2505)
(45/334,-6157/5010)
(1/8,-51/40)
(4/5,-3/50)
(16/28085,-2104883/112340)
(3645/6886,432539/929610)
(3645/6886,-265477/464805)
(16/28085,10524351/561700)
(45/316,2767/2370)
(45/316,-5669/4740)
(4/5,-1/10)
(1/2,1/2)
#
# (a,b,c,d) = (244,1,1,0) and D = 975:
#
(9/334,-6103/1002)
(1/10,27/10)
(121/1180,-8867/3245)
(16/140425,52621883/561700)
(1/40,63/10)
(4/25,1/50)
(121/1180,34137/12980)
(4/25,-9/50)
(1/10,-14/5)
(1/40,-253/40)
(9/316,-5615/948)
(9/334,3038/501)
(729/6886,471905/185922)
(729/6886,-245794/92961)
(9/316,1397/237)
(16/140425,-52621947/561700)
#
# (a,b,c,d) = (1,2,6,8) and D = 976:
#
(663/514,-1369/2056)
(-169/103,119/103)
(52/31,-63/62)
(-1/3,7/12)
(19189/18957,-364/18957)
(1425/1084,-3007/4336)
(76/47,-91/94)
(51207/60791,9943/60791)
(-3,2)
(633/589,-97/589)
(1,0)
(0,1/2)
(35317/106926,174629/427704)
#
# (a,b,c,d) = (31,2,2,0) and D = 976:
#
(32/390425,-243953277/3123400)
(8/25,-19/100)
(1/7,-13/7)
(441/2951,102800/61971)
(1/11,-26/11)
(961/9971,679459/309101)
(8/25,-13/100)
(578/1925,-45093/65450)
(2/325,-5861/650)
(1/7,12/7)
(961/9971,-709250/309101)
(441/2951,-112061/61971)
(578/1925,25441/65450)
(32/390425,243953021/3123400)
(1/11,25/11)
(2/325,5857/650)
#
# (a,b,c,d) = (244,0,1,0) and D = 976:
#
(4/25,3/50)
(441/5902,214861/61971)
(1/325,5859/325)
(289/1925,-35267/32725)
(1/22,51/11)
(1/14,25/7)
(1/14,-25/7)
(441/5902,-214861/61971)
(289/1925,35267/32725)
(1/325,-5859/325)
(961/19942,-1388709/309101)
(1/22,-51/11)
(4/25,-3/50)
(961/19942,1388709/309101)
(16/390425,243953149/1561700)
(16/390425,-243953149/1561700)
#
# (a,b,c,d) = (1,3,4,8) and D = 976:
#
(7/6,-1/6)
(0,1/2)
(4,-3/2)
(19886/60791,51207/121582)
(-728/18957,19189/37914)
(-194/589,633/1178)
(-63/31,26/31)
(174629/213852,35317/213852)
(238/103,-169/206)
(1,0)
(-3007/2168,1425/2168)
(-91/47,38/47)
(-1369/1028,663/1028)
#
# (a,b,c,d) = (245,1,1,0) and D = 979:
#
#
# (a,b,c,d) = (2,4,5,5) and D = 980:
#
#
# (a,b,c,d) = (2,6,7,0) and D = 980:
#
(7/9,-43/63)
(7/9,1/63)
#
# (a,b,c,d) = (245,0,1,0) and D = 980:
#
(1/9,-22/9)
(1/9,22/9)
#
# (a,b,c,d) = (246,1,1,0) and D = 983:
#
(16/321,-5695/1284)
(1/12,-13/4)
(1/216,-3175/216)
(1/216,529/36)
(1/12,19/6)
(16/321,1877/428)
#
# (a,b,c,d) = (1,1,6,5) and D = 983:
#
(134/83,-153/83)
(1,-1/5)
(-734/3193,2197/3193)
(1,0)
(1,-1)
(-4486/5447,6083/5447)
#
# (a,b,c,d) = (246,0,1,0) and D = 984:
#
#
# (a,b,c,d) = (2,1,0,3) and D = 984:
#
(-4,3)
#
# (a,b,c,d) = (247,1,1,0) and D = 987:
#
#
# (a,b,c,d) = (247,0,1,0) and D = 988:
#
#
# (a,b,c,d) = (31,1,2,0) and D = 988:
#
#
# (a,b,c,d) = (248,1,1,0) and D = 991:
#
#
# (a,b,c,d) = (248,0,1,0) and D = 992:
#
#
# (a,b,c,d) = (31,0,2,0) and D = 992:
#
#
# (a,b,c,d) = (249,1,1,0) and D = 995:
#
#
# (a,b,c,d) = (249,0,1,0) and D = 996:
#
(49/373,-4754/2611)
(61504/440425,165832117/109225400)
(1/25,-124/25)
(4/121,1325/242)
(1/25,124/25)
(4/121,-1325/242)
(61504/440425,-165832117/109225400)
(49/373,4754/2611)
#
# (a,b,c,d) = (1,4,5,8) and D = 996:
#
(7/3,-2/3)
(38/41,9/164)
(-1278/269,1603/1076)
(9424/3501,-5551/7002)
(-8557/8376,36673/67008)
(1,0)
(0,1/2)
#
# (a,b,c,d) = (250,1,1,0) and D = 999:
#
#
# (a,b,c,d) = (2,3,3,4) and D = 999:
#
#
# (a,b,c,d) = (10,3,3,0) and D = 999:
#
#
# (a,b,c,d) = (250,0,1,0) and D = 1000:
#
#
# (a,b,c,d) = (2,0,5,0) and D = 1000:
#
#
# (a,b,c,d) = (251,1,1,0) and D = 1003:
#
#
# (a,b,c,d) = (1,3,5,9) and D = 1004:
#
(1,0)
(4/3,-1/3)
(4196/7557,2353/7557)
#
# (a,b,c,d) = (251,0,1,0) and D = 1004:
#
(1/83,-756/83)
(1/83,756/83)
(254016/5291665,-12002574023/2666999160)
(254016/5291665,12002574023/2666999160)
#
# (a,b,c,d) = (252,1,1,0) and D = 1007:
#
(9/82,-310/123)
(121/804,-771/737)
(1/54,-397/54)
(16/153,1565/612)
(1/24,-39/8)
(16/153,-181/68)
(17956/121737,5805291/5437586)
(1156/140649,-17587947/1594022)
(25/294,762/245)
(1/54,22/3)
(17956/121737,-2831711/2330394)
(9/82,593/246)
(81/514,-1781/4626)
(1156/140649,52724537/4782066)
(25/294,-671/210)
(121/804,7921/8844)
(169/1861662,-1270051826/12100803)
(1/24,29/6)
(169/1861662,846700485/8067202)
(81/514,526/2313)
#
# (a,b,c,d) = (1,2,-1,5) and D = 1007:
#
(-46/53,27/53)
(127/169,63/169)
(66/91,181/455)
(13929/67697,39754/67697)
(-26/7,9/7)
(844/1757,4729/8785)
(3,-1)
(-1331/89,455/89)
(-16579/86621,48987/86621)
(487/299,-139/299)
(-6576/4633,2717/4633)
(1,0)
(-1/7,4/7)
#
# (a,b,c,d) = (252,0,1,0) and D = 1008:
#
(1/16,-31/8)
(1/16,31/8)
(961/6112,34177/94736)
(961/6112,-34177/94736)
#
# (a,b,c,d) = (32,2,2,0) and D = 1008:
#
(961/3056,-1999/5921)
(1/8,-2)
(961/3056,2193/94736)
(1/8,15/8)
#
# (a,b,c,d) = (4,1,4,0) and D = 1008:
#
(1/4,-1)
(961/1528,-1999/11842)
(1/4,15/16)
(961/1528,2193/189472)
#
# (a,b,c,d) = (253,1,1,0) and D = 1011:
#
(361/16555,193077/28595)
(5041/271975,-141903062/19310225)
(169/1075,3626/13975)
(36/409,-7633/2454)
(5041/271975,559467/76325)
(1/7,9/7)
(1/85,783/85)
(201601/1948975,2263905009/875089775)
(1/37,224/37)
(169/1075,-5823/13975)
(576/4945,262567/118680)
(1/37,-225/37)
(1/85,-784/85)
(1/7,-10/7)
(36/265,-2719/1590)
(361/16555,-2130706/314545)
(36/265,2503/1590)
(25/421,8344/2105)
(36/409,7417/2454)
(25/421,-8469/2105)
(576/4945,-12017/5160)
(201601/1948975,-2354423858/875089775)
(1/319,5697/319)
(1/319,-518/29)
#
# (a,b,c,d) = (3,0,4,1) and D = 1011:
#
(0,1)
(18/41,-55/41)
(2269/13359,10856/13359)
(19/44,-53/44)
(35/9,-146/9)
(-1774421/104144,7403491/104144)
(1/3,2/3)
(-61201/165838,302255/165838)
(4085/4023,-16832/4023)
(70291/142208,-100853/142208)
(21619/47553,-41380/47553)
(-10801/13869,46222/13869)
(19/33,-16/33)
(18/23,-73/23)
(1/2,1/2)
(144/209,17/209)
(178253/262911,-41960/262911)
(91/206,-197/206)
#
# (a,b,c,d) = (253,0,1,0) and D = 1012:
#
#
# (a,b,c,d) = (254,1,1,0) and D = 1015:
#
(289/1976,-21169/16796)
(289/1976,37425/33592)
#
# (a,b,c,d) = (254,0,1,0) and D = 1016:
#
#
# (a,b,c,d) = (255,1,1,0) and D = 1019:
#
#
# (a,b,c,d) = (255,0,1,0) and D = 1020:
#
#
# (a,b,c,d) = (32,1,2,0) and D = 1020:
#
#
# (a,b,c,d) = (256,1,1,0) and D = 1023:
#
#
# (a,b,c,d) = (5,4,4,0) and D = 1024:
#
(1/5,-6/5)
(1/2,-3/4)
(9/106,1063/636)
(9/106,-1117/636)
(484/785,-3229/6908)
(1/5,1)
(484/785,-5151/34540)
(1/2,1/4)
#
# (a,b,c,d) = (1,4,8,0) and D = 1024:
#
(968/785,-15799/69080)
(9/53,259/318)
(2/5,-13/20)
(9/53,-143/159)
(1,-1/2)
(968/785,-26793/69080)
(1,0)
(2/5,9/20)
#
# (a,b,c,d) = (4,0,4,0) and D = 1024:
#
(1/2,1/2)
(9/106,-545/318)
(9/106,545/318)
(1/2,-1/2)
(484/785,-5497/34540)
(1/5,11/10)
(1/5,-11/10)
(484/785,5497/34540)
#
# (a,b,c,d) = (32,0,2,0) and D = 1024:
#
(1/4,-1)
(1/10,-11/5)
(242/785,5497/17270)
(9/212,545/159)
(9/212,-545/159)
(1/10,11/5)
(1/4,1)
(242/785,-5497/17270)
#
# (a,b,c,d) = (256,0,1,0) and D = 1024:
#
(1/20,-22/5)
(121/785,5497/8635)
(1/8,2)
(1/8,-2)
(121/785,-5497/8635)
(9/424,1090/159)
(9/424,-1090/159)
(1/20,22/5)
#
# (a,b,c,d) = (257,1,1,0) and D = 1027:
#
#
# (a,b,c,d) = (257,0,1,0) and D = 1028:
#
#
# (a,b,c,d) = (258,1,1,0) and D = 1031:
#
#
# (a,b,c,d) = (258,0,1,0) and D = 1032:
#
#
# (a,b,c,d) = (259,1,1,0) and D = 1035:
#
#
# (a,b,c,d) = (2,0,2,3) and D = 1036:
#
(1,-1)
(-22/323,229/323)
#
# (a,b,c,d) = (259,0,1,0) and D = 1036:
#
#
# (a,b,c,d) = (260,1,1,0) and D = 1039:
#
#
# (a,b,c,d) = (260,0,1,0) and D = 1040:
#
#
# (a,b,c,d) = (33,2,2,0) and D = 1040:
#
#
# (a,b,c,d) = (261,1,1,0) and D = 1043:
#
(100/681,2307/2270)
(100/681,-7921/6810)
#
# (a,b,c,d) = (10,2,3,0) and D = 1044:
#
(3/13,41/39)
(3/13,-47/39)
#
# (a,b,c,d) = (261,0,1,0) and D = 1044:
#
(1/13,44/13)
(1/13,-44/13)
#
# (a,b,c,d) = (262,1,1,0) and D = 1047:
#
#
# (a,b,c,d) = (2,1,4,3) and D = 1048:
#
(46/59,-43/59)
(151/188,-11/94)
(4/5,-1/5)
(-1/2,1)
(-67174/16115,95981/16115)
(-292/467,521/467)
#
# (a,b,c,d) = (262,0,1,0) and D = 1048:
#
(65536/437017,-98573571/111876352)
(36/1897,82549/11382)
(9/17983,2411533/53949)
(9/17983,-2411533/53949)
(36/1897,-82549/11382)
(65536/437017,98573571/111876352)
(1/7,-9/7)
(1/7,9/7)
#
# (a,b,c,d) = (263,1,1,0) and D = 1051:
#
(4/353,6627/706)
(4/353,-6635/706)
#
# (a,b,c,d) = (263,0,1,0) and D = 1052:
#
#
# (a,b,c,d) = (33,1,2,0) and D = 1052:
#
#
# (a,b,c,d) = (2,1,5,2) and D = 1055:
#
#
# (a,b,c,d) = (264,1,1,0) and D = 1055:
#
#
# (a,b,c,d) = (264,0,1,0) and D = 1056:
#
(9/70,194/105)
(338724/8236585,-23420525867/4793692470)
(338724/8236585,23420525867/4793692470)
(9/70,-194/105)
#
# (a,b,c,d) = (33,0,2,0) and D = 1056:
#
(9/35,97/105)
(9/35,-97/105)
(677448/8236585,-23420525867/9587384940)
(677448/8236585,23420525867/9587384940)
#
# (a,b,c,d) = (1,2,2,7) and D = 1059:
#
(2/3,1/3)
(1,0)
(181/169,-18/169)
(3/2,-1/2)
#
# (a,b,c,d) = (265,1,1,0) and D = 1059:
#
(1/73,-624/73)
(527076/3601513,-3010624687/2614698438)
(25/349,6132/1745)
(1/43,-282/43)
(1/43,281/43)
(527076/3601513,2627967511/2614698438)
(1/73,623/73)
(25/349,-6257/1745)
#
# (a,b,c,d) = (265,0,1,0) and D = 1060:
#
#
# (a,b,c,d) = (266,1,1,0) and D = 1063:
#
#
# (a,b,c,d) = (266,0,1,0) and D = 1064:
#
#
# (a,b,c,d) = (1,3,-1,4) and D = 1067:
#
(2,-1/2)
(-1/5,3/5)
(587913/115997,-162796/115997)
(-3181/3815,1793/3815)
(3/7,4/7)
(1,0)
(-310/131,183/262)
#
# (a,b,c,d) = (267,1,1,0) and D = 1067:
#
(1849/25767,-3966772/1107981)
(1/53,385/53)
(1/9,-22/9)
(1/53,-386/53)
(121/779,-259/8569)
(16/377,7213/1508)
(121/779,-1072/8569)
(1849/25767,1295755/369327)
(66049/889287,782976892/228546759)
(66049/889287,-266650495/76182253)
(16/377,-7277/1508)
(1/9,7/3)
#
# (a,b,c,d) = (3,0,2,2) and D = 1068:
#
(-3299/5943,6767/5943)
(1/3,2/3)
#
# (a,b,c,d) = (267,0,1,0) and D = 1068:
#
#
# (a,b,c,d) = (268,1,1,0) and D = 1071:
#
(1/30,163/30)
(1/30,-82/15)
#
# (a,b,c,d) = (10,1,3,0) and D = 1071:
#
(1/10,9/5)
(1/10,-11/6)
#
# (a,b,c,d) = (1,1,3,7) and D = 1072:
#
(1,0)
(47/41,-18/41)
#
# (a,b,c,d) = (34,2,2,0) and D = 1072:
#
#
# (a,b,c,d) = (268,0,1,0) and D = 1072:
#
#
# (a,b,c,d) = (269,1,1,0) and D = 1075:
#
(16/121,-851/484)
(16/121,787/484)
#
# (a,b,c,d) = (2,5,5,5) and D = 1075:
#
(2,-1)
(-6/7,5/7)
#
# (a,b,c,d) = (269,0,1,0) and D = 1076:
#
#
# (a,b,c,d) = (270,1,1,0) and D = 1079:
#
(1/360,-759/40)
(1/360,683/36)
#
# (a,b,c,d) = (10,0,3,0) and D = 1080:
#
(1/13,-27/13)
(972/3289,162467/177606)
(1/13,27/13)
(972/3289,-162467/177606)
#
# (a,b,c,d) = (270,0,1,0) and D = 1080:
#
(1/39,81/13)
(1/39,-81/13)
(324/3289,-162467/59202)
(324/3289,162467/59202)
#
# (a,b,c,d) = (1,3,6,10) and D = 1080:
#
(33/148,61/148)
(1,0)
(1513/271,-3294/1355)
(3/2,-1/2)
#
# (a,b,c,d) = (3,15,19,0) and D = 1083:
#
(19/7,-151/133)
(19/7,-134/133)
(5491/17563,1626038/5672849)
(5491/17563,-3026243/5672849)
#
# (a,b,c,d) = (271,1,1,0) and D = 1083:
#
(289/17563,2323684/298571)
(289/17563,-2328597/298571)
(1/7,8/7)
(1/7,-9/7)
#
# (a,b,c,d) = (3,4,6,3) and D = 1083:
#
#
# (a,b,c,d) = (34,1,2,0) and D = 1084:
#
(1/5,13/10)
(1/5,-7/5)
(81/440,11227/7920)
(81/440,-2989/1980)
#
# (a,b,c,d) = (271,0,1,0) and D = 1084:
#
(1/10,-27/10)
(1/10,27/10)
(81/880,-23183/7920)
(81/880,23183/7920)
#
# (a,b,c,d) = (1,1,4,7) and D = 1087:
#
(2/3,1/3)
(41/45,7/45)
(46/3,-31/3)
(188/155,-99/155)
(-33/43,31/43)
(3,-2)
(4915054/3851847,-2726419/3851847)
(-664697/1580787,965204/1580787)
(-40/347,189/347)
(-367/149,252/149)
(1,0)
(858989389/354855015,-566832022/354855015)
(57/37,-35/37)
#
# (a,b,c,d) = (272,1,1,0) and D = 1087:
#
(46225/5634956,3342580276/302878885)
(25/404,-7917/2020)
(4/41,223/82)
(961/21488,-195391/41633)
(25/404,1948/505)
(49/326,732/1141)
(4/41,-231/82)
(1/8,15/8)
(1/68,140/17)
(1/8,-2)
(46225/5634956,-787074087/71265620)
(1/68,-33/4)
(49/326,-1807/2282)
(1/362,-3444/181)
(961/21488,182145/39184)
(1/362,6887/362)
#
# (a,b,c,d) = (34,0,2,0) and D = 1088:
#
(50/321,5369/3210)
(50/321,-5369/3210)
#
# (a,b,c,d) = (272,0,1,0) and D = 1088:
#
(25/321,-5369/1605)
(25/321,5369/1605)
#
# (a,b,c,d) = (273,1,1,0) and D = 1091:
#
#
# (a,b,c,d) = (273,0,1,0) and D = 1092:
#
(9/373,-7190/1119)
(9/373,7190/1119)
#
# (a,b,c,d) = (274,1,1,0) and D = 1095:
#
#
# (a,b,c,d) = (274,0,1,0) and D = 1096:
#
#
# (a,b,c,d) = (2,4,3,4) and D = 1096:
#
(-1,3/4)
(8713/16562,22389/66248)
#
# (a,b,c,d) = (275,1,1,0) and D = 1099:
#
(1/11,32/11)
(144/29737,5127029/356844)
(2209/17375,58372/32665)
(144/29737,-5128757/356844)
(2209/17375,-1563123/816625)
(1/11,-3)
#
# (a,b,c,d) = (1,4,4,7) and D = 1099:
#
(125/173,36/173)
(-19/36,139/252)
(-24,7)
(1,0)
(287724/57109,-83261/57109)
(-551/624,329/624)
#
# (a,b,c,d) = (3,4,5,0) and D = 1100:
#
#
# (a,b,c,d) = (275,0,1,0) and D = 1100:
#
#
# (a,b,c,d) = (276,1,1,0) and D = 1103:
#
#
# (a,b,c,d) = (35,2,2,0) and D = 1104:
#
#
# (a,b,c,d) = (276,0,1,0) and D = 1104:
#
#
# (a,b,c,d) = (11,3,3,0) and D = 1107:
#
(4/11,-19/22)
(1200/8041,61151/43860)
(4/11,1/2)
(1200/8041,-744661/482460)
#
# (a,b,c,d) = (1,0,6,3) and D = 1107:
#
(1,-2)
(1,0)
(-61/179,182/179)
#
# (a,b,c,d) = (277,1,1,0) and D = 1107:
#
(4/33,131/66)
(4/33,-139/66)
(400/8041,704661/160820)
(400/8041,-712661/160820)
#
# (a,b,c,d) = (277,0,1,0) and D = 1108:
#
(4/89,-829/178)
(1/317,5644/317)
(1/317,-5644/317)
(1/41,-262/41)
(4/89,829/178)
(274576/2916617,4367668069/1528307308)
(1/41,262/41)
(274576/2916617,-4367668069/1528307308)
#
# (a,b,c,d) = (2,0,5,1) and D = 1108:
#
(0,1)
(2/3,1/3)
(1/2,1/2)
(-1879/10740,14977/10740)
(245756/309915,-8153/309915)
(-12679/12894,64873/12894)
(109178/52681,-553897/52681)
(225/304,-71/304)
#
# (a,b,c,d) = (278,1,1,0) and D = 1111:
#
#
# (a,b,c,d) = (278,0,1,0) and D = 1112:
#
#
# (a,b,c,d) = (279,1,1,0) and D = 1115:
#
(4/369,787/82)
(4/369,-7091/738)
#
# (a,b,c,d) = (279,0,1,0) and D = 1116:
#
(256/18025,-2419019/288400)
(256/18025,2419019/288400)
(1/7,8/7)
(1/7,-8/7)
#
# (a,b,c,d) = (35,1,2,0) and D = 1116:
#
(512/18025,344989/82400)
(2/7,1/2)
(512/18025,-484623/115360)
(2/7,-9/14)
#
# (a,b,c,d) = (280,1,1,0) and D = 1119:
#
(2601/44590,-9216971/2274090)
(2601/44590,129776/32487)
#
# (a,b,c,d) = (35,0,2,0) and D = 1120:
#
#
# (a,b,c,d) = (280,0,1,0) and D = 1120:
#
#
# (a,b,c,d) = (281,1,1,0) and D = 1123:
#
(16/353,6513/1412)
(16/353,-6577/1412)
#
# (a,b,c,d) = (281,0,1,0) and D = 1124:
#
(1444/26265,-4156061/998070)
(1444/26265,4156061/998070)
#
# (a,b,c,d) = (282,1,1,0) and D = 1127:
#
(4/177,-785/118)
(49/372,685/434)
(22201/145548,-1083907/10843326)
(4/177,2347/354)
(1/18,37/9)
(49/372,-4453/2604)
(1/18,-25/6)
(22201/145548,-380045/7228884)
#
# (a,b,c,d) = (1,1,2,7) and D = 1127:
#
(3/5,2/5)
(-1181/1577,973/1577)
(2,-1)
(188/173,-45/173)
(879/6325,3211/6325)
(1,0)
#
# (a,b,c,d) = (282,0,1,0) and D = 1128:
#
#
# (a,b,c,d) = (283,1,1,0) and D = 1131:
#
#
# (a,b,c,d) = (283,0,1,0) and D = 1132:
#
#
# (a,b,c,d) = (4,6,7,3) and D = 1132:
#
#
# (a,b,c,d) = (3,2,5,1) and D = 1135:
#
(0,1)
(171/241,-44/241)
(-7/3,11)
(709/1199,302/1199)
#
# (a,b,c,d) = (284,1,1,0) and D = 1135:
#
(3249/37504,-1662883/534432)
(1/26,131/26)
(3025/20054,-271046/551485)
(1/26,-66/13)
(3249/37504,6466339/2137728)
(3025/20054,375717/1102970)
#
# (a,b,c,d) = (284,0,1,0) and D = 1136:
#
(361/3000,58393/28500)
(361/3000,-58393/28500)
(1/12,19/6)
(1/12,-19/6)
#
# (a,b,c,d) = (36,2,2,0) and D = 1136:
#
(361/1500,8589/9500)
(1/6,-5/3)
(361/1500,-16313/14250)
(1/6,3/2)
#
# (a,b,c,d) = (5,3,4,0) and D = 1136:
#
(361/750,4727/14250)
(1/3,2/3)
(1/3,-11/12)
(361/750,-7897/11400)
#
# (a,b,c,d) = (285,1,1,0) and D = 1139:
#
#
# (a,b,c,d) = (285,0,1,0) and D = 1140:
#
#
# (a,b,c,d) = (286,1,1,0) and D = 1143:
#
#
# (a,b,c,d) = (286,0,1,0) and D = 1144:
#
(16/113,521/452)
(1/23,109/23)
(1/23,-109/23)
(16/113,-521/452)
(47524/332465,-77786281/72477370)
(47524/332465,77786281/72477370)
#
# (a,b,c,d) = (1,2,7,8) and D = 1144:
#
(-5/3,4/3)
(18/703,1385/2812)
(104/53,-153/106)
(1,0)
(0,1/2)
(1417/1251,-6223/10008)
#
# (a,b,c,d) = (287,1,1,0) and D = 1147:
#
(25/329,-806/235)
(1/7,1)
(49/793,21391/5551)
(49/793,-21734/5551)
(1/7,-8/7)
(25/329,5517/1645)
(25/2051,-92924/10255)
(25/2051,13257/1465)
(3519376/38564857,-215093029523/72347671732)
(3519376/38564857,208490680147/72347671732)
#
# (a,b,c,d) = (1,5,5,6) and D = 1147:
#
(37/187,90/187)
(6413911/18541169,7634902/18541169)
(-1,1/2)
(363886883857/121061735707,-84159896490/121061735707)
(3440999/7037399,13993715/42224394)
(29,-7)
(1,0)
(329/179,-65/179)
(-7/18,65/108)
#
# (a,b,c,d) = (36,1,2,0) and D = 1148:
#
(1/4,-1)
(25/312,-973/390)
(1/4,7/8)
(25/312,2553/1040)
(89888/1517777,-1872420263/643537448)
(89888/1517777,1853364007/643537448)
#
# (a,b,c,d) = (287,0,1,0) and D = 1148:
#
(44944/1517777,-1862892135/321768724)
(25/624,15443/3120)
(25/624,-15443/3120)
(44944/1517777,1862892135/321768724)
(1/8,-15/8)
(1/8,15/8)
#
# (a,b,c,d) = (288,1,1,0) and D = 1151:
#
(49/498,3099/1162)
(49/498,-4820/1743)
#
# (a,b,c,d) = (2,4,6,0) and D = 1152:
#
(392/1011,14165/28308)
(2/3,-11/18)
(392/1011,-64447/84924)
(2/3,1/6)
#
# (a,b,c,d) = (288,0,1,0) and D = 1152:
#
(1/9,7/3)
(1/9,-7/3)
(196/3033,53471/14154)
(196/3033,-53471/14154)
#
# (a,b,c,d) = (11,2,3,0) and D = 1152:
#
(1/3,-8/9)
(196/1011,-56215/42462)
(1/3,2/3)
(196/1011,16909/14154)
#
# (a,b,c,d) = (36,0,2,0) and D = 1152:
#
(392/3033,-53471/28308)
(392/3033,53471/28308)
(2/9,7/6)
(2/9,-7/6)
#
# (a,b,c,d) = (289,1,1,0) and D = 1155:
#
#
# (a,b,c,d) = (1,8,17,0) and D = 1156:
#
(64/25,-2107/3400)
(1,0)
(64/25,-117/200)
(1,-8/17)
#
# (a,b,c,d) = (289,0,1,0) and D = 1156:
#
(64/425,-59/200)
(64/425,59/200)
(1/17,4)
(1/17,-4)
#
# (a,b,c,d) = (290,1,1,0) and D = 1159:
#
#
# (a,b,c,d) = (290,0,1,0) and D = 1160:
#
#
# (a,b,c,d) = (291,1,1,0) and D = 1163:
#
#
# (a,b,c,d) = (1,2,0,6) and D = 1164:
#
(1,0)
(-7/17,9/17)
(77/89,18/89)
(25,-9)
#
# (a,b,c,d) = (291,0,1,0) and D = 1164:
#
(9/79,-530/237)
(9/79,530/237)
(9/115,1144/345)
(9/115,-1144/345)
#
# (a,b,c,d) = (292,1,1,0) and D = 1167:
#
#
# (a,b,c,d) = (292,0,1,0) and D = 1168:
#
(1/98,-485/49)
(1/98,485/49)
#
# (a,b,c,d) = (37,2,2,0) and D = 1168:
#
(1/49,242/49)
(1/49,-243/49)
#
# (a,b,c,d) = (293,1,1,0) and D = 1171:
#
#
# (a,b,c,d) = (293,0,1,0) and D = 1172:
#
(400/4041,-217339/80820)
(12321/82297,3057670/9134967)
(739600/10689609,33210529477/9193063740)
(739600/10689609,-33210529477/9193063740)
(12321/82297,-3057670/9134967)
(1/57,430/57)
(400/4041,217339/80820)
(1/57,-430/57)
#
# (a,b,c,d) = (2,2,3,4) and D = 1172:
#
(101/121,-71/484)
(89/151,51/151)
(-1,1)
(-1/4,11/16)
#
# (a,b,c,d) = (1,0,5,5) and D = 1175:
#
(2/167,97/167)
(1,-1)
(1,0)
(-7124/9211,9603/9211)
#
# (a,b,c,d) = (294,1,1,0) and D = 1175:
#
(1089/7924,-180869/130746)
(1/14,7/2)
(1/14,-25/7)
(1089/7924,46543/37356)
#
# (a,b,c,d) = (1,2,7,0) and D = 1176:
#
(169/505,-31736/45955)
(5476/5671,-135009/419654)
(1,-2/7)
(63/655,16568/13755)
(63/655,-16946/13755)
(4/55,-1087/770)
(5476/5671,134615/2937578)
(4/55,153/110)
(1,0)
(64/103,-2977/5768)
(169/505,3906/6565)
(64/103,279/824)
#
# (a,b,c,d) = (294,0,1,0) and D = 1176:
#
(5476/39697,539839/419654)
(64/721,-2465/824)
(1/7,1)
(4/385,-1079/110)
(9/655,-16757/1965)
(1/7,-1)
(4/385,1079/110)
(169/3535,-29539/6565)
(169/3535,29539/6565)
(5476/39697,-539839/419654)
(9/655,16757/1965)
(64/721,2465/824)
#
# (a,b,c,d) = (1,4,3,6) and D = 1176:
#
(185/117,-38/117)
(-1,1/2)
(7/13,9/26)
(931301/990516,90935/1981032)
(5/226,247/452)
(-29/3,8/3)
(1,0)
(-11/6,7/12)
#
# (a,b,c,d) = (295,1,1,0) and D = 1179:
#
(1/15,-56/15)
(1369/9555,-366068/353535)
(1/15,11/3)
(1369/9555,63083/70707)
#
# (a,b,c,d) = (11,1,3,0) and D = 1179:
#
(1/5,-19/15)
(1/5,6/5)
(1369/3185,-138907/353535)
(1369/3185,29418/117845)
#
# (a,b,c,d) = (37,1,2,0) and D = 1180:
#
(9/32,-61/96)
(9/32,95/192)
#
# (a,b,c,d) = (295,0,1,0) and D = 1180:
#
(9/64,217/192)
(9/64,-217/192)
#
# (a,b,c,d) = (296,1,1,0) and D = 1183:
#
#
# (a,b,c,d) = (296,0,1,0) and D = 1184:
#
#
# (a,b,c,d) = (37,0,2,0) and D = 1184:
#
#
# (a,b,c,d) = (297,1,1,0) and D = 1187:
#
#
# (a,b,c,d) = (1,1,7,2) and D = 1187:
#
(1,0)
(-53/7,180/7)
#
# (a,b,c,d) = (297,0,1,0) and D = 1188:
#
#
# (a,b,c,d) = (2,0,3,3) and D = 1188:
#
(1/2,1/2)
(-67/76,101/76)
#
# (a,b,c,d) = (11,0,3,0) and D = 1188:
#
#
# (a,b,c,d) = (3,3,4,3) and D = 1191:
#
(-46/71,73/71)
(46/7,-55/7)
(17/389,262/389)
(-71/13,85/13)
(17/23,-4/23)
(-1,4/3)
(21790/42619,14197/42619)
(-3527/10841,27149/32523)
(8319772/9733367,-20205121/29200101)
(28979/21689,-32584/21689)
(125/193,67/579)
(1072/33,-3847/99)
(1,-1)
#
# (a,b,c,d) = (298,1,1,0) and D = 1191:
#
(81/640,9829/5760)
(1/34,-99/17)
(2809/33820,-5738679/1792460)
(1/10,13/5)
(1156/20425,2819529/694450)
(81/640,-5279/2880)
(2809/33820,2794901/896230)
(841/59944,7329069/869188)
(25/8854,416529/22135)
(49729/43302580,-284956791309/9656475340)
(64/433,1513/3464)
(841/59944,-14682527/1738376)
(9/388,7615/1164)
(49729/43302580,142472850871/4828237670)
(1/10,-27/10)
(64/433,-2025/3464)
(1/34,197/34)
(25/8854,-833183/44270)
(9/388,-3821/582)
(1156/20425,-2858833/694450)
#
# (a,b,c,d) = (298,0,1,0) and D = 1192:
#
(9/67,289/201)
(16/169,-1899/676)
(1/19,81/19)
(2916/19513,202067/1053702)
(2916/19513,-202067/1053702)
(1/19,-81/19)
(16/169,1899/676)
(9/67,-289/201)
#
# (a,b,c,d) = (1,2,3,8) and D = 1192:
#
(-26/25,63/100)
(104/89,-45/178)
(9,-4)
(36854135422/47882382967,46797400395/191529531868)
(1053/467,-3559/3736)
(0,1/2)
(1,0)
#
# (a,b,c,d) = (299,1,1,0) and D = 1195:
#
#
# (a,b,c,d) = (1,1,5,7) and D = 1196:
#
(1,0)
(94/73,-63/73)
(48/47,-7/47)
(25/23,-14/23)
#
# (a,b,c,d) = (299,0,1,0) and D = 1196:
#
(441/7387,614368/155127)
(1/399,-7970/399)
(4/105,1067/210)
(1/399,7970/399)
(441/7387,-614368/155127)
(4/105,-1067/210)
(5041/238707,116462308/16948197)
(5041/238707,-116462308/16948197)
#
# (a,b,c,d) = (300,1,1,0) and D = 1199:
#
#
# (a,b,c,d) = (1,1,7,3) and D = 1200:
#
(1,0)
(4,-9)
#
# (a,b,c,d) = (38,2,2,0) and D = 1200:
#
(18/61,37/366)
(18/61,-145/366)
#
# (a,b,c,d) = (300,0,1,0) and D = 1200:
#
(9/61,-91/183)
(9/61,91/183)
#
# (a,b,c,d) = (1,4,2,5) and D = 1203:
#
(-3/2,1/2)
(-3123663/2152,817901/2152)
(71/191,90/191)
(-8/3,11/15)
(-118/135,331/675)
(1,0)
(1394/2109,2977/10545)
#
# (a,b,c,d) = (301,1,1,0) and D = 1203:
#
(756900/5127409,252220261/637263690)
(121/1057,24793/11627)
(121/1057,-3732/1661)
(1/7,6/7)
(49/9913,986789/69391)
(1/7,-1)
(756900/5127409,-2424044827/4460845830)
(49/9913,-987132/69391)
#
# (a,b,c,d) = (301,0,1,0) and D = 1204:
#
(1/401,-8030/401)
(1/401,8030/401)
#
# (a,b,c,d) = (302,1,1,0) and D = 1207:
#
(841/23408,-3568395/678832)
(1/8,7/4)
(841/23408,1772003/339416)
(841/121184,42171637/3514336)
(841/121184,-21098013/1757168)
(1/8,-15/8)
#
# (a,b,c,d) = (3,1,4,-1) and D = 1207:
#
(0,-1)
(171/245,-17/245)
(13/21,2/7)
(-225359/126463,-989851/126463)
(37/91,113/91)
#
# (a,b,c,d) = (302,0,1,0) and D = 1208:
#
#
# (a,b,c,d) = (2,1,4,-2) and D = 1208:
#
#
# (a,b,c,d) = (303,1,1,0) and D = 1211:
#
#
# (a,b,c,d) = (303,0,1,0) and D = 1212:
#
(9/76,-467/228)
(9/76,467/228)
(1962801/41915368,267113804977/58723430568)
(1962801/41915368,-267113804977/58723430568)
#
# (a,b,c,d) = (38,1,2,0) and D = 1212:
#
(1962801/20957684,-7101676031/3090706872)
(9/38,55/57)
(9/38,-13/12)
(1962801/20957684,33045490097/14680857642)
#
# (a,b,c,d) = (1,3,0,5) and D = 1215:
#
(1,0)
(4/7,3/7)
(22579/11011,-5961/11011)
#
# (a,b,c,d) = (12,3,3,0) and D = 1215:
#
(3/46,307/138)
(3/46,-158/69)
#
# (a,b,c,d) = (304,1,1,0) and D = 1215:
#
(1/46,-156/23)
(1/46,311/46)
#
# (a,b,c,d) = (38,0,2,0) and D = 1216:
#
#
# (a,b,c,d) = (304,0,1,0) and D = 1216:
#
#
# (a,b,c,d) = (2,2,6,2) and D = 1216:
#
#
# (a,b,c,d) = (5,2,4,0) and D = 1216:
#
#
# (a,b,c,d) = (305,1,1,0) and D = 1219:
#
(841/6695,66501/38831)
(1/13,-44/13)
(1/13,43/13)
(25/269,3772/1345)
(25/269,-3897/1345)
(841/6695,-356894/194155)
#
# (a,b,c,d) = (3,5,7,4) and D = 1219:
#
(1,-1)
(-53/37,68/37)
(-2,5/2)
(3/11,5/11)
(31/57,4/19)
#
# (a,b,c,d) = (305,0,1,0) and D = 1220:
#
#
# (a,b,c,d) = (306,1,1,0) and D = 1223:
#
#
# (a,b,c,d) = (306,0,1,0) and D = 1224:
#
#
# (a,b,c,d) = (307,1,1,0) and D = 1227:
#
(36/337,4787/2022)
(36/337,-5003/2022)
#
# (a,b,c,d) = (1,3,7,11) and D = 1228:
#
(-2,1)
(1172/311,-543/311)
(-6,31/11)
(5/3,-2/3)
(1186/925,-327/925)
(-4/5,3/5)
(202/451,147/451)
(2312/1167,-995/1167)
(1788/377,-833/377)
(5728/4771,-1199/4771)
(577/451,-158/451)
(-1685/15873,7478/15873)
(1047/2305,746/2305)
(1,0)
(1695747/2360455,486596/2360455)
(-111/5,52/5)
(-1376/4239,2165/4239)
(-1/173,78/173)
#
# (a,b,c,d) = (1,3,-2,4) and D = 1228:
#
(3/8,5/8)
(23/5,-6/5)
(-9631/27869,15148/27869)
(-11/4,3/4)
(75/149,86/149)
(465/67,-122/67)
(-29/30,13/30)
(-1/2,1/2)
(-1030821/17264,271085/17264)
(29/39,14/39)
(-11/9,4/9)
(1,0)
(23/428,273/428)
(-6779/1363,1794/1363)
(43/58,21/58)
#
# (a,b,c,d) = (1,1,7,1) and D = 1228:
#
(0,1)
(2/3,1/3)
(43/73,-38/73)
(5/17,-28/17)
(-13/17,90/17)
(37/43,-14/43)
(11753/14877,3676/14877)
(2/5,-13/5)
(119/359,-304/359)
(832/2523,-2149/2523)
(-14/19,97/19)
(207/325,-158/325)
(-2984383/19677863,29421266/19677863)
(556/589,-143/589)
(1628/7313,4805/7313)
(64276/234039,142163/234039)
(1,0)
#
# (a,b,c,d) = (307,0,1,0) and D = 1228:
#
(16/2177,101569/8708)
(121/16867,-2190444/185537)
(289/2923,-132528/49691)
(4/289,4911/578)
(16/121,-717/484)
(438244/3784369,-5325224439/2505252278)
(900/6289,157913/188670)
(900/6289,-157913/188670)
(1/11,32/11)
(4096/41657,-7154771/2666048)
(438244/3784369,5325224439/2505252278)
(16/121,717/484)
(7569/57067,-7261100/4964829)
(4/289,-4911/578)
(121/16867,2190444/185537)
(16/2177,-101569/8708)
(4/113,-1193/226)
(1/7,-6/7)
(4096/41657,7154771/2666048)
(25/451,9324/2255)
(4/97,945/194)
(4761/32623,-1260350/2250987)
(1/71,-598/71)
(289/2923,132528/49691)
(1/71,598/71)
(4761/32623,1260350/2250987)
(1/11,-32/11)
(1/7,6/7)
(4/97,-945/194)
(25/451,-9324/2255)
(7569/57067,7261100/4964829)
(4/113,1193/226)
#
# (a,b,c,d) = (1,4,6,10) and D = 1228:
#
(-1/159,74/159)
(-9/7,4/7)
(4507/10479,3523/10479)
(-3,1)
(106962129/58198009,-28861361/58198009)
(-3/29,14/29)
(111/31,-35/31)
(2001/3233,803/3233)
(21431/9223,-6362/9223)
(59/3,-19/3)
(127/207,52/207)
(-354867/79709,577636/398545)
(11/7,-13/35)
(1,0)
(621/397,-146/397)
(103/91,-9/91)
(547/179,-851/895)
(-17/23,61/115)
(335427/18179,-108016/18179)
#
# (a,b,c,d) = (1,5,4,5) and D = 1231:
#
(2/41,117/205)
(1,0)
#
# (a,b,c,d) = (308,1,1,0) and D = 1231:
#
#
# (a,b,c,d) = (39,2,2,0) and D = 1232:
#
(1/51,-86/17)
(1/51,257/51)
#
# (a,b,c,d) = (308,0,1,0) and D = 1232:
#
(1/102,-515/51)
(1/102,515/51)
#
# (a,b,c,d) = (4,3,5,1) and D = 1235:
#
(0,1)
(13/25,-53/25)
(144/223,-17/223)
(1/2,-2)
(553/901,-449/901)
#
# (a,b,c,d) = (309,1,1,0) and D = 1235:
#
(169/1569,-49804/20397)
(1681/28791,4698286/1180431)
(1/9,20/9)
(169/1569,15869/6799)
(1681/28791,-1589069/393477)
(1/9,-7/3)
#
# (a,b,c,d) = (309,0,1,0) and D = 1236:
#
#
# (a,b,c,d) = (2,5,6,6) and D = 1236:
#
(-7/17,11/17)
#
# (a,b,c,d) = (310,1,1,0) and D = 1239:
#
#
# (a,b,c,d) = (310,0,1,0) and D = 1240:
#
#
# (a,b,c,d) = (311,1,1,0) and D = 1243:
#
#
# (a,b,c,d) = (311,0,1,0) and D = 1244:
#
(9/70,341/210)
(9/70,-341/210)
#
# (a,b,c,d) = (39,1,2,0) and D = 1244:
#
(9/35,157/210)
(9/35,-92/105)
#
# (a,b,c,d) = (312,1,1,0) and D = 1247:
#
#
# (a,b,c,d) = (312,0,1,0) and D = 1248:
#
#
# (a,b,c,d) = (39,0,2,0) and D = 1248:
#
#
# (a,b,c,d) = (313,1,1,0) and D = 1251:
#
(1/7,5/7)
(1/7,-6/7)
#
# (a,b,c,d) = (1,2,6,9) and D = 1251:
#
(235/151,-126/151)
(1,0)
(-11/6,7/6)
(-220/37,133/37)
(-166/463,259/463)
#
# (a,b,c,d) = (313,0,1,0) and D = 1252:
#
#
# (a,b,c,d) = (314,1,1,0) and D = 1255:
#
(1089/32554,2910533/537141)
(1/214,-3131/214)
(1681/11744,-197095/240752)
(1089/32554,-5857003/1074282)
(1/214,1565/107)
(1/16,-31/8)
(1681/11744,325269/481504)
(1/16,61/16)
(4/41,217/82)
(4/41,-225/82)
#
# (a,b,c,d) = (1,2,5,9) and D = 1255:
#
(4593319/9902647,3608423/9902647)
(2,-1)
(235/169,-99/169)
(4/5,1/5)
(-103/61,533/549)
(2181/485,-3458/1455)
(-29/43,26/43)
(1,0)
#
# (a,b,c,d) = (314,0,1,0) and D = 1256:
#
#
# (a,b,c,d) = (315,1,1,0) and D = 1259:
#
(7056/55945,-1665857/939876)
(7056/55945,7736581/4699380)
#
# (a,b,c,d) = (2,1,5,-1) and D = 1259:
#
(252/349,71/349)
(0,-1)
#
# (a,b,c,d) = (315,0,1,0) and D = 1260:
#
#
# (a,b,c,d) = (12,2,3,0) and D = 1260:
#
#
# (a,b,c,d) = (316,1,1,0) and D = 1263:
#
#
# (a,b,c,d) = (40,2,2,0) and D = 1264:
#
(1/4,-1)
(1/4,3/4)
(49/760,2913/1064)
(49/760,-3727/1330)
#
# (a,b,c,d) = (316,0,1,0) and D = 1264:
#
(1/8,-7/4)
(1/8,7/4)
(49/1520,29473/5320)
(49/1520,-29473/5320)
#
# (a,b,c,d) = (5,1,4,0) and D = 1264:
#
(49/380,2913/2128)
(1/2,-1/2)
(1/2,3/8)
(49/380,-3727/2660)
#
# (a,b,c,d) = (1,1,7,4) and D = 1267:
#
(1,0)
(107/47,-180/47)
#
# (a,b,c,d) = (317,1,1,0) and D = 1267:
#
#
# (a,b,c,d) = (317,0,1,0) and D = 1268:
#
(25/381,7096/1905)
(25/381,-7096/1905)
#
# (a,b,c,d) = (318,1,1,0) and D = 1271:
#
#
# (a,b,c,d) = (318,0,1,0) and D = 1272:
#
(1/7,-5/7)
(1/7,5/7)
#
# (a,b,c,d) = (3,1,2,-2) and D = 1272:
#
#
# (a,b,c,d) = (3,3,5,0) and D = 1275:
#
(26569/74327,-9817364/12115301)
(26569/74327,36094579/60576505)
(1/11,16/11)
(1/11,-83/55)
#
# (a,b,c,d) = (319,1,1,0) and D = 1275:
#
(26569/371635,-19556261/5506955)
(1/55,-408/55)
(1/55,37/5)
(26569/371635,7268556/2088845)
#
# (a,b,c,d) = (319,0,1,0) and D = 1276:
#
#
# (a,b,c,d) = (40,1,2,0) and D = 1276:
#
#
# (a,b,c,d) = (320,1,1,0) and D = 1279:
#
#
# (a,b,c,d) = (5,0,4,0) and D = 1280:
#
#
# (a,b,c,d) = (40,0,2,0) and D = 1280:
#
#
# (a,b,c,d) = (320,0,1,0) and D = 1280:
#
#
# (a,b,c,d) = (6,4,4,0) and D = 1280:
#
#
# (a,b,c,d) = (321,1,1,0) and D = 1283:
#
#
# (a,b,c,d) = (321,0,1,0) and D = 1284:
#
#
# (a,b,c,d) = (322,1,1,0) and D = 1287:
#
(1/12,37/12)
(1/12,-19/6)
(625/5736,-169867/71700)
(625/5736,324109/143400)
#
# (a,b,c,d) = (12,1,3,0) and D = 1287:
#
(1/4,-13/12)
(1/4,1)
(625/1912,-118453/143400)
(625/1912,8569/11950)
#
# (a,b,c,d) = (322,0,1,0) and D = 1288:
#
#
# (a,b,c,d) = (323,1,1,0) and D = 1291:
#
(9/85,602/255)
(4/433,9005/866)
(1/7,-5/7)
(9/2275,108496/6825)
(1/7,4/7)
(4/433,-9013/866)
(9/85,-37/15)
(9/2275,-108523/6825)
#
# (a,b,c,d) = (1,3,1,6) and D = 1291:
#
(901/1946,1727/3892)
(-2599/1316,1755/2632)
(-1,1/2)
(-29/7,9/7)
(-35/23,13/23)
(1,0)
(5/7,2/7)
#
# (a,b,c,d) = (323,0,1,0) and D = 1292:
#
(25/191,1386/955)
(25/191,-1386/955)
#
# (a,b,c,d) = (2,2,6,1) and D = 1292:
#
(0,1)
(5/7,-3/7)
#
# (a,b,c,d) = (324,1,1,0) and D = 1295:
#
#
# (a,b,c,d) = (1,2,1,7) and D = 1295:
#
(1,0)
(181/187,9/187)
#
# (a,b,c,d) = (3,6,6,0) and D = 1296:
#
(1014/2245,59201/175110)
(3/5,-11/15)
(3/5,2/15)
(1014/2245,-138293/175110)
#
# (a,b,c,d) = (41,2,2,0) and D = 1296:
#
(338/2245,94353/58370)
(1/5,-7/5)
(1/5,6/5)
(338/2245,-103141/58370)
#
# (a,b,c,d) = (324,0,1,0) and D = 1296:
#
(1/10,13/5)
(169/2245,98747/29185)
(169/2245,-98747/29185)
(1/10,-13/5)
#
# (a,b,c,d) = (12,0,3,0) and D = 1296:
#
(3/10,13/15)
(507/2245,98747/87555)
(3/10,-13/15)
(507/2245,-98747/87555)
#
# (a,b,c,d) = (3,0,3,2) and D = 1296:
#
(-8172343/13598578,18394301/13598578)
(-1,2)
(31/47,-85/94)
(1/2,1/2)
#
# (a,b,c,d) = (1,0,6,4) and D = 1296:
#
(1,0)
(1,-3/2)
(-23/94,147/188)
(5110979/6799289,-6641661/6799289)
#
# (a,b,c,d) = (325,1,1,0) and D = 1299:
#
#
# (a,b,c,d) = (3,1,4,2) and D = 1300:
#
(-5/16,17/16)
(1,-2)
#
# (a,b,c,d) = (325,0,1,0) and D = 1300:
#
(49/589,12888/4123)
(49/589,-12888/4123)
#
# (a,b,c,d) = (326,1,1,0) and D = 1303:
#
(121/878,4661/4829)
(121/878,-10653/9658)
#
# (a,b,c,d) = (326,0,1,0) and D = 1304:
#
(169/1167,-3973/15171)
(169/1167,3973/15171)
#
# (a,b,c,d) = (327,1,1,0) and D = 1307:
#
#
# (a,b,c,d) = (41,1,2,0) and D = 1308:
#
(8/49,303/196)
(18/427,8783/2562)
(8/49,-319/196)
(2/7,3/14)
(18/427,-8837/2562)
(98/1219,-42449/17066)
(128/20713,2980491/331408)
(2/7,-5/14)
(3095072/13968577,36980592927/34753819576)
(128/20713,-2981515/331408)
(3095072/13968577,-995874695/847654136)
(98/1219,41763/17066)
#
# (a,b,c,d) = (327,0,1,0) and D = 1308:
#
(1/7,4/7)
(4/49,311/98)
(49/1219,42106/8533)
(1547536/13968577,-38905727711/17376909788)
(64/20713,2981003/165704)
(9/427,8810/1281)
(9/427,-8810/1281)
(64/20713,-2981003/165704)
(1547536/13968577,38905727711/17376909788)
(49/1219,-42106/8533)
(4/49,-311/98)
(1/7,-4/7)
#
# (a,b,c,d) = (328,1,1,0) and D = 1311:
#
#
# (a,b,c,d) = (41,0,2,0) and D = 1312:
#
(627200/7337250089,-628492331830187/8217720099680)
(627200/7337250089,628492331830187/8217720099680)
(49/169,-40/1183)
(49/169,40/1183)
#
# (a,b,c,d) = (328,0,1,0) and D = 1312:
#
(49/338,-80/1183)
(313600/7337250089,628492331830187/4108860049840)
(49/338,80/1183)
(313600/7337250089,-628492331830187/4108860049840)
#
# (a,b,c,d) = (329,1,1,0) and D = 1315:
#
(4/89,823/178)
(4/89,-831/178)
#
# (a,b,c,d) = (2,3,5,5) and D = 1315:
#
(-1,1)
(13/3,-11/3)
(39/25,-31/25)
(377/439,-71/439)
#
# (a,b,c,d) = (2,2,5,4) and D = 1316:
#
(327/391,-215/391)
(-69/112,433/448)
(1,-1)
(1/2,3/8)
(11/122,289/488)
#
# (a,b,c,d) = (329,0,1,0) and D = 1316:
#
(1/9,20/9)
(69169/1064505,-1047564092/279964815)
(1/9,-20/9)
(69169/1064505,1047564092/279964815)
#
# (a,b,c,d) = (330,1,1,0) and D = 1319:
#
(9/64,67/96)
(81/2800,29441/5040)
(1/440,-923/44)
(1/8,-7/4)
(81/2800,-73967/12600)
(9/64,-161/192)
(1/8,13/8)
(1/440,839/40)
#
# (a,b,c,d) = (1,3,2,7) and D = 1319:
#
(5163/3283,-1304/3283)
(-3,1)
(6/7,1/7)
(-89954/47647,32409/47647)
(1,0)
(3358/9703,4401/9703)
(-30/37,19/37)
(-19/17,9/17)
#
# (a,b,c,d) = (330,0,1,0) and D = 1320:
#
#
# (a,b,c,d) = (13,3,3,0) and D = 1323:
#
(1/7,-11/7)
(2725801/9551227,12163089859/15769075777)
(4/19,-49/38)
(3/7,-8/21)
(2725801/9551227,-16663387310/15769075777)
(4/19,41/38)
(1/7,10/7)
(3/427,-8828/1281)
(3/7,-1/21)
(3/427,8819/1281)
#
# (a,b,c,d) = (1,1,7,0) and D = 1323:
#
(1/3,-2/3)
(1,-1/7)
(28/57,-433/798)
(28/57,377/798)
(1/61,180/61)
(2725801/4093383,2325879718/6758175333)
(1/3,13/21)
(1,0)
(2725801/4093383,-20781455477/47307227331)
(1/61,-1261/427)
#
# (a,b,c,d) = (1,9,21,0) and D = 1323:
#
(2725801/1364461,-1258497180/2252725111)
(1,-3/7)
(28/19,-129/266)
(3/61,-182/183)
(3,-13/21)
(3,-2/3)
(2725801/1364461,-4691412093/15769075777)
(28/19,-39/266)
(1,0)
(3/61,1247/1281)
#
# (a,b,c,d) = (1,3,3,8) and D = 1323:
#
(0,1/2)
(181/157,-183/1256)
(3,-1)
(111/17,-38/17)
(1073/1265,183/1265)
(-21/73,38/73)
(1,0)
(-2,3/4)
(-7/5,3/5)
#
# (a,b,c,d) = (331,1,1,0) and D = 1323:
#
(1/7,3/7)
(1/21,-95/21)
(4/57,-409/114)
(1/21,94/21)
(2725801/28653681,127468998535/47307227331)
(2725801/28653681,-131969295986/47307227331)
(4/57,401/114)
(1/7,-4/7)
(1/427,-8824/427)
(1/427,8823/427)
#
# (a,b,c,d) = (331,0,1,0) and D = 1324:
#
#
# (a,b,c,d) = (2,3,2,4) and D = 1324:
#
(-3/2,1)
(13971/15268,-1765/7634)
#
# (a,b,c,d) = (1,3,4,9) and D = 1327:
#
(474854/1071617,395829/1071617)
(4399/2225,-1442/2225)
(8/7,-1/7)
(178/61,-63/61)
(5/31,14/31)
(1,0)
#
# (a,b,c,d) = (332,1,1,0) and D = 1327:
#
(1/442,4646/221)
(4/121,1319/242)
(4/121,-1327/242)
(1/442,-9293/442)
(9/172,547/129)
(9/172,-2215/516)
#
# (a,b,c,d) = (2,2,2,4) and D = 1328:
#
(1,-1/2)
(3/10,11/20)
#
# (a,b,c,d) = (332,0,1,0) and D = 1328:
#
#
# (a,b,c,d) = (42,2,2,0) and D = 1328:
#
#
# (a,b,c,d) = (4,7,8,4) and D = 1328:
#
(1,-1)
(3/10,2/5)
#
# (a,b,c,d) = (333,1,1,0) and D = 1331:
#
(4/33,39/22)
(4/33,-125/66)
(16/465,3309/620)
(16/465,-9991/1860)
#
# (a,b,c,d) = (3,11,11,0) and D = 1331:
#
(4/3,-1/2)
(176/465,-13831/20460)
(4/3,-5/6)
(176/465,2029/6820)
#
# (a,b,c,d) = (333,0,1,0) and D = 1332:
#
#
# (a,b,c,d) = (334,1,1,0) and D = 1335:
#
#
# (a,b,c,d) = (334,0,1,0) and D = 1336:
#
(1/7,3/7)
(16/2065,93831/8260)
(8649/65863,8343541/6125259)
(4/2345,-113557/4690)
(4/2345,113557/4690)
(8649/65863,-8343541/6125259)
(16/2065,-93831/8260)
(1/7,-3/7)
(49/431,6385/3017)
(49/431,-6385/3017)
#
# (a,b,c,d) = (2,4,7,6) and D = 1336:
#
(-1,1)
(595/628,-439/1256)
(175/197,-71/394)
(47/58,-3/116)
(1,-1/2)
(-29/13,25/13)
(-49/69,173/207)
#
# (a,b,c,d) = (335,1,1,0) and D = 1339:
#
(16/425,-1743/340)
(16/425,8651/1700)
#
# (a,b,c,d) = (335,0,1,0) and D = 1340:
#
#
# (a,b,c,d) = (42,1,2,0) and D = 1340:
#
#
# (a,b,c,d) = (336,1,1,0) and D = 1343:
#
#
# (a,b,c,d) = (336,0,1,0) and D = 1344:
#
(9/457,9757/1371)
(9/457,-9757/1371)
#
# (a,b,c,d) = (42,0,2,0) and D = 1344:
#
(18/457,9757/2742)
(18/457,-9757/2742)
#
# (a,b,c,d) = (3,2,4,-1) and D = 1347:
#
(0,-1)
(198/281,-17/281)
(-5/9,-8/3)
(1/2,1/2)
(463/1041,226/347)
#
# (a,b,c,d) = (337,1,1,0) and D = 1347:
#
(1/7,-3/7)
(1/7,2/7)
(361/3277,-142527/62263)
(361/3277,135668/62263)
#
# (a,b,c,d) = (337,0,1,0) and D = 1348:
#
#
# (a,b,c,d) = (1,4,5,9) and D = 1351:
#
(1,0)
(305/71,-91/71)
(-1/3,14/27)
(179/191,9/191)
#
# (a,b,c,d) = (338,1,1,0) and D = 1351:
#
(4/65,-39/10)
(169/3116,168089/40508)
(4/65,499/130)
(9/36478,3483499/54717)
(9/36478,-535925/8418)
(169/3116,-85143/20254)
#
# (a,b,c,d) = (338,0,1,0) and D = 1352:
#
#
# (a,b,c,d) = (339,1,1,0) and D = 1355:
#
(225/1681,28171/25215)
(157609/3583469,6653771149/1422637193)
(1/11,-32/11)
(441/4939,297739/103719)
(441/4939,-307000/103719)
(4/449,-9517/898)
(4/449,9509/898)
(157609/3583469,-6716341922/1422637193)
(1/11,31/11)
(160883856/4524537529,300994833517811/57389234017836)
(225/1681,-31546/25215)
(160883856/4524537529,-303035484347315/57389234017836)
#
# (a,b,c,d) = (1,3,5,10) and D = 1355:
#
(9,-7/2)
(-401/94,315/188)
(9/7,-2/7)
(-37/395,189/395)
(-9/13,7/13)
(1,0)
#
# (a,b,c,d) = (3,2,5,2) and D = 1356:
#
#
# (a,b,c,d) = (2,4,4,5) and D = 1356:
#
#
# (a,b,c,d) = (2,2,6,3) and D = 1356:
#
#
# (a,b,c,d) = (339,0,1,0) and D = 1356:
#
(1/7,-2/7)
(16/21385,-3127259/85540)
(1/7,2/7)
(16/21385,3127259/85540)
#
# (a,b,c,d) = (3,3,5,3) and D = 1356:
#
#
# (a,b,c,d) = (340,1,1,0) and D = 1359:
#
#
# (a,b,c,d) = (43,2,2,0) and D = 1360:
#
#
# (a,b,c,d) = (340,0,1,0) and D = 1360:
#
#
# (a,b,c,d) = (3,5,5,4) and D = 1363:
#
(-1,1)
(41/46,-73/184)
(235/353,17/353)
(145637/203619,-2740/67873)
(-283/145,971/580)
(11/13,-4/13)
#
# (a,b,c,d) = (341,1,1,0) and D = 1363:
#
(1/2387,-342/7)
(1/2387,116621/2387)
(85849/667919,-299583450/195700267)
(85849/667919,274429693/195700267)
(1/7,1/7)
(529/77539,-21596290/1783397)
(1/7,-2/7)
(529/77539,1962193/162127)
#
# (a,b,c,d) = (341,0,1,0) and D = 1364:
#
#
# (a,b,c,d) = (342,1,1,0) and D = 1367:
#
(25/414,-907/230)
(25/414,4019/1035)
#
# (a,b,c,d) = (342,0,1,0) and D = 1368:
#
(1/7,-1/7)
(1/7,1/7)
#
# (a,b,c,d) = (13,2,3,0) and D = 1368:
#
(3/7,-4/21)
(3/7,-2/21)
#
# (a,b,c,d) = (343,1,1,0) and D = 1371:
#
(1/7,-1/7)
(36/385,-931/330)
(49/505,-9577/3535)
(576/36505,6963139/876120)
(25/1771,10633/1265)
(1/7,0)
(25/1771,-74556/8855)
(361/9625,-939133/182875)
(49/463,-7848/3241)
(1327104/509608393,11503359306235/587068868736)
(49/505,9234/3535)
(36/385,6301/2310)
(1/49,-7)
(576/36505,-142387/17880)
(361/9625,133182/26125)
(1327104/509608393,-1643555447149/83866981248)
(49/463,7505/3241)
(1/49,342/49)
#
# (a,b,c,d) = (1,2,4,9) and D = 1371:
#
(-2,1)
(-3/4,7/12)
(535/528,-97/4752)
(-593/1003,558/1003)
(235/187,-72/187)
(-453/212,673/636)
(88/193,73/193)
(1,0)
(103/78,-313/702)
(1654/1339,-485/1339)
(183/22,-259/66)
#
# (a,b,c,d) = (343,0,1,0) and D = 1372:
#
(1/14,-7/2)
(1/28,21/4)
(100/889,-2709/1270)
(9/763,-3010/327)
(169/6512,-523921/84656)
(5329/62146,1959321/648094)
(9/763,3010/327)
(1/154,-273/22)
(1/7,0)
(1/154,273/22)
(5329/62146,-1959321/648094)
(169/6512,523921/84656)
(1/8,-13/8)
(100/889,2709/1270)
(1/28,-21/4)
(1/8,13/8)
(1/14,7/2)
#
# (a,b,c,d) = (1,7,14,0) and D = 1372:
#
(1/11,19/22)
(7/4,-31/56)
(2,-1/2)
(5329/4439,-54557/648094)
(1,-1/2)
(7/4,-9/28)
(200/127,-613/2540)
(1183/3256,-315787/592592)
(1/2,-1/2)
(5329/4439,-167230/324047)
(18/109,-457/654)
(1,0)
(1183/3256,104067/296296)
(18/109,403/654)
(1/2,1/4)
(1/11,-10/11)
(200/127,-1387/2540)
#
# (a,b,c,d) = (43,1,2,0) and D = 1372:
#
(1/77,-478/77)
(1/14,-37/14)
(1/77,955/154)
(2/7,-1/14)
(169/3256,130431/42328)
(1/7,12/7)
(18/763,-21097/4578)
(1/14,73/28)
(1/7,-25/14)
(200/889,17963/17780)
(169/3256,-263059/84656)
(18/763,21043/4578)
(1/4,-7/8)
(5329/31073,6663115/4536658)
(1/4,3/4)
(200/889,-19963/17780)
(5329/31073,-3526066/2268329)
#
# (a,b,c,d) = (1,0,7,0) and D = 1372:
#
(1/4,-3/4)
(1/4,3/4)
(9/109,430/327)
(1/2,1/2)
(1/22,39/22)
(100/127,387/1270)
(7/8,13/56)
(1183/6512,-523921/592592)
(1183/6512,523921/592592)
(7/8,-13/56)
(1/2,-1/2)
(1/22,-39/22)
(9/109,-430/327)
(1,0)
(100/127,-387/1270)
(5329/8878,-279903/648094)
(5329/8878,279903/648094)
#
# (a,b,c,d) = (4,5,5,0) and D = 1375:
#
(1/4,-1)
(1/4,3/4)
(245/344,-4803/12040)
(245/344,-943/3010)
#
# (a,b,c,d) = (344,1,1,0) and D = 1375:
#
(1/20,-22/5)
(49/344,1/7)
(49/344,-687/2408)
(1/20,87/20)
#
# (a,b,c,d) = (344,0,1,0) and D = 1376:
#
(361/2745,67081/52155)
(361/2745,-67081/52155)
#
# (a,b,c,d) = (43,0,2,0) and D = 1376:
#
(722/2745,67081/104310)
(722/2745,-67081/104310)
#
# (a,b,c,d) = (345,1,1,0) and D = 1379:
#
#
# (a,b,c,d) = (345,0,1,0) and D = 1380:
#
(27225/7175521,19221003944/1183960965)
(27225/7175521,-19221003944/1183960965)
#
# (a,b,c,d) = (346,1,1,0) and D = 1383:
#
(1/22,101/22)
(41209/295108,17304963/29953462)
(41209/295108,-42975353/59906924)
(2601/32428,2613371/826914)
(2601/32428,-5359393/1653828)
(1/22,-51/11)
#
# (a,b,c,d) = (1,2,7,9) and D = 1383:
#
(-32807/17425,23506/17425)
(146/119,-79/119)
(-3/49,73/147)
(3362/3131,-6083/28179)
(1,0)
(235/133,-153/133)
#
# (a,b,c,d) = (346,0,1,0) and D = 1384:
#
(49/347,1037/2429)
(49/347,-1037/2429)
#
# (a,b,c,d) = (347,1,1,0) and D = 1387:
#
#
# (a,b,c,d) = (1,1,7,5) and D = 1388:
#
(67/37,-90/37)
(1,0)
#
# (a,b,c,d) = (347,0,1,0) and D = 1388:
#
#
# (a,b,c,d) = (348,1,1,0) and D = 1391:
#
#
# (a,b,c,d) = (348,0,1,0) and D = 1392:
#
(7396/64753,11433143/5568758)
(7396/64753,-11433143/5568758)
(1/13,43/13)
(1/13,-43/13)
#
# (a,b,c,d) = (44,2,2,0) and D = 1392:
#
(2/13,41/26)
(14792/64753,10161031/11137516)
(2/13,-45/26)
(14792/64753,-12705255/11137516)
#
# (a,b,c,d) = (6,3,4,0) and D = 1392:
#
(4/13,-49/52)
(29584/64753,-15249479/22275032)
(4/13,37/52)
(29584/64753,7616807/22275032)
#
# (a,b,c,d) = (2,4,6,6) and D = 1392:
#
#
# (a,b,c,d) = (349,1,1,0) and D = 1395:
#
(1/9,-20/9)
(1/9,19/9)
(169/3519,-205778/45747)
(169/3519,203581/45747)
#
# (a,b,c,d) = (13,1,3,0) and D = 1395:
#
(1/3,-7/9)
(169/1173,22376/15249)
(1/3,2/3)
(169/1173,-69325/45747)
#
# (a,b,c,d) = (349,0,1,0) and D = 1396:
#
#
# (a,b,c,d) = (350,1,1,0) and D = 1399:
#
(1/10,5/2)
(49/54863650,203187529541/192022775)
(49/54863650,-16255002377/15361822)
(1/38,233/38)
(289/4220,51165/14348)
(230037889/22706781592,-1711377440561231/172196878202932)
(218089/2191460,-535410385/204682364)
(1/38,-117/19)
(1/10,-13/5)
(49/352,-871/1232)
(289/4220,-130369/35870)
(218089/2191460,1287602181/511705910)
(49/352,1399/2464)
(230037889/22706781592,3419265896459999/344393756405864)
#
# (a,b,c,d) = (1,0,7,1) and D = 1399:
#
(0,1)
(-117622/241499,845341/241499)
(1,-7)
(441/713,-316/713)
(1,0)
(4/7,3/7)
(17/63,-73/63)
#
# (a,b,c,d) = (3,2,5,0) and D = 1400:
#
(484/741,2099/16302)
(1/3,2/3)
(1/3,-4/5)
(484/741,-10597/27170)
#
# (a,b,c,d) = (350,0,1,0) and D = 1400:
#
(484/3705,21143/16302)
(484/3705,-21143/16302)
(1/15,11/3)
(1/15,-11/3)
#
# (a,b,c,d) = (351,1,1,0) and D = 1403:
#
(256/1833,-477/752)
(256/1833,14507/29328)
#
# (a,b,c,d) = (2,3,6,0) and D = 1404:
#
#
# (a,b,c,d) = (44,1,2,0) and D = 1404:
#
#
# (a,b,c,d) = (13,0,3,0) and D = 1404:
#
#
# (a,b,c,d) = (351,0,1,0) and D = 1404:
#
#
# (a,b,c,d) = (3,6,7,5) and D = 1407:
#
(-1,1)
(208/317,17/317)
#
# (a,b,c,d) = (352,1,1,0) and D = 1407:
#
#
# (a,b,c,d) = (44,0,2,0) and D = 1408:
#
#
# (a,b,c,d) = (352,0,1,0) and D = 1408:
#
#
# (a,b,c,d) = (353,1,1,0) and D = 1411:
#
#
# (a,b,c,d) = (353,0,1,0) and D = 1412:
#
#
# (a,b,c,d) = (354,1,1,0) and D = 1415:
#
#
# (a,b,c,d) = (354,0,1,0) and D = 1416:
#
(81/715,13319/6435)
(81/715,-13319/6435)
#
# (a,b,c,d) = (2,1,5,3) and D = 1419:
#
#
# (a,b,c,d) = (355,1,1,0) and D = 1419:
#
#
# (a,b,c,d) = (355,0,1,0) and D = 1420:
#
(1/119,-1298/119)
(49/359,2122/2513)
(16/161,-1649/644)
(1/119,1298/119)
(16/161,1649/644)
(49/359,-2122/2513)
#
# (a,b,c,d) = (3,7,7,5) and D = 1420:
#
(-4/3,1)
(1,-2/5)
(-3,2)
#
# (a,b,c,d) = (1,1,6,7) and D = 1423:
#
(188/137,-153/137)
(-1,1)
(608/633,-1975/4431)
(-213383449/6718961,187654005/6718961)
(-1/9,5/9)
(1,0)
(1448/177,-1273/177)
#
# (a,b,c,d) = (356,1,1,0) and D = 1423:
#
(1/8,-13/8)
(1/8,3/2)
(25/404,-7833/2020)
(625/26864,-4401013/671600)
(625/26864,1096347/167900)
(25/404,1927/505)
#
# (a,b,c,d) = (1,1,4,8) and D = 1424:
#
(-9/49,26/49)
(-757/316,481/316)
(0,1/2)
(1,0)
(215/182,-99/182)
(-4,5/2)
#
# (a,b,c,d) = (45,2,2,0) and D = 1424:
#
(1/9,-19/9)
(25/93,-296/465)
(2738/9765,709/16058)
(9/4805,-235532/14415)
(1/9,2)
(9/4805,47101/2883)
(8/57,129/76)
(25/93,57/155)
(2738/9765,-234517/722610)
(8/57,-419/228)
#
# (a,b,c,d) = (1,2,2,8) and D = 1424:
#
(5,-2)
(481/158,-757/632)
(52/49,-9/98)
(-99/91,215/364)
(0,1/2)
(1,0)
#
# (a,b,c,d) = (356,0,1,0) and D = 1424:
#
(1/18,-37/9)
(4/57,-403/114)
(9/9610,-471037/14415)
(4/57,403/114)
(1369/9765,-133211/361305)
(25/186,467/465)
(1369/9765,133211/361305)
(9/9610,471037/14415)
(1/18,37/9)
(25/186,-467/465)
#
# (a,b,c,d) = (1,1,3,8) and D = 1427:
#
(5805/2899,-3073/2899)
(-9,5)
(-10/29,63/116)
(31745/7037,-17559/7037)
(215/191,-72/191)
(0,1/2)
(1,0)
#
# (a,b,c,d) = (357,1,1,0) and D = 1427:
#
(100/30401,5300149/304010)
(39501225/1247569279,43690986182917/7840972918515)
(25/209,1823/1045)
(1/17,-4)
(25/209,-1948/1045)
(9/103,899/309)
(9/103,-926/309)
(1/17,67/17)
(39501225/1247569279,-43939251382042/7840972918515)
(100/30401,-757307/43430)
#
# (a,b,c,d) = (357,0,1,0) and D = 1428:
#
#
# (a,b,c,d) = (14,3,3,0) and D = 1431:
#
(3/52,185/78)
(3/52,-379/156)
#
# (a,b,c,d) = (358,1,1,0) and D = 1431:
#
(1/52,187/26)
(1/52,-375/52)
#
# (a,b,c,d) = (1,3,6,11) and D = 1431:
#
(1,0)
(10/7,-3/7)
(8011/23359,8607/23359)
#
# (a,b,c,d) = (358,0,1,0) and D = 1432:
#
#
# (a,b,c,d) = (2,0,5,2) and D = 1432:
#
#
# (a,b,c,d) = (359,1,1,0) and D = 1435:
#
#
# (a,b,c,d) = (45,1,2,0) and D = 1436:
#
(1369/6900,-678583/510600)
(1369/6900,20931/17020)
(1/6,3/2)
(1/6,-19/12)
#
# (a,b,c,d) = (359,0,1,0) and D = 1436:
#
(1/12,37/12)
(1/12,-37/12)
(1369/13800,1306513/510600)
(1369/13800,-1306513/510600)
#
# (a,b,c,d) = (360,1,1,0) and D = 1439:
#
#
# (a,b,c,d) = (2,3,7,4) and D = 1439:
#
(-1/2,1)
(5255/6188,-899/3094)
#
# (a,b,c,d) = (45,0,2,0) and D = 1440:
#
#
# (a,b,c,d) = (360,0,1,0) and D = 1440:
#
#
# (a,b,c,d) = (361,1,1,0) and D = 1443:
#
(900/9481,-781129/284430)
(900/9481,39691/14970)
#
# (a,b,c,d) = (361,0,1,0) and D = 1444:
#
#
# (a,b,c,d) = (362,1,1,0) and D = 1447:
#
(49/368,-2869/2576)
(49/368,1263/1288)
#
# (a,b,c,d) = (2,3,4,5) and D = 1448:
#
(-6584/2653,24421/13265)
(-64/19,47/19)
(6/7,-1/7)
(13/14,-11/35)
(-5631/13172,4481/6586)
(6/13,5/13)
(3/2,-1)
(1012/461,-719/461)
(1/4,1/2)
#
# (a,b,c,d) = (362,0,1,0) and D = 1448:
#
(625/5691,309739/142275)
(1/27,-139/27)
(9/283,4733/849)
(64516/1294401,-1439279393/328777854)
(77284/609633,243867217/169477974)
(1/483,10615/483)
(9/283,-4733/849)
(4/33,-113/66)
(1/483,-10615/483)
(77284/609633,-243867217/169477974)
(64516/1294401,1439279393/328777854)
(625/5691,-309739/142275)
(144/6649,541171/79788)
(1/27,139/27)
(4/33,113/66)
(144/6649,-541171/79788)
#
# (a,b,c,d) = (363,1,1,0) and D = 1451:
#
#
# (a,b,c,d) = (363,0,1,0) and D = 1452:
#
(9/103,910/309)
(9/103,-910/309)
#
# (a,b,c,d) = (3,1,5,1) and D = 1452:
#
(0,1)
(9/13,-2/13)
#
# (a,b,c,d) = (364,1,1,0) and D = 1455:
#
#
# (a,b,c,d) = (4,0,4,1) and D = 1456:
#
(0,1)
(7/13,5/13)
(-919/729,3905/729)
(36/59,11/59)
(7/51,43/51)
#
# (a,b,c,d) = (46,2,2,0) and D = 1456:
#
(2/29,153/58)
(2/485,10679/970)
(2/485,-10683/970)
(2/29,-157/58)
#
# (a,b,c,d) = (364,0,1,0) and D = 1456:
#
(1/485,-10681/485)
(1/485,10681/485)
(1/29,155/29)
(1/29,-155/29)
#
# (a,b,c,d) = (365,1,1,0) and D = 1459:
#
#
# (a,b,c,d) = (365,0,1,0) and D = 1460:
#
#
# (a,b,c,d) = (366,1,1,0) and D = 1463:
#
#
# (a,b,c,d) = (4,5,6,3) and D = 1464:
#
(-2,3)
(6077/5618,-4110/2809)
(-206876/952941,796975/952941)
(-83/36,31/9)
(8/7,-11/7)
#
# (a,b,c,d) = (366,0,1,0) and D = 1464:
#
(1/11815,-1284253/11815)
(1/11815,1284253/11815)
(4/97,943/194)
(4/97,-943/194)
#
# (a,b,c,d) = (367,1,1,0) and D = 1467:
#
#
# (a,b,c,d) = (367,0,1,0) and D = 1468:
#
(9/1603,-64178/4809)
(9/1603,64178/4809)
#
# (a,b,c,d) = (46,1,2,0) and D = 1468:
#
(18/1603,64151/9618)
(18/1603,-64205/9618)
#
# (a,b,c,d) = (368,1,1,0) and D = 1471:
#
#
# (a,b,c,d) = (46,0,2,0) and D = 1472:
#
(22801/81952,-1600059/12374752)
(1/24,83/24)
(161312/1172313,1190815453/665873784)
(8/41,213/164)
(1/12,29/12)
(1/472,7251/472)
(50/449,-9207/4490)
(225/992,15037/14880)
(225/992,-15037/14880)
(2/9,-19/18)
(9/1244,-31025/3732)
(1/12,-29/12)
(8/41,-213/164)
(2/9,19/18)
(1/24,-83/24)
(22801/81952,1600059/12374752)
(1/4,-3/4)
(1/16,-45/16)
(841/3144,-43103/91176)
(1/472,-7251/472)
(2/1313,47577/2626)
(2/1313,-47577/2626)
(841/3144,43103/91176)
(1/16,45/16)
(1/4,3/4)
(50/449,9207/4490)
(161312/1172313,-1190815453/665873784)
(9/1244,31025/3732)
#
# (a,b,c,d) = (368,0,1,0) and D = 1472:
#
(22801/163904,1600059/6187376)
(1/8,3/2)
(225/1984,15037/7440)
(1/48,-83/12)
(1/944,7251/236)
(1/1313,-47577/1313)
(1/24,29/6)
(80656/1172313,-1190815453/332936892)
(80656/1172313,1190815453/332936892)
(1/24,-29/6)
(1/1313,47577/1313)
(1/944,-7251/236)
(1/48,83/12)
(225/1984,-15037/7440)
(841/6288,43103/45588)
(25/449,9207/2245)
(1/32,-45/8)
(4/41,213/82)
(1/8,-3/2)
(9/2488,31025/1866)
(1/9,19/9)
(1/9,-19/9)
(9/2488,-31025/1866)
(22801/163904,-1600059/6187376)
(4/41,-213/82)
(1/32,45/8)
(25/449,-9207/2245)
(841/6288,-43103/45588)
#
# (a,b,c,d) = (1,2,8,8) and D = 1472:
#
(31/19,-26/19)
(26/11,-45/22)
(-1,1)
(4681/4411,-3155/4411)
(-307/157,551/314)
(-7/5,13/10)
(4067/167,-7137/334)
(1261/1561,549/3122)
(4,-7/2)
(9/25,19/50)
(-501929/378271,470092/378271)
(-3465243/9485725,6037556/9485725)
(98/97,-79/194)
(1,-1/2)
(67/343,299/686)
(1,0)
(79/85,7/85)
(0,1/2)
(377/373,-439/746)
(70/67,-13/134)
#
# (a,b,c,d) = (1,4,4,8) and D = 1472:
#
(-7,2)
(549/1561,1261/3122)
(-79/97,49/97)
(2,-1/2)
(-1,1/2)
(-45/11,13/11)
(-52/19,31/38)
(-13/67,35/67)
(13/5,-7/10)
(12075112/9485725,-3465243/18971450)
(19/25,9/50)
(551/157,-307/314)
(14/85,79/170)
(299/343,67/686)
(-7137/167,4067/334)
(1,0)
(-6310/4411,4681/8822)
(0,1/2)
(-439/373,377/746)
(940184/378271,-501929/756542)
#
# (a,b,c,d) = (6,2,4,0) and D = 1472:
#
(841/1572,-16873/45588)
(1/236,3625/472)
(1/6,-5/4)
(1/236,-1813/236)
(1/12,-7/4)
(4/9,-23/36)
(225/496,5831/14880)
(4/1313,47573/5252)
(4/1313,-47581/5252)
(1/12,41/24)
(1/2,-1/2)
(9/622,15499/3732)
(100/449,-9707/8980)
(100/449,8707/8980)
(22801/40976,-2521505/12374752)
(16/41,181/328)
(841/1572,3119/30392)
(322624/1172313,-427480223/443915856)
(1/6,7/6)
(1/8,11/8)
(9/622,-7763/1866)
(322624/1172313,1099190237/1331747568)
(4/9,5/12)
(1/2,1/4)
(16/41,-245/328)
(225/496,-4603/7440)
(22801/40976,-460723/6187376)
(1/8,-23/16)
#
# (a,b,c,d) = (1,3,-1,5) and D = 1472:
#
(-116/343,183/343)
(-1/5,14/25)
(1/2,1/2)
(-3/2,1/2)
(177/194,19/194)
(-429/157,122/157)
(-1442113/756542,438255/756542)
(-1/2,1/2)
(83/38,-21/38)
(-3108071/3794290,8609869/18971450)
(83/134,57/134)
(11/2,-3/2)
(5602/167,-1535/167)
(10991/8822,-1629/8822)
(408/373,-31/373)
(71/22,-19/22)
(-2,3/5)
(1,0)
(356/1561,905/1561)
(13/34,93/170)
#
# (a,b,c,d) = (1,3,8,0) and D = 1472:
#
(1/6,5/6)
(200/449,7707/17960)
(225/248,-12581/29760)
(32/41,117/656)
(8/1313,-47589/10504)
(841/786,-1879/22794)
(1,-3/8)
(1/3,-2/3)
(32/41,-309/656)
(22801/20488,-745557/3093688)
(9/311,1934/933)
(225/248,307/3720)
(1/4,21/32)
(8/9,-31/72)
(1/118,453/118)
(841/786,-58135/182352)
(9/311,-15553/7464)
(8/9,7/72)
(1/4,-3/4)
(8/1313,47565/10504)
(1,0)
(645248/1172313,-1465691101/2663495136)
(645248/1172313,915939805/2663495136)
(1/118,-3627/944)
(1/3,13/24)
(22801/20488,-4364397/24749504)
(1/6,-43/48)
(200/449,-10707/17960)
#
# (a,b,c,d) = (369,1,1,0) and D = 1475:
#
#
# (a,b,c,d) = (3,1,5,0) and D = 1475:
#
#
# (a,b,c,d) = (14,2,3,0) and D = 1476:
#
(21904/274835,-83977797/40675580)
(4/11,-15/22)
(21904/274835,245449807/122026740)
(4/11,29/66)
#
# (a,b,c,d) = (369,0,1,0) and D = 1476:
#
(21904/824505,-248691599/40675580)
(21904/824505,248691599/40675580)
(4/33,-37/22)
(4/33,37/22)
#
# (a,b,c,d) = (370,1,1,0) and D = 1479:
#
(9/502,-11249/1506)
(9/502,5611/753)
#
# (a,b,c,d) = (1,0,7,2) and D = 1480:
#
(1,-7/2)
(1,0)
(11/26,-57/52)
(149/405,208/405)
(-1/23,39/46)
#
# (a,b,c,d) = (370,0,1,0) and D = 1480:
#
(100/13609,1587477/136090)
(49/379,-3303/2653)
(1/11,-31/11)
(256/6169,-478083/98704)
(256/6169,478083/98704)
(100/13609,-1587477/136090)
(1/11,31/11)
(49/379,3303/2653)
(237591396/16957343449,-2207067526720477/261380491922886)
(237591396/16957343449,2207067526720477/261380491922886)
#
# (a,b,c,d) = (371,1,1,0) and D = 1483:
#
#
# (a,b,c,d) = (371,0,1,0) and D = 1484:
#
(1/123,1364/123)
(289/3399,174110/57783)
(1/123,-1364/123)
(1444/33945,6164131/1289910)
(289/3399,-174110/57783)
(1444/33945,-6164131/1289910)
(715716/5641225,6595844347/4772476350)
(715716/5641225,-6595844347/4772476350)
#
# (a,b,c,d) = (2,0,4,3) and D = 1484:
#
(2/3,1/3)
(-25/39,47/39)
(1/3,5/9)
#
# (a,b,c,d) = (372,1,1,0) and D = 1487:
#
#
# (a,b,c,d) = (372,0,1,0) and D = 1488:
#
(9/142,-805/213)
(9/142,805/213)
#
# (a,b,c,d) = (47,2,2,0) and D = 1488:
#
(9/71,389/213)
(9/71,-416/213)
#
# (a,b,c,d) = (2,5,7,7) and D = 1491:
#
(-3/2,1)
(-44987/18209,27777/18209)
(146/63,-85/63)
(142022/129183,-52609/129183)
(5,-3)
#
# (a,b,c,d) = (373,1,1,0) and D = 1491:
#
(169/52621,12069699/684073)
(1/25,-124/25)
(1/25,123/25)
(169/52621,-12071896/684073)
#
# (a,b,c,d) = (373,0,1,0) and D = 1492:
#
(676/31097,5473235/808522)
(676/31097,-5473235/808522)
#
# (a,b,c,d) = (374,1,1,0) and D = 1495:
#
#
# (a,b,c,d) = (374,0,1,0) and D = 1496:
#
#
# (a,b,c,d) = (375,1,1,0) and D = 1499:
#
#
# (a,b,c,d) = (1,5,10,0) and D = 1500:
#
(5/8,9/40)
(18/323,-2623/1938)
(5/8,-43/80)
(1,-1/2)
(1,0)
(18/323,2569/1938)
#
# (a,b,c,d) = (47,1,2,0) and D = 1500:
#
(18/1615,64873/9690)
(1/5,-13/10)
(1/8,-31/16)
(1/5,6/5)
(1/8,15/8)
(18/1615,-64927/9690)
#
# (a,b,c,d) = (375,0,1,0) and D = 1500:
#
(1/10,5/2)
(1/16,-61/16)
(9/1615,12980/969)
(1/16,61/16)
(1/10,-5/2)
(9/1615,-12980/969)
#
# (a,b,c,d) = (3,0,5,0) and D = 1500:
#
(1/2,1/2)
(9/323,2596/969)
(9/323,-2596/969)
(1/2,-1/2)
(5/16,61/80)
(5/16,-61/80)
#
# (a,b,c,d) = (376,1,1,0) and D = 1503:
#
(1/42,271/42)
(1/42,-136/21)
#
# (a,b,c,d) = (14,1,3,0) and D = 1503:
#
(1/14,-13/6)
(1/14,15/7)
#
# (a,b,c,d) = (376,0,1,0) and D = 1504:
#
#
# (a,b,c,d) = (47,0,2,0) and D = 1504:
#
#
# (a,b,c,d) = (377,1,1,0) and D = 1507:
#
#
# (a,b,c,d) = (377,0,1,0) and D = 1508:
#
#
# (a,b,c,d) = (378,1,1,0) and D = 1511:
#
(49/618,6835/2163)
(49/618,-4671/1442)
#
# (a,b,c,d) = (3,3,6,2) and D = 1512:
#
#
# (a,b,c,d) = (378,0,1,0) and D = 1512:
#
#
# (a,b,c,d) = (14,0,3,0) and D = 1512:
#
#
# (a,b,c,d) = (1,1,5,8) and D = 1515:
#
(215/173,-126/173)
(27/16,-143/128)
(72/65,-73/130)
(79/87,13/87)
(-26623/20375,20466/20375)
(97/321,139/321)
(-51757/21015,36869/21015)
(1,0)
(-7/3,5/3)
(0,1/2)
#
# (a,b,c,d) = (379,1,1,0) and D = 1515:
#
(324/2449,39581/44082)
(1/19,80/19)
(144/1081,10637/12972)
(1/391,7731/391)
(1/391,-7732/391)
(1/31,171/31)
(25/181,46/905)
(1/31,-172/31)
(324/2449,-45413/44082)
(25921/187891,-8145297/30250451)
(49/961,-29205/6727)
(144/1081,-12365/12972)
(49/961,28862/6727)
(25921/187891,3972016/30250451)
(25/181,-171/905)
(1/19,-81/19)
#
# (a,b,c,d) = (379,0,1,0) and D = 1516:
#
#
# (a,b,c,d) = (2,1,2,4) and D = 1516:
#
(-1,1)
(23/28,-3/14)
#
# (a,b,c,d) = (2,5,7,0) and D = 1519:
#
(7/8,-29/56)
(7/8,-3/28)
(3703/28400,-4993099/4572400)
(3703/28400,2283627/2286200)
#
# (a,b,c,d) = (380,1,1,0) and D = 1519:
#
(529/28400,4774093/653200)
(1/8,11/8)
(1/8,-3/2)
(529/28400,-239313/32660)
#
# (a,b,c,d) = (48,2,2,0) and D = 1520:
#
#
# (a,b,c,d) = (6,1,4,0) and D = 1520:
#
#
# (a,b,c,d) = (380,0,1,0) and D = 1520:
#
#
# (a,b,c,d) = (381,1,1,0) and D = 1523:
#
#
# (a,b,c,d) = (381,0,1,0) and D = 1524:
#
(1764/29425,-4835881/1235850)
(1764/29425,4835881/1235850)
#
# (a,b,c,d) = (382,1,1,0) and D = 1527:
#
#
# (a,b,c,d) = (382,0,1,0) and D = 1528:
#
(25/551,-12701/2755)
(25/551,12701/2755)
#
# (a,b,c,d) = (383,1,1,0) and D = 1531:
#
#
# (a,b,c,d) = (383,0,1,0) and D = 1532:
#
(9/112,1061/336)
(9/112,-1061/336)
#
# (a,b,c,d) = (48,1,2,0) and D = 1532:
#
(9/56,517/336)
(9/56,-34/21)
#
# (a,b,c,d) = (384,1,1,0) and D = 1535:
#
#
# (a,b,c,d) = (48,0,2,0) and D = 1536:
#
#
# (a,b,c,d) = (384,0,1,0) and D = 1536:
#
#
# (a,b,c,d) = (7,4,4,0) and D = 1536:
#
#
# (a,b,c,d) = (6,0,4,0) and D = 1536:
#
#
# (a,b,c,d) = (385,1,1,0) and D = 1539:
#
(4/49,-309/98)
(4/49,43/14)
#
# (a,b,c,d) = (15,3,3,0) and D = 1539:
#
(12/49,-341/294)
(12/49,269/294)
#
# (a,b,c,d) = (1,0,6,5) and D = 1539:
#
(1,0)
(1,-6/5)
#
# (a,b,c,d) = (385,0,1,0) and D = 1540:
#
#
# (a,b,c,d) = (386,1,1,0) and D = 1543:
#
#
# (a,b,c,d) = (386,0,1,0) and D = 1544:
#
#
# (a,b,c,d) = (387,1,1,0) and D = 1547:
#
(1/183,-2476/183)
(49/597,-13105/4179)
(9/121,-1234/363)
(1/9,2)
(117649/14795271,56883739436/5074777953)
(309136/3007377,-10484749/4320676)
(100/849,14507/8490)
(49/597,4254/1393)
(9/121,1207/363)
(1/183,825/61)
(100/849,-5169/2830)
(117649/14795271,-6324899227/563864217)
(309136/3007377,3885718247/1672101612)
(1/9,-19/9)
#
# (a,b,c,d) = (1,2,0,7) and D = 1547:
#
(181/205,36/205)
(-6677/6895,3538/6895)
(-20,7)
(50/59,13/59)
(-1/2,1/2)
(1723/34,-603/34)
(1113380890/10231675189,5324309523/10231675189)
(293/284,-13/284)
(1,0)
#
# (a,b,c,d) = (1,5,5,7) and D = 1548:
#
(1,0)
(32/107,45/107)
#
# (a,b,c,d) = (387,0,1,0) and D = 1548:
#
#
# (a,b,c,d) = (388,1,1,0) and D = 1551:
#
#
# (a,b,c,d) = (388,0,1,0) and D = 1552:
#
#
# (a,b,c,d) = (49,2,2,0) and D = 1552:
#
#
# (a,b,c,d) = (389,1,1,0) and D = 1555:
#
(4/521,11887/1042)
(4/521,-11895/1042)
#
# (a,b,c,d) = (389,0,1,0) and D = 1556:
#
#
# (a,b,c,d) = (4,3,5,2) and D = 1559:
#
#
# (a,b,c,d) = (390,1,1,0) and D = 1559:
#
#
# (a,b,c,d) = (390,0,1,0) and D = 1560:
#
(9/511,-11539/1533)
(9/511,11539/1533)
#
# (a,b,c,d) = (391,1,1,0) and D = 1563:
#
(25/499,10807/2495)
(1/313,-5538/313)
(1/13,42/13)
(25/499,-10932/2495)
(1/13,-43/13)
(1/313,5537/313)
#
# (a,b,c,d) = (1,1,7,6) and D = 1563:
#
(-181/669,2701/4014)
(1,-1/6)
(161/101,-180/101)
(1,0)
(-937/1528,8245/9168)
(1,-1)
#
# (a,b,c,d) = (49,1,2,0) and D = 1564:
#
(1/25,-177/50)
(121/3640,44233/11440)
(9/77,452/231)
(3362/23495,3264591/1926590)
(98/407,-4971/5698)
(1/4,5/8)
(121/3640,-155481/40040)
(1/4,-3/4)
(124609/800800,127628403/80766400)
(9/77,-133/66)
(98/407,4285/5698)
(3362/23495,-3402433/1926590)
(1/25,88/25)
(124609/800800,-468692899/282682400)
#
# (a,b,c,d) = (391,0,1,0) and D = 1564:
#
(124609/1601600,-1830784619/565364800)
(1681/23495,3333512/963295)
(1/50,353/50)
(1/8,11/8)
(9/154,-1835/462)
(49/407,4628/2849)
(9/154,1835/462)
(1/8,-11/8)
(1681/23495,-3333512/963295)
(49/407,-4628/2849)
(1/50,-353/50)
(124609/1601600,1830784619/565364800)
(121/7280,-620593/80080)
(121/7280,620593/80080)
#
# (a,b,c,d) = (1,4,3,7) and D = 1567:
#
(-4/13,7/13)
(628/237,-161/237)
(1,0)
(-803/15,217/15)
(125/209,63/209)
#
# (a,b,c,d) = (392,1,1,0) and D = 1567:
#
(529/18662,-181720/30659)
(1/14,-7/2)
(1/14,24/7)
(529/18662,2531913/429226)
#
# (a,b,c,d) = (49,0,2,0) and D = 1568:
#
#
# (a,b,c,d) = (392,0,1,0) and D = 1568:
#
#
# (a,b,c,d) = (393,1,1,0) and D = 1571:
#
#
# (a,b,c,d) = (393,0,1,0) and D = 1572:
#
(16/337,-6055/1348)
(16/337,6055/1348)
#
# (a,b,c,d) = (2,2,1,4) and D = 1572:
#
(-31651/24010,91563/96040)
(69/37,-173/148)
(1/5,3/5)
(17/21,-1/21)
(7864067/10017840,1037429/40071360)
#
# (a,b,c,d) = (394,1,1,0) and D = 1575:
#
(9/1696,34915/2544)
(9/1696,-69857/5088)
#
# (a,b,c,d) = (1,2,3,9) and D = 1575:
#
(1,0)
(47/41,-9/41)
#
# (a,b,c,d) = (394,0,1,0) and D = 1576:
#
#
# (a,b,c,d) = (395,1,1,0) and D = 1579:
#
(1/23,108/23)
(1/23,-109/23)
(16/505,2249/404)
(16/505,-11309/2020)
#
# (a,b,c,d) = (1,3,7,12) and D = 1579:
#
(-25/146,273/584)
(11/7,-4/7)
(53/29,-21/29)
(17/19,7/76)
(-9365/1047,12467/3141)
(36529/906269,388588/906269)
(1,0)
#
# (a,b,c,d) = (395,0,1,0) and D = 1580:
#
#
# (a,b,c,d) = (1,2,6,10) and D = 1580:
#
(131/89,-63/89)
(1,0)
#
# (a,b,c,d) = (396,1,1,0) and D = 1583:
#
(9/1378,-25582/2067)
(9/1378,51137/4134)
(1/12,-37/12)
(144/2329,106147/27948)
(4/33,-107/66)
(1/12,3)
(1/528,-1103/48)
(121/906,2930/4983)
(121/906,-2397/3322)
(144/2329,-107875/27948)
(25/486,-5242/1215)
(25/486,1151/270)
(4/33,3/2)
(1/528,1011/44)
(1849/17604,-48845/21027)
(1849/17604,1678913/756972)
#
# (a,b,c,d) = (1,4,1,5) and D = 1583:
#
(16886/23423,5733/23423)
(-1131/503,301/503)
(-411/1727,997/1727)
(-47/29,14/29)
(22361/11077,-4886/11077)
(-4,1)
(878252507/94263727,-216218135/94263727)
(6/61,35/61)
(1,0)
(-6/5,11/25)
(-67/3773,11052/18865)
(64/53,-7/53)
(71/227,117/227)
#
# (a,b,c,d) = (50,2,2,0) and D = 1584:
#
#
# (a,b,c,d) = (396,0,1,0) and D = 1584:
#
#
# (a,b,c,d) = (15,2,3,0) and D = 1584:
#
#
# (a,b,c,d) = (2,2,6,0) and D = 1584:
#
#
# (a,b,c,d) = (397,1,1,0) and D = 1587:
#
#
# (a,b,c,d) = (397,0,1,0) and D = 1588:
#
(121/973,-14760/10703)
(4/73,-603/146)
(9/409,-8254/1227)
(121/973,14760/10703)
(9/409,8254/1227)
(4/73,603/146)
#
# (a,b,c,d) = (2,1,6,1) and D = 1588:
#
(0,1)
(63/130,29/65)
(14/19,3/19)
(11/16,-3/8)
#
# (a,b,c,d) = (398,1,1,0) and D = 1591:
#
(1/530,-6101/265)
(1/530,12201/530)
#
# (a,b,c,d) = (398,0,1,0) and D = 1592:
#
(3364/25833,-1445045/1498314)
(3364/25833,1445045/1498314)
#
# (a,b,c,d) = (399,1,1,0) and D = 1595:
#
#
# (a,b,c,d) = (50,1,2,0) and D = 1596:
#
#
# (a,b,c,d) = (399,0,1,0) and D = 1596:
#
#
# (a,b,c,d) = (400,1,1,0) and D = 1599:
#
(1/10,-5/2)
(6215049/52727050,108622721884/65724267825)
(100/6289,-498837/62890)
(1/10,12/5)
(6215049/52727050,-9309582437/5257941426)
(100/6289,497837/62890)
#
# (a,b,c,d) = (3,2,3,3) and D = 1599:
#
(22457/32379,-10/10793)
(-2/3,1)
(61/11,-71/11)
(1,-1)
(659/1633,800/1633)
#
# (a,b,c,d) = (2,8,10,0) and D = 1600:
#
#
# (a,b,c,d) = (50,0,2,0) and D = 1600:
#
#
# (a,b,c,d) = (400,0,1,0) and D = 1600:
#
#
# (a,b,c,d) = (4,4,5,0) and D = 1600:
#
#
# (a,b,c,d) = (3,1,3,-2) and D = 1603:
#
(1,2)
(635/909,-41/303)
(-1/10,-17/20)
#
# (a,b,c,d) = (401,1,1,0) and D = 1603:
#
(1/11,30/11)
(1/11,-31/11)
(3721/49907,10067718/3044327)
(3721/49907,-10294699/3044327)
#
# (a,b,c,d) = (401,0,1,0) and D = 1604:
#
#
# (a,b,c,d) = (2,1,1,4) and D = 1607:
#
(1/2,1/2)
(-75/22,29/11)
(2,-3/2)
(14407/31781,66805/127124)
(289/380,29/190)
(-15517/17479,58665/69916)
(-131/28,101/28)
#
# (a,b,c,d) = (402,1,1,0) and D = 1607:
#
(1/8,5/4)
(121/10074,336701/36938)
(49/3312,95155/11592)
(49/3312,-63551/7728)
(1/8,-11/8)
(121/10074,-505717/55407)
#
# (a,b,c,d) = (402,0,1,0) and D = 1608:
#
#
# (a,b,c,d) = (15,1,3,0) and D = 1611:
#
(16/43,203/516)
(16/43,-89/172)
#
# (a,b,c,d) = (403,1,1,0) and D = 1611:
#
(16/129,673/516)
(16/129,-737/516)
#
# (a,b,c,d) = (1,4,2,6) and D = 1612:
#
(1,0)
(49/109,45/109)
#
# (a,b,c,d) = (403,0,1,0) and D = 1612:
#
#
# (a,b,c,d) = (404,1,1,0) and D = 1615:
#
(49/424,-5531/2968)
(4/49,-307/98)
(2209/442526,-294424443/20798722)
(25/434,-4374/1085)
(5329/2194444,812642479/40048603)
(4/49,299/98)
(5329/2194444,-3250958933/160194412)
(2209/442526,147160310/10399361)
(25/434,8623/2170)
(49/424,1297/742)
#
# (a,b,c,d) = (1,0,7,3) and D = 1615:
#
(135131/148385,-30597/148385)
(1,-7/3)
(29/179,105/179)
(-1/19,14/19)
(233/421,-434/421)
(1,0)
#
# (a,b,c,d) = (404,0,1,0) and D = 1616:
#
#
# (a,b,c,d) = (51,2,2,0) and D = 1616:
#
#
# (a,b,c,d) = (405,1,1,0) and D = 1619:
#
(11449/1366587,1596752758/146224809)
(9/329725,-189333667/989175)
(9/67,-89/201)
(289/7047,-7231/1479)
(16/561,13193/2244)
(11449/1366587,-177553089/16247201)
(205209/178304755,-476192693347/16154410803)
(11881/99195,-3577619/2162451)
(1/15,18/5)
(1/33,-63/11)
(9/329725,37866728/197835)
(11881/99195,5531022/3604085)
(121/1125,-27251/12375)
(1/33,188/33)
(4/537,12439/1074)
(121/1125,576/275)
(289/7047,580798/119799)
(205209/178304755,2380870507058/80772054015)
(16/561,-4419/748)
(25/309,1584/515)
(4/537,-4149/358)
(25/309,-4877/1545)
(9/67,62/201)
(1/15,-11/3)
#
# (a,b,c,d) = (1,4,6,11) and D = 1619:
#
(-76/41,27/41)
(967/9943,4276/9943)
(38407/18103,-10804/18103)
(-1/2,1/2)
(16,-5)
(398/143,-119/143)
(1/16,7/16)
(2399/3959,998/3959)
(1,0)
(200995/75739,-656366/833129)
(233/209,-18/209)
(-25/14,9/14)
#
# (a,b,c,d) = (1,3,0,6) and D = 1620:
#
(-23/10,7/10)
(439/2365,1274/2365)
(185/53,-52/53)
(-1/2,1/2)
(-41/124,65/124)
(7,-2)
(1,0)
(5/8,3/8)
(-491/367,182/367)
(-3747694507/2209513184,1236213299/2209513184)
#
# (a,b,c,d) = (1,4,9,0) and D = 1620:
#
(1,-4/9)
(9/61,-494/549)
(4/9,-95/162)
(1,0)
(16/49,-1147/1764)
(25/29,-626/1305)
(36/3841,237905/69138)
(16/49,99/196)
(36/3841,-238193/69138)
(14137600/24490529,-449932500499/828759501360)
(25/29,14/145)
(14137600/24490529,26366999611/92084389040)
(4/9,7/18)
(9/61,458/549)
#
# (a,b,c,d) = (405,0,1,0) and D = 1620:
#
(1/9,2)
(1/9,-2)
(1/61,-476/61)
(14137600/220414761,343617748499/92084389040)
(25/261,376/145)
(4/81,79/18)
(4/81,-79/18)
(14137600/220414761,-343617748499/92084389040)
(1/61,476/61)
(16/441,1019/196)
(16/441,-1019/196)
(25/261,-376/145)
(4/3841,-238049/7682)
(4/3841,238049/7682)
#
# (a,b,c,d) = (15,0,3,0) and D = 1620:
#
(25/87,376/435)
(3/61,476/183)
(1/3,-2/3)
(4/27,-79/54)
(16/147,1019/588)
(4/27,79/54)
(1/3,2/3)
(25/87,-376/435)
(16/147,-1019/588)
(12/3841,238049/23046)
(14137600/73471587,-343617748499/276253167120)
(3/61,-476/183)
(12/3841,-238049/23046)
(14137600/73471587,343617748499/276253167120)
#
# (a,b,c,d) = (406,1,1,0) and D = 1623:
#
(225/1666,-23/3570)
(225/1666,-1607/12495)
#
# (a,b,c,d) = (406,0,1,0) and D = 1624:
#
#
# (a,b,c,d) = (407,1,1,0) and D = 1627:
#
(64/713,-16251/5704)
(64/713,15739/5704)
#
# (a,b,c,d) = (51,1,2,0) and D = 1628:
#
#
# (a,b,c,d) = (407,0,1,0) and D = 1628:
#
#
# (a,b,c,d) = (408,1,1,0) and D = 1631:
#
#
# (a,b,c,d) = (51,0,2,0) and D = 1632:
#
(9/59,-290/177)
(6055200/29665849,-121593407507/103237154520)
(6055200/29665849,121593407507/103237154520)
(9/59,290/177)
#
# (a,b,c,d) = (408,0,1,0) and D = 1632:
#
(9/118,-580/177)
(9/118,580/177)
(3027600/29665849,-121593407507/51618577260)
(3027600/29665849,121593407507/51618577260)
#
# (a,b,c,d) = (409,1,1,0) and D = 1635:
#
#
# (a,b,c,d) = (409,0,1,0) and D = 1636:
#
#
# (a,b,c,d) = (410,1,1,0) and D = 1639:
#
#
# (a,b,c,d) = (410,0,1,0) and D = 1640:
#
#
# (a,b,c,d) = (411,1,1,0) and D = 1643:
#
#
# (a,b,c,d) = (411,0,1,0) and D = 1644:
#
#
# (a,b,c,d) = (4,2,5,1) and D = 1644:
#
(0,1)
(171/268,-17/268)
#
# (a,b,c,d) = (3,3,6,1) and D = 1647:
#
(0,1)
(9/13,-5/13)
#
# (a,b,c,d) = (16,3,3,0) and D = 1647:
#
(41181075/271286224,-4576346636993/3015346379760)
(41181075/271286224,257413686773/188459148735)
(27/88,-739/792)
(27/88,62/99)
#
# (a,b,c,d) = (412,1,1,0) and D = 1647:
#
(9/88,151/66)
(13727025/271286224,-4372912126493/1005115459920)
(9/88,-631/264)
(13727025/271286224,1080513374717/251278864980)
#
# (a,b,c,d) = (412,0,1,0) and D = 1648:
#
(25/1904,41521/4760)
(1/8,-5/4)
(1/8,5/4)
(25/1904,-41521/4760)
#
# (a,b,c,d) = (52,2,2,0) and D = 1648:
#
(1/4,-3/4)
(1/4,1/2)
(25/952,10349/2380)
(25/952,-20823/4760)
#
# (a,b,c,d) = (7,3,4,0) and D = 1648:
#
(1/2,1/8)
(25/476,-5237/2380)
(1/2,-1/2)
(25/476,2939/1360)
#
# (a,b,c,d) = (413,1,1,0) and D = 1651:
#
#
# (a,b,c,d) = (413,0,1,0) and D = 1652:
#
#
# (a,b,c,d) = (414,1,1,0) and D = 1655:
#
(169/1284,-12043/16692)
(169/1284,1641/2782)
#
# (a,b,c,d) = (414,0,1,0) and D = 1656:
#
#
# (a,b,c,d) = (415,1,1,0) and D = 1659:
#
(36/625,2977/750)
(36/625,-15101/3750)
#
# (a,b,c,d) = (415,0,1,0) and D = 1660:
#
(1/26,-131/26)
(1/26,131/26)
#
# (a,b,c,d) = (52,1,2,0) and D = 1660:
#
(1/13,-33/13)
(1/13,5/2)
#
# (a,b,c,d) = (416,1,1,0) and D = 1663:
#
#
# (a,b,c,d) = (52,0,2,0) and D = 1664:
#
#
# (a,b,c,d) = (2,1,4,4) and D = 1664:
#
(-17/718,229/359)
(1,-1)
#
# (a,b,c,d) = (4,4,6,2) and D = 1664:
#
(-1/2,3/2)
(899/1436,-933/1436)
#
# (a,b,c,d) = (416,0,1,0) and D = 1664:
#
#
# (a,b,c,d) = (417,1,1,0) and D = 1667:
#
#
# (a,b,c,d) = (1,5,4,6) and D = 1668:
#
(1,0)
(37/232,117/232)
#
# (a,b,c,d) = (417,0,1,0) and D = 1668:
#
(1521/47233,-10193500/1842087)
(1521/47233,10193500/1842087)
#
# (a,b,c,d) = (418,1,1,0) and D = 1671:
#
#
# (a,b,c,d) = (418,0,1,0) and D = 1672:
#
(49/443,6145/3101)
(49/443,-6145/3101)
#
# (a,b,c,d) = (419,1,1,0) and D = 1675:
#
#
# (a,b,c,d) = (1,2,8,9) and D = 1675:
#
(1,0)
(47/23,-36/23)
#
# (a,b,c,d) = (419,0,1,0) and D = 1676:
#
(2601/40339,-7633360/2057289)
(2601/40339,7633360/2057289)
#
# (a,b,c,d) = (1,2,7,10) and D = 1676:
#
(131/80,-153/160)
(1,0)
#
# (a,b,c,d) = (420,1,1,0) and D = 1679:
#
#
# (a,b,c,d) = (420,0,1,0) and D = 1680:
#
#
# (a,b,c,d) = (53,2,2,0) and D = 1680:
#
#
# (a,b,c,d) = (421,1,1,0) and D = 1683:
#
#
# (a,b,c,d) = (421,0,1,0) and D = 1684:
#
#
# (a,b,c,d) = (1,3,-2,5) and D = 1687:
#
(4/9,5/9)
(1367724/879041,-1390207/4395205)
(-29/61,147/305)
(19219/4069,-4949/4069)
(-3,4/5)
(46726144/31381675,-45501117/156908375)
(-8/7,3/7)
(1,0)
#
# (a,b,c,d) = (422,1,1,0) and D = 1687:
#
(16/193,2305/772)
(1/8,9/8)
(25/604,-14683/3020)
(361/31088,5476131/590672)
(1/8,-5/4)
(361/31088,-2741495/295336)
(25/604,7279/1510)
(169/18292,2472445/237796)
(16/193,-2369/772)
(169/18292,-1237321/118898)
#
# (a,b,c,d) = (422,0,1,0) and D = 1688:
#
#
# (a,b,c,d) = (423,1,1,0) and D = 1691:
#
(1/9,-2)
(1/9,17/9)
#
# (a,b,c,d) = (3,2,4,3) and D = 1691:
#
#
# (a,b,c,d) = (3,5,6,0) and D = 1692:
#
#
# (a,b,c,d) = (2,1,6,0) and D = 1692:
#
#
# (a,b,c,d) = (16,2,3,0) and D = 1692:
#
#
# (a,b,c,d) = (53,1,2,0) and D = 1692:
#
#
# (a,b,c,d) = (423,0,1,0) and D = 1692:
#
#
# (a,b,c,d) = (424,1,1,0) and D = 1695:
#
(9/556,13085/1668)
(9/556,-3278/417)
#
# (a,b,c,d) = (1,2,1,8) and D = 1696:
#
(871/183,-2551/1464)
(1171/958,-247/958)
(11/3,-4/3)
(-1/2,1/2)
(104/107,9/214)
(-846/793,1727/3172)
(1,0)
(-19/2,7/2)
(0,1/2)
(-2359/398,871/398)
#
# (a,b,c,d) = (1,3,1,7) and D = 1696:
#
(-181/428,217/428)
(1243/199,-372/199)
(-14621/2928,4417/2928)
(-1/2,1/2)
(-23/6,7/6)
(3/4,1/4)
(-478/479,231/479)
(1,0)
(8565/6344,-1657/6344)
(10,-3)
#
# (a,b,c,d) = (424,0,1,0) and D = 1696:
#
(49/526,4890/1841)
(1/10,-12/5)
(1/142,846/71)
(16/305,5161/1220)
(1/142,-846/71)
(17956/141185,18962879/18918790)
(16/305,-5161/1220)
(49/526,-4890/1841)
(1/10,12/5)
(9/45793,9799381/137379)
(9/45793,-9799381/137379)
(1/17,67/17)
(17956/141185,-18962879/18918790)
(1/17,-67/17)
#
# (a,b,c,d) = (53,0,2,0) and D = 1696:
#
(1/71,-423/71)
(2/17,-67/34)
(49/263,-2445/1841)
(18/45793,9799381/274758)
(35912/141185,-18962879/37837580)
(32/305,5161/2440)
(2/17,67/34)
(32/305,-5161/2440)
(49/263,2445/1841)
(1/5,6/5)
(18/45793,-9799381/274758)
(1/71,423/71)
(35912/141185,18962879/37837580)
(1/5,-6/5)
#
# (a,b,c,d) = (425,1,1,0) and D = 1699:
#
#
# (a,b,c,d) = (2,1,6,2) and D = 1700:
#
(1361/2344,-1749/1172)
(-1,3)
(26647/33701,-5305/33701)
(1/2,-1)
(-5/11,17/11)
(691/1556,353/778)
#
# (a,b,c,d) = (425,0,1,0) and D = 1700:
#
(1/21,-94/21)
(30276/239449,43981507/41664126)
(4/1449,-55157/2898)
(1/21,94/21)
(49/681,16304/4767)
(4/1449,55157/2898)
(49/681,-16304/4767)
(30276/239449,-43981507/41664126)
#
# (a,b,c,d) = (426,1,1,0) and D = 1703:
#
#
# (a,b,c,d) = (2,4,5,6) and D = 1704:
#
(1,-1/3)
#
# (a,b,c,d) = (426,0,1,0) and D = 1704:
#
#
# (a,b,c,d) = (427,1,1,0) and D = 1707:
#
#
# (a,b,c,d) = (1,5,3,5) and D = 1708:
#
(1,0)
(1/25,72/125)
(13/3,-14/15)
(-107/143,70/143)
#
# (a,b,c,d) = (427,0,1,0) and D = 1708:
#
(4/137,1595/274)
(4/137,-1595/274)
#
# (a,b,c,d) = (428,1,1,0) and D = 1711:
#
#
# (a,b,c,d) = (2,2,6,4) and D = 1712:
#
(-1,3/2)
(1223/1582,-2139/3164)
#
# (a,b,c,d) = (428,0,1,0) and D = 1712:
#
#
# (a,b,c,d) = (54,2,2,0) and D = 1712:
#
#
# (a,b,c,d) = (2,5,4,5) and D = 1712:
#
(1681/1582,-229/791)
(-2,1)
#
# (a,b,c,d) = (429,1,1,0) and D = 1715:
#
#
# (a,b,c,d) = (3,7,7,0) and D = 1715:
#
#
# (a,b,c,d) = (429,0,1,0) and D = 1716:
#
#
# (a,b,c,d) = (430,1,1,0) and D = 1719:
#
(2401/18540,118541/181692)
(1/18,-37/9)
(1/18,73/18)
(2401/18540,-355177/454230)
#
# (a,b,c,d) = (16,1,3,0) and D = 1719:
#
(1/6,-25/18)
(1/6,4/3)
(2401/6180,13196/75705)
(2401/6180,-276001/908460)
#
# (a,b,c,d) = (430,0,1,0) and D = 1720:
#
#
# (a,b,c,d) = (2,6,5,5) and D = 1720:
#
#
# (a,b,c,d) = (431,1,1,0) and D = 1723:
#
#
# (a,b,c,d) = (4,1,4,-1) and D = 1724:
#
(65689/911828,-833099/911828)
(20039/45506,31953/45506)
(-43/28,-191/28)
(2318/3661,-257/3661)
(1/2,1/2)
(14/31,53/31)
(497/1228,1115/1228)
(1/2,-1/2)
(403/662,-179/662)
(-91/328,-521/328)
(3311/5644,-1915/5644)
(170084/271543,9641/271543)
(1/2,2)
(949/1544,43/386)
(1220/1927,-167/1927)
(38/47,165/47)
(1/4,-3/4)
(171/272,-11/68)
(9/16,5/16)
(335/832,773/832)
(-9/26,-47/26)
(-61/1268,-339/317)
(-584/3269,-4325/3269)
(7/2,31/2)
(157/292,-129/292)
(0,-1)
(-5/8,-23/8)
#
# (a,b,c,d) = (1,1,6,8) and D = 1724:
#
(-39/31,67/62)
(224697/227957,-383705/911828)
(291/331,56/331)
(9/4,-7/4)
(-127/47,203/94)
(19/13,-14/13)
(0,1/2)
(1/4,7/16)
(160443/271543,179725/543086)
(3741/3269,-4909/6538)
(-3/2,5/4)
(1,-1/4)
(777/1544,1121/3088)
(-219/416,277/416)
(1295/1268,-1417/2536)
(2613/2822,349/2822)
(1387/1927,1053/3854)
(143/146,7/146)
(37/7,-117/28)
(215/164,-153/164)
(1,-1/2)
(-5957/22753,12998/22753)
(1,0)
(-309/614,403/614)
(2575/3661,2061/7322)
(-12,19/2)
(215/272,127/544)
#
# (a,b,c,d) = (1,3,2,8) and D = 1724:
#
(7/73,143/292)
(-4909/3269,3741/6538)
(277/208,-219/832)
(1053/1927,1387/3854)
(-1/2,1/2)
(0,1/2)
(179725/271543,160443/543086)
(-7/2,9/8)
(-117/14,37/14)
(25996/22753,-5957/45506)
(403/307,-309/1228)
(5/2,-3/4)
(-1417/1268,1295/2536)
(203/47,-127/94)
(112/331,291/662)
(-28/13,19/26)
(-153/82,215/328)
(-383705/455914,224697/455914)
(1,0)
(67/31,-39/62)
(2061/3661,2575/7322)
(127/272,215/544)
(-1,1/2)
(19,-6)
(7/8,1/8)
(349/1411,2613/5644)
(1121/1544,777/3088)
#
# (a,b,c,d) = (431,0,1,0) and D = 1724:
#
(34225/493614,320924987/91318590)
(1/8,9/8)
(1/575,13788/575)
(1/20,-87/20)
(14641/125115,-24614182/15138915)
(1/36,215/36)
(4/57,-397/114)
(1/11,30/11)
(196/1985,-67647/27790)
(1/30,-163/30)
(1/150,1837/150)
(26569/228360,61846739/37222680)
(1/11,-30/11)
(25/194,753/970)
(26569/228360,-61846739/37222680)
(14641/125115,24614182/15138915)
(1/30,163/30)
(841/6360,-29843/184440)
(196/1985,67647/27790)
(4/57,397/114)
(1/36,-215/36)
(1/20,87/20)
(25/194,-753/970)
(9/82,487/246)
(1/138,1621/138)
(1/575,-13788/575)
(841/6360,29843/184440)
(5041/38918,-1932459/2763178)
(9/880,-26099/2640)
(400/5841,414361/116820)
(361/22448,3360291/426512)
(169/1895,-68736/24635)
(1/150,-1837/150)
(1/8,-9/8)
(16129/128060,-17078679/16263620)
(9/880,26099/2640)
(1/138,-1621/138)
(169/1895,68736/24635)
(34225/493614,-320924987/91318590)
(32761/946746,912929455/171361026)
(9/82,-487/246)
(16129/128060,17078679/16263620)
(361/22448,-3360291/426512)
(400/5841,-414361/116820)
(5041/38918,1932459/2763178)
(32761/946746,-912929455/171361026)
#
# (a,b,c,d) = (54,1,2,0) and D = 1724:
#
(1/15,27/10)
(5041/19459,393637/1381589)
(1/18,-3)
(338/1895,66539/49270)
(1/69,135/23)
(25/97,157/485)
(26569/114180,7189499/9305670)
(841/3180,-6779/46110)
(9/41,-257/246)
(1/69,-811/138)
(16129/64030,-9563531/16263620)
(5041/19459,-1145185/2763178)
(361/11224,419179/106628)
(392/1985,64903/55580)
(9/440,-13063/2640)
(800/5841,-46929/25960)
(32761/473373,-229714799/85680513)
(8/57,-135/76)
(2/11,29/22)
(361/11224,-1683575/426512)
(34225/246807,5825803/3382170)
(1/4,1/2)
(2/575,13787/1150)
(1/10,-11/5)
(2/575,-13789/1150)
(16129/64030,1878787/4065905)
(1/10,43/20)
(8/57,389/228)
(32761/473373,50388873/19040114)
(1/15,-41/15)
(1/18,107/36)
(25/97,-439/970)
(2/11,-31/22)
(9/440,3259/660)
(1/75,-919/150)
(29282/125115,7614207/10092610)
(338/1895,-70933/49270)
(841/3180,909/61480)
(392/1985,-70391/55580)
(800/5841,406361/233640)
(1/4,-5/8)
(34225/246807,-81814153/45659295)
(1/75,153/25)
(9/41,115/123)
(26569/114180,-11029581/12407560)
(29282/125115,-26385743/30277830)
#
# (a,b,c,d) = (432,1,1,0) and D = 1727:
#
#
# (a,b,c,d) = (2,3,1,4) and D = 1727:
#
(-1/2,5/8)
(14165/227156,566231/908624)
#
# (a,b,c,d) = (1,6,12,0) and D = 1728:
#
(1,0)
(1,-1/2)
#
# (a,b,c,d) = (2,0,6,0) and D = 1728:
#
(1/2,-1/2)
(1/2,1/2)
#
# (a,b,c,d) = (54,0,2,0) and D = 1728:
#
(1/6,-3/2)
(1/6,3/2)
#
# (a,b,c,d) = (2,6,6,6) and D = 1728:
#
#
# (a,b,c,d) = (7,2,4,0) and D = 1728:
#
(1/3,-5/6)
(1/3,2/3)
#
# (a,b,c,d) = (16,0,3,0) and D = 1728:
#
(1/4,-1)
(1/4,1)
#
# (a,b,c,d) = (432,0,1,0) and D = 1728:
#
(1/12,-3)
(1/12,3)
#
# (a,b,c,d) = (433,1,1,0) and D = 1731:
#
(36/505,-10529/3030)
(36/505,10313/3030)
#
# (a,b,c,d) = (1,3,4,10) and D = 1732:
#
(-37369/1691,13188/1691)
(9/8,-1/8)
(-331/692,1727/3460)
(-17,6)
(-1/2,1/2)
(173/18,-61/18)
(-3323/4351,11166/21755)
(-1681/7061,17202/35305)
(1,0)
(185407/21804,-65351/21804)
#
# (a,b,c,d) = (433,0,1,0) and D = 1732:
#
(784/8177,581449/228956)
(1/13,-42/13)
(4/41,203/82)
(1/13,42/13)
(36/2992897,-5177709215/17957382)
(36/2992897,5177709215/17957382)
(4/41,-203/82)
(784/8177,-581449/228956)
#
# (a,b,c,d) = (434,1,1,0) and D = 1735:
#
(49/464,-3581/1624)
(49/464,6819/3248)
#
# (a,b,c,d) = (2,6,7,7) and D = 1736:
#
(-2,1)
(1181/1118,-289/1118)
#
# (a,b,c,d) = (434,0,1,0) and D = 1736:
#
(40401/347635,-115723621/69874635)
(40401/347635,115723621/69874635)
#
# (a,b,c,d) = (435,1,1,0) and D = 1739:
#
#
# (a,b,c,d) = (3,0,4,2) and D = 1740:
#
#
# (a,b,c,d) = (435,0,1,0) and D = 1740:
#
#
# (a,b,c,d) = (3,0,5,1) and D = 1743:
#
(0,1)
(225/331,-44/331)
(133/213,-659/213)
(13/19,2/19)
(182/1077,839/1077)
(1103641/2950425,-2846927/2950425)
#
# (a,b,c,d) = (436,1,1,0) and D = 1743:
#
(1/16,-61/16)
(1/16,15/4)
(14641/121312,4888167/3669688)
(196/63961,16174591/895454)
(196/63961,-16177335/895454)
(14641/121312,-21324229/14678752)
#
# (a,b,c,d) = (2,1,0,4) and D = 1744:
#
(11/113,71/113)
(1,-1/2)
#
# (a,b,c,d) = (436,0,1,0) and D = 1744:
#
#
# (a,b,c,d) = (55,2,2,0) and D = 1744:
#
#
# (a,b,c,d) = (3,4,6,4) and D = 1744:
#
(1,-1)
(11/113,131/226)
#
# (a,b,c,d) = (437,1,1,0) and D = 1747:
#
#
# (a,b,c,d) = (437,0,1,0) and D = 1748:
#
#
# (a,b,c,d) = (3,4,7,3) and D = 1751:
#
(11516/57,-65963/171)
(4729/6447,-9223/19341)
(-1,2)
(20458/27249,-1909/9083)
(-1/3,1)
(5/7,-4/7)
(61/87,-85/87)
#
# (a,b,c,d) = (438,1,1,0) and D = 1751:
#
(4/33,-31/22)
(121/944,3721/5192)
(1369/17468,1012871/323158)
(1369/17468,-2076395/646316)
(121/944,-8773/10384)
(1/110,-577/55)
(4/33,85/66)
(1/110,1153/110)
#
# (a,b,c,d) = (438,0,1,0) and D = 1752:
#
#
# (a,b,c,d) = (439,1,1,0) and D = 1755:
#
#
# (a,b,c,d) = (2,3,3,5) and D = 1755:
#
#
# (a,b,c,d) = (17,3,3,0) and D = 1755:
#
#
# (a,b,c,d) = (55,1,2,0) and D = 1756:
#
(2/35,-207/70)
(2/35,41/14)
#
# (a,b,c,d) = (439,0,1,0) and D = 1756:
#
(1/35,206/35)
(1/35,-206/35)
#
# (a,b,c,d) = (440,1,1,0) and D = 1759:
#
(289/32240,144637/13702)
(51912025/1670188364,67618002180987/12033707162620)
(51912025/1670188364,-16998007080278/3008426790655)
(13924/105985,1017373/12506230)
(25/226,2099/1130)
(1/598,14623/598)
(25/226,-1112/565)
(1/8,-9/8)
(289/32240,-5790393/548080)
(1/598,-7312/299)
(13924/105985,-48371/227386)
(1/8,1)
#
# (a,b,c,d) = (2,1,5,-2) and D = 1759:
#
(1/2,1)
(532981/129312,747377/64656)
(127/372,-109/186)
(1/2,-1/2)
(643/623,3541/1246)
(-3/124,-101/124)
(1/2,3/4)
(27773/43276,-34473/86552)
#
# (a,b,c,d) = (1,4,5,10) and D = 1760:
#
(17/2,-5/2)
(-1179/278,703/556)
(-1,1/2)
(103/109,9/218)
(1513/1090,-277/1090)
(-27/5,8/5)
(-1/2,1/2)
(1817/2834,691/2834)
(1,0)
(5851/394,-1723/394)
#
# (a,b,c,d) = (1,3,5,11) and D = 1760:
#
(64/1417,627/1417)
(4467/1112,-1655/1112)
(5/4,-1/4)
(-1/2,1/2)
(51/10,-19/10)
(-586/545,309/545)
(-8,3)
(-2755/197,1032/197)
(1,0)
(-179/436,215/436)
#
# (a,b,c,d) = (440,0,1,0) and D = 1760:
#
(18769/142814,947964/9782759)
(1/9,17/9)
(64/609,10513/4872)
(1/14,24/7)
(1/146,-882/73)
(121/3441,-199909/37851)
(64/609,-10513/4872)
(1/146,882/73)
(121/3441,199909/37851)
(18769/142814,-947964/9782759)
(86436/3158929,-5589121607/928725126)
(86436/3158929,5589121607/928725126)
(1/9,-17/9)
(25/386,-3558/965)
(1/14,-24/7)
(25/386,3558/965)
#
# (a,b,c,d) = (55,0,2,0) and D = 1760:
#
(1/7,-12/7)
(1/73,-441/73)
(25/193,-1779/965)
(242/3441,-199909/75702)
(1/7,12/7)
(2/9,17/18)
(2/9,-17/18)
(172872/3158929,5589121607/1857450252)
(242/3441,199909/75702)
(18769/71407,-473982/9782759)
(25/193,1779/965)
(172872/3158929,-5589121607/1857450252)
(18769/71407,473982/9782759)
(1/73,441/73)
(128/609,10513/9744)
(128/609,-10513/9744)
#
# (a,b,c,d) = (441,1,1,0) and D = 1763:
#
(14400/111601,1104593/1913160)
(14400/111601,-9460151/13392120)
#
# (a,b,c,d) = (2,3,7,5) and D = 1763:
#
(71/551,289/551)
(1,-1)
#
# (a,b,c,d) = (441,0,1,0) and D = 1764:
#
#
# (a,b,c,d) = (442,1,1,0) and D = 1767:
#
(9/598,-7313/897)
(9/598,1123/138)
#
# (a,b,c,d) = (442,0,1,0) and D = 1768:
#
#
# (a,b,c,d) = (443,1,1,0) and D = 1771:
#
#
# (a,b,c,d) = (1,2,4,10) and D = 1772:
#
(1,0)
(131/107,-36/107)
(369/253,-134/253)
(5417/16669,6758/16669)
#
# (a,b,c,d) = (443,0,1,0) and D = 1772:
#
(4/153,-1885/306)
(4/153,1885/306)
(100/37761,7337759/377610)
(100/37761,-7337759/377610)
#
# (a,b,c,d) = (444,1,1,0) and D = 1775:
#
(9/100,-209/75)
(9/100,809/300)
#
# (a,b,c,d) = (4,3,5,0) and D = 1775:
#
(9/20,31/75)
(9/20,-41/60)
#
# (a,b,c,d) = (56,2,2,0) and D = 1776:
#
#
# (a,b,c,d) = (444,0,1,0) and D = 1776:
#
#
# (a,b,c,d) = (7,1,4,0) and D = 1776:
#
#
# (a,b,c,d) = (445,1,1,0) and D = 1779:
#
#
# (a,b,c,d) = (445,0,1,0) and D = 1780:
#
#
# (a,b,c,d) = (446,1,1,0) and D = 1783:
#
#
# (a,b,c,d) = (446,0,1,0) and D = 1784:
#
#
# (a,b,c,d) = (447,1,1,0) and D = 1787:
#
#
# (a,b,c,d) = (56,1,2,0) and D = 1788:
#
(1/11,25/11)
(1/11,-51/22)
(10201/39116,74517/1128776)
(10201/39116,-193990/987679)
#
# (a,b,c,d) = (447,0,1,0) and D = 1788:
#
(1/22,101/22)
(1/22,-101/22)
(10201/78232,2073539/7901432)
(10201/78232,-2073539/7901432)
#
# (a,b,c,d) = (1,5,6,9) and D = 1791:
#
(118/223,63/223)
(-4,1)
(-4957/22491,11609/22491)
(-1217/1491,739/1491)
(1,0)
(-29/21,10/21)
#
# (a,b,c,d) = (448,1,1,0) and D = 1791:
#
(2209/45820,-2402688/538385)
(1/10,-12/5)
(2209/45820,9506929/2153540)
(1/10,23/10)
(121/7720,-678387/84920)
(441/48700,-10749997/1022700)
(441/48700,2685184/255675)
(121/7720,84632/10615)
#
# (a,b,c,d) = (448,0,1,0) and D = 1792:
#
(32761/1050368,-133644239/23764576)
(1/128,-181/16)
(1/128,181/16)
(1/8,-1)
(32761/1050368,133644239/23764576)
(1/8,1)
#
# (a,b,c,d) = (8,4,4,0) and D = 1792:
#
(1/2,0)
(1/32,-91/32)
(1/2,-1/2)
(32761/262592,63857249/47529152)
(1/32,45/16)
(32761/262592,-34893495/23764576)
#
# (a,b,c,d) = (7,0,4,0) and D = 1792:
#
(1/32,181/64)
(32761/262592,-133644239/95058304)
(32761/262592,133644239/95058304)
(1/2,-1/4)
(1/32,-181/64)
(1/2,1/4)
#
# (a,b,c,d) = (1,2,8,0) and D = 1792:
#
(1/16,-91/64)
(1,-1/4)
(32761/131296,63857249/95058304)
(1/16,45/32)
(1,0)
(32761/131296,-34893495/47529152)
#
# (a,b,c,d) = (56,0,2,0) and D = 1792:
#
(1/64,181/32)
(32761/525184,-133644239/47529152)
(32761/525184,133644239/47529152)
(1/4,-1/2)
(1/64,-181/32)
(1/4,1/2)
#
# (a,b,c,d) = (2,6,8,0) and D = 1792:
#
(1,-1/4)
(32761/131296,-75716731/95058304)
(1/16,89/64)
(1,-1/2)
(32761/131296,14481877/23764576)
(1/16,-23/16)
#
# (a,b,c,d) = (2,11,16,0) and D = 1792:
#
(2,-5/8)
(32761/65648,1069017/5941144)
(1/8,85/128)
(32761/65648,-99435695/190116608)
(2,-3/4)
(1/8,-3/4)
#
# (a,b,c,d) = (449,1,1,0) and D = 1795:
#
#
# (a,b,c,d) = (449,0,1,0) and D = 1796:
#
#
# (a,b,c,d) = (450,1,1,0) and D = 1799:
#
#
# (a,b,c,d) = (450,0,1,0) and D = 1800:
#
#
# (a,b,c,d) = (17,2,3,0) and D = 1800:
#
#
# (a,b,c,d) = (451,1,1,0) and D = 1803:
#
#
# (a,b,c,d) = (451,0,1,0) and D = 1804:
#
(49/487,-7902/3409)
(49/487,7902/3409)
#
# (a,b,c,d) = (1,0,7,4) and D = 1804:
#
(1,-7/4)
(1,0)
#
# (a,b,c,d) = (1,1,8,3) and D = 1807:
#
(1,0)
(80/11,-207/11)
#
# (a,b,c,d) = (452,1,1,0) and D = 1807:
#
#
# (a,b,c,d) = (57,2,2,0) and D = 1808:
#
(25/117,-662/585)
(25/117,179/195)
#
# (a,b,c,d) = (452,0,1,0) and D = 1808:
#
(25/234,-1199/585)
(25/234,1199/585)
#
# (a,b,c,d) = (453,1,1,0) and D = 1811:
#
#
# (a,b,c,d) = (453,0,1,0) and D = 1812:
#
(4761/36757,880120/2536233)
(4761/36757,-880120/2536233)
#
# (a,b,c,d) = (1,1,8,2) and D = 1812:
#
(-53/16,207/16)
(1,0)
#
# (a,b,c,d) = (1,1,4,9) and D = 1815:
#
(1,0)
(22/19,-9/19)
#
# (a,b,c,d) = (454,1,1,0) and D = 1815:
#
(9/394,3893/591)
(9/394,-7813/1182)
#
# (a,b,c,d) = (454,0,1,0) and D = 1816:
#
#
# (a,b,c,d) = (455,1,1,0) and D = 1819:
#
#
# (a,b,c,d) = (57,1,2,0) and D = 1820:
#
(1/57,-203/38)
(1/57,16/3)
#
# (a,b,c,d) = (455,0,1,0) and D = 1820:
#
(1/114,1217/114)
(1/114,-1217/114)
#
# (a,b,c,d) = (1,3,8,13) and D = 1823:
#
(7063/5983,-1455/5983)
(-2,1)
(-7,43/13)
(-1003/18029,7869/18029)
(12/7,-5/7)
(-7/11,6/11)
(43336/125741,42905/125741)
(1627/1267,-485/1267)
(1,0)
#
# (a,b,c,d) = (456,1,1,0) and D = 1823:
#
(1/8,7/8)
(25/3696,74873/6160)
(4/57,391/114)
(3721/108018,5842592/1098183)
(25/566,-13261/2830)
(1/8,-1)
(3721/108018,-35282533/6589098)
(25/3696,-28093/2310)
(25/566,6568/1415)
(4/57,-7/2)
#
# (a,b,c,d) = (456,0,1,0) and D = 1824:
#
#
# (a,b,c,d) = (57,0,2,0) and D = 1824:
#
#
# (a,b,c,d) = (17,1,3,0) and D = 1827:
#
(1/3,-2/3)
(121/1461,95593/48213)
(1/3,5/9)
(121/1461,-32308/16071)
#
# (a,b,c,d) = (457,1,1,0) and D = 1827:
#
(1/9,16/9)
(1/9,-17/9)
(121/4383,-289441/48213)
(121/4383,288110/48213)
#
# (a,b,c,d) = (457,0,1,0) and D = 1828:
#
#
# (a,b,c,d) = (458,1,1,0) and D = 1831:
#
#
# (a,b,c,d) = (458,0,1,0) and D = 1832:
#
#
# (a,b,c,d) = (459,1,1,0) and D = 1835:
#
#
# (a,b,c,d) = (1,6,6,6) and D = 1836:
#
(499/415,-38/415)
(-5,1)
(-337/395,194/395)
(-11/31,19/31)
(-1/5,3/5)
(-41755/24653,10308/24653)
(-4283/295,849/295)
(311/125,-57/125)
(1,0)
(-7/5,2/5)
(-317/427,228/427)
(659/1745,651/1745)
#
# (a,b,c,d) = (1,1,3,9) and D = 1836:
#
(2/3,1/3)
(-1,2/3)
(20/7,-31/21)
(2,-1)
(-8/53,79/159)
(-17611/5191,27986/15573)
(580/1139,1333/3417)
(127382/111613,-42073/111613)
(302/7911,3769/7911)
(-12205/1623,6412/1623)
(2381/2479,674/7437)
(1,0)
(121/109,-36/109)
#
# (a,b,c,d) = (1,3,6,12) and D = 1836:
#
(-211/17,84/17)
(-779/523,362/523)
(-87607/65378,42535/65378)
(18455/42416,14097/42416)
(-1/2,1/2)
(11/8,-3/8)
(727/2209,806/2209)
(-100469/84943,51924/84943)
(-13/44,21/44)
(1,0)
(479/188,-183/188)
(-5,2)
(79/22,-31/22)
#
# (a,b,c,d) = (1,0,6,6) and D = 1836:
#
(-1/23,13/23)
(-23,26)
(5/41,21/41)
(83/119,39/119)
(-11/13,14/13)
(-107/181,156/181)
(1,0)
(245/281,-219/281)
(1,-1)
#
# (a,b,c,d) = (17,0,3,0) and D = 1836:
#
(48/145,1081/1740)
(3/67,-548/201)
(432/12265,1357813/441540)
(3/19,80/57)
(3/67,548/201)
(4/11,9/22)
(4/11,-9/22)
(3/19,-80/57)
(1/5,6/5)
(432/12265,-1357813/441540)
(55225/157757,-18822966/37072895)
(55225/157757,18822966/37072895)
(48/145,-1081/1740)
(1/5,-6/5)
#
# (a,b,c,d) = (459,0,1,0) and D = 1836:
#
(1/15,-18/5)
(1/67,548/67)
(16/145,-1081/580)
(1/19,80/19)
(1/67,-548/67)
(144/12265,-1357813/147180)
(4/33,27/22)
(4/33,-27/22)
(55225/473271,-56468898/37072895)
(144/12265,1357813/147180)
(16/145,1081/580)
(1/19,-80/19)
(1/15,18/5)
(55225/473271,56468898/37072895)
#
# (a,b,c,d) = (2,0,6,1) and D = 1836:
#
(0,1)
(2/3,-1/3)
(3/7,-17/7)
(-5174/4869,31441/4869)
(-2412/5191,15199/5191)
(128545/334839,-253601/334839)
(134/327,-229/327)
(1/3,-5/3)
(1812/2479,-569/2479)
(11911/23733,11005/23733)
(21/53,29/53)
(7/9,1/9)
(831/1139,251/1139)
#
# (a,b,c,d) = (460,1,1,0) and D = 1839:
#
#
# (a,b,c,d) = (460,0,1,0) and D = 1840:
#
(4/49,-297/98)
(4/49,297/98)
#
# (a,b,c,d) = (58,2,2,0) and D = 1840:
#
(8/49,281/196)
(8/49,-313/196)
#
# (a,b,c,d) = (4,4,6,1) and D = 1840:
#
(0,1)
(2/3,-1/3)
(1238/2847,-5965/2847)
#
# (a,b,c,d) = (461,1,1,0) and D = 1843:
#
(1/47,-322/47)
(1/11,29/11)
(3481/55187,-12294618/3256033)
(49/473,-7356/3311)
(49/473,7013/3311)
(9/73,-244/219)
(1/47,321/47)
(3481/55187,12089239/3256033)
(9/73,217/219)
(1/11,-30/11)
#
# (a,b,c,d) = (1,2,2,9) and D = 1843:
#
(-64/35,27/35)
(-332/15,1159/135)
(9064/5911,-2881/5911)
(235/223,-18/223)
(1815/2291,1622/6873)
(-1/2,1/2)
(1/2,7/18)
(262/145,-91/145)
(-6,7/3)
(-129538/53663,52227/53663)
(1,0)
(73/3604,1727/3604)
(8004/1691,-9263/5073)
(-17/16,9/16)
#
# (a,b,c,d) = (3,7,8,6) and D = 1844:
#
(-1/3,2/3)
#
# (a,b,c,d) = (461,0,1,0) and D = 1844:
#
#
# (a,b,c,d) = (462,1,1,0) and D = 1847:
#
#
# (a,b,c,d) = (462,0,1,0) and D = 1848:
#
#
# (a,b,c,d) = (463,1,1,0) and D = 1851:
#
#
# (a,b,c,d) = (463,0,1,0) and D = 1852:
#
(729/9622,-843479/259794)
(1/8,7/8)
(49/8432,774241/59024)
(49/8432,-774241/59024)
(1/8,-7/8)
(729/9622,843479/259794)
#
# (a,b,c,d) = (58,1,2,0) and D = 1852:
#
(49/4216,-96823/14756)
(1/4,3/8)
(49/4216,386949/59024)
(729/4811,-431581/259794)
(1/4,-1/2)
(729/4811,205949/129897)
#
# (a,b,c,d) = (464,1,1,0) and D = 1855:
#
#
# (a,b,c,d) = (464,0,1,0) and D = 1856:
#
(49/585,12067/4095)
(1/129,1465/129)
(4/33,79/66)
(4/33,-79/66)
(1/129,-1465/129)
(49/585,-12067/4095)
#
# (a,b,c,d) = (2,2,0,4) and D = 1856:
#
(1/8,5/8)
(1/2,1/2)
(-95993/98192,70691/98192)
(-5/2,3/2)
(521/76,-307/76)
(19687/14972,-10077/14972)
#
# (a,b,c,d) = (1,1,8,4) and D = 1856:
#
(3/4,1/4)
(107/38,-207/38)
(-1,2)
(4805/7486,-7441/7486)
(1,0)
(-12651/49096,41671/49096)
#
# (a,b,c,d) = (58,0,2,0) and D = 1856:
#
(8/33,-79/132)
(98/585,-12067/8190)
(98/585,12067/8190)
(8/33,79/132)
(2/129,1465/258)
(2/129,-1465/258)
#
# (a,b,c,d) = (465,1,1,0) and D = 1859:
#
#
# (a,b,c,d) = (465,0,1,0) and D = 1860:
#
#
# (a,b,c,d) = (3,3,6,3) and D = 1863:
#
#
# (a,b,c,d) = (466,1,1,0) and D = 1863:
#
#
# (a,b,c,d) = (2,7,9,0) and D = 1863:
#
#
# (a,b,c,d) = (18,3,3,0) and D = 1863:
#
#
# (a,b,c,d) = (466,0,1,0) and D = 1864:
#
#
# (a,b,c,d) = (467,1,1,0) and D = 1867:
#
#
# (a,b,c,d) = (2,2,4,5) and D = 1868:
#
(-1,1)
(11/13,-3/13)
#
# (a,b,c,d) = (467,0,1,0) and D = 1868:
#
(64/497,585/3976)
(64/497,-585/3976)
#
# (a,b,c,d) = (1,1,8,1) and D = 1871:
#
(0,1)
(756/817,97/817)
(-26/43,207/43)
(63/73,13/73)
(309179/308353,-36577/308353)
(549/979,-485/979)
(-19/151,221/151)
(1,0)
(2821/8927,-6887/8927)
(5/7,2/7)
#
# (a,b,c,d) = (468,1,1,0) and D = 1871:
#
(1/270,-493/30)
(4/393,2595/262)
(28561/1609560,509235023/68003910)
(28561/1609560,-226862989/30223960)
(1/12,-3)
(1296/20305,-2735047/730980)
(3364/31785,94479/47270)
(289/2820,-107981/47940)
(25/666,-8518/1665)
(9/166,-2071/498)
(7396/66417,-10503485/5711862)
(3364/31785,-3879793/1843530)
(1/624,1199/48)
(1/624,-1299/52)
(4/393,-7793/786)
(4761/38350,-99926/101775)
(7396/66417,253011/146458)
(1296/20305,2688391/730980)
(289/2820,8589/3995)
(4761/38350,2269567/2646150)
(1/270,2218/135)
(1/12,35/12)
(9/166,1022/249)
(25/666,1879/370)
#
# (a,b,c,d) = (468,0,1,0) and D = 1872:
#
#
# (a,b,c,d) = (59,2,2,0) and D = 1872:
#
#
# (a,b,c,d) = (5,5,5,0) and D = 1875:
#
#
# (a,b,c,d) = (469,1,1,0) and D = 1875:
#
#
# (a,b,c,d) = (469,0,1,0) and D = 1876:
#
#
# (a,b,c,d) = (470,1,1,0) and D = 1879:
#
(4/329,-127/14)
(346921/24149258,59244597651/7111956481)
(1/8,-7/8)
(4/329,5961/658)
(169/34160,3156159/222040)
(121/1070,-10243/5885)
(9/70,-37/210)
(729/9010,-150217/48654)
(225/9976,496013/74820)
(729/9010,365701/121635)
(1/8,3/4)
(346921/24149258,-2525394293/302636446)
(9/70,1/21)
(64/10025,200687/16040)
(49/512,4357/1792)
(121/1070,3831/2354)
(225/9976,-995401/149640)
(169/34160,-1262903/88816)
(1/626,7831/313)
(49/512,-9057/3584)
(64/10025,-1003947/80200)
(1/626,-15663/626)
#
# (a,b,c,d) = (2,7,7,6) and D = 1879:
#
(7/11,3/22)
(1,-1/6)
(-7/4,3/4)
(-10243/9516,17357/28548)
(-3451/932,2017/1398)
(161/526,617/1578)
(-35/38,23/38)
(5201/54398,166195/326388)
(32291/27508,-15805/55016)
(-797/704,647/1056)
(1/2,1/4)
(368911/26468,-71007/13234)
(-5/2,1)
#
# (a,b,c,d) = (470,0,1,0) and D = 1880:
#
#
# (a,b,c,d) = (471,1,1,0) and D = 1883:
#
#
# (a,b,c,d) = (59,1,2,0) and D = 1884:
#
(529/5960,-321627/137080)
(1/2264,-76173/2264)
(529/5960,631087/274160)
(162/871,-20989/15678)
(3721/36704,-9748195/4477888)
(162/871,19531/15678)
(3721/36704,4760607/2238944)
(1/2264,152345/4528)
(1/5,11/10)
(1/5,-6/5)
#
# (a,b,c,d) = (471,0,1,0) and D = 1884:
#
(81/871,-20260/7839)
(529/11920,1274341/274160)
(3721/73408,19269409/4477888)
(81/871,20260/7839)
(1/4528,-304691/4528)
(1/10,-23/10)
(1/10,23/10)
(1/4528,304691/4528)
(3721/73408,-19269409/4477888)
(529/11920,-1274341/274160)
#
# (a,b,c,d) = (472,1,1,0) and D = 1887:
#
#
# (a,b,c,d) = (1,1,5,9) and D = 1888:
#
(1,0)
(121/100,-63/100)
#
# (a,b,c,d) = (59,0,2,0) and D = 1888:
#
#
# (a,b,c,d) = (2,5,8,8) and D = 1888:
#
(0,1/2)
(-63/50,23/25)
#
# (a,b,c,d) = (472,0,1,0) and D = 1888:
#
#
# (a,b,c,d) = (473,1,1,0) and D = 1891:
#
#
# (a,b,c,d) = (473,0,1,0) and D = 1892:
#
(1/9,16/9)
(1/9,-16/9)
(84681/963757,-779705810/280453287)
(84681/963757,779705810/280453287)
#
# (a,b,c,d) = (2,4,3,5) and D = 1892:
#
(2,-1)
(17/82,43/82)
(-13/22,69/110)
(-1681/1924,1277/1924)
#
# (a,b,c,d) = (5,5,6,1) and D = 1895:
#
(0,1)
(7/17,6/17)
(976003/1280939,-5006244/1280939)
(63/163,64/163)
(-133/235,723/235)
(7/11,-3/11)
#
# (a,b,c,d) = (474,1,1,0) and D = 1895:
#
(1/56,-419/56)
(9/574,-13753/1722)
(49/746,-9565/2611)
(1/56,209/28)
(49/746,18787/5222)
(9/574,6863/861)
#
# (a,b,c,d) = (474,0,1,0) and D = 1896:
#
#
# (a,b,c,d) = (1,4,4,9) and D = 1899:
#
(-550/21,1381/189)
(-1/2,1/2)
(6,-5/3)
(1,0)
(179/227,36/227)
(-3385/3596,1729/3596)
#
# (a,b,c,d) = (475,1,1,0) and D = 1899:
#
(169/1507,-34728/19591)
(6889/77935,-3624540/1293721)
(1/13,-42/13)
(25/481,10129/2405)
(6889/77935,17550913/6468605)
(1/13,41/13)
(169/1507,32531/19591)
(25/481,-10254/2405)
(19044/3269305,-1182467765/90232818)
(144/51337,11630843/616044)
(144/51337,-11632571/616044)
(19044/3269305,5909710753/451164090)
#
# (a,b,c,d) = (475,0,1,0) and D = 1900:
#
#
# (a,b,c,d) = (4,2,5,0) and D = 1900:
#
#
# (a,b,c,d) = (476,1,1,0) and D = 1903:
#
#
# (a,b,c,d) = (8,3,4,0) and D = 1904:
#
(1/2,0)
(1/2,-3/8)
(1/60,58/15)
(1/60,-931/240)
#
# (a,b,c,d) = (476,0,1,0) and D = 1904:
#
(1/240,-1859/120)
(1/240,1859/120)
(1/8,-3/4)
(1/8,3/4)
#
# (a,b,c,d) = (60,2,2,0) and D = 1904:
#
(1/120,-31/4)
(1/4,-1/2)
(1/4,1/4)
(1/120,929/120)
#
# (a,b,c,d) = (477,1,1,0) and D = 1907:
#
(4/633,-15929/1266)
(4/633,5307/422)
#
# (a,b,c,d) = (477,0,1,0) and D = 1908:
#
(1/37,224/37)
(1/37,-224/37)
#
# (a,b,c,d) = (18,2,3,0) and D = 1908:
#
(3/37,-227/111)
(3/37,221/111)
#
# (a,b,c,d) = (478,1,1,0) and D = 1911:
#
(36/40777,8234119/244662)
(36/40777,-8234335/244662)
#
# (a,b,c,d) = (478,0,1,0) and D = 1912:
#
#
# (a,b,c,d) = (3,1,5,2) and D = 1915:
#
(5/9,1/3)
(-667553/856107,594323/285369)
#
# (a,b,c,d) = (479,1,1,0) and D = 1915:
#
#
# (a,b,c,d) = (479,0,1,0) and D = 1916:
#
#
# (a,b,c,d) = (60,1,2,0) and D = 1916:
#
#
# (a,b,c,d) = (480,1,1,0) and D = 1919:
#
#
# (a,b,c,d) = (60,0,2,0) and D = 1920:
#
(18/649,-16523/3894)
(18/649,16523/3894)
#
# (a,b,c,d) = (480,0,1,0) and D = 1920:
#
(9/649,-16523/1947)
(9/649,16523/1947)
#
# (a,b,c,d) = (481,1,1,0) and D = 1923:
#
#
# (a,b,c,d) = (481,0,1,0) and D = 1924:
#
#
# (a,b,c,d) = (482,1,1,0) and D = 1927:
#
(1/8,5/8)
(49/3152,88315/11032)
(121/34928,6526975/384208)
(121/34928,-3264153/192104)
(49/3152,-176973/22064)
(1/8,-3/4)
#
# (a,b,c,d) = (1,4,7,13) and D = 1927:
#
(287/227,-45/227)
(6454/8775,1529/8775)
(-17/15,8/15)
(-3,1)
(1,0)
(-1954/1095,721/1095)
#
# (a,b,c,d) = (482,0,1,0) and D = 1928:
#
#
# (a,b,c,d) = (1,3,-1,6) and D = 1931:
#
(-7/3,2/3)
(5/9,4/9)
(-17/13,6/13)
(-6931/10763,4902/10763)
(1,0)
(183589/218621,123272/655863)
#
# (a,b,c,d) = (483,1,1,0) and D = 1931:
#
(67600/1439961,24281689/5425940)
(4/41,191/82)
(4/33,-25/22)
(16/665,-17123/2660)
(4/33,67/66)
(4/41,-199/82)
(16/665,2437/380)
(67600/1439961,-1693012541/374389860)
#
# (a,b,c,d) = (483,0,1,0) and D = 1932:
#
(900/11041,996911/331230)
(900/11041,-996911/331230)
#
# (a,b,c,d) = (1,2,8,10) and D = 1932:
#
(1,0)
(131/71,-90/71)
#
# (a,b,c,d) = (484,1,1,0) and D = 1935:
#
(1/24,-29/6)
(1/24,115/24)
#
# (a,b,c,d) = (18,1,3,0) and D = 1935:
#
(1/8,-13/8)
(1/8,19/12)
#
# (a,b,c,d) = (484,0,1,0) and D = 1936:
#
(9/130,-679/195)
(9/130,679/195)
#
# (a,b,c,d) = (61,2,2,0) and D = 1936:
#
(9/65,326/195)
(9/65,-353/195)
#
# (a,b,c,d) = (4,2,4,-1) and D = 1936:
#
(0,-1)
(9/14,-1/7)
(28521/45724,63373/22862)
#
# (a,b,c,d) = (4,4,5,3) and D = 1936:
#
(-1/2,1)
(45947/22862,-63373/22862)
(4/7,1/7)
#
# (a,b,c,d) = (485,1,1,0) and D = 1939:
#
#
# (a,b,c,d) = (485,0,1,0) and D = 1940:
#
#
# (a,b,c,d) = (486,1,1,0) and D = 1943:
#
(235225/10424016,-33618218939/5055647760)
(235225/10424016,1861340823/280869320)
#
# (a,b,c,d) = (486,0,1,0) and D = 1944:
#
(49/415,3781/2905)
(49/415,-3781/2905)
#
# (a,b,c,d) = (18,0,3,0) and D = 1944:
#
(147/415,3781/8715)
(147/415,-3781/8715)
#
# (a,b,c,d) = (2,0,3,4) and D = 1944:
#
(1925851/4532203,9181247/18128812)
(-2/19,25/38)
(1,-1)
#
# (a,b,c,d) = (487,1,1,0) and D = 1947:
#
#
# (a,b,c,d) = (61,1,2,0) and D = 1948:
#
(1/4,1/4)
(25/4408,206909/22040)
(25/4408,-413943/44080)
(1/4,-3/8)
#
# (a,b,c,d) = (487,0,1,0) and D = 1948:
#
(1/8,5/8)
(1/8,-5/8)
(25/8816,827761/44080)
(25/8816,-827761/44080)
#
# (a,b,c,d) = (488,1,1,0) and D = 1951:
#
(1/14,-24/7)
(1/14,47/14)
#
# (a,b,c,d) = (4,5,7,2) and D = 1951:
#
#
# (a,b,c,d) = (61,0,2,0) and D = 1952:
#
(50/609,14773/6090)
(50/609,-14773/6090)
#
# (a,b,c,d) = (488,0,1,0) and D = 1952:
#
(25/609,-14773/3045)
(25/609,14773/3045)
#
# (a,b,c,d) = (1,4,0,5) and D = 1955:
#
(-1886/1261,553/1261)
(1,0)
(22/7,-5/7)
(71/263,144/263)
(-1/2,1/2)
#
# (a,b,c,d) = (489,1,1,0) and D = 1955:
#
(1/9,-16/9)
(1/9,5/3)
(25/1041,-33536/5205)
(25/1041,11137/1735)
#
# (a,b,c,d) = (489,0,1,0) and D = 1956:
#
#
# (a,b,c,d) = (490,1,1,0) and D = 1959:
#
(1/28,73/14)
(85849/724360,7210707/6063928)
(14161/163150,5348919/1941485)
(14161/163150,-55174349/19414850)
(1/28,-21/4)
(85849/724360,-138764251/106118740)
#
# (a,b,c,d) = (1,1,8,5) and D = 1959:
#
(1,0)
(134/65,-207/65)
(428/585,-307/585)
(3/13,31/65)
#
# (a,b,c,d) = (2,4,7,0) and D = 1960:
#
(7/11,15/77)
(23548/57761,-15924607/23450966)
(7/11,-43/77)
(23548/57761,10461471/23450966)
#
# (a,b,c,d) = (490,0,1,0) and D = 1960:
#
(1/11,-29/11)
(1/11,29/11)
(3364/57761,13193039/3350138)
(3364/57761,-13193039/3350138)
#
# (a,b,c,d) = (2,2,3,5) and D = 1960:
#
#
# (a,b,c,d) = (1,2,6,11) and D = 1963:
#
(5/6,1/6)
(1,0)
(2,-1)
(289/205,-126/205)
(-191/636,3511/6996)
#
# (a,b,c,d) = (491,1,1,0) and D = 1963:
#
(1/311,5484/311)
(1/311,-5485/311)
(1/17,66/17)
(1/17,-67/17)
#
# (a,b,c,d) = (5,6,7,2) and D = 1964:
#
(3/7,2/7)
(-116751/213500,145237/85400)
#
# (a,b,c,d) = (491,0,1,0) and D = 1964:
#
#
# (a,b,c,d) = (3,1,2,3) and D = 1967:
#
(1/9,2/3)
(1,-1)
(-2/21,5/7)
(-5/33,8/11)
(-538172/1479285,391133/493095)
#
# (a,b,c,d) = (492,1,1,0) and D = 1967:
#
(1/8,1/2)
(9/3952,-248455/11856)
(1/8,-5/8)
(9/3952,62107/2964)
#
# (a,b,c,d) = (3,4,4,4) and D = 1968:
#
(-1,1)
(101/139,-11/139)
#
# (a,b,c,d) = (492,0,1,0) and D = 1968:
#
#
# (a,b,c,d) = (62,2,2,0) and D = 1968:
#
#
# (a,b,c,d) = (19,3,3,0) and D = 1971:
#
#
# (a,b,c,d) = (3,6,6,5) and D = 1971:
#
#
# (a,b,c,d) = (493,1,1,0) and D = 1971:
#
#
# (a,b,c,d) = (2,0,5,3) and D = 1972:
#
#
# (a,b,c,d) = (493,0,1,0) and D = 1972:
#
#
# (a,b,c,d) = (494,1,1,0) and D = 1975:
#
(9/220,-3221/660)
(9/220,1597/330)
(1/10,-23/10)
(1/10,11/5)
#
# (a,b,c,d) = (4,1,5,0) and D = 1975:
#
(1/2,2/5)
(1/2,-1/2)
(9/44,157/165)
(9/44,-131/132)
#
# (a,b,c,d) = (494,0,1,0) and D = 1976:
#
#
# (a,b,c,d) = (495,1,1,0) and D = 1979:
#
#
# (a,b,c,d) = (62,1,2,0) and D = 1980:
#
(1/17,49/17)
(38809/183872,-18982775/18111392)
(1/17,-99/34)
(38809/183872,68285727/72445568)
#
# (a,b,c,d) = (495,0,1,0) and D = 1980:
#
(1/34,197/34)
(1/34,-197/34)
(38809/367744,144216827/72445568)
(38809/367744,-144216827/72445568)
#
# (a,b,c,d) = (496,1,1,0) and D = 1983:
#
(9/652,-16651/1956)
(9/652,4156/489)
#
# (a,b,c,d) = (3,1,5,-1) and D = 1984:
#
(-7/54,-23/18)
(35/58,17/58)
(139/227,-82/227)
(1/2,1/2)
(63/94,11/94)
(-1/3,-2)
(43/102,23/34)
(24787/193094,-159857/193094)
(109/158,-25/158)
(1/2,-1/2)
(31/17,164/17)
(1/2,5/2)
(0,-1)
(380069/317158,2005399/317158)
(-739/538,-3923/538)
(4/11,17/11)
(40833/258106,-205657/258106)
#
# (a,b,c,d) = (1,3,7,13) and D = 1984:
#
(-47/22,21/22)
(17/6,-7/6)
(-7/2,3/2)
(46/79,21/79)
(50/27,-19/27)
(-4/29,13/29)
(252179/193094,-67535/193094)
(164451/129053,-41206/129053)
(-461/34,195/34)
(-1/2,1/2)
(5515/538,-2331/538)
(-41/51,28/51)
(385/454,57/454)
(3/2,-1/2)
(-1409032/158579,596367/158579)
(15/94,37/94)
(1,0)
#
# (a,b,c,d) = (62,0,2,0) and D = 1984:
#
(2/113,-1201/226)
(2/25,123/50)
(1/280,3313/280)
(1/280,-3313/280)
(2/25,-123/50)
(1/4,1/4)
(25/112,-467/560)
(1/4,-1/4)
(289/3296,130977/56032)
(1/8,15/8)
(9/1676,-48517/5028)
(1/20,-63/20)
(13448/54425,3228611/8925700)
(25/112,467/560)
(32/193,-2271/1544)
(441/2360,-62557/49560)
(2/113,1201/226)
(32/193,2271/1544)
(441/2360,62557/49560)
(13448/54425,-3228611/8925700)
(1/20,63/20)
(9/1676,48517/5028)
(1/8,-15/8)
(289/3296,-130977/56032)
#
# (a,b,c,d) = (8,2,4,0) and D = 1984:
#
(1/140,207/35)
(1/10,31/20)
(4/25,119/100)
(1/2,0)
(25/56,171/560)
(4/113,1197/452)
(289/1648,-67945/56032)
(289/1648,7879/7004)
(4/25,-127/100)
(9/838,24245/5028)
(441/1180,3331/6195)
(26896/54425,-5434083/17851400)
(25/56,-37/70)
(9/838,-6068/1257)
(1/4,-1)
(4/113,-1205/452)
(1/10,-8/5)
(1/4,7/8)
(64/193,2015/3088)
(64/193,-2527/3088)
(441/1180,-35909/49560)
(26896/54425,1023139/17851400)
(1/2,-1/4)
(1/140,-1657/280)
#
# (a,b,c,d) = (496,0,1,0) and D = 1984:
#
(1/560,3313/140)
(1/8,-1/2)
(289/6592,-130977/28016)
(1/16,-15/4)
(1/40,-63/10)
(1/40,63/10)
(1/16,15/4)
(289/6592,130977/28016)
(1/560,-3313/140)
(441/4720,62557/24780)
(6724/54425,-3228611/4462850)
(9/3352,-48517/2514)
(441/4720,-62557/24780)
(1/113,-1201/113)
(1/8,1/2)
(25/224,-467/280)
(16/193,2271/772)
(16/193,-2271/772)
(25/224,467/280)
(6724/54425,3228611/4462850)
(1/113,1201/113)
(1/25,123/25)
(9/3352,48517/2514)
(1/25,-123/25)
#
# (a,b,c,d) = (1,1,8,0) and D = 1984:
#
(1,-1/8)
(25/28,171/1120)
(441/590,-35909/99120)
(53792/54425,-5434083/35702800)
(1/5,31/40)
(1/70,207/70)
(8/25,-127/200)
(289/824,7879/14008)
(8/25,119/200)
(1/2,-1/2)
(8/113,1197/904)
(9/419,24245/10056)
(128/193,2015/6176)
(1/2,7/16)
(1,0)
(25/28,-37/140)
(1/70,-1657/560)
(289/824,-67945/112064)
(441/590,3331/12390)
(53792/54425,1023139/35702800)
(9/419,-3034/1257)
(1/5,-4/5)
(8/113,-1205/904)
(128/193,-2527/6176)
#
# (a,b,c,d) = (1,2,0,8) and D = 1984:
#
(1192734/158579,-812665/317158)
(57/227,221/454)
(195/17,-133/34)
(-1,1/2)
(1,0)
(56/51,-13/102)
(-7/3,5/6)
(3,-1)
(-82412/129053,123245/258106)
(26/29,9/58)
(-38/27,31/54)
(21/11,-13/22)
(-67535/96547,46161/96547)
(-2331/269,796/269)
(0,1/2)
(42/79,67/158)
(37/47,13/47)
#
# (a,b,c,d) = (497,1,1,0) and D = 1987:
#
#
# (a,b,c,d) = (2,4,7,7) and D = 1988:
#
(-4,3)
#
# (a,b,c,d) = (497,0,1,0) and D = 1988:
#
(1782225/88174801,-826273300924/117713359335)
(1782225/88174801,826273300924/117713359335)
#
# (a,b,c,d) = (498,1,1,0) and D = 1991:
#
#
# (a,b,c,d) = (498,0,1,0) and D = 1992:
#
#
# (a,b,c,d) = (499,1,1,0) and D = 1995:
#
#
# (a,b,c,d) = (499,0,1,0) and D = 1996:
#
(1/167,2158/167)
(1/167,-2158/167)
#
# (a,b,c,d) = (4,6,7,4) and D = 1996:
#
(22/27,-31/54)
(1,-1)
(11/104,235/416)
(337205815/503717643,-174177977/2014870572)
(177/397,109/397)
#
# (a,b,c,d) = (500,1,1,0) and D = 1999:
#
(49/36080,-1713367/63140)
(1/8,3/8)
(49/36080,1370625/50512)
(1/8,-1/2)
#
# (a,b,c,d) = (2,1,5,4) and D = 1999:
#
(3/4,-1/2)
(-1/4,3/4)
(-997/2259,7925/9036)
(-227/48,1219/192)
(50671/71288,14451/71288)
#
# (a,b,c,d) = (500,0,1,0) and D = 2000:
#
#
# (a,b,c,d) = (3,10,10,0) and D = 2000:
#
#
# (a,b,c,d) = (4,0,5,0) and D = 2000:
#
#
# (a,b,c,d) = (63,2,2,0) and D = 2000:
#
#
# (a,b,c,d) = (501,1,1,0) and D = 2003:
#
(1/237,1216/79)
(1/27,-139/27)
(900/55081,12899521/1652430)
(49/753,19013/5271)
(49/753,-6452/1757)
(1/237,-3649/237)
(1/27,46/9)
(900/55081,-12926521/1652430)
#
# (a,b,c,d) = (1,5,5,8) and D = 2003:
#
(-1710/89,1603/356)
(91/241,90/241)
(-63593190/90404153,180099631/361616612)
(-144781/139975,63433/139975)
(1,0)
(7/5,-1/5)
(0,1/2)
#
# (a,b,c,d) = (501,0,1,0) and D = 2004:
#
#
# (a,b,c,d) = (502,1,1,0) and D = 2007:
#
#
# (a,b,c,d) = (502,0,1,0) and D = 2008:
#
#
# (a,b,c,d) = (503,1,1,0) and D = 2011:
#
#
# (a,b,c,d) = (63,1,2,0) and D = 2012:
#
(1/4,1/8)
(49/219,2321/3066)
(107889769/1649444841,93339942285113/34265567126934)
(1/147,60/7)
(2/23,-109/46)
(1/6,-3/2)
(1368630025/6213504168,371418949709083/459737173390320)
(1/6,17/12)
(8/281,-4715/1124)
(1/147,-2521/294)
(289/200823,-3030360/162571)
(18/91,85/78)
(289/133221,-68768477/4529514)
(1/504,16001/1008)
(9409/54516,2392053/1762684)
(18/91,-649/546)
(25/297,-398/165)
(8/281,4699/1124)
(72/529,10945/6348)
(38809/339781,-135239786/66936857)
(1/4,-1/4)
(10368/41377,71609/851184)
(25/397,-11161/3970)
(25/397,5518/1985)
(338/1403,-20467/36478)
(10368/41377,-1247759/5958288)
(38809/339781,262834199/133873714)
(9409/54516,-2180713/1510872)
(1/9,2)
(1/67,775/134)
(1/9,-37/18)
(289/133221,11460594/754919)
(72/529,-11377/6348)
(107889769/1649444841,-5247810739762/1903642618163)
(1/504,-127/8)
(25/297,7039/2970)
(1368630025/6213504168,-23447300971331/25540954077240)
(1/67,-388/67)
(289/200823,127270207/6827982)
(1/22,145/44)
(5329/22176,-266017/462528)
(338/1403,16073/36478)
(49/219,-444/511)
(2/23,107/46)
(1/22,-73/22)
(5329/22176,81839/179872)
#
# (a,b,c,d) = (2,1,6,-1) and D = 2012:
#
(-2193/26944,-32197/26944)
(777/2204,4267/2204)
(18/59,85/59)
(3/10,11/10)
(3/4,-1/4)
(-208/109,-1293/109)
(4411097/23338444,-17175653/23338444)
(5/4,31/4)
(133/194,-33/97)
(62059/205190,286133/205190)
(-3296652653/1536544796,-20489646449/1536544796)
(1/2,1/2)
(43569/118642,43891/59321)
(471/590,-23/590)
(2289/3200,643/3200)
(1/2,-1/2)
(-206/323,-1299/323)
(-43/136,-295/136)
(117/356,155/178)
(9546067/26420084,19973647/26420084)
(80446/103505,6927/103505)
(36957/46426,-739/46426)
(13927/36320,-21101/36320)
(1/2,3)
(341/472,89/472)
(-3/16,-25/16)
(43/74,29/74)
(7839/10168,433/5084)
(93/974,-821/974)
(127/464,-307/464)
(-511/142,-3175/142)
(0,-1)
(13/20,3/10)
#
# (a,b,c,d) = (1,2,3,10) and D = 2012:
#
(3671/218,-1501/218)
(-1503/551,1261/1102)
(5241/20336,8705/20336)
(19587/46426,18109/46426)
(-813/712,427/712)
(421/136,-169/136)
(11933/41402,87373/207010)
(-237/118,103/118)
(-1/2,1/2)
(4507/142,-1843/142)
(9/160,733/1600)
(3691/646,-1505/646)
(131/116,-45/232)
(37/472,215/472)
(27/59,112/295)
(-39817/20519,87048/102595)
(-11,9/2)
(-17/4,7/4)
(3/4,1/4)
(331/388,67/388)
(3/2,-1/2)
(1,0)
(47199/26944,-17195/26944)
(29086143347/1536544796,-11893149551/1536544796)
(-1/8,19/40)
(6992257/5834611,-3191139/11669222)
(-219777/237284,131351/237284)
(-11/37,18/37)
(9/4,-7/8)
(-25187437/26420084,14759857/26420084)
(639/487,-182/487)
(7723/7264,-3587/36320)
(-3/2,7/10)
#
# (a,b,c,d) = (1,4,3,8) and D = 2012:
#
(19/4,-5/4)
(306915/237284,-44213/237284)
(-1185/974,457/974)
(6789/2204,-1745/2204)
(-58/17,63/68)
(0,1/2)
(8685/23213,9424/23213)
(101227/207010,73519/207010)
(-39/16,11/16)
(-1/2,1/2)
(-2509/71,666/71)
(-1543/2270,8757/18160)
(31/40,7/40)
(273/118,-67/118)
(10437/20336,6973/20336)
(49/4,-13/4)
(38/59,63/236)
(-4087/218,1085/218)
(-3087/1684,7501/13472)
(2109/3200,823/3200)
(1,0)
(-65/388,199/388)
(9/5,-2/5)
(-3/2,1/2)
(-23557931/23338444,10793375/23338444)
(201/590,247/590)
(-397/464,217/464)
(1047/712,-193/712)
(460229/205190,-112037/205190)
(-4103/646,1093/646)
(65/74,7/74)
(-8095699000/384136199,4298248449/768272398)
(8683376/6605021,-2606895/13210042)
#
# (a,b,c,d) = (503,0,1,0) and D = 2012:
#
(4/281,4707/562)
(1/1008,32003/1008)
(49/438,4985/3066)
(1/23,108/23)
(1/8,-3/8)
(1/18,-73/18)
(5329/44352,3335221/3237696)
(25/794,-22197/3970)
(1/12,-35/12)
(5184/41377,874511/2979144)
(9/91,622/273)
(1/44,291/44)
(9/91,-622/273)
(5184/41377,-874511/2979144)
(1368630025/12427008336,-793470367193041/459737173390320)
(25/794,22197/3970)
(5329/44352,-3335221/3237696)
(1/18,73/18)
(1/294,5041/294)
(169/1403,-18270/18239)
(1/8,3/8)
(1368630025/12427008336,793470367193041/459737173390320)
(36/529,-11161/3174)
(1/1008,-32003/1008)
(49/438,-4985/3066)
(1/23,-108/23)
(38809/679562,-533313771/133873714)
(289/401646,-254545327/6827982)
(289/266442,-137532041/4529514)
(1/44,-291/44)
(9409/109032,-29617309/10576104)
(107889769/3298889682,187800535600829/34265567126934)
(1/134,-1551/134)
(1/134,1551/134)
(36/529,11161/3174)
(4/281,-4707/562)
(25/594,14203/2970)
(107889769/3298889682,-187800535600829/34265567126934)
(25/594,-14203/2970)
(1/12,35/12)
(289/266442,137532041/4529514)
(289/401646,254545327/6827982)
(1/294,-5041/294)
(38809/679562,533313771/133873714)
(9409/109032,29617309/10576104)
(169/1403,18270/18239)
#
# (a,b,c,d) = (504,1,1,0) and D = 2015:
#
#
# (a,b,c,d) = (63,0,2,0) and D = 2016:
#
(200/4761,-109247/31740)
(200/4761,109247/31740)
(2/9,5/6)
(2/9,-5/6)
#
# (a,b,c,d) = (19,2,3,0) and D = 2016:
#
(1/3,4/9)
(100/1587,-36749/15870)
(1/3,-2/3)
(100/1587,108247/47610)
#
# (a,b,c,d) = (3,4,6,0) and D = 2016:
#
(2/3,1/18)
(200/1587,105247/95220)
(2/3,-1/2)
(200/1587,-12583/10580)
#
# (a,b,c,d) = (504,0,1,0) and D = 2016:
#
(1/9,5/3)
(1/9,-5/3)
(100/4761,-109247/15870)
(100/4761,109247/15870)
#
# (a,b,c,d) = (505,1,1,0) and D = 2019:
#
(36/745,19639/4470)
(36/745,-3971/894)
#
# (a,b,c,d) = (505,0,1,0) and D = 2020:
#
#
# (a,b,c,d) = (1,2,7,11) and D = 2023:
#
(-32/9,19/9)
(-111/47,67/47)
(1,0)
(12/217,95/217)
(17/11,-9/11)
#
# (a,b,c,d) = (506,1,1,0) and D = 2023:
#
(1/8,1/4)
(25/716,18889/3580)
(9/172,2159/516)
(1/8,-3/8)
(25/716,-9507/1790)
(9/172,-1093/258)
(29584/460097,-26626659/7194244)
(25/36464,3481469/91160)
(29584/460097,287804801/79136684)
(25/36464,-6963063/182320)
#
# (a,b,c,d) = (506,0,1,0) and D = 2024:
#
(1/675,-17537/675)
(1/675,17537/675)
#
# (a,b,c,d) = (507,1,1,0) and D = 2027:
#
#
# (a,b,c,d) = (3,12,13,0) and D = 2028:
#
#
# (a,b,c,d) = (3,1,3,3) and D = 2028:
#
#
# (a,b,c,d) = (507,0,1,0) and D = 2028:
#
#
# (a,b,c,d) = (508,1,1,0) and D = 2031:
#
#
# (a,b,c,d) = (508,0,1,0) and D = 2032:
#
(1/8,-1/4)
(1/8,1/4)
(49729/404276,30005929/45076774)
(1/2288,-54721/1144)
(1/284,-2393/142)
(1/284,2393/142)
(154449/16157752,-32467215577/3174998268)
(9/76,-131/114)
(1/2288,54721/1144)
(9/76,131/114)
(154449/16157752,32467215577/3174998268)
(49729/404276,-30005929/45076774)
#
# (a,b,c,d) = (8,1,4,0) and D = 2032:
#
(9/19,-79/228)
(9/19,13/57)
(1/2,-1/8)
(1/2,0)
(1/71,-1197/284)
(1/572,1710/143)
(49729/101069,-5136937/22538387)
(1/71,299/71)
(1/572,-27361/2288)
(49729/101069,9458181/90153548)
(154449/4039438,-16263957017/6349996536)
(154449/4039438,2025407320/793749567)
#
# (a,b,c,d) = (64,2,2,0) and D = 2032:
#
(154449/8078876,4050814640/793749567)
(9/38,-79/114)
(1/1144,3420/143)
(1/1144,-27361/1144)
(1/142,598/71)
(1/142,-1197/142)
(1/4,-1/4)
(1/4,0)
(9/38,26/57)
(154449/8078876,-16263957017/3174998268)
(49729/202138,9458181/45076774)
(49729/202138,-10273874/22538387)
#
# (a,b,c,d) = (509,1,1,0) and D = 2035:
#
#
# (a,b,c,d) = (2,2,7,2) and D = 2036:
#
(23/19,-75/19)
(1/2,-3/4)
(1/5,3/5)
(28979/37300,3207/74600)
#
# (a,b,c,d) = (509,0,1,0) and D = 2036:
#
(9/73,-134/219)
(9/73,134/219)
(2304/28993,4259809/1391664)
(2304/28993,-4259809/1391664)
#
# (a,b,c,d) = (1,2,5,11) and D = 2039:
#
(-2,1)
(83/67,-26/67)
(289/223,-99/223)
(-8/13,7/13)
(285/277,-13/277)
(1,0)
#
# (a,b,c,d) = (510,1,1,0) and D = 2039:
#
(1/8,-1/4)
(4/249,1307/166)
(49/590,-1223/413)
(1/8,1/8)
(4/249,-3929/498)
(49/590,11887/4130)
(1/4080,260609/4080)
(1/4080,-511/8)
#
# (a,b,c,d) = (510,0,1,0) and D = 2040:
#
#
# (a,b,c,d) = (19,1,3,0) and D = 2043:
#
(4/11,-23/66)
(4/11,5/22)
#
# (a,b,c,d) = (511,1,1,0) and D = 2043:
#
(4/33,-61/66)
(4/33,53/66)
#
# (a,b,c,d) = (64,1,2,0) and D = 2044:
#
(1/4,-1/8)
(1/4600,27576/575)
(1/4,0)
(1/4600,-441217/9200)
#
# (a,b,c,d) = (511,0,1,0) and D = 2044:
#
(1/9200,882433/9200)
(1/8,-1/8)
(1/8,1/8)
(1/9200,-882433/9200)
#
# (a,b,c,d) = (512,1,1,0) and D = 2047:
#
(1/8,0)
(1/64,511/64)
(49/568,10921/3976)
(1/8,-1/8)
(1/64,-8)
(1/36848,442080/2303)
(49/568,-1408/497)
(64/721,-15769/5768)
(64/721,15257/5768)
(1/36848,-7073281/36848)
#
# (a,b,c,d) = (1,0,7,5) and D = 2047:
#
(2/3,1/3)
(-337/191,507/191)
(-2,3)
(-4727/17097,12824/17097)
(1,-7/5)
(1,0)
#
# (a,b,c,d) = (3,8,8,0) and D = 2048:
#
(1,-1/2)
#
# (a,b,c,d) = (512,0,1,0) and D = 2048:
#
(1/8,0)
#
# (a,b,c,d) = (9,4,4,0) and D = 2048:
#
(1/2,-1/4)
#
# (a,b,c,d) = (64,0,2,0) and D = 2048:
#
(1/4,0)
#
# (a,b,c,d) = (1,0,8,0) and D = 2048:
#
(1,0)
#
# (a,b,c,d) = (8,0,4,0) and D = 2048:
#
(1/2,0)
#
# (a,b,c,d) = (4,1,5,1) and D = 2051:
#
(0,1)
(296/713,-591/713)
(33565/88111,-124239/88111)
(189/391,157/391)
(49/74,-118/37)
(63/202,62/101)
(-1406/791,6985/791)
(31/49,-3/49)
(198/313,-17/313)
(10188839/16196576,-573603/4049144)
(-1,5)
(370055/925298,-747426/462649)
(7/16,-3/4)
#
# (a,b,c,d) = (513,1,1,0) and D = 2051:
#
(1/15,-18/5)
(529/7065,-59127/18055)
(1/39,-81/13)
(81796/7798569,-382166199/39129662)
(529/7065,519976/162495)
(49/393,440/2751)
(64/513,-1025/4104)
(1/471585,323847071/471585)
(4356/66025,-832123/229350)
(3364/35625,4971311/2066250)
(1/39,242/39)
(49/393,-261/917)
(1/471585,-107949024/157195)
(1/15,53/15)
(64/513,1/8)
(1444/46041,-3276027/583186)
(81796/7798569,21760079687/2230390734)
(1444/46041,9773209/1749558)
(3364/35625,-90639/36250)
(4356/66025,15522841/4357650)
#
# (a,b,c,d) = (2,3,6,6) and D = 2052:
#
(-1,1)
(31999/35696,-6217/17848)
(7/8,-1/4)
#
# (a,b,c,d) = (513,0,1,0) and D = 2052:
#
(25/201,-108/335)
(25/201,108/335)
#
# (a,b,c,d) = (19,0,3,0) and D = 2052:
#
(25/67,-36/335)
(25/67,36/335)
#
# (a,b,c,d) = (514,1,1,0) and D = 2055:
#
#
# (a,b,c,d) = (514,0,1,0) and D = 2056:
#
#
# (a,b,c,d) = (515,1,1,0) and D = 2059:
#
#
# (a,b,c,d) = (2,5,6,7) and D = 2060:
#
(-1181/1424,473/712)
(5/4,-1/2)
(-2/5,3/5)
(2,-1)
(-95443/147160,46551/73580)
#
# (a,b,c,d) = (515,0,1,0) and D = 2060:
#
(16/129,193/516)
(121/1059,16592/11649)
(1/171,-2236/171)
(121/1059,-16592/11649)
(1/171,2236/171)
(16/129,-193/516)
#
# (a,b,c,d) = (3,2,5,3) and D = 2063:
#
#
# (a,b,c,d) = (516,1,1,0) and D = 2063:
#
#
# (a,b,c,d) = (1,4,6,12) and D = 2064:
#
(-52201/37559,20502/37559)
(65/59,-9/118)
(-1,1/2)
(-71/138,133/276)
(-273457/13708,166483/27416)
(92983/156791,40048/156791)
(461/86,-279/172)
(19/24,7/48)
(-319/471,229/471)
(1625/591,-473/591)
(2403378617/15978793,-731516506/15978793)
(-395/54,241/108)
(1,0)
(23,-7)
(41/31,-7/31)
(-13/3,4/3)
(19/254,215/508)
#
# (a,b,c,d) = (65,2,2,0) and D = 2064:
#
(13448/82225,-4215803/2696980)
(12923528/11707399777,1266716393335551/59520420466268)
(9/6965,82202/4179)
(2/13,3/2)
(1/209,-2137/209)
(3528/40945,-1652123/687876)
(1/5,-6/5)
(3042/57925,2751451/903630)
(9/77,-466/231)
(3042/57925,-13994531/4518150)
(3528/40945,7964263/3439380)
(25/437,-6483/2185)
(32/145,-219/232)
(1/5,1)
(81/329,-1181/2961)
(2/181,-2437/362)
(1/209,2136/209)
(9/77,439/231)
(12923528/11707399777,-1266782096551903/59520420466268)
(2/181,2433/362)
(9/6965,-411037/20895)
(25/437,6358/2185)
(81/329,452/2961)
(32/145,839/1160)
(2/13,-43/26)
(13448/82225,1451811/1037300)
#
# (a,b,c,d) = (1,4,1,6) and D = 2064:
#
(53/9,-77/54)
(49/127,117/254)
(-1/4,13/24)
(-55/62,27/62)
(-3866411629/31957586,940345605/31957586)
(-185/43,91/86)
(259/314,139/942)
(-12887/313582,173079/313582)
(-1/2,1/2)
(93205/75118,-11197/75118)
(-37/2,9/2)
(17/23,31/138)
(-37/59,28/59)
(-857/394,679/1182)
(1,0)
(109985/6854,-53487/13708)
(7/2,-5/6)
#
# (a,b,c,d) = (516,0,1,0) and D = 2064:
#
(16/145,967/580)
(6724/82225,-19976279/6742450)
(1/418,4273/209)
(1764/40945,8112439/1719690)
(9/154,905/231)
(1/13,41/13)
(1/10,11/5)
(81/658,1633/2961)
(25/874,-12841/2185)
(1/181,2435/181)
(1/13,-41/13)
(1764/40945,-8112439/1719690)
(6724/82225,19976279/6742450)
(16/145,-967/580)
(6461764/11707399777,-1266749244943727/29760210233134)
(1521/57925,13875893/2259075)
(1521/57925,-13875893/2259075)
(9/13930,-822047/20895)
(25/874,12841/2185)
(81/658,-1633/2961)
(1/10,-11/5)
(9/154,-905/231)
(1/418,-4273/209)
(9/13930,822047/20895)
(1/181,-2435/181)
(6461764/11707399777,1266749244943727/29760210233134)
#
# (a,b,c,d) = (517,1,1,0) and D = 2067:
#
#
# (a,b,c,d) = (517,0,1,0) and D = 2068:
#
(5625/71461,16520084/5359575)
(5625/71461,-16520084/5359575)
#
# (a,b,c,d) = (4,3,4,-1) and D = 2068:
#
(0,-1)
(225/344,-11/86)
#
# (a,b,c,d) = (2,3,5,6) and D = 2071:
#
(1171/2266,1457/4532)
(1/2,1/3)
(307/304,-157/304)
(1,-1/2)
(-12691/914,9589/914)
#
# (a,b,c,d) = (518,1,1,0) and D = 2071:
#
(1/20,43/10)
(29929/242840,9197831/21005660)
(1/20,-87/20)
(29929/242840,-23573379/42011320)
#
# (a,b,c,d) = (518,0,1,0) and D = 2072:
#
#
# (a,b,c,d) = (1,0,8,1) and D = 2075:
#
(0,1)
(-1/23,26/23)
(1,-8)
(4553/9353,4220/9353)
(15896/24125,-9219/24125)
(469/685,234/685)
(13/46,-93/46)
(3925/4028,-397/4028)
(2/5,-3/5)
(37/157,-206/157)
(19/80,-91/80)
(-2/13,21/13)
(232830/910159,553879/910159)
(1/2,-1/2)
(1347876/4641377,-3714751/4641377)
(-7501/73124,99525/73124)
(1,0)
(62675/66203,9278/66203)
(2394/2515,-341/2515)
(109/134,35/134)
(5/8,3/8)
#
# (a,b,c,d) = (519,1,1,0) and D = 2075:
#
(1/11,-29/11)
(1/21,-94/21)
(1/9,-5/3)
(97969/2792141,-4628345750/873940133)
(400/13361,-1537609/267220)
(144/1921,73567/23052)
(1/4809,-333490/4809)
(63504/1523929,-1853607421/384030108)
(1/51,121/17)
(1849/161711,64964368/6953573)
(4/1769,-74407/3538)
(4/1769,74399/3538)
(25/2921,-157906/14605)
(4/41,185/82)
(1/51,-364/51)
(841/43911,9172552/1273419)
(25/2921,157781/14605)
(64/521,-2587/4168)
(1/4809,111163/1603)
(4/41,-193/82)
(361/6699,-176333/42427)
(361/6699,522140/127281)
(10609/91959,4010899/3157259)
(1/9,14/9)
(144/1921,-75295/23052)
(1/11,28/11)
(1/29,154/29)
(1849/161711,-65043875/6953573)
(25/851,24599/4255)
(63504/1523929,1837604413/384030108)
(1/21,31/7)
(25/851,-24724/4255)
(97969/2792141,4597681453/873940133)
(400/13361,1529609/267220)
(10609/91959,-13125424/9471777)
(64/521,2075/4168)
(841/43911,-3065647/424473)
(1/29,-155/29)
#
# (a,b,c,d) = (3,2,6,1) and D = 2075:
#
(0,1)
(39/64,-29/64)
(37/54,-5/18)
(21/47,20/47)
(7/12,1/4)
(111/2561,2354/2561)
(-939/1118,5441/1118)
(1/3,-4/3)
(872/2067,-1597/2067)
(-35/6,67/2)
(31/9,-178/9)
(21/59,-58/59)
(2/3,-1/3)
(3/4,-17/4)
(11268/15943,-2273/15943)
(-13/129,160/129)
#
# (a,b,c,d) = (1,4,2,7) and D = 2075:
#
(-152/77,43/77)
(759/716,-31/716)
(2777/13904,6799/13904)
(4,-1)
(-53/19,14/19)
(-1/2,1/2)
(435/194,-709/1358)
(-3971/6901,3374/6901)
(75/8,-19/8)
(-167/121,56/121)
(-27341780/64513531,32921477/64513531)
(-3/4,13/28)
(-260797/39347,66348/39347)
(4/347,181/347)
(5105/4169,-602/4169)
(34/77,31/77)
(41555/34196,-4763/34196)
(1,0)
(25/49,18/49)
(905/1034,103/1034)
(8247/5258,-11041/36806)
(974/43,-247/43)
(-674/1001,475/1001)
#
# (a,b,c,d) = (1,1,7,8) and D = 2075:
#
(2519/9139,3860/9139)
(223/239,-97/239)
(8041/8003,-5629/8003)
(0,1/2)
(-1,1)
(-57829/17719,51799/17719)
(-1359/1591,11425/12728)
(343/353,-95/353)
(-282289/57319,252104/57319)
(90/191,277/764)
(2,-7/4)
(245/271,38/271)
(16/17,-19/34)
(936/137,-1669/274)
(1,0)
(-245/419,307/419)
(67/71,7/71)
(43/31,-36/31)
(-1687/961,1544/961)
(43/17,-38/17)
(8966/31411,52715/125644)
(-520681/2609449,1469390/2609449)
#
# (a,b,c,d) = (65,1,2,0) and D = 2076:
#
(8/505,-2271/404)
(8/505,11339/2020)
#
# (a,b,c,d) = (519,0,1,0) and D = 2076:
#
(4/505,11347/1010)
(4/505,-11347/1010)
#
# (a,b,c,d) = (20,3,3,0) and D = 2079:
#
(1/26,-77/26)
(1/26,38/13)
(7803/51220,-2946881/1959165)
(7803/51220,2118733/1567332)
#
# (a,b,c,d) = (1,3,0,7) and D = 2079:
#
(2/3,1/3)
(1,0)
(943/573,-217/573)
#
# (a,b,c,d) = (520,1,1,0) and D = 2079:
#
(2601/51220,-562846/130611)
(1/78,-53/6)
(1/78,344/39)
(2601/51220,855713/200940)
#
# (a,b,c,d) = (1,1,6,9) and D = 2079:
#
(1,-1/3)
(1,0)
(242/191,-153/191)
#
# (a,b,c,d) = (65,0,2,0) and D = 2080:
#
#
# (a,b,c,d) = (520,0,1,0) and D = 2080:
#
#
# (a,b,c,d) = (521,1,1,0) and D = 2083:
#
#
# (a,b,c,d) = (521,0,1,0) and D = 2084:
#
#
# (a,b,c,d) = (522,1,1,0) and D = 2087:
#
(25/654,16417/3270)
(25/654,-2757/545)
#
# (a,b,c,d) = (522,0,1,0) and D = 2088:
#
#
# (a,b,c,d) = (523,1,1,0) and D = 2091:
#
#
# (a,b,c,d) = (4,5,7,3) and D = 2091:
#
(-2,11/3)
#
# (a,b,c,d) = (2,4,8,7) and D = 2092:
#
(10/11,-3/11)
(-1,1)
(1667650/1733699,-835707/1733699)
#
# (a,b,c,d) = (523,0,1,0) and D = 2092:
#
(49/403,1980/2821)
(49/403,-1980/2821)
#
# (a,b,c,d) = (524,1,1,0) and D = 2095:
#
(2209/35306,3070970/829691)
(2209/35306,-6245763/1659382)
#
# (a,b,c,d) = (524,0,1,0) and D = 2096:
#
(4/33,49/66)
(38416/10039425,-31809503039/1967727300)
(1/45,301/45)
(49/813,-21811/5691)
(4/33,-49/66)
(49/813,21811/5691)
(1/45,-301/45)
(38416/10039425,31809503039/1967727300)
#
# (a,b,c,d) = (66,2,2,0) and D = 2096:
#
(8/33,-65/132)
(76832/10039425,963467999/119256200)
(98/813,-7499/3794)
(8/33,1/4)
(98/813,21125/11382)
(2/45,299/90)
(2/45,-101/30)
(76832/10039425,-31824562111/3935454600)
#
# (a,b,c,d) = (4,8,8,5) and D = 2096:
#
(1,-3/5)
(-6,5)
(2504/8717,17013/43585)
(52/95,11/95)
(42558/14135,-35117/14135)
(-1,1)
#
# (a,b,c,d) = (525,1,1,0) and D = 2099:
#
#
# (a,b,c,d) = (525,0,1,0) and D = 2100:
#
#
# (a,b,c,d) = (5,4,5,0) and D = 2100:
#
#
# (a,b,c,d) = (526,1,1,0) and D = 2103:
#
#
# (a,b,c,d) = (526,0,1,0) and D = 2104:
#
#
# (a,b,c,d) = (2,2,7,3) and D = 2104:
#
(2/3,-11/9)
#
# (a,b,c,d) = (527,1,1,0) and D = 2107:
#
#
# (a,b,c,d) = (66,1,2,0) and D = 2108:
#
(8/33,13/44)
(8/33,-5/12)
#
# (a,b,c,d) = (527,0,1,0) and D = 2108:
#
(4/33,47/66)
(4/33,-47/66)
#
# (a,b,c,d) = (528,1,1,0) and D = 2111:
#
#
# (a,b,c,d) = (528,0,1,0) and D = 2112:
#
#
# (a,b,c,d) = (66,0,2,0) and D = 2112:
#
#
# (a,b,c,d) = (529,1,1,0) and D = 2115:
#
#
# (a,b,c,d) = (1,1,8,6) and D = 2116:
#
(1,0)
(7/4,-9/4)
(-109661/141784,160659/141784)
#
# (a,b,c,d) = (529,0,1,0) and D = 2116:
#
(9/85,-478/255)
(9/85,478/255)
#
# (a,b,c,d) = (530,1,1,0) and D = 2119:
#
#
# (a,b,c,d) = (530,0,1,0) and D = 2120:
#
#
# (a,b,c,d) = (531,1,1,0) and D = 2123:
#
(64/537,3709/4296)
(64/537,-1407/1432)
#
# (a,b,c,d) = (20,2,3,0) and D = 2124:
#
#
# (a,b,c,d) = (531,0,1,0) and D = 2124:
#
#
# (a,b,c,d) = (532,1,1,0) and D = 2127:
#
(81/952,3389/1224)
(81/952,-6113/2142)
#
# (a,b,c,d) = (532,0,1,0) and D = 2128:
#
#
# (a,b,c,d) = (67,2,2,0) and D = 2128:
#
#
# (a,b,c,d) = (533,1,1,0) and D = 2131:
#
(16/689,17993/2756)
(16/689,-1389/212)
#
# (a,b,c,d) = (533,0,1,0) and D = 2132:
#
(1/9,-14/9)
(1/9,14/9)
#
# (a,b,c,d) = (2,2,-1,4) and D = 2132:
#
#
# (a,b,c,d) = (534,1,1,0) and D = 2135:
#
#
# (a,b,c,d) = (534,0,1,0) and D = 2136:
#
(9/703,18629/2109)
(9/703,-18629/2109)
#
# (a,b,c,d) = (535,1,1,0) and D = 2139:
#
#
# (a,b,c,d) = (535,0,1,0) and D = 2140:
#
(1/2156,100109/2156)
(2209/24584,-3015133/1155448)
(7569/95116,-25070491/8275092)
(1/2156,-100109/2156)
(1/14,-47/14)
(1/14,47/14)
(2209/24584,3015133/1155448)
(7569/95116,25070491/8275092)
#
# (a,b,c,d) = (67,1,2,0) and D = 2140:
#
(1/7,-12/7)
(2209/12292,1455655/1155448)
(7569/47558,6102997/4137546)
(2209/12292,-779739/577724)
(1/7,23/14)
(1/1078,-50055/2156)
(7569/47558,-12864497/8275092)
(1/1078,25027/1078)
#
# (a,b,c,d) = (536,1,1,0) and D = 2143:
#
#
# (a,b,c,d) = (67,0,2,0) and D = 2144:
#
#
# (a,b,c,d) = (536,0,1,0) and D = 2144:
#
#
# (a,b,c,d) = (537,1,1,0) and D = 2147:
#
#
# (a,b,c,d) = (3,1,4,-2) and D = 2148:
#
(-1/18,-5/6)
(3/16,-11/16)
(1/2,-1/2)
(-1259/3020,-3853/3020)
#
# (a,b,c,d) = (537,0,1,0) and D = 2148:
#
(4/553,13003/1106)
(4/553,-13003/1106)
(16/721,19303/2884)
(16/721,-19303/2884)
#
# (a,b,c,d) = (3,2,5,-1) and D = 2151:
#
(279/421,44/421)
(-77/321,-530/321)
(2369/3357,-643/3357)
(-9455/6319,-51769/6319)
(1/3,1)
(19808/43719,-8461/14573)
(185/417,233/417)
(14/27,11/27)
(931/1417,170/1417)
(1/3,-2/3)
(-1521/40657,-43399/40657)
(2/3,-1/3)
(-1517/3447,-8777/3447)
(21545/43731,-8002/14577)
(1141/1629,-59/1629)
(-151/291,-856/291)
(148/19,809/19)
(3686/8769,5381/8769)
(16/27,85/27)
(271/723,-461/723)
(954118/2906679,3489799/2906679)
(1/3,4/3)
(34983/54481,8585/54481)
(13/7,71/7)
(0,-1)
#
# (a,b,c,d) = (1,2,9,9) and D = 2151:
#
(45551/43731,-26467/131193)
(1/9,4/9)
(-16/139,217/417)
(42314/6319,-112993/18957)
(45191/43719,-30958/131157)
(244/241,-217/723)
(400/543,341/1629)
(1004/1119,361/3357)
(761/1417,1271/4251)
(-1,1)
(151/107,-379/321)
(235/97,-207/97)
(41878/40657,-88319/121971)
(-845227/968893,881524/968893)
(1,-1/3)
(-661/19,1766/57)
(26398/54481,52153/163443)
(-565/2923,4816/8769)
(-23/9,62/27)
(235/421,367/1263)
(2420/1149,-2119/1149)
(1,-2/3)
(-2/3,7/9)
(1,0)
(-58/7,155/21)
#
# (a,b,c,d) = (20,1,3,0) and D = 2151:
#
(4/11,3/22)
(3/10,2/3)
(1/254,-3506/381)
(4/27,77/54)
(1681/47144,4421797/1449678)
(529/2680,-3787/3082)
(256/1675,-23297/16080)
(131044/21512251,57598022011/7787434862)
(1/24,-17/6)
(1/24,203/72)
(75/1054,16954/7905)
(1/254,2337/254)
(25/68,3/85)
(35643/112984,-6297389/9236442)
(27/58078,6998198/261351)
(1/30,142/45)
(961/7018,325679/217558)
(48/505,2231/1212)
(1/4,-1)
(256/1675,37463/26800)
(2116/105835,-11935877/2921046)
(48/505,-11347/6060)
(529/2680,215053/184920)
(35643/112984,21304469/36945768)
(27/58078,-13996477/522702)
(1681/47144,-5918703/1932904)
(5547/53020,597457/341979)
(25/68,-161/1020)
(3/10,-23/30)
(2116/105835,19860683/4868410)
(1/30,-19/6)
(4/11,-17/66)
(961/7018,-503414/326337)
(75/1054,-34283/15810)
(4/27,-239/162)
(1/4,11/12)
(131044/21512251,-172841503961/23362304586)
(5547/53020,-12187661/6839580)
#
# (a,b,c,d) = (1,2,1,9) and D = 2151:
#
(51/181,247/543)
(-5/3,2/3)
(183/373,455/1119)
(-271/21,97/21)
(2/3,1/3)
(235/241,9/241)
(-1982/2923,1417/2923)
(-3088/57,1105/57)
(227/107,-76/107)
(4/3,-1/3)
(11197/3447,-3937/3447)
(-83/139,67/139)
(643/163443,78551/163443)
(-4335026/2906679,1799345/2906679)
(197621/18957,-70679/18957)
(1,0)
(1091/291,-386/291)
(121340/131157,14233/131157)
(-10/27,13/27)
(-4,13/9)
(103/1263,602/1263)
(172075/121971,-46441/121971)
(251/4251,2032/4251)
(-11/9,5/9)
(117569/131193,19084/131193)
#
# (a,b,c,d) = (538,1,1,0) and D = 2151:
#
(2116/317505,-178940819/14605230)
(1681/141432,53130485/5798712)
(1/762,-21035/762)
(9/58078,13996423/174234)
(11881/112984,-23894527/12315256)
(961/21054,1480451/326337)
(961/21054,-2990693/652674)
(4/33,35/66)
(25/1054,-17079/2635)
(25/204,-179/510)
(4/81,-709/162)
(1/90,-427/45)
(1/10,21/10)
(25/1054,34033/5270)
(16/505,11219/2020)
(11881/112984,11299749/6157628)
(1/762,10517/381)
(4/33,-43/66)
(131044/64536753,518429636027/23362304586)
(256/5025,-345359/80400)
(529/8040,-669493/184920)
(25/204,233/1020)
(1/90,853/90)
(16/505,-11283/2020)
(9/58078,-6998225/87117)
(1/12,-35/12)
(529/8040,328663/92460)
(131044/64536753,-518477073955/23362304586)
(1/10,-11/5)
(1/72,-611/72)
(1/12,17/6)
(1849/53020,-6054077/1139930)
(1/72,305/36)
(1849/53020,12028647/2279860)
(4/81,701/162)
(2116/317505,178843483/14605230)
(1681/141432,-26599703/2899356)
(256/5025,341263/80400)
#
# (a,b,c,d) = (538,0,1,0) and D = 2152:
#
#
# (a,b,c,d) = (1,3,1,8) and D = 2155:
#
(7/9,2/9)
(371/47,-109/47)
(-40291/42935,19943/42935)
(-73213/44447,24963/44447)
(11/5,-3/5)
(1,0)
(0,1/2)
(607/1417,4809/11336)
#
# (a,b,c,d) = (539,1,1,0) and D = 2155:
#
(2809/23579,-1155248/1249687)
(1/19,-80/19)
(1/41,261/41)
(46225/527189,300493863/113345635)
(46225/527189,-310432238/113345635)
(2809/23579,1006371/1249687)
(4/721,2765/206)
(1/41,-262/41)
(4/721,-19363/1442)
(1/19,79/19)
#
# (a,b,c,d) = (1,0,8,2) and D = 2156:
#
(1,0)
(1,-4)
#
# (a,b,c,d) = (539,0,1,0) and D = 2156:
#
(16/137,-603/548)
(16/137,603/548)
#
# (a,b,c,d) = (1,5,4,7) and D = 2159:
#
(1,0)
(64/259,117/259)
#
# (a,b,c,d) = (540,1,1,0) and D = 2159:
#
(1521/60490,-2968607/471822)
(1521/60490,7391858/1179555)
#
# (a,b,c,d) = (20,0,3,0) and D = 2160:
#
#
# (a,b,c,d) = (4,6,6,0) and D = 2160:
#
#
# (a,b,c,d) = (2,9,12,0) and D = 2160:
#
#
# (a,b,c,d) = (2,0,6,2) and D = 2160:
#
#
# (a,b,c,d) = (540,0,1,0) and D = 2160:
#
#
# (a,b,c,d) = (9,3,4,0) and D = 2160:
#
#
# (a,b,c,d) = (68,2,2,0) and D = 2160:
#
#
# (a,b,c,d) = (541,1,1,0) and D = 2163:
#
#
# (a,b,c,d) = (541,0,1,0) and D = 2164:
#
#
# (a,b,c,d) = (3,5,6,5) and D = 2167:
#
(377/511,-44/511)
(-1,1)
#
# (a,b,c,d) = (542,1,1,0) and D = 2167:
#
#
# (a,b,c,d) = (4,1,4,2) and D = 2168:
#
(53441/86536,1999/21634)
(-1/4,1)
#
# (a,b,c,d) = (542,0,1,0) and D = 2168:
#
#
# (a,b,c,d) = (543,1,1,0) and D = 2171:
#
#
# (a,b,c,d) = (543,0,1,0) and D = 2172:
#
#
# (a,b,c,d) = (68,1,2,0) and D = 2172:
#
#
# (a,b,c,d) = (5,7,8,3) and D = 2175:
#
(-1,2)
#
# (a,b,c,d) = (544,1,1,0) and D = 2175:
#
#
# (a,b,c,d) = (544,0,1,0) and D = 2176:
#
(121/1169,-25175/12859)
(121/1169,25175/12859)
#
# (a,b,c,d) = (68,0,2,0) and D = 2176:
#
(242/1169,-25175/25718)
(242/1169,25175/25718)
#
# (a,b,c,d) = (545,1,1,0) and D = 2179:
#
#
# (a,b,c,d) = (545,0,1,0) and D = 2180:
#
#
# (a,b,c,d) = (1,3,2,9) and D = 2183:
#
(445/211,-126/211)
(103/33,-31/33)
(-727/7463,3627/7463)
(8/9,1/9)
(2/15,7/15)
(1,0)
#
# (a,b,c,d) = (546,1,1,0) and D = 2183:
#
(1521/28222,-2281873/550329)
(36/1417,52993/8502)
(36/1417,-4093/654)
(1521/28222,4504427/1100658)
(1/728,1403/52)
(1/26,-131/26)
(7569/63388,3918563/5514756)
(1/728,-1511/56)
(1/26,5)
(7569/63388,-176041/212106)
#
# (a,b,c,d) = (546,0,1,0) and D = 2184:
#
(20164/341377,-187901953/48475534)
(1/43,-281/43)
(16641/138475,-11797703/17863275)
(20164/341377,187901953/48475534)
(16641/138475,11797703/17863275)
(1/43,281/43)
(315844/3606625,-5450761681/2026923250)
(315844/3606625,5450761681/2026923250)
#
# (a,b,c,d) = (2,2,7,1) and D = 2184:
#
(0,1)
(43/84,31/84)
(387/614,-289/614)
(301/26,-2031/26)
#
# (a,b,c,d) = (21,3,3,0) and D = 2187:
#
(1/3,-2/3)
(12/73,-631/438)
(1369/7329,-362825/271173)
(1369/7329,44596/38739)
(1/21,55/21)
(12/73,559/438)
(1/3,1/3)
(1/21,-8/3)
#
# (a,b,c,d) = (1,3,9,0) and D = 2187:
#
(1369/2443,87173/271173)
(36/73,-703/1314)
(1/7,6/7)
(36/73,487/1314)
(1369/2443,-45942/90391)
(1/7,-19/21)
(1,-1/3)
(1,0)
#
# (a,b,c,d) = (1,3,3,10) and D = 2187:
#
(27/17,-7/17)
(-1,1/2)
(-3,1)
(27887/3652,-90391/36520)
(1/2,7/20)
(1,0)
(1357/271,-438/271)
#
# (a,b,c,d) = (547,1,1,0) and D = 2187:
#
(1369/21987,3012160/813519)
(1/63,499/63)
(4/73,-599/146)
(4/73,591/146)
(1/63,-500/63)
(1/9,-14/9)
(1369/21987,-3062813/813519)
(1/9,13/9)
#
# (a,b,c,d) = (3,9,9,0) and D = 2187:
#
(1/7,17/21)
(1369/2443,36520/271173)
(36/73,271/1314)
(1369/2443,-188479/271173)
(1/7,-20/21)
(1,-1/3)
(1,-2/3)
(36/73,-919/1314)
#
# (a,b,c,d) = (2,4,6,7) and D = 2188:
#
#
# (a,b,c,d) = (3,2,6,2) and D = 2188:
#
#
# (a,b,c,d) = (2,3,2,5) and D = 2188:
#
#
# (a,b,c,d) = (2,2,2,5) and D = 2188:
#
#
# (a,b,c,d) = (547,0,1,0) and D = 2188:
#
(1/11,28/11)
(1/11,-28/11)
(3136/62777,15183251/3515512)
(3136/62777,-15183251/3515512)
#
# (a,b,c,d) = (1,3,4,11) and D = 2191:
#
(1/7,3/7)
(10/9,-1/9)
(3,-1)
(10072/4807,-3171/4807)
(-38/367,169/367)
(1,0)
(-34427/13783,12310/13783)
#
# (a,b,c,d) = (548,1,1,0) and D = 2191:
#
(1/730,-9862/365)
(1/32,179/32)
(4489/36740,-360351/2461580)
(100/841,6361/8410)
(1/32,-45/8)
(100/841,-7361/8410)
(1/730,19723/730)
(4489/36740,14897/615395)
(1/22,-101/22)
(1/22,50/11)
#
# (a,b,c,d) = (548,0,1,0) and D = 2192:
#
#
# (a,b,c,d) = (69,2,2,0) and D = 2192:
#
#
# (a,b,c,d) = (549,1,1,0) and D = 2195:
#
(64/561,1821/1496)
(64/561,-5975/4488)
#
# (a,b,c,d) = (549,0,1,0) and D = 2196:
#
#
# (a,b,c,d) = (3,4,7,4) and D = 2196:
#
#
# (a,b,c,d) = (3,0,1,3) and D = 2199:
#
(1,-1)
(-262/1271,919/1271)
#
# (a,b,c,d) = (550,1,1,0) and D = 2199:
#
#
# (a,b,c,d) = (1,3,-2,6) and D = 2200:
#
(1091/244,-277/244)
(1,0)
(-88015/201659,94734/201659)
(1/2,1/2)
#
# (a,b,c,d) = (550,0,1,0) and D = 2200:
#
(1/31,171/31)
(1/31,-171/31)
(12996/117769,-20643803/13425666)
(12996/117769,20643803/13425666)
#
# (a,b,c,d) = (551,1,1,0) and D = 2203:
#
#
# (a,b,c,d) = (69,1,2,0) and D = 2204:
#
#
# (a,b,c,d) = (551,0,1,0) and D = 2204:
#
#
# (a,b,c,d) = (552,1,1,0) and D = 2207:
#
(529/14508,-576677/111228)
(4/33,7/22)
(25/534,-2008/445)
(25/534,11923/2670)
(529/14508,429466/83421)
(4/33,-29/66)
#
# (a,b,c,d) = (1,5,2,5) and D = 2207:
#
(-1,2/5)
(1,0)
(-24,5)
(2/59,171/295)
#
# (a,b,c,d) = (552,0,1,0) and D = 2208:
#
(9/202,-1400/303)
(9/202,1400/303)
#
# (a,b,c,d) = (69,0,2,0) and D = 2208:
#
(9/101,-700/303)
(9/101,700/303)
#
# (a,b,c,d) = (553,1,1,0) and D = 2211:
#
#
# (a,b,c,d) = (553,0,1,0) and D = 2212:
#
#
# (a,b,c,d) = (554,1,1,0) and D = 2215:
#
#
# (a,b,c,d) = (554,0,1,0) and D = 2216:
#
#
# (a,b,c,d) = (555,1,1,0) and D = 2219:
#
(16/513,11489/2052)
(425104/4034745,932809897/526130748)
(4/65,-493/130)
(50176/521721,262578163/116865504)
(16/513,-3851/684)
(4/65,97/26)
(50176/521721,-91272529/38955168)
(4/737,20003/1474)
(425104/4034745,-1647072431/876884580)
(4/737,-20011/1474)
#
# (a,b,c,d) = (1,3,5,12) and D = 2219:
#
(11/9,-2/9)
(-391/963,458/963)
(13/3,-14/9)
(19/199,84/199)
(-425015/29929,153888/29929)
(1,0)
#
# (a,b,c,d) = (555,0,1,0) and D = 2220:
#
#
# (a,b,c,d) = (3,6,8,6) and D = 2220:
#
(175/233,-22/233)
(-1,1)
#
# (a,b,c,d) = (1,4,5,11) and D = 2223:
#
(-21090/41749,20069/41749)
(212/21,-61/21)
(23449/3429,-6734/3429)
(233/245,9/245)
(-3/7,37/77)
(1,0)
#
# (a,b,c,d) = (556,1,1,0) and D = 2223:
#
(1/16,-15/4)
(1/16,59/16)
#
# (a,b,c,d) = (2,4,4,6) and D = 2224:
#
(7/8,-1/8)
(98273/125584,2089/125584)
#
# (a,b,c,d) = (70,2,2,0) and D = 2224:
#
#
# (a,b,c,d) = (2,3,8,4) and D = 2224:
#
(3/4,-1/2)
(50181/62792,-12023/31396)
#
# (a,b,c,d) = (556,0,1,0) and D = 2224:
#
#
# (a,b,c,d) = (557,1,1,0) and D = 2227:
#
(49/421,2848/2947)
(1/13,-41/13)
(9/271,4402/813)
(9/271,-4429/813)
(1/13,40/13)
(49/421,-3191/2947)
#
# (a,b,c,d) = (1,2,4,11) and D = 2227:
#
(1318/211,-567/211)
(289/241,-72/241)
(-16/5,7/5)
(-1/2,1/2)
(1,0)
(25/148,63/148)
(1482301321/2005035148,486266319/2005035148)
#
# (a,b,c,d) = (1,3,8,14) and D = 2228:
#
(-13/5,6/5)
(-67369/3515,30228/3515)
(-1/2,1/2)
(13/8,-5/8)
(197/3956,1603/3956)
(1,0)
(309/130,-133/130)
#
# (a,b,c,d) = (557,0,1,0) and D = 2228:
#
(2116/689337,572326541/31709502)
(1936/17697,1225009/778668)
(4/33,-17/66)
(4/33,17/66)
(1936/17697,-1225009/778668)
(2116/689337,-572326541/31709502)
(1/17,-66/17)
(1/17,66/17)
#
# (a,b,c,d) = (558,1,1,0) and D = 2231:
#
(2401/39960,412799/108780)
(2401/39960,-7548031/1958040)
#
# (a,b,c,d) = (558,0,1,0) and D = 2232:
#
(4/33,-5/22)
(4/33,5/22)
#
# (a,b,c,d) = (21,2,3,0) and D = 2232:
#
(4/11,-1/22)
(4/11,-13/66)
#
# (a,b,c,d) = (1,5,3,6) and D = 2235:
#
(1,0)
(37/277,144/277)
#
# (a,b,c,d) = (559,1,1,0) and D = 2235:
#
#
# (a,b,c,d) = (70,1,2,0) and D = 2236:
#
(49/760,-29523/10640)
(1/5,1)
(1/5,-11/10)
(49/760,1459/532)
#
# (a,b,c,d) = (559,0,1,0) and D = 2236:
#
(1/10,21/10)
(1/10,-21/10)
(49/1520,-58703/10640)
(49/1520,58703/10640)
#
# (a,b,c,d) = (560,1,1,0) and D = 2239:
#
(49/632,-13831/4424)
(49/632,1686/553)
#
# (a,b,c,d) = (9,2,4,0) and D = 2240:
#
(4/9,1/4)
(4/9,-17/36)
#
# (a,b,c,d) = (70,0,2,0) and D = 2240:
#
(2/9,13/18)
(2/9,-13/18)
#
# (a,b,c,d) = (560,0,1,0) and D = 2240:
#
(1/9,-13/9)
(1/9,13/9)
#
# (a,b,c,d) = (2,0,4,4) and D = 2240:
#
#
# (a,b,c,d) = (1,2,8,11) and D = 2243:
#
(1/5,2/5)
(106683/96559,-507602/1062149)
(-3,2)
(17463/10919,-10712/10919)
(1,0)
(289/169,-180/169)
#
# (a,b,c,d) = (561,1,1,0) and D = 2243:
#
(64/993,-9701/2648)
(4/153,-37/6)
(4/33,-1/6)
(64/993,28591/7944)
(4/33,1/22)
(4/153,1879/306)
#
# (a,b,c,d) = (561,0,1,0) and D = 2244:
#
#
# (a,b,c,d) = (562,1,1,0) and D = 2247:
#
#
# (a,b,c,d) = (562,0,1,0) and D = 2248:
#
#
# (a,b,c,d) = (563,1,1,0) and D = 2251:
#
#
# (a,b,c,d) = (563,0,1,0) and D = 2252:
#
#
# (a,b,c,d) = (4,2,5,2) and D = 2252:
#
(-1,5/2)
#
# (a,b,c,d) = (564,1,1,0) and D = 2255:
#
#
# (a,b,c,d) = (564,0,1,0) and D = 2256:
#
#
# (a,b,c,d) = (71,2,2,0) and D = 2256:
#
#
# (a,b,c,d) = (21,1,3,0) and D = 2259:
#
(4/35,-17/10)
(4/35,349/210)
#
# (a,b,c,d) = (565,1,1,0) and D = 2259:
#
(4/105,211/42)
(4/105,-1063/210)
#
# (a,b,c,d) = (565,0,1,0) and D = 2260:
#
(4/41,-181/82)
(4/41,181/82)
#
# (a,b,c,d) = (1,1,4,10) and D = 2260:
#
(-9/13,38/65)
(1,0)
(269/236,-99/236)
(-4307/27,2366/27)
(-2173/1842,1387/1842)
#
# (a,b,c,d) = (566,1,1,0) and D = 2263:
#
#
# (a,b,c,d) = (566,0,1,0) and D = 2264:
#
(16/513,-11519/2052)
(169/1407,7307/18291)
(1/15,-53/15)
(1/15,53/15)
(169/1407,-7307/18291)
(16/513,11519/2052)
#
# (a,b,c,d) = (1,5,6,10) and D = 2264:
#
(17/5,-4/5)
(-1/2,1/2)
(-7271/232,1759/232)
(1,0)
(29/50,63/250)
(-5113/3740,1729/3740)
#
# (a,b,c,d) = (567,1,1,0) and D = 2267:
#
(16/777,7191/1036)
(16/777,-3091/444)
#
# (a,b,c,d) = (3,3,6,0) and D = 2268:
#
#
# (a,b,c,d) = (71,1,2,0) and D = 2268:
#
#
# (a,b,c,d) = (21,0,3,0) and D = 2268:
#
#
# (a,b,c,d) = (567,0,1,0) and D = 2268:
#
#
# (a,b,c,d) = (568,1,1,0) and D = 2271:
#
#
# (a,b,c,d) = (71,0,2,0) and D = 2272:
#
#
# (a,b,c,d) = (568,0,1,0) and D = 2272:
#
#
# (a,b,c,d) = (569,1,1,0) and D = 2275:
#
#
# (a,b,c,d) = (5,3,5,0) and D = 2275:
#
#
# (a,b,c,d) = (569,0,1,0) and D = 2276:
#
#
# (a,b,c,d) = (570,1,1,0) and D = 2279:
#
#
# (a,b,c,d) = (570,0,1,0) and D = 2280:
#
#
# (a,b,c,d) = (3,0,2,3) and D = 2283:
#
(5/7,-4/7)
(1/2,1/2)
(16/23,-11/23)
(-2987/1436,3853/1436)
#
# (a,b,c,d) = (571,1,1,0) and D = 2283:
#
(81/1441,51490/12969)
(9/139,1493/417)
(9/139,-1520/417)
(81/1441,-52219/12969)
#
# (a,b,c,d) = (571,0,1,0) and D = 2284:
#
(4/185,-2509/370)
(4/185,2509/370)
(16/233,-3211/932)
(16/233,3211/932)
#
# (a,b,c,d) = (2,2,6,5) and D = 2284:
#
(-13,15)
(1,-1)
(-13/15,17/15)
(1/79,229/395)
#
# (a,b,c,d) = (572,1,1,0) and D = 2287:
#
#
# (a,b,c,d) = (572,0,1,0) and D = 2288:
#
(1/12,-17/6)
(289/4728,-151561/40188)
(1/12,17/6)
(289/4728,151561/40188)
#
# (a,b,c,d) = (72,2,2,0) and D = 2288:
#
(1/6,-3/2)
(289/2364,-26079/13396)
(289/2364,18331/10047)
(1/6,4/3)
#
# (a,b,c,d) = (9,1,4,0) and D = 2288:
#
(289/1182,18331/20094)
(1/3,-3/4)
(1/3,2/3)
(289/1182,-26079/26792)
#
# (a,b,c,d) = (1,0,8,3) and D = 2291:
#
(2/3,1/3)
(1139/2364,-1729/2364)
(1,-8/3)
(-1/2,3/2)
(1,0)
(242/191,-651/191)
#
# (a,b,c,d) = (573,1,1,0) and D = 2291:
#
(1/65,-524/65)
(625/47799,3478594/398325)
(1/65,523/65)
(1/9,4/3)
(121801/2016495,885142858/234585585)
(625/47799,-10451407/1194975)
(1/9,-13/9)
(121801/2016495,-2697937123/703756755)
#
# (a,b,c,d) = (573,0,1,0) and D = 2292:
#
#
# (a,b,c,d) = (1,4,-1,5) and D = 2295:
#
(2/3,1/3)
(1,0)
(71/299,171/299)
#
# (a,b,c,d) = (574,1,1,0) and D = 2295:
#
(1/84,-55/6)
(1/84,769/84)
#
# (a,b,c,d) = (22,3,3,0) and D = 2295:
#
(1/28,85/28)
(1/28,-43/14)
#
# (a,b,c,d) = (1,3,6,13) and D = 2295:
#
(1,0)
(4/3,-1/3)
(35/69,271/897)
#
# (a,b,c,d) = (574,0,1,0) and D = 2296:
#
#
# (a,b,c,d) = (1,5,11,0) and D = 2299:
#
(1,-5/11)
(25/49,-1417/2695)
(25/49,72/245)
(1,0)
#
# (a,b,c,d) = (575,1,1,0) and D = 2299:
#
(1/11,-28/11)
(1/11,27/11)
(25/539,-12212/2695)
(25/539,12087/2695)
#
# (a,b,c,d) = (575,0,1,0) and D = 2300:
#
#
# (a,b,c,d) = (72,1,2,0) and D = 2300:
#
#
# (a,b,c,d) = (3,1,4,3) and D = 2303:
#
#
# (a,b,c,d) = (576,1,1,0) and D = 2303:
#
(1/18,-73/18)
(21025/187884,-37319473/27243180)
(1/18,4)
(21025/187884,951968/756755)
#
# (a,b,c,d) = (2,3,7,0) and D = 2303:
#
(147175/187884,1892299/95351130)
(147175/187884,-67805723/190702260)
(7/18,31/63)
(7/18,-83/126)
#
# (a,b,c,d) = (9,0,4,0) and D = 2304:
#
#
# (a,b,c,d) = (72,0,2,0) and D = 2304:
#
#
# (a,b,c,d) = (576,0,1,0) and D = 2304:
#
#
# (a,b,c,d) = (10,4,4,0) and D = 2304:
#
#
# (a,b,c,d) = (577,1,1,0) and D = 2307:
#
#
# (a,b,c,d) = (577,0,1,0) and D = 2308:
#
#
# (a,b,c,d) = (578,1,1,0) and D = 2311:
#
#
# (a,b,c,d) = (578,0,1,0) and D = 2312:
#
#
# (a,b,c,d) = (3,14,17,0) and D = 2312:
#
#
# (a,b,c,d) = (1,1,5,10) and D = 2315:
#
(7731/7453,-2114/7453)
(1,0)
(4898241/2037125,-2911636/2037125)
(269/227,-126/227)
#
# (a,b,c,d) = (579,1,1,0) and D = 2315:
#
(4/441,-9263/882)
(4/441,3085/294)
#
# (a,b,c,d) = (1,2,2,10) and D = 2316:
#
(113/905,2052/4525)
(1,0)
(131/125,-9/125)
(-967/32231,15021/32231)
(461/131,-171/131)
#
# (a,b,c,d) = (579,0,1,0) and D = 2316:
#
(1296/31297,-5421727/1126692)
(9/15631,1954250/46893)
(9/175,-2222/525)
(9/175,2222/525)
(9/15631,-1954250/46893)
(1296/31297,5421727/1126692)
#
# (a,b,c,d) = (3,5,8,5) and D = 2319:
#
(429/1673,730/1673)
(71/515,262/515)
(26741/35025,-1909/11675)
(-2/3,1)
(31233/40171,-8560/40171)
(12,-71/5)
(1,-1)
#
# (a,b,c,d) = (580,1,1,0) and D = 2319:
#
(121/5428,99489/14927)
(1/10,2)
(1/10,-21/10)
(121/5428,-399287/59708)
#
# (a,b,c,d) = (580,0,1,0) and D = 2320:
#
(1/194,-1351/97)
(1/194,1351/97)
#
# (a,b,c,d) = (73,2,2,0) and D = 2320:
#
(1/97,-676/97)
(1/97,675/97)
#
# (a,b,c,d) = (581,1,1,0) and D = 2323:
#
#
# (a,b,c,d) = (581,0,1,0) and D = 2324:
#
#
# (a,b,c,d) = (1,1,8,7) and D = 2327:
#
(2409/2875,-13826/20125)
(1,-1/7)
(-1/49,26/49)
(-1492/4925,3259/4925)
(1,0)
(1,-1)
(-246/529,403/529)
(188/119,-207/119)
#
# (a,b,c,d) = (582,1,1,0) and D = 2327:
#
(961/11508,-339587/118916)
(625/5984,-138301/74800)
(4761/50662,8036333/3495678)
(1/14,-47/14)
(1/428,-8855/428)
(4/81,-707/162)
(4/81,233/54)
(4761/50662,-4182421/1747839)
(961/11508,494485/178374)
(1/14,23/7)
(625/5984,260977/149600)
(1/428,4427/214)
#
# (a,b,c,d) = (582,0,1,0) and D = 2328:
#
#
# (a,b,c,d) = (583,1,1,0) and D = 2331:
#
#
# (a,b,c,d) = (583,0,1,0) and D = 2332:
#
(54289/565592,-296051219/131782936)
(54289/565592,296051219/131782936)
(1/38,233/38)
(1/38,-233/38)
#
# (a,b,c,d) = (73,1,2,0) and D = 2332:
#
(54289/282796,-77175139/65891468)
(1/19,-117/38)
(54289/282796,141700941/131782936)
(1/19,58/19)
#
# (a,b,c,d) = (584,1,1,0) and D = 2335:
#
#
# (a,b,c,d) = (73,0,2,0) and D = 2336:
#
#
# (a,b,c,d) = (584,0,1,0) and D = 2336:
#
#
# (a,b,c,d) = (585,1,1,0) and D = 2339:
#
(256/2145,1123/6864)
(256/2145,-249/880)
#
# (a,b,c,d) = (22,2,3,0) and D = 2340:
#
(1/3,1/3)
(1/3,-5/9)
#
# (a,b,c,d) = (585,0,1,0) and D = 2340:
#
(1/9,-4/3)
(1/9,4/3)
#
# (a,b,c,d) = (586,1,1,0) and D = 2343:
#
#
# (a,b,c,d) = (586,0,1,0) and D = 2344:
#
(49/667,15093/4669)
(1/115,1233/115)
(675684/19493305,85008643091/16023496710)
(675684/19493305,-85008643091/16023496710)
(1/115,-1233/115)
(49/667,-15093/4669)
(36/1081,35155/6486)
(36/1081,-35155/6486)
#
# (a,b,c,d) = (1,0,7,6) and D = 2344:
#
(319/427,-234/427)
(7/8,-13/48)
(1,0)
(185/231,361/1386)
(1,-7/6)
#
# (a,b,c,d) = (587,1,1,0) and D = 2347:
#
#
# (a,b,c,d) = (3,8,8,6) and D = 2348:
#
(-5/3,1)
(1,-1/3)
(-7/3,4/3)
(126215/105789,-53516/105789)
#
# (a,b,c,d) = (587,0,1,0) and D = 2348:
#
(25/279,3542/1395)
(1/783,-21910/783)
(25/279,-3542/1395)
(16/153,1085/612)
(1/783,21910/783)
(16/153,-1085/612)
#
# (a,b,c,d) = (588,1,1,0) and D = 2351:
#
(81/2530,-63194/11385)
(81/2530,125659/22770)
(9/76,-29/57)
(9/76,89/228)
#
# (a,b,c,d) = (2,5,7,8) and D = 2351:
#
(0,1/2)
(9/2,-5/2)
(27/32,-1/16)
(1822833/704374,-497015/352187)
#
# (a,b,c,d) = (3,6,7,0) and D = 2352:
#
#
# (a,b,c,d) = (588,0,1,0) and D = 2352:
#
#
# (a,b,c,d) = (4,4,6,3) and D = 2352:
#
#
# (a,b,c,d) = (74,2,2,0) and D = 2352:
#
#
# (a,b,c,d) = (2,10,14,0) and D = 2352:
#
#
# (a,b,c,d) = (3,3,5,4) and D = 2355:
#
(1,-1)
(5/11,4/11)
(10/13,-11/26)
#
# (a,b,c,d) = (589,1,1,0) and D = 2355:
#
(19044/160921,-11353177/22207098)
(9/109,917/327)
(9/109,-944/327)
(19044/160921,281455/716358)
(9/799,22562/2397)
(9/799,-22589/2397)
#
# (a,b,c,d) = (589,0,1,0) and D = 2356:
#
(1/785,21994/785)
(1/785,-21994/785)
#
# (a,b,c,d) = (590,1,1,0) and D = 2359:
#
#
# (a,b,c,d) = (590,0,1,0) and D = 2360:
#
#
# (a,b,c,d) = (591,1,1,0) and D = 2363:
#
#
# (a,b,c,d) = (74,1,2,0) and D = 2364:
#
(9/1715,-50227/5145)
(9/1715,100427/10290)
#
# (a,b,c,d) = (591,0,1,0) and D = 2364:
#
(9/3430,200881/10290)
(9/3430,-200881/10290)
#
# (a,b,c,d) = (22,1,3,0) and D = 2367:
#
(25/88,-357/440)
(25/88,43/60)
#
# (a,b,c,d) = (592,1,1,0) and D = 2367:
#
(25/264,-386/165)
(25/264,2963/1320)
#
# (a,b,c,d) = (74,0,2,0) and D = 2368:
#
#
# (a,b,c,d) = (592,0,1,0) and D = 2368:
#
#
# (a,b,c,d) = (593,1,1,0) and D = 2371:
#
#
# (a,b,c,d) = (1,2,9,10) and D = 2372:
#
(1,-2/5)
(131/62,-207/124)
(1,-1/2)
(16879/16192,-15991/161920)
(2159/2378,469/4756)
(1,0)
#
# (a,b,c,d) = (593,0,1,0) and D = 2372:
#
(4/201,-2843/402)
(1/909,-27406/909)
(1/33,-188/33)
(4/201,2843/402)
(1/33,188/33)
(1/909,27406/909)
#
# (a,b,c,d) = (6,5,5,0) and D = 2375:
#
(1/6,-7/6)
(1/6,1)
(845/1524,-1507/99060)
(845/1524,-8903/16510)
#
# (a,b,c,d) = (594,1,1,0) and D = 2375:
#
(1/30,-163/30)
(1/30,27/5)
(169/1524,-4509/3302)
(169/1524,24857/19812)
#
# (a,b,c,d) = (4,3,6,1) and D = 2376:
#
(0,1)
(196582554/437436691,-1013117645/437436691)
(9/14,-2/7)
#
# (a,b,c,d) = (594,0,1,0) and D = 2376:
#
(9/115,-1043/345)
(9/115,1043/345)
#
# (a,b,c,d) = (22,0,3,0) and D = 2376:
#
(27/115,-1043/1035)
(27/115,1043/1035)
#
# (a,b,c,d) = (595,1,1,0) and D = 2379:
#
(1296/16345,345881/117684)
(1296/16345,-253723/84060)
#
# (a,b,c,d) = (595,0,1,0) and D = 2380:
#
#
# (a,b,c,d) = (1,4,4,10) and D = 2380:
#
(1,0)
(103/127,18/127)
#
# (a,b,c,d) = (596,1,1,0) and D = 2383:
#
(25/836,5979/1045)
(25/836,-24041/4180)
#
# (a,b,c,d) = (75,2,2,0) and D = 2384:
#
(1/99,-697/99)
(1/99,232/33)
#
# (a,b,c,d) = (596,0,1,0) and D = 2384:
#
(1/198,-1393/99)
(1/198,1393/99)
#
# (a,b,c,d) = (597,1,1,0) and D = 2387:
#
(1/9,-4/3)
(1/9,11/9)
#
# (a,b,c,d) = (2,1,3,5) and D = 2387:
#
(256/311,-93/311)
(-1,1)
(173/211,-289/1055)
(17/22,1/11)
#
# (a,b,c,d) = (2,2,7,4) and D = 2388:
#
#
# (a,b,c,d) = (597,0,1,0) and D = 2388:
#
(1/13,-40/13)
(1/13,40/13)
(6400/90649,24256643/7251920)
(6400/90649,-24256643/7251920)
#
# (a,b,c,d) = (598,1,1,0) and D = 2391:
#
#
# (a,b,c,d) = (598,0,1,0) and D = 2392:
#
#
# (a,b,c,d) = (599,1,1,0) and D = 2395:
#
#
# (a,b,c,d) = (75,1,2,0) and D = 2396:
#
(1/12,19/8)
(1/12,-29/12)
(13225/55848,-724751/4281680)
(13225/55848,326689/6422520)
#
# (a,b,c,d) = (599,0,1,0) and D = 2396:
#
(1/24,-115/24)
(1/24,115/24)
(13225/111696,-2827631/12845040)
(13225/111696,2827631/12845040)
#
# (a,b,c,d) = (600,1,1,0) and D = 2399:
#
#
# (a,b,c,d) = (75,0,2,0) and D = 2400:
#
(8/145,347/116)
(1/5,1)
(8/145,-347/116)
(1/5,-1)
#
# (a,b,c,d) = (1,4,10,0) and D = 2400:
#
(8/29,-379/580)
(1,0)
(1,-2/5)
(8/29,63/116)
#
# (a,b,c,d) = (5,2,5,0) and D = 2400:
#
(1/2,3/10)
(4/29,-71/58)
(1/2,-1/2)
(4/29,339/290)
#
# (a,b,c,d) = (600,0,1,0) and D = 2400:
#
(4/145,347/58)
(1/10,2)
(4/145,-347/58)
(1/10,-2)
#
# (a,b,c,d) = (1,6,6,7) and D = 2403:
#
(1,0)
(-1/11,6/11)
#
# (a,b,c,d) = (601,1,1,0) and D = 2403:
#
(4/97,931/194)
(4/97,-939/194)
#
# (a,b,c,d) = (23,3,3,0) and D = 2403:
#
(12/97,899/582)
(12/97,-971/582)
#
# (a,b,c,d) = (601,0,1,0) and D = 2404:
#
#
# (a,b,c,d) = (602,1,1,0) and D = 2407:
#
#
# (a,b,c,d) = (1,4,7,14) and D = 2408:
#
(-25/7,8/7)
(-1,1/2)
(-2035/118,1279/236)
(13/82,63/164)
(157/127,-45/254)
(1243/415,-378/415)
(1,0)
#
# (a,b,c,d) = (602,0,1,0) and D = 2408:
#
(1/11,27/11)
(1/11,-27/11)
(9/403,8063/1209)
(9/403,-8063/1209)
#
# (a,b,c,d) = (603,1,1,0) and D = 2411:
#
(64/633,9523/5064)
(64/633,-3345/1688)
#
# (a,b,c,d) = (603,0,1,0) and D = 2412:
#
#
# (a,b,c,d) = (1,1,7,9) and D = 2412:
#
(1,0)
(121/91,-90/91)
#
# (a,b,c,d) = (604,1,1,0) and D = 2415:
#
(9/814,23201/2442)
(9/814,-11614/1221)
#
# (a,b,c,d) = (10,3,4,0) and D = 2416:
#
(1/5,-23/20)
(1849/4010,491/17243)
(1/5,1)
(1849/4010,-258161/689720)
#
# (a,b,c,d) = (604,0,1,0) and D = 2416:
#
(1/20,43/10)
(1849/16040,-277801/344860)
(1849/16040,277801/344860)
(1/20,-43/10)
#
# (a,b,c,d) = (76,2,2,0) and D = 2416:
#
(1/10,-11/5)
(1/10,21/10)
(1849/8020,-89327/172430)
(1849/8020,99147/344860)
#
# (a,b,c,d) = (605,1,1,0) and D = 2419:
#
#
# (a,b,c,d) = (605,0,1,0) and D = 2420:
#
#
# (a,b,c,d) = (2,1,2,5) and D = 2420:
#
#
# (a,b,c,d) = (606,1,1,0) and D = 2423:
#
(1/12,-17/6)
(1/12,11/4)
(4489/78888,-10517291/2642748)
(4489/78888,6911273/1761832)
#
# (a,b,c,d) = (5,6,7,3) and D = 2423:
#
(2/3,-1/3)
(5,-26/3)
(3088/13095,1297/2619)
(-757/2475,467/495)
#
# (a,b,c,d) = (1,2,7,12) and D = 2424:
#
(158/107,-153/214)
(1,0)
#
# (a,b,c,d) = (606,0,1,0) and D = 2424:
#
#
# (a,b,c,d) = (607,1,1,0) and D = 2427:
#
#
# (a,b,c,d) = (76,1,2,0) and D = 2428:
#
#
# (a,b,c,d) = (607,0,1,0) and D = 2428:
#
#
# (a,b,c,d) = (608,1,1,0) and D = 2431:
#
#
# (a,b,c,d) = (76,0,2,0) and D = 2432:
#
(2/9,-11/18)
(32/1569,62129/12552)
(968/50337,11290511/2214828)
(11250/81289,20710837/12193350)
(11250/81289,-20710837/12193350)
(968/50337,-11290511/2214828)
(32/1569,-62129/12552)
(2/9,11/18)
#
# (a,b,c,d) = (4,6,8,4) and D = 2432:
#
(6141/8200,-1999/4100)
(-18751/13786,13955/6893)
(467/716,-17/358)
(-31/22,23/11)
(3181/3728,-1823/1864)
(-1/2,1)
(3/4,-1/2)
#
# (a,b,c,d) = (4,0,5,1) and D = 2432:
#
(0,1)
(-4/11,23/11)
(1/2,-1/2)
(679/1864,-1823/1864)
(-2398/6893,13955/6893)
(2071/4100,-1999/4100)
(225/358,-17/358)
#
# (a,b,c,d) = (608,0,1,0) and D = 2432:
#
(16/1569,-62129/6276)
(1/9,11/9)
(16/1569,62129/6276)
(484/50337,-11290511/1107414)
(5625/81289,-20710837/6096675)
(484/50337,11290511/1107414)
(5625/81289,20710837/6096675)
(1/9,-11/9)
#
# (a,b,c,d) = (609,1,1,0) and D = 2435:
#
#
# (a,b,c,d) = (609,0,1,0) and D = 2436:
#
#
# (a,b,c,d) = (610,1,1,0) and D = 2439:
#
#
# (a,b,c,d) = (2,3,8,5) and D = 2440:
#
(8,-11)
(48/61,-31/61)
(1/18,5/9)
#
# (a,b,c,d) = (610,0,1,0) and D = 2440:
#
(169/2291,95291/29783)
(169/2291,-95291/29783)
#
# (a,b,c,d) = (1,3,7,14) and D = 2443:
#
(-10257/1133,4165/1133)
(-37/164,147/328)
(121/166,65/332)
(103/49,-39/49)
(13/9,-4/9)
(1,0)
#
# (a,b,c,d) = (611,1,1,0) and D = 2443:
#
(1/23,-108/23)
(25/5539,-412288/27695)
(16/793,1711/244)
(7225/68251,9051499/5801335)
(7225/68251,-9665624/5801335)
(16/793,-22307/3172)
(1/23,107/23)
(25/5539,412163/27695)
#
# (a,b,c,d) = (1,3,-1,7) and D = 2444:
#
(1,0)
(3/5,2/5)
(110157/50935,-27062/50935)
#
# (a,b,c,d) = (611,0,1,0) and D = 2444:
#
(4/209,3015/418)
(4/209,-3015/418)
#
# (a,b,c,d) = (612,1,1,0) and D = 2447:
#
#
# (a,b,c,d) = (612,0,1,0) and D = 2448:
#
(1/21,31/7)
(3844/33033,377591/682682)
(1/21,-31/7)
(3844/33033,-377591/682682)
#
# (a,b,c,d) = (3,2,6,0) and D = 2448:
#
(7688/11011,-284749/1365364)
(2/7,29/42)
(7688/11011,-99065/4096092)
(2/7,-11/14)
#
# (a,b,c,d) = (77,2,2,0) and D = 2448:
#
(2/21,13/6)
(2/21,-95/42)
(7688/33033,8521/53196)
(7688/33033,-1609429/4096092)
#
# (a,b,c,d) = (23,2,3,0) and D = 2448:
#
(3844/11011,-615919/2048046)
(3844/11011,46421/682682)
(1/7,-32/21)
(1/7,10/7)
#
# (a,b,c,d) = (613,1,1,0) and D = 2451:
#
(36/745,19511/4470)
(36/745,-19727/4470)
#
# (a,b,c,d) = (613,0,1,0) and D = 2452:
#
#
# (a,b,c,d) = (614,1,1,0) and D = 2455:
#
(49/704,-8403/2464)
(49/704,16463/4928)
#
# (a,b,c,d) = (614,0,1,0) and D = 2456:
#
(7396/78897,-15579113/6785142)
(7396/78897,15579113/6785142)
#
# (a,b,c,d) = (615,1,1,0) and D = 2459:
#
#
# (a,b,c,d) = (615,0,1,0) and D = 2460:
#
(25/214,437/1070)
(3481/36064,4578673/2127776)
(1/46,311/46)
(96721/1175944,-1034254787/365718584)
(1/16,59/16)
(1/16,-59/16)
(96721/1175944,1034254787/365718584)
(1/46,-311/46)
(3481/36064,-4578673/2127776)
(25/214,-437/1070)
#
# (a,b,c,d) = (77,1,2,0) and D = 2460:
#
(1/8,29/16)
(25/107,78/535)
(1/23,-78/23)
(3481/18032,2186647/2127776)
(96721/587972,3260307/2374796)
(25/107,-281/1070)
(3481/18032,-170859/151984)
(1/8,-15/8)
(1/23,155/46)
(96721/587972,-532167509/365718584)
#
# (a,b,c,d) = (616,1,1,0) and D = 2463:
#
#
# (a,b,c,d) = (77,0,2,0) and D = 2464:
#
#
# (a,b,c,d) = (616,0,1,0) and D = 2464:
#
#
# (a,b,c,d) = (617,1,1,0) and D = 2467:
#
#
# (a,b,c,d) = (617,0,1,0) and D = 2468:
#
#
# (a,b,c,d) = (5,8,9,4) and D = 2468:
#
#
# (a,b,c,d) = (618,1,1,0) and D = 2471:
#
#
# (a,b,c,d) = (618,0,1,0) and D = 2472:
#
(24964/224257,40786751/35432606)
(24964/224257,-40786751/35432606)
(1/19,79/19)
(1/19,-79/19)
#
# (a,b,c,d) = (3,0,5,2) and D = 2472:
#
(3/5,-2/5)
(1327/3213,3253/6426)
(49467/80735,-58831/161470)
(11/8,-59/16)
#
# (a,b,c,d) = (619,1,1,0) and D = 2475:
#
(1/9,10/9)
(2917264/63449985,487489800799/108372574380)
(4/1065,34751/2130)
(4/345,6401/690)
(1/15,-53/15)
(1/25,-123/25)
(1/25,122/25)
(4/345,-6409/690)
(1/15,52/15)
(49/555,9736/3885)
(1/9,-11/9)
(2917264/63449985,-492472487711/108372574380)
(49/555,-10079/3885)
(4/1065,-34759/2130)
#
# (a,b,c,d) = (1,7,15,0) and D = 2475:
#
(3/5,-7/15)
(1,-7/15)
(49/37,-1861/3885)
(49/37,-36/259)
(4/71,-469/426)
(5/3,-14/45)
(4/23,-91/138)
(4/23,133/230)
(4/71,763/710)
(5/3,-7/15)
(1,0)
(2917264/4229999,3045201085/21674514876)
(3/5,14/75)
(2917264/4229999,-16701604603/36124191460)
#
# (a,b,c,d) = (3,13,15,0) and D = 2475:
#
(49/37,-523/1295)
(49/37,-578/777)
(4/71,151/142)
(4/23,-479/690)
(4/71,-2369/2130)
(1,-1/5)
(3/5,-44/75)
(3/5,1/15)
(5/3,-4/5)
(2917264/4229999,277944689/108372574380)
(1,-2/3)
(4/23,25/46)
(2917264/4229999,-4336858303/7224838292)
(5/3,-29/45)
#
# (a,b,c,d) = (5,1,5,0) and D = 2475:
#
(1/5,-1)
(4/69,-257/138)
(49/111,-2153/3885)
(49/111,362/777)
(1/3,2/3)
(4/69,1277/690)
(5/9,8/45)
(2917264/12689997,-100487572307/108372574380)
(5/9,-13/45)
(4/213,-1391/426)
(2917264/12689997,19100977079/21674514876)
(1/5,24/25)
(4/213,6947/2130)
(1/3,-11/15)
#
# (a,b,c,d) = (23,1,3,0) and D = 2475:
#
(3/25,-124/75)
(4/355,-3863/710)
(4/115,-31/10)
(1/3,-4/9)
(1/3,1/3)
(49/185,-1158/1295)
(1/5,17/15)
(2917264/21149995,2330952241/1570617020)
(2917264/21149995,-165818391541/108372574380)
(4/115,2131/690)
(49/185,3131/3885)
(3/25,121/75)
(1/5,-6/5)
(4/355,11581/2130)
#
# (a,b,c,d) = (619,0,1,0) and D = 2476:
#
#
# (a,b,c,d) = (3,7,9,7) and D = 2476:
#
(-4/7,5/7)
#
# (a,b,c,d) = (3,1,6,1) and D = 2479:
#
(0,1)
(20195/38481,4672/12827)
(1/3,-1)
(37/59,-20/59)
(12,-71)
(11/17,-5/17)
#
# (a,b,c,d) = (620,1,1,0) and D = 2479:
#
(169/6620,-26847/4303)
(121/1270,15082/6985)
(16/545,-2531/436)
(1/10,-2)
(169/6620,534743/86060)
(25/184544,19819357/230680)
(16/545,12591/2180)
(121/1270,-6299/2794)
(25/184544,-79277553/922720)
(1225/45406,9594929/1589210)
(1/10,19/10)
(1225/45406,-4818902/794605)
#
# (a,b,c,d) = (78,2,2,0) and D = 2480:
#
(8/41,-187/164)
(8/41,155/164)
#
# (a,b,c,d) = (620,0,1,0) and D = 2480:
#
(4/41,171/82)
(4/41,-171/82)
#
# (a,b,c,d) = (1,0,8,4) and D = 2480:
#
(1,-2)
(1,0)
(-997/2651,2678/2651)
#
# (a,b,c,d) = (621,1,1,0) and D = 2483:
#
#
# (a,b,c,d) = (4,3,6,2) and D = 2484:
#
#
# (a,b,c,d) = (23,0,3,0) and D = 2484:
#
#
# (a,b,c,d) = (621,0,1,0) and D = 2484:
#
#
# (a,b,c,d) = (622,1,1,0) and D = 2487:
#
#
# (a,b,c,d) = (622,0,1,0) and D = 2488:
#
(4/49,279/98)
(9/79,199/237)
(1/127,1431/127)
(1/127,-1431/127)
(9/79,-199/237)
(4/49,-279/98)
(2601/62263,15179885/3175413)
(2601/62263,-15179885/3175413)
#
# (a,b,c,d) = (1,1,6,10) and D = 2488:
#
(269/218,-153/218)
(-761/538,549/538)
(3,-2)
(3/4,1/4)
(1,0)
(-563/136,1899/680)
#
# (a,b,c,d) = (2,5,3,5) and D = 2491:
#
(22429/49583,91563/247915)
(38548/31275,-12413/31275)
(-241/141,113/141)
(-928/1263,731/1263)
(-2/5,3/5)
(10967/21353,6751/21353)
(96427/9640,-20789/4820)
(-23/6,5/3)
(-1/10,3/5)
(17979980881/339955218,-3878075515/169977609)
(-1,3/5)
(1/4,1/2)
#
# (a,b,c,d) = (623,1,1,0) and D = 2491:
#
(1/59,452/59)
(1/17,65/17)
(9/685,17902/2055)
(1/59,-453/59)
(4/833,24037/1666)
(1024/11753,137251/53728)
(81/2635,133667/23715)
(9/685,-17929/2055)
(9/2425,119402/7275)
(9/2425,-119429/7275)
(1/17,-66/17)
(196/1745,-26363/24430)
(81/2635,-134396/23715)
(1024/11753,-993525/376096)
(196/1745,23619/24430)
(4/833,-3435/238)
#
# (a,b,c,d) = (623,0,1,0) and D = 2492:
#
#
# (a,b,c,d) = (78,1,2,0) and D = 2492:
#
#
# (a,b,c,d) = (624,1,1,0) and D = 2495:
#
#
# (a,b,c,d) = (2,5,8,0) and D = 2496:
#
(9/11,-1/33)
(127449/742610,-1918195649/2120894160)
(9/11,-127/264)
(127449/742610,105668699/132555885)
#
# (a,b,c,d) = (78,0,2,0) and D = 2496:
#
(9/44,-119/132)
(9/44,119/132)
(127449/2970440,3608894833/1060447080)
(127449/2970440,-3608894833/1060447080)
#
# (a,b,c,d) = (624,0,1,0) and D = 2496:
#
(9/88,119/66)
(127449/5940880,-3608894833/530223540)
(9/88,-119/66)
(127449/5940880,3608894833/530223540)
#
# (a,b,c,d) = (10,2,4,0) and D = 2496:
#
(9/22,-73/132)
(9/22,23/66)
(127449/1485220,178169777/106044708)
(127449/1485220,-1827197063/1060447080)
#
# (a,b,c,d) = (625,1,1,0) and D = 2499:
#
#
# (a,b,c,d) = (2,14,25,0) and D = 2500:
#
#
# (a,b,c,d) = (5,0,5,0) and D = 2500:
#
#
# (a,b,c,d) = (625,0,1,0) and D = 2500:
#
#
# (a,b,c,d) = (626,1,1,0) and D = 2503:
#
(225/67456,17517979/1011840)
(11881/112772,-20262183/12292148)
(16/137,59/548)
(225/67456,-8760677/505920)
(16/137,-123/548)
(11881/112772,9483577/6146074)
#
# (a,b,c,d) = (1,2,3,11) and D = 2503:
#
(289/259,-45/259)
(1,0)
(-457/255,196/255)
(-77999227/72615075,40871131/72615075)
#
# (a,b,c,d) = (2,2,1,5) and D = 2504:
#
(568/589,-215/589)
(51/16,-31/16)
(-2/5,3/5)
#
# (a,b,c,d) = (626,0,1,0) and D = 2504:
#
(49/627,13147/4389)
(49/627,-13147/4389)
(9604/82377,-2114363/8072946)
(9604/82377,2114363/8072946)
#
# (a,b,c,d) = (627,1,1,0) and D = 2507:
#
#
# (a,b,c,d) = (627,0,1,0) and D = 2508:
#
#
# (a,b,c,d) = (1,4,0,6) and D = 2508:
#
(49/145,72/145)
(1,0)
#
# (a,b,c,d) = (24,3,3,0) and D = 2511:
#
#
# (a,b,c,d) = (1,4,3,9) and D = 2511:
#
(1,0)
(179/263,63/263)
#
# (a,b,c,d) = (628,1,1,0) and D = 2511:
#
#
# (a,b,c,d) = (3,0,3,3) and D = 2511:
#
(2/3,-1/3)
(547/789,10/789)
#
# (a,b,c,d) = (628,0,1,0) and D = 2512:
#
(66129424/723665537,14048700931009/5884848146884)
(1089/66493,-17122375/2194269)
(49/422,563/1477)
(49/422,-563/1477)
(4/161,-2033/322)
(4/161,2033/322)
(1089/66493,17122375/2194269)
(1/14,-23/7)
(66129424/723665537,-14048700931009/5884848146884)
(1/14,23/7)
#
# (a,b,c,d) = (1,5,5,9) and D = 2512:
#
(-173/24,361/216)
(-1/2,1/2)
(59/134,45/134)
(-613/500,217/500)
(-1020/199,713/597)
(3,-2/3)
(1,0)
#
# (a,b,c,d) = (79,2,2,0) and D = 2512:
#
(1/7,-12/7)
(8/161,-2049/644)
(132258848/723665537,-15124229882945/11769696293768)
(49/211,-453/1477)
(49/211,110/1477)
(2178/66493,-17194249/4388538)
(132258848/723665537,12973171979073/11769696293768)
(1/7,11/7)
(8/161,2017/644)
(2178/66493,17050501/4388538)
#
# (a,b,c,d) = (1,2,5,12) and D = 2512:
#
(1733/398,-2347/1194)
(-1/2,1/2)
(-5/2,7/6)
(19/67,26/67)
(158/125,-99/250)
(1,0)
(55/9,-299/108)
#
# (a,b,c,d) = (5,4,6,1) and D = 2515:
#
(0,1)
(5/9,-26/9)
(8/13,-3/13)
(291/511,-254/511)
(-5917/31760,9463/6352)
(27391/166576,120751/166576)
(3/8,-13/8)
#
# (a,b,c,d) = (629,1,1,0) and D = 2515:
#
(25/379,-6742/1895)
(1/11,-27/11)
(25/379,6617/1895)
(1/11,26/11)
#
# (a,b,c,d) = (1,6,5,6) and D = 2516:
#
(-7,4/3)
(-5/4,3/8)
(-4284289/563316,1630951/1126632)
(1,0)
(-175/218,201/436)
(-1/6,7/12)
#
# (a,b,c,d) = (629,0,1,0) and D = 2516:
#
(1/9,10/9)
(529/26873,4394706/618079)
(16/305,-5079/1220)
(1/9,-10/9)
(16/305,5079/1220)
(529/26873,-4394706/618079)
#
# (a,b,c,d) = (630,1,1,0) and D = 2519:
#
(1/840,-1739/60)
(1/840,1623/56)
#
# (a,b,c,d) = (630,0,1,0) and D = 2520:
#
#
# (a,b,c,d) = (631,1,1,0) and D = 2523:
#
#
# (a,b,c,d) = (79,1,2,0) and D = 2524:
#
(21609/161240,-42001531/23702280)
(21609/161240,80826539/47404560)
(1/29,-221/58)
(1/29,110/29)
#
# (a,b,c,d) = (631,0,1,0) and D = 2524:
#
(1/58,-441/58)
(1/58,441/58)
(21609/322480,164829601/47404560)
(21609/322480,-164829601/47404560)
#
# (a,b,c,d) = (632,1,1,0) and D = 2527:
#
(1/842,-24433/842)
(1/842,12216/421)
#
# (a,b,c,d) = (632,0,1,0) and D = 2528:
#
(25/801,22451/4005)
(25/801,-22451/4005)
#
# (a,b,c,d) = (79,0,2,0) and D = 2528:
#
(50/801,-22451/8010)
(50/801,22451/8010)
#
# (a,b,c,d) = (633,1,1,0) and D = 2531:
#
#
# (a,b,c,d) = (633,0,1,0) and D = 2532:
#
#
# (a,b,c,d) = (634,1,1,0) and D = 2535:
#
#
# (a,b,c,d) = (634,0,1,0) and D = 2536:
#
(289/2483,2279/42211)
(289/2483,-2279/42211)
#
# (a,b,c,d) = (635,1,1,0) and D = 2539:
#
#
# (a,b,c,d) = (2,4,2,5) and D = 2540:
#
(-2,1)
(1504/1387,-473/1387)
#
# (a,b,c,d) = (635,0,1,0) and D = 2540:
#
(34596/493801,-306780821/91846986)
(34596/493801,306780821/91846986)
#
# (a,b,c,d) = (636,1,1,0) and D = 2543:
#
#
# (a,b,c,d) = (636,0,1,0) and D = 2544:
#
(1/28,-73/14)
(5329/47320,1558007/1727180)
(1/28,73/14)
(5329/47320,-1558007/1727180)
#
# (a,b,c,d) = (80,2,2,0) and D = 2544:
#
(1/14,18/7)
(1/14,-37/14)
(5329/23660,-243378/431795)
(5329/23660,116899/345436)
#
# (a,b,c,d) = (10,1,4,0) and D = 2544:
#
(5329/11830,-121689/431795)
(5329/11830,116899/690872)
(1/7,-37/28)
(1/7,9/7)
#
# (a,b,c,d) = (2,1,1,5) and D = 2547:
#
(2/3,1/3)
(53/73,87/365)
(-19617/36284,11735/18142)
(3/2,-1)
#
# (a,b,c,d) = (637,1,1,0) and D = 2547:
#
(1/13,-40/13)
(12769/199771,6215914/1736471)
(6241/94783,2011467/575989)
(6241/94783,-26642110/7487857)
(12769/199771,-82249779/22574123)
(1/13,3)
#
# (a,b,c,d) = (2,1,6,-2) and D = 2548:
#
#
# (a,b,c,d) = (2,2,7,0) and D = 2548:
#
#
# (a,b,c,d) = (637,0,1,0) and D = 2548:
#
#
# (a,b,c,d) = (638,1,1,0) and D = 2551:
#
#
# (a,b,c,d) = (638,0,1,0) and D = 2552:
#
#
# (a,b,c,d) = (2,1,7,1) and D = 2555:
#
(0,1)
(7/16,-5/8)
(195187/739697,452607/739697)
(-9/56,43/28)
(14/65,43/65)
(9/19,-11/19)
(56/73,-15/73)
(229/347,-129/347)
(-203/935,1689/935)
#
# (a,b,c,d) = (639,1,1,0) and D = 2555:
#
(1/4929,-115350/1643)
(1369/96471,-3329072/396603)
(1/4929,346049/4929)
(1/9,1)
(64/681,-12437/5448)
(9/79,-179/237)
(9/79,152/237)
(1/9,-10/9)
(4/849,-8247/566)
(1369/96471,29910995/3569427)
(64/681,3975/1816)
(4/849,24733/1698)
#
# (a,b,c,d) = (639,0,1,0) and D = 2556:
#
(1/10,-19/10)
(1/27,-46/9)
(8464/74385,1637101/2281140)
(1/654,5575/218)
(121/2280,-34513/8360)
(1/654,-5575/218)
(1/12,11/4)
(25/2274,-36131/3790)
(25/2274,36131/3790)
(1/12,-11/4)
(361/15280,-1880821/290320)
(121/2280,34513/8360)
(8464/74385,-1637101/2281140)
(1/27,46/9)
(361/15280,1880821/290320)
(1/10,19/10)
#
# (a,b,c,d) = (24,2,3,0) and D = 2556:
#
(1/4,-1)
(3/10,-11/15)
(25/758,6001/1895)
(8464/24795,858413/6843420)
(1/218,-2788/327)
(8464/24795,-268421/760380)
(1083/15280,465061/217740)
(1/218,929/109)
(1/9,-47/27)
(121/760,16591/12540)
(1/4,5/6)
(3/10,8/15)
(1083/15280,-950699/435480)
(1/9,5/3)
(25/758,-18128/5685)
(121/760,-2987/2090)
#
# (a,b,c,d) = (80,1,2,0) and D = 2556:
#
(1/5,-1)
(361/7640,936981/290320)
(1/327,4181/327)
(2/27,-139/54)
(1/5,9/10)
(2/27,137/54)
(361/7640,-11798/3629)
(16928/74385,-5689991/13686840)
(1/6,4/3)
(121/1140,-10487/5016)
(16928/74385,826523/2737368)
(25/1137,-54259/11370)
(25/1137,27067/5685)
(1/327,-8363/654)
(1/6,-17/12)
(121/1140,6388/3135)
#
# (a,b,c,d) = (4,5,6,0) and D = 2556:
#
(1/109,-465/109)
(1/109,2785/654)
(25/379,17753/11370)
(1083/7640,-991853/870960)
(121/380,4643/8360)
(2/9,41/54)
(121/380,-2573/3135)
(1/2,-2/3)
(3/5,1/15)
(2/9,-17/18)
(16928/24795,-752113/4562280)
(16928/24795,-5530541/13686840)
(1083/7640,111121/108870)
(3/5,-17/30)
(25/379,-3063/1895)
(1/2,1/4)
#
# (a,b,c,d) = (3,1,6,0) and D = 2556:
#
(2/9,-47/54)
(1/109,929/218)
(16928/24795,858413/13686840)
(3/5,-11/30)
(2/9,5/6)
(3/5,4/15)
(25/379,-9064/5685)
(1/2,5/12)
(1/2,-1/2)
(1083/7640,465061/435480)
(25/379,6001/3790)
(121/380,-2987/4180)
(121/380,16591/25080)
(1/109,-1394/327)
(16928/24795,-268421/1520760)
(1083/7640,-950699/870960)
#
# (a,b,c,d) = (640,1,1,0) and D = 2559:
#
#
# (a,b,c,d) = (640,0,1,0) and D = 2560:
#
#
# (a,b,c,d) = (11,4,4,0) and D = 2560:
#
#
# (a,b,c,d) = (80,0,2,0) and D = 2560:
#
#
# (a,b,c,d) = (10,0,4,0) and D = 2560:
#
#
# (a,b,c,d) = (641,1,1,0) and D = 2563:
#
#
# (a,b,c,d) = (1,4,6,13) and D = 2563:
#
(287/263,-18/263)
(1,0)
#
# (a,b,c,d) = (641,0,1,0) and D = 2564:
#
(361/3141,28850/59679)
(361/3141,-28850/59679)
#
# (a,b,c,d) = (642,1,1,0) and D = 2567:
#
#
# (a,b,c,d) = (642,0,1,0) and D = 2568:
#
#
# (a,b,c,d) = (643,1,1,0) and D = 2571:
#
#
# (a,b,c,d) = (2,1,6,4) and D = 2572:
#
(11/13,-15/13)
(11/3,-17/3)
(-1/2,1)
(8713/11524,-1765/5762)
#
# (a,b,c,d) = (643,0,1,0) and D = 2572:
#
(25/899,-26768/4495)
(25/899,26768/4495)
(1340964/11633473,-4897051775/13471561734)
(1340964/11633473,4897051775/13471561734)
#
# (a,b,c,d) = (644,1,1,0) and D = 2575:
#
#
# (a,b,c,d) = (4,1,3,-2) and D = 2575:
#
(1/2,-1/2)
(-425/404,-943/404)
#
# (a,b,c,d) = (644,0,1,0) and D = 2576:
#
#
# (a,b,c,d) = (81,2,2,0) and D = 2576:
#
#
# (a,b,c,d) = (1,4,-2,5) and D = 2579:
#
(39/20,-37/100)
(1/2,1/2)
(71/335,198/335)
(-3098/9917,5069/9917)
(4/5,1/5)
(1,0)
#
# (a,b,c,d) = (645,1,1,0) and D = 2579:
#
(1/233,3556/233)
(1/93,896/93)
(1/93,-299/31)
(3214849/75284895,-639496786442/134985816735)
(3214849/75284895,42248837479/8999054449)
(1/233,-3557/233)
(1/35,41/7)
(1/35,-206/35)
#
# (a,b,c,d) = (645,0,1,0) and D = 2580:
#
#
# (a,b,c,d) = (646,1,1,0) and D = 2583:
#
(1/36,107/18)
(1/36,-215/36)
#
# (a,b,c,d) = (24,1,3,0) and D = 2583:
#
(1/12,-2)
(1/12,71/36)
#
# (a,b,c,d) = (646,0,1,0) and D = 2584:
#
#
# (a,b,c,d) = (647,1,1,0) and D = 2587:
#
#
# (a,b,c,d) = (81,1,2,0) and D = 2588:
#
(1/21,-68/21)
(1/21,45/14)
#
# (a,b,c,d) = (647,0,1,0) and D = 2588:
#
(1/42,-271/42)
(1/42,271/42)
#
# (a,b,c,d) = (648,1,1,0) and D = 2591:
#
#
# (a,b,c,d) = (3,8,9,7) and D = 2591:
#
(1/3,1/3)
#
# (a,b,c,d) = (648,0,1,0) and D = 2592:
#
(6241/61974,498478/271997)
(1/97,955/97)
(484/6777,54181/16566)
(1/18,4)
(4/657,-1871/146)
(169/6642,29912/4797)
(225/17746,-1181228/133095)
(1/22,-50/11)
(1/18,-4)
(1/9,1)
(169/6642,-29912/4797)
(4/657,1871/146)
(1/54,-22/3)
(1/9,-1)
(484/6777,-54181/16566)
(1/97,-955/97)
(1/1809,8549/201)
(16/153,107/68)
(25/274,1616/685)
(1/54,22/3)
(1/1809,-8549/201)
(1/22,50/11)
(25/274,-1616/685)
(16/153,-107/68)
(4761/57817,11105855/3989373)
(4761/57817,-11105855/3989373)
(225/17746,1181228/133095)
(6241/61974,-498478/271997)
#
# (a,b,c,d) = (3,0,6,0) and D = 2592:
#
(675/8873,-590614/399285)
(169/1107,14956/14391)
(1/3,2/3)
(2/603,-8549/1206)
(8/219,1871/876)
(75/137,808/2055)
(6241/10329,249239/815991)
(6241/10329,-249239/815991)
(1/3,-2/3)
(8/219,-1871/876)
(2/603,8549/1206)
(169/1107,-14956/14391)
(675/8873,590614/399285)
(3/11,25/33)
(1/9,11/9)
(75/137,-808/2055)
(2/3,1/6)
(32/51,-107/408)
(968/2259,-54181/99396)
(6/97,955/582)
(28566/57817,-11105855/23936238)
(28566/57817,11105855/23936238)
(6/97,-955/582)
(2/3,-1/6)
(968/2259,54181/99396)
(32/51,107/408)
(1/9,-11/9)
(3/11,-25/33)
#
# (a,b,c,d) = (1,8,18,0) and D = 2592:
#
(2,-1/2)
(169/369,-2150/4797)
(8/73,-215/292)
(6241/3443,-1235317/2447973)
(2,-7/18)
(85698/57817,-34758503/71808714)
(8/73,1807/2628)
(1,0)
(1,-4/9)
(1/3,-13/27)
(9/11,7/99)
(968/753,-15485/33132)
(18/97,883/1746)
(225/137,-3058/6165)
(968/753,-31003/298188)
(2/201,949/402)
(2/201,-8557/3618)
(169/369,10562/43173)
(1/3,1/3)
(18/97,-1027/1746)
(2025/8873,-651364/1197855)
(2025/8873,529864/1197855)
(85698/57817,-12546793/71808714)
(32/17,-45/136)
(6241/3443,-81871/271997)
(32/17,-619/1224)
(225/137,-1442/6165)
(9/11,-43/99)
#
# (a,b,c,d) = (81,0,2,0) and D = 2592:
#
(1/27,-11/3)
(1/11,-25/11)
(2/1809,8549/402)
(1/9,2)
(169/3321,14956/4797)
(1/9,-2)
(169/3321,-14956/4797)
(1/11,25/11)
(1/27,11/3)
(25/137,-808/685)
(2/97,955/194)
(225/8873,-590614/133095)
(968/6777,54181/33132)
(9522/57817,11105855/7978746)
(8/657,1871/292)
(6241/30987,-249239/271997)
(8/657,-1871/292)
(32/153,107/136)
(32/153,-107/136)
(2/1809,-8549/402)
(25/137,808/685)
(6241/30987,249239/271997)
(2/9,-1/2)
(2/9,1/2)
(9522/57817,-11105855/7978746)
(968/6777,-54181/33132)
(225/8873,590614/133095)
(2/97,-955/194)
#
# (a,b,c,d) = (1,3,9,15) and D = 2592:
#
(131/113,-26/113)
(34/37,13/185)
(-2,1)
(7/4,-3/4)
(29/14,-13/14)
(196/397,111/397)
(-341/1048,489/1048)
(-1/2,1/2)
(1/4,7/20)
(-48599/63271,35398/63271)
(-188693/277564,149449/277564)
(49/634,247/634)
(-8,19/5)
(1,0)
(41/32,-13/32)
(-59,28)
(1171/166,-555/166)
#
# (a,b,c,d) = (24,0,3,0) and D = 2592:
#
(3/97,-955/291)
(1/6,4/3)
(1/6,-4/3)
(1/18,-22/9)
(4/219,1871/438)
(75/274,1616/2055)
(1/3,-1/3)
(4/219,-1871/438)
(14283/57817,11105855/11968119)
(6241/20658,498478/815991)
(675/17746,-1181228/399285)
(1/3,1/3)
(3/97,955/291)
(484/2259,54181/49698)
(75/274,-1616/2055)
(3/22,-50/33)
(1/603,-8549/603)
(6241/20658,-498478/815991)
(16/51,-107/204)
(16/51,107/204)
(169/2214,29912/14391)
(1/18,22/9)
(14283/57817,-11105855/11968119)
(169/2214,-29912/14391)
(1/603,8549/603)
(675/17746,1181228/399285)
(3/22,50/33)
(484/2259,-54181/49698)
#
# (a,b,c,d) = (1,3,0,8) and D = 2592:
#
(489/524,37/524)
(-555/83,154/83)
(222/397,307/794)
(2,-1/2)
(-13/7,4/7)
(149449/138782,-9811/138782)
(-3/2,1/2)
(-13/16,7/16)
(38/5,-21/10)
(-52/113,105/226)
(56,-31/2)
(70796/63271,-13201/126542)
(247/317,74/317)
(7/10,3/10)
(0,1/2)
(1,0)
(26/185,183/370)
#
# (a,b,c,d) = (1,2,9,0) and D = 2592:
#
(169/738,-62021/86346)
(1/201,8548/1809)
(1/2,7/18)
(2025/17746,-2392831/2395710)
(9/97,946/873)
(9/22,-109/198)
(1/6,43/54)
(6241/6886,-165555/543994)
(42849/57817,8149274/35904357)
(1/201,-950/201)
(169/738,6403/9594)
(2025/17746,2332081/2395710)
(225/274,2107/12330)
(1/2,-1/2)
(4/73,207/146)
(1/6,-5/6)
(16/17,-19/68)
(9/22,91/198)
(16/17,43/612)
(484/753,-64829/149094)
(1,0)
(1,-2/9)
(225/274,-4357/12330)
(9/97,-964/873)
(6241/6886,503917/4895946)
(42849/57817,-14062436/35904357)
(484/753,4837/16566)
(4/73,-1879/1314)
#
# (a,b,c,d) = (649,1,1,0) and D = 2595:
#
#
# (a,b,c,d) = (3,3,7,2) and D = 2595:
#
(1/2,-5/4)
#
# (a,b,c,d) = (649,0,1,0) and D = 2596:
#
#
# (a,b,c,d) = (1,4,1,7) and D = 2599:
#
(1,0)
(125/281,117/281)
#
# (a,b,c,d) = (650,1,1,0) and D = 2599:
#
#
# (a,b,c,d) = (650,0,1,0) and D = 2600:
#
#
# (a,b,c,d) = (6,4,5,0) and D = 2600:
#
#
# (a,b,c,d) = (651,1,1,0) and D = 2603:
#
#
# (a,b,c,d) = (651,0,1,0) and D = 2604:
#
(2916/62113,-14949649/3354102)
(2916/62113,14949649/3354102)
(9/235,-3536/705)
(9/235,3536/705)
#
# (a,b,c,d) = (1,1,9,3) and D = 2604:
#
(1,0)
(40,-117)
(122/539,279/539)
#
# (a,b,c,d) = (652,1,1,0) and D = 2607:
#
#
# (a,b,c,d) = (652,0,1,0) and D = 2608:
#
(1/53,-385/53)
(1/53,385/53)
(225/3901,-227899/58515)
(225/3901,227899/58515)
#
# (a,b,c,d) = (1,2,8,12) and D = 2608:
#
(1,0)
(79/49,-45/49)
(131/377,133/377)
(197/179,-217/537)
#
# (a,b,c,d) = (82,2,2,0) and D = 2608:
#
(450/3901,221149/117030)
(2/53,383/106)
(2/53,-387/106)
(450/3901,-234649/117030)
#
# (a,b,c,d) = (653,1,1,0) and D = 2611:
#
#
# (a,b,c,d) = (653,0,1,0) and D = 2612:
#
#
# (a,b,c,d) = (654,1,1,0) and D = 2615:
#
#
# (a,b,c,d) = (654,0,1,0) and D = 2616:
#
#
# (a,b,c,d) = (25,3,3,0) and D = 2619:
#
(108/313,-1313/5634)
(108/313,-631/5634)
#
# (a,b,c,d) = (655,1,1,0) and D = 2619:
#
(36/313,-449/1878)
(36/313,233/1878)
#
# (a,b,c,d) = (3,3,3,4) and D = 2619:
#
(-1,1)
(23/31,-5/31)
#
# (a,b,c,d) = (82,1,2,0) and D = 2620:
#
(2/11,-27/22)
(2/11,25/22)
#
# (a,b,c,d) = (655,0,1,0) and D = 2620:
#
(1/11,-26/11)
(1/11,26/11)
#
# (a,b,c,d) = (656,1,1,0) and D = 2623:
#
#
# (a,b,c,d) = (82,0,2,0) and D = 2624:
#
#
# (a,b,c,d) = (656,0,1,0) and D = 2624:
#
#
# (a,b,c,d) = (1,1,9,2) and D = 2627:
#
(15923/16289,-2623/16289)
(5/11,9/22)
(-292661/1363186,3445979/2726372)
(-11/13,49/13)
(109/145,-52/145)
(3817/8281,-4867/8281)
(5/8,-43/16)
(1405/2773,-2983/5546)
(1/13,9/13)
(47/137,-130/137)
(-53/25,234/25)
(1,0)
#
# (a,b,c,d) = (657,1,1,0) and D = 2627:
#
(9/391,-7714/1173)
(289/53847,-1388555/101711)
(9/157,-1855/471)
(16/897,-8949/1196)
(1/9,8/9)
(9/391,7687/1173)
(6241/80523,-2142766/706813)
(1/9,-1)
(9/157,1828/471)
(100/1209,10941/4030)
(6241/80523,18791855/6361317)
(16/897,26783/3588)
(289/53847,12492082/915399)
(100/1209,-33823/12090)
#
# (a,b,c,d) = (657,0,1,0) and D = 2628:
#
#
# (a,b,c,d) = (658,1,1,0) and D = 2631:
#
(5550736/52982305,-196902319087/124826310580)
(23525731161/570977370040,419601790675504513/87577079994105240)
(1/10,-19/10)
(1369/62620,-15641407/2316940)
(961/21670,1541119/335885)
(961/21670,-3112029/671770)
(4/73,-593/146)
(100/24769,3897603/247690)
(1/682,8905/341)
(9/868,-25577/2604)
(1/682,-17811/682)
(81/1120,-4693/1440)
(100/24769,-82949/5270)
(23525731161/570977370040,-30229299346193561/6255505713864660)
(121/1984,80847/21824)
(9/868,1825/186)
(1/10,9/5)
(1369/62620,7795377/1158470)
(121/1984,-41089/10912)
(1024/12193,1035505/390176)
(4/73,585/146)
(81/1120,16061/5040)
(5550736/52982305,183824785071/124826310580)
(1024/12193,-1068273/390176)
#
# (a,b,c,d) = (2,1,7,2) and D = 2631:
#
(3/4,-1/4)
(43/54,-1/54)
(-881/122,1515/61)
(1259/36292,27399/36292)
(1/2,-3/2)
(3/4,-5/2)
(-1/9,17/18)
(-505/28942,11787/14471)
(1787/4687,4461/9374)
(3/4,1/8)
(-22255/28158,39173/14079)
(1415/6228,1823/3114)
#
# (a,b,c,d) = (658,0,1,0) and D = 2632:
#
#
# (a,b,c,d) = (1,1,9,4) and D = 2635:
#
(107/29,-234/29)
(1,0)
#
# (a,b,c,d) = (659,1,1,0) and D = 2635:
#
#
# (a,b,c,d) = (5,4,6,2) and D = 2636:
#
(5,-13)
(47/79,-41/79)
(-745193/298655,1941523/298655)
(1/5,3/5)
(-6583/82705,72501/82705)
#
# (a,b,c,d) = (659,0,1,0) and D = 2636:
#
(16/177,-1687/708)
(16/177,1687/708)
(676/11937,1223663/310362)
(676/11937,-1223663/310362)
#
# (a,b,c,d) = (660,1,1,0) and D = 2639:
#
#
# (a,b,c,d) = (83,2,2,0) and D = 2640:
#
(1521/19883,1915864/775437)
(1521/19883,-1975183/775437)
#
# (a,b,c,d) = (660,0,1,0) and D = 2640:
#
(1521/39766,-3891047/775437)
(1521/39766,3891047/775437)
#
# (a,b,c,d) = (661,1,1,0) and D = 2643:
#
#
# (a,b,c,d) = (661,0,1,0) and D = 2644:
#
#
# (a,b,c,d) = (2,4,5,7) and D = 2644:
#
(2/7,3/7)
#
# (a,b,c,d) = (1,2,9,11) and D = 2647:
#
(-17/15,14/15)
(13555/3611,-9974/3611)
(1,0)
(-19/253,119/253)
(289/151,-207/151)
#
# (a,b,c,d) = (662,1,1,0) and D = 2647:
#
(4761/59302,-5937341/2045919)
(4/41,159/82)
(63001/3623714,-3447011931/454776107)
(425104/16717217,-68116858735/10899625484)
(425104/16717217,67839690927/10899625484)
(63001/3623714,6878210611/909552214)
(4761/59302,11546173/4091838)
(4/41,-167/82)
#
# (a,b,c,d) = (662,0,1,0) and D = 2648:
#
#
# (a,b,c,d) = (663,1,1,0) and D = 2651:
#
#
# (a,b,c,d) = (663,0,1,0) and D = 2652:
#
(1/94,-911/94)
(1/94,911/94)
#
# (a,b,c,d) = (83,1,2,0) and D = 2652:
#
(1/47,-228/47)
(1/47,455/94)
#
# (a,b,c,d) = (664,1,1,0) and D = 2655:
#
#
# (a,b,c,d) = (664,0,1,0) and D = 2656:
#
#
# (a,b,c,d) = (83,0,2,0) and D = 2656:
#
#
# (a,b,c,d) = (665,1,1,0) and D = 2659:
#
#
# (a,b,c,d) = (665,0,1,0) and D = 2660:
#
(100/921,10781/9210)
(1/9,8/9)
(49/7701,675746/53907)
(49/7701,-675746/53907)
(256/54441,12702059/871056)
(100/921,-10781/9210)
(1/9,-8/9)
(256/54441,-12702059/871056)
#
# (a,b,c,d) = (1,2,1,10) and D = 2660:
#
(-1,1/2)
(-927/503,703/1006)
(1,0)
(-27/13,10/13)
(131/134,9/268)
#
# (a,b,c,d) = (666,1,1,0) and D = 2663:
#
(100/56769,-4508799/189230)
(100/56769,13525397/567690)
#
# (a,b,c,d) = (25,2,3,0) and D = 2664:
#
(64/195,235/936)
(64/195,-733/1560)
#
# (a,b,c,d) = (666,0,1,0) and D = 2664:
#
(64/585,-1687/1560)
(64/585,1687/1560)
#
# (a,b,c,d) = (667,1,1,0) and D = 2667:
#
(576/5497,-203597/131928)
(576/5497,8251/5736)
#
# (a,b,c,d) = (667,0,1,0) and D = 2668:
#
(1/223,-3330/223)
(1/223,3330/223)
#
# (a,b,c,d) = (1,3,1,9) and D = 2668:
#
(1,0)
(4/5,1/5)
#
# (a,b,c,d) = (668,1,1,0) and D = 2671:
#
#
# (a,b,c,d) = (84,2,2,0) and D = 2672:
#
#
# (a,b,c,d) = (11,3,4,0) and D = 2672:
#
#
# (a,b,c,d) = (668,0,1,0) and D = 2672:
#
#
# (a,b,c,d) = (4,7,9,5) and D = 2675:
#
(1,-1)
(71/479,235/479)
#
# (a,b,c,d) = (669,1,1,0) and D = 2675:
#
#
# (a,b,c,d) = (669,0,1,0) and D = 2676:
#
#
# (a,b,c,d) = (3,6,7,6) and D = 2676:
#
(953/2486,1675/4972)
(1,-1/2)
#
# (a,b,c,d) = (670,1,1,0) and D = 2679:
#
#
# (a,b,c,d) = (670,0,1,0) and D = 2680:
#
#
# (a,b,c,d) = (2,5,4,6) and D = 2680:
#
(11/16,1/8)
#
# (a,b,c,d) = (671,1,1,0) and D = 2683:
#
#
# (a,b,c,d) = (84,1,2,0) and D = 2684:
#
(2/15,-53/30)
(2/15,17/10)
#
# (a,b,c,d) = (671,0,1,0) and D = 2684:
#
(1/15,52/15)
(1/15,-52/15)
#
# (a,b,c,d) = (672,1,1,0) and D = 2687:
#
(4225/85224,-7992331/1846520)
(25/854,24683/4270)
(1/62,-244/31)
(1/12,-11/4)
(3143529/45242848,-270632354581/80215569504)
(4225/85224,2962796/692445)
(3143529/45242848,1183298561/358105221)
(1/62,487/62)
(25/854,-1772/305)
(1/12,8/3)
#
# (a,b,c,d) = (1,3,8,15) and D = 2687:
#
(-2539/731,3310/2193)
(14/9,-5/9)
(-87083/57511,126866/172533)
(1/3,1/3)
(1,0)
(7,-3)
(1594/1207,-1393/3621)
#
# (a,b,c,d) = (84,0,2,0) and D = 2688:
#
#
# (a,b,c,d) = (672,0,1,0) and D = 2688:
#
#
# (a,b,c,d) = (25,1,3,0) and D = 2691:
#
(1/3,-1/3)
(25/2037,-53099/10185)
(1/3,2/9)
(25/2037,159172/30555)
#
# (a,b,c,d) = (673,1,1,0) and D = 2691:
#
(1/9,-8/9)
(1/9,7/9)
(25/6111,-477766/30555)
(25/6111,477641/30555)
#
# (a,b,c,d) = (673,0,1,0) and D = 2692:
#
(1/29,154/29)
(1/29,-154/29)
#
# (a,b,c,d) = (2,6,5,6) and D = 2692:
#
(-49/129,461/774)
(934939/1162420,-24593/2324840)
(-11/7,5/7)
#
# (a,b,c,d) = (1,0,7,7) and D = 2695:
#
(439478815/200815663,-485932239/200815663)
(5405/5457,-361/5457)
(-1/5,3/5)
(1,-1)
(-1/3,2/3)
(1182/1195,79/1195)
(20/17,-21/17)
(57/37,-62/37)
(-10046/21895,16263/21895)
(-22/251,139/251)
(3641/3791,465/3791)
(120/121,7/121)
(1,0)
(119489/120375,-6967/120375)
#
# (a,b,c,d) = (674,1,1,0) and D = 2695:
#
(1/2674,69137/1337)
(4/49,269/98)
(1/16,-59/16)
(1/14,45/14)
(1521/16864,763835/328848)
(1/16,29/8)
(1/2674,-138275/2674)
(1521/16864,-1586989/657696)
(4/49,-277/98)
(169/2324,95337/30212)
(169/2324,-48767/15106)
(1/2044,-92411/2044)
(1/14,-23/7)
(1/2044,46205/1022)
#
# (a,b,c,d) = (2,1,7,0) and D = 2695:
#
(7/16,55/112)
(10647/16864,1349713/4603872)
(4/7,-43/98)
(1/292,13201/2044)
(4/7,5/14)
(1/382,19753/2674)
(169/332,-2125/4316)
(1/2,-1/2)
(1/382,-1411/191)
(169/332,6339/15106)
(7/16,-31/56)
(1/2,3/7)
(10647/16864,-882473/2301936)
(1/292,-943/146)
#
# (a,b,c,d) = (1,3,2,10) and D = 2696:
#
(9/10,1/10)
(2969091/2682020,-269101/2682020)
(37/64,21/64)
(73/55,-14/55)
(1,0)
(9901/6286,-2379/6286)
#
# (a,b,c,d) = (674,0,1,0) and D = 2696:
#
(1/899,26955/899)
(1/899,-26955/899)
(1/75,-649/75)
(1/75,649/75)
#
# (a,b,c,d) = (675,1,1,0) and D = 2699:
#
#
# (a,b,c,d) = (2,3,1,5) and D = 2699:
#
(2,-1)
(-3008/3395,2143/3395)
#
# (a,b,c,d) = (25,0,3,0) and D = 2700:
#
#
# (a,b,c,d) = (675,0,1,0) and D = 2700:
#
#
# (a,b,c,d) = (1,3,3,11) and D = 2700:
#
(1,0)
#
# (a,b,c,d) = (2,0,6,3) and D = 2700:
#
#
# (a,b,c,d) = (3,5,5,5) and D = 2700:
#
(-1/3,2/3)
#
# (a,b,c,d) = (3,3,6,4) and D = 2700:
#
#
# (a,b,c,d) = (2,6,6,7) and D = 2700:
#
#
# (a,b,c,d) = (676,1,1,0) and D = 2703:
#
#
# (a,b,c,d) = (85,2,2,0) and D = 2704:
#
(18/445,9307/2670)
(135927072/1446061945,10380861223639/4768533869832)
(1225/22997,2428757/804895)
(44521/222469,-46849992/46940959)
(8/65,93/52)
(1/65,74/13)
(1/13,-33/13)
(625/5993,-319754/149825)
(147968/692809,202206149/376888096)
(32/793,22141/6344)
(1/5,-1)
(50/221,-43/130)
(1/169,1553/169)
(13448/59449,1040899/9749636)
(8/337,6167/1348)
(8/337,-6199/1348)
(841/141245,7504636/819221)
(841/141245,-37547569/4096105)
(1/169,-1554/169)
(114242/4827485,-2125618051/461507566)
(32/793,-22397/6344)
(50/221,231/2210)
(1/5,4/5)
(2/901,27043/1802)
(2/13,-41/26)
(13448/59449,-190963/573508)
(2/901,-1591/106)
(1/13,32/13)
(9/41,-74/123)
(1/65,-371/65)
(722/11765,1249869/447070)
(1225/22997,-2471632/804895)
(54289/313625,-19880987/14614925)
(18/445,-1883/534)
(625/5993,304129/149825)
(44521/222469,37456061/46940959)
(722/11765,-255461/89414)
(9/41,47/123)
(135927072/1446061945,-54145471681331/23842669349160)
(2/13,37/26)
(8/65,-497/260)
(147968/692809,-282700741/376888096)
(114242/4827485,10573482579/2307537830)
(54289/313625,86755598/73074625)
#
# (a,b,c,d) = (1,5,4,8) and D = 2704:
#
(-494/517,441/1034)
(-31/8,7/8)
(-13/12,5/12)
(-9,2)
(0,1/2)
(226611/116432,-43259/116432)
(19/7,-4/7)
(66673/525048,248311/525048)
(-1/2,1/2)
(665/788,79/788)
(-10930/191,4851/382)
(-62/313,325/626)
(241/487,158/487)
(4/3,-1/6)
(-1636/1067,927/2134)
(1,0)
(7/22,9/22)
(131104/36079,-56945/72158)
(-2,1/2)
(38/23,-13/46)
(76/127,67/254)
(-223/699,362/699)
(70/9,-31/18)
#
# (a,b,c,d) = (1,1,9,1) and D = 2704:
#
(-3/16,31/16)
(3/14,-19/14)
(-614/191,5465/191)
(105/127,-38/127)
(6/23,-19/23)
(1/3,-2/3)
(-1/2,9/2)
(873/974,-241/974)
(53575/232864,-226611/232864)
(194/517,247/517)
(1059917/1050096,-66673/1050096)
(1/2,-1/2)
(43/44,-7/44)
(8607/36079,-65552/36079)
(1225/1398,223/1398)
(3/4,1/4)
(1,0)
(7/24,13/24)
(0,1)
(294/313,31/313)
(109/1067,818/1067)
(4/9,-35/9)
(981/1576,-665/1576)
#
# (a,b,c,d) = (1,6,13,0) and D = 2704:
#
(117/445,-10414/17355)
(16/61,117/244)
(1/26,-37/26)
(117/82,-1295/3198)
(44521/34226,-3165535/7221686)
(6724/4573,-1489209/4874818)
(625/922,49107/299650)
(13/901,27006/11713)
(1225/3538,-67887/123830)
(13/10,-57/130)
(361/905,-117776/223535)
(4/5,1/10)
(1/10,111/130)
(73984/53293,-79021209/188444048)
(54289/48250,-9307929/146149250)
(44521/34226,-15211631/93881918)
(841/21730,882783/630170)
(13/901,-27084/11713)
(25/17,-412/1105)
(6724/4573,-139923/374986)
(25/17,-26/85)
(1/2,-1/2)
(1225/3538,625281/1609790)
(73984/53293,-3209283/14495696)
(117/445,8308/17355)
(1/10,-9/10)
(57121/371345,59576104/88751455)
(1/26,475/338)
(52/337,-6495/8762)
(883525968/1446061945,31173524659187/154977350769540)
(117/82,-811/3198)
(1,0)
(625/922,-10989/23050)
(57121/371345,-856400866/1153768915)
(54289/48250,-5122161/11242250)
(1,-6/13)
(883525968/1446061945,-74876253140339/154977350769540)
(361/905,5894/17195)
(841/21730,-11622513/8192210)
(52/337,5871/8762)
(1/2,7/26)
(16/61,-1905/3172)
(4/5,-61/130)
(13/10,-21/130)
#
# (a,b,c,d) = (676,0,1,0) and D = 2704:
#
(1/130,-57/5)
(16/793,-1713/244)
(1/338,-239/13)
(1/26,-5)
(25/221,-37/85)
(6724/59449,164895/374986)
(841/282490,-5774673/315085)
(361/11765,97199/17195)
(625/11986,-47991/11525)
(1/10,-9/5)
(9/82,-121/123)
(44521/444938,6485081/3610843)
(54289/627250,14320041/5621125)
(4/337,-6183/674)
(1/338,239/13)
(25/221,37/85)
(4/65,37/10)
(1225/45994,-376953/61915)
(1/26,5)
(1/13,-3)
(16/793,1713/244)
(1/901,-27045/901)
(1/13,3)
(9/445,9361/1335)
(1225/45994,376953/61915)
(9/445,-9361/1335)
(4/65,-37/10)
(6724/59449,-164895/374986)
(54289/627250,-14320041/5621125)
(44521/444938,-6485081/3610843)
(361/11765,-97199/17195)
(9/82,121/123)
(73984/692809,-18650265/14495696)
(1/10,9/5)
(841/282490,5774673/315085)
(73984/692809,18650265/14495696)
(67963536/1446061945,-53024888899763/11921334674580)
(625/11986,47991/11525)
(57121/4827485,-815445109/88751455)
(1/130,57/5)
(4/337,6183/674)
(57121/4827485,815445109/88751455)
(1/901,27045/901)
(67963536/1446061945,53024888899763/11921334674580)
#
# (a,b,c,d) = (1,10,26,0) and D = 2704:
#
(1225/1769,6253/61915)
(1/5,2/5)
(50/17,-1213/2210)
(1,-5/13)
(2,-1/2)
(54289/24125,-1881794/5621125)
(104/337,-7223/17524)
(50/17,-99/170)
(722/905,-12753/34390)
(117/41,-938/1599)
(1/13,-122/169)
(1/5,-31/65)
(234/445,-12871/34710)
(32/61,-181/488)
(722/905,28609/447070)
(841/10865,2826364/4096105)
(117/41,-817/1599)
(147968/53293,-182586215/376888096)
(8/5,-9/20)
(26/901,-27175/23426)
(13448/4573,-411445/749972)
(1767051936/1446061945,-125862769701683/309954701539080)
(54289/24125,-38783363/73074625)
(13/5,-28/65)
(1767051936/1446061945,-19812991902157/309954701539080)
(13448/4573,-5678575/9749636)
(1225/1769,-295664/804895)
(8/5,-43/260)
(114242/371345,678925919/2307537830)
(32/61,1073/6344)
(114242/371345,-73228023/177502910)
(1,0)
(104/337,5143/17524)
(13/5,-37/65)
(44521/17113,-26727368/46940959)
(147968/53293,-16914365/28991392)
(625/461,-1159/11525)
(841/10865,-226793/315085)
(625/461,-63058/149825)
(1/13,9/13)
(2,-7/26)
(44521/17113,-1557099/3610843)
(234/445,5851/34710)
(26/901,26915/23426)
#
# (a,b,c,d) = (677,1,1,0) and D = 2707:
#
#
# (a,b,c,d) = (677,0,1,0) and D = 2708:
#
#
# (a,b,c,d) = (2,6,7,8) and D = 2708:
#
(0,1/2)
(-1710/559,3113/2236)
#
# (a,b,c,d) = (678,1,1,0) and D = 2711:
#
#
# (a,b,c,d) = (678,0,1,0) and D = 2712:
#
#
# (a,b,c,d) = (679,1,1,0) and D = 2715:
#
#
# (a,b,c,d) = (85,1,2,0) and D = 2716:
#
#
# (a,b,c,d) = (679,0,1,0) and D = 2716:
#
#
# (a,b,c,d) = (680,1,1,0) and D = 2719:
#
#
# (a,b,c,d) = (680,0,1,0) and D = 2720:
#
(1/9,7/9)
(196/55521,-13082159/777294)
(46225/410286,-21799358/44105745)
(46225/410286,21799358/44105745)
(196/55521,13082159/777294)
(1/9,-7/9)
#
# (a,b,c,d) = (2,7,8,8) and D = 2720:
#
(-117/14,23/7)
(602/115,-471/230)
(-2822784270667/1081081959580,572226192429/540540979790)
(7/107,51/107)
(-14,11/2)
(0,1/2)
#
# (a,b,c,d) = (85,0,2,0) and D = 2720:
#
(392/55521,-13082159/1554588)
(2/9,-7/18)
(2/9,7/18)
(392/55521,13082159/1554588)
(46225/205143,-10899679/44105745)
(46225/205143,10899679/44105745)
#
# (a,b,c,d) = (1,1,9,5) and D = 2720:
#
(211/214,7/214)
(4,-7)
(67/28,-117/28)
(351005053753/432432783832,-2822784270667/2162163919160)
(-34/23,301/115)
(1,0)
#
# (a,b,c,d) = (681,1,1,0) and D = 2723:
#
(1/11187,-1183234/11187)
(64/737,-15151/5896)
(1/11,-26/11)
(64/737,14639/5896)
(1/11,25/11)
(289/8283,246803/46937)
(1/11187,394411/3729)
(289/8283,-745322/140811)
#
# (a,b,c,d) = (1,0,8,5) and D = 2723:
#
(1373/1376,39/1376)
(8/7,-13/7)
(-3/8,7/8)
(1,-8/5)
(1,0)
(128/491,231/491)
#
# (a,b,c,d) = (681,0,1,0) and D = 2724:
#
#
# (a,b,c,d) = (2,3,3,6) and D = 2727:
#
#
# (a,b,c,d) = (26,3,3,0) and D = 2727:
#
#
# (a,b,c,d) = (682,1,1,0) and D = 2727:
#
#
# (a,b,c,d) = (2,0,5,4) and D = 2728:
#
#
# (a,b,c,d) = (682,0,1,0) and D = 2728:
#
#
# (a,b,c,d) = (683,1,1,0) and D = 2731:
#
#
# (a,b,c,d) = (683,0,1,0) and D = 2732:
#
(1/227,3420/227)
(1/227,-3420/227)
#
# (a,b,c,d) = (1,3,5,13) and D = 2732:
#
(1,0)
(6/5,-1/5)
#
# (a,b,c,d) = (684,1,1,0) and D = 2735:
#
(49/1026,-1766/399)
(49/1026,1655/378)
#
# (a,b,c,d) = (86,2,2,0) and D = 2736:
#
(72/4585,-310843/55020)
(72/4585,309979/55020)
#
# (a,b,c,d) = (1,2,4,12) and D = 2736:
#
(79/67,-18/67)
(1,0)
#
# (a,b,c,d) = (684,0,1,0) and D = 2736:
#
(36/4585,310411/27510)
(36/4585,-310411/27510)
#
# (a,b,c,d) = (685,1,1,0) and D = 2739:
#
(36/841,-23833/5046)
(36/841,23617/5046)
#
# (a,b,c,d) = (1,4,5,12) and D = 2740:
#
(1/5,2/5)
(2,-1/2)
(-5792281/7061447,3263004/7061447)
(65/68,9/272)
(-2971/335,3357/1340)
(-113/151,279/604)
(1,0)
#
# (a,b,c,d) = (685,0,1,0) and D = 2740:
#
(4/169,2187/338)
(9/73981,-20122424/221943)
(9/109,892/327)
(1/49,-342/49)
(4/169,-2187/338)
(9/109,-892/327)
(9/73981,20122424/221943)
(1/49,342/49)
#
# (a,b,c,d) = (686,1,1,0) and D = 2743:
#
#
# (a,b,c,d) = (686,0,1,0) and D = 2744:
#
(169/1647,34007/21411)
(169/1647,-34007/21411)
#
# (a,b,c,d) = (2,0,7,0) and D = 2744:
#
(1183/1647,34007/149877)
(1183/1647,-34007/149877)
#
# (a,b,c,d) = (4,3,5,3) and D = 2747:
#
(2/3,-1/3)
(-391/906,446/453)
(-1,5/3)
#
# (a,b,c,d) = (687,1,1,0) and D = 2747:
#
(1/9,2/3)
(169/56007,4417760/242697)
(1/9,-7/9)
(169/56007,-13255477/728091)
#
# (a,b,c,d) = (86,1,2,0) and D = 2748:
#
#
# (a,b,c,d) = (687,0,1,0) and D = 2748:
#
#
# (a,b,c,d) = (688,1,1,0) and D = 2751:
#
#
# (a,b,c,d) = (4,0,4,2) and D = 2752:
#
#
# (a,b,c,d) = (688,0,1,0) and D = 2752:
#
(1/17,-65/17)
(1/17,65/17)
#
# (a,b,c,d) = (86,0,2,0) and D = 2752:
#
(2/17,65/34)
(2/17,-65/34)
#
# (a,b,c,d) = (11,2,4,0) and D = 2752:
#
(4/17,-69/68)
(4/17,61/68)
#
# (a,b,c,d) = (689,1,1,0) and D = 2755:
#
#
# (a,b,c,d) = (689,0,1,0) and D = 2756:
#
#
# (a,b,c,d) = (1,1,4,11) and D = 2759:
#
(5/7,2/7)
(2,-1)
(-1931/1717,1197/1717)
(-83/109,63/109)
(-383/9641,4381/9641)
(1,0)
(-32044/2807,16749/2807)
(296/263,-99/263)
#
# (a,b,c,d) = (690,1,1,0) and D = 2759:
#
(1089/73162,19748717/2414346)
(1/20,17/4)
(9/94,-293/141)
(1089/73162,-9892327/1207173)
(4/377,-7321/754)
(1/20,-43/10)
(9/94,559/282)
(4/377,7313/754)
#
# (a,b,c,d) = (690,0,1,0) and D = 2760:
#
#
# (a,b,c,d) = (691,1,1,0) and D = 2763:
#
(4/49,267/98)
(4/49,-275/98)
(4/11473,1228893/22946)
(4/11473,-1228901/22946)
#
# (a,b,c,d) = (4,1,5,-1) and D = 2763:
#
(14/23,3/23)
(0,-1)
(5054/14265,21137/14265)
(-14/249,-275/249)
(252/403,17/403)
#
# (a,b,c,d) = (2,6,8,9) and D = 2764:
#
(-2,1)
(827/755,-229/755)
#
# (a,b,c,d) = (691,0,1,0) and D = 2764:
#
(15129/156499,37949320/19249377)
(15129/156499,-37949320/19249377)
#
# (a,b,c,d) = (1,3,-2,7) and D = 2767:
#
(6/11,5/11)
(627581/607289,-19209/607289)
(355/711,337/711)
(-5/13,6/13)
(1,0)
(4,-1)
#
# (a,b,c,d) = (692,1,1,0) and D = 2767:
#
(17161/169388,-9514395/5547457)
(1/34,-197/34)
(4/41,-161/82)
(361/4048,-46811/19228)
(25/964,-7453/1205)
(17161/169388,35809489/22189828)
(361/4048,180385/76912)
(25/964,29687/4820)
(4/41,153/82)
(1/34,98/17)
#
# (a,b,c,d) = (87,2,2,0) and D = 2768:
#
#
# (a,b,c,d) = (692,0,1,0) and D = 2768:
#
#
# (a,b,c,d) = (693,1,1,0) and D = 2771:
#
#
# (a,b,c,d) = (693,0,1,0) and D = 2772:
#
(1/9,2/3)
(1/9,-2/3)
(16/6273,-165611/8364)
(16/6273,165611/8364)
#
# (a,b,c,d) = (26,2,3,0) and D = 2772:
#
(1/3,1/9)
(1/3,-1/3)
(16/2091,-55225/8364)
(16/2091,165547/25092)
#
# (a,b,c,d) = (694,1,1,0) and D = 2775:
#
(9/934,14261/1401)
(16/145,423/580)
(1/670,8671/335)
(49/2620,133631/18340)
(49/2620,-66987/9170)
(1/670,-17343/670)
(1/10,17/10)
(9/934,-28549/2802)
(16/145,-487/580)
(1/10,-9/5)
(44521/778000,-644767533/164158000)
(44521/778000,317686801/82079000)
#
# (a,b,c,d) = (6,3,5,0) and D = 2775:
#
(16/29,-187/580)
(1/134,3467/670)
(49/524,13123/9170)
(1/2,1/5)
(1/134,-347/67)
(45/934,28333/14010)
(1/2,-1/2)
(44521/155600,113923217/164158000)
(44521/155600,-14210501/16415800)
(16/29,-1/116)
(49/524,-5455/3668)
(45/934,-14369/7005)
#
# (a,b,c,d) = (694,0,1,0) and D = 2776:
#
#
# (a,b,c,d) = (695,1,1,0) and D = 2779:
#
(16/905,-5441/724)
(16/905,27141/3620)
#
# (a,b,c,d) = (695,0,1,0) and D = 2780:
#
#
# (a,b,c,d) = (87,1,2,0) and D = 2780:
#
#
# (a,b,c,d) = (1,4,-3,5) and D = 2783:
#
(71/371,225/371)
(1,0)
#
# (a,b,c,d) = (696,1,1,0) and D = 2783:
#
#
# (a,b,c,d) = (87,0,2,0) and D = 2784:
#
#
# (a,b,c,d) = (3,3,7,3) and D = 2784:
#
(1,-2)
(-625/1916,1943/1916)
#
# (a,b,c,d) = (2,5,8,9) and D = 2784:
#
(1301/958,-321/479)
(-5/2,3/2)
#
# (a,b,c,d) = (696,0,1,0) and D = 2784:
#
#
# (a,b,c,d) = (3,2,6,3) and D = 2787:
#
(-1,2)
(2/3,-1)
(-61/56,121/56)
#
# (a,b,c,d) = (697,1,1,0) and D = 2787:
#
(1/19,78/19)
(1/19,-79/19)
#
# (a,b,c,d) = (697,0,1,0) and D = 2788:
#
#
# (a,b,c,d) = (1,5,6,11) and D = 2791:
#
(172/277,63/277)
(1,0)
(395086/61,-94185/61)
#
# (a,b,c,d) = (698,1,1,0) and D = 2791:
#
(36/385,4843/2310)
(36/385,-5059/2310)
#
# (a,b,c,d) = (698,0,1,0) and D = 2792:
#
#
# (a,b,c,d) = (699,1,1,0) and D = 2795:
#
(121/56871,-4521004/208527)
(1/9,5/9)
(121/56871,13561681/625581)
(1/9,-2/3)
(1/251,3976/251)
(1/251,-3977/251)
#
# (a,b,c,d) = (2,1,5,5) and D = 2795:
#
(163957/86314,-91639/43157)
(4/5,-3/5)
(26/1853,1075/1853)
(-797/2536,899/1268)
(-3/41,25/41)
(1,-1)
(1/4,1/2)
#
# (a,b,c,d) = (699,0,1,0) and D = 2796:
#
#
# (a,b,c,d) = (1,1,5,11) and D = 2796:
#
(1,0)
(148/127,-63/127)
#
# (a,b,c,d) = (700,1,1,0) and D = 2799:
#
(1/48,331/48)
(1/48,-83/12)
#
# (a,b,c,d) = (26,1,3,0) and D = 2799:
#
(1/16,-37/16)
(1/16,55/24)
#
# (a,b,c,d) = (700,0,1,0) and D = 2800:
#
#
# (a,b,c,d) = (2,2,4,6) and D = 2800:
#
#
# (a,b,c,d) = (88,2,2,0) and D = 2800:
#
#
# (a,b,c,d) = (11,1,4,0) and D = 2800:
#
#
# (a,b,c,d) = (701,1,1,0) and D = 2803:
#
(22201/231287,-70242723/34461763)
(1/37,-224/37)
(1/107,-1107/107)
(1/217,3196/217)
(1/217,-3197/217)
(1/107,1106/107)
(1/37,223/37)
(22201/231287,66934774/34461763)
(12100/14595409,-55760864827/1605494990)
(12100/14595409,55759533827/1605494990)
#
# (a,b,c,d) = (1,1,7,10) and D = 2803:
#
(269/209,-180/209)
(1,-1/5)
(1,-1/2)
(1251/1273,-1801/6365)
(79/114,61/228)
(1,0)
(2439/353,-9089/1765)
#
# (a,b,c,d) = (701,0,1,0) and D = 2804:
#
#
# (a,b,c,d) = (702,1,1,0) and D = 2807:
#
#
# (a,b,c,d) = (1,3,6,14) and D = 2808:
#
(1,0)
(13/10,-3/10)
#
# (a,b,c,d) = (26,0,3,0) and D = 2808:
#
(3/103,-1045/309)
(3/103,1045/309)
#
# (a,b,c,d) = (702,0,1,0) and D = 2808:
#
(1/103,-1045/103)
(1/103,1045/103)
#
# (a,b,c,d) = (703,1,1,0) and D = 2811:
#
#
# (a,b,c,d) = (88,1,2,0) and D = 2812:
#
(1/56,37/7)
(156025/2194192,4492484701/1733411680)
(1/56,-593/112)
(156025/2194192,-25875651/9848930)
#
# (a,b,c,d) = (703,0,1,0) and D = 2812:
#
(156025/4388384,9046599277/1733411680)
(156025/4388384,-9046599277/1733411680)
(1/112,1185/112)
(1/112,-1185/112)
#
# (a,b,c,d) = (704,1,1,0) and D = 2815:
#
(529/4994,136641/114862)
(529/4994,-6764/5221)
#
# (a,b,c,d) = (1,5,3,7) and D = 2816:
#
(-131,28)
(-16/17,7/17)
(-242/199,79/199)
(-1/2,1/2)
(4/19,9/19)
(5/2,-1/2)
(1,0)
(2063/4862,1861/4862)
(-269/106,61/106)
#
# (a,b,c,d) = (704,0,1,0) and D = 2816:
#
(9/1180,-10132/885)
(4489/101193,-31185509/6779931)
(1/9,5/9)
(9/1180,10132/885)
(1/12,8/3)
(1/12,-8/3)
(4489/101193,31185509/6779931)
(1/9,-5/9)
(1/60,-116/15)
(1/60,116/15)
(2601/40492,-1837168/516273)
(9/313,-5491/939)
(9/313,5491/939)
(16/345,-6179/1380)
(2601/40492,1837168/516273)
(16/345,6179/1380)
#
# (a,b,c,d) = (1,4,8,16) and D = 2816:
#
(321/199,-163/398)
(-101/2431,981/2431)
(-3,1)
(-1,1/2)
(23/17,-9/34)
(159,-103/2)
(165/53,-52/53)
(1,0)
(5/19,13/38)
#
# (a,b,c,d) = (12,4,4,0) and D = 2816:
#
(1/3,1/2)
(1/3,-5/6)
(4/9,-13/36)
(64/345,1889/1840)
(9/295,5039/1770)
(2601/10123,-1051235/1032546)
(1/15,19/10)
(17956/101193,-33591613/27119724)
(9/295,-5093/1770)
(1/15,-59/30)
(64/345,-6691/5520)
(36/313,5275/3756)
(4/9,-1/12)
(2601/10123,785933/1032546)
(36/313,-5707/3756)
(17956/101193,9593135/9039908)
#
# (a,b,c,d) = (88,0,2,0) and D = 2816:
#
(2/9,5/18)
(9/590,-5066/885)
(32/345,6179/2760)
(1/30,-58/15)
(2/9,-5/18)
(18/313,5491/1878)
(8978/101193,31185509/13559862)
(1/6,4/3)
(2601/20246,918584/516273)
(1/6,-4/3)
(18/313,-5491/1878)
(2601/20246,-918584/516273)
(32/345,-6179/2760)
(8978/101193,-31185509/13559862)
(1/30,58/15)
(9/590,5066/885)
#
# (a,b,c,d) = (2,4,8,8) and D = 2816:
#
(-163/199,321/398)
(-103,159/2)
(2,-3/2)
(13/19,5/38)
(-104/53,165/106)
(-9/17,23/34)
(1962/2431,-101/4862)
(1,-1/2)
(0,1/2)
#
# (a,b,c,d) = (11,0,4,0) and D = 2816:
#
(4/9,5/36)
(1/3,-2/3)
(1/15,29/15)
(9/295,2533/885)
(1/15,-29/15)
(2601/10123,-459292/516273)
(36/313,5491/3756)
(1/3,2/3)
(36/313,-5491/3756)
(2601/10123,459292/516273)
(17956/101193,-31185509/27119724)
(9/295,-2533/885)
(17956/101193,31185509/27119724)
(4/9,-5/36)
(64/345,6179/5520)
(64/345,-6179/5520)
#
# (a,b,c,d) = (705,1,1,0) and D = 2819:
#
(1/21,92/21)
(34225/312879,-17302289/19294205)
(34225/312879,969686/1231545)
(1/21,-31/7)
#
# (a,b,c,d) = (3,7,7,6) and D = 2819:
#
(-7/31,115/186)
(7/9,-1/9)
(10577/2739,-2120/913)
#
# (a,b,c,d) = (705,0,1,0) and D = 2820:
#
#
# (a,b,c,d) = (2,2,5,6) and D = 2820:
#
(419/496,-289/992)
(-1,1)
#
# (a,b,c,d) = (706,1,1,0) and D = 2823:
#
#
# (a,b,c,d) = (706,0,1,0) and D = 2824:
#
(212521/1985531,1025207305/915329791)
(1/11,25/11)
(9/2107,96713/6321)
(16/1145,-38707/4580)
(16/1145,38707/4580)
(1/11,-25/11)
(20736/4181185,8549296417/602090640)
(289/2627,-32987/44659)
(289/2627,32987/44659)
(9/2107,-96713/6321)
(20736/4181185,-8549296417/602090640)
(4/65,479/130)
(212521/1985531,-1025207305/915329791)
(4/65,-479/130)
#
# (a,b,c,d) = (1,5,2,6) and D = 2824:
#
(-1141/632,823/1896)
(-3509/4396,1853/4396)
(-1/2,1/2)
(-751/152,469/456)
(-233/53,146/159)
(1211/1676,333/1676)
(7/3,-4/9)
(1,0)
(37/322,171/322)
#
# (a,b,c,d) = (707,1,1,0) and D = 2827:
#
#
# (a,b,c,d) = (4,5,6,4) and D = 2828:
#
(-17/628,101/157)
(1,-1)
#
# (a,b,c,d) = (707,0,1,0) and D = 2828:
#
#
# (a,b,c,d) = (708,1,1,0) and D = 2831:
#
#
# (a,b,c,d) = (89,2,2,0) and D = 2832:
#
#
# (a,b,c,d) = (708,0,1,0) and D = 2832:
#
#
# (a,b,c,d) = (27,3,3,0) and D = 2835:
#
(1/3,-1/3)
(1/3,0)
(49/153,26/119)
(12/6721,-551035/40326)
(48/169,-1675/2028)
(48/169,1099/2028)
(625/21087,1759499/527175)
(1/237,702/79)
(18252/58969,4605823/13798746)
(1/237,-2107/237)
(625/21087,-197236/58575)
(1/87,-469/87)
(1/87,156/29)
(49/153,-577/1071)
(12/6721,550963/40326)
(18252/58969,-8876791/13798746)
#
# (a,b,c,d) = (709,1,1,0) and D = 2835:
#
(1/261,4216/261)
(49/459,-3821/3213)
(1/711,18958/711)
(1/9,4/9)
(16/169,-1419/676)
(625/63261,15897991/1581525)
(4/6721,550995/13442)
(1/261,-4217/261)
(4/6721,-551003/13442)
(625/63261,-15913616/1581525)
(6084/58969,6504031/4599582)
(6084/58969,-6978583/4599582)
(1/9,-5/9)
(16/169,1355/676)
(49/459,3478/3213)
(1/711,-18959/711)
#
# (a,b,c,d) = (1,1,9,0) and D = 2835:
#
(54756/58969,4605823/41396238)
(54756/58969,-8876791/41396238)
(144/169,-1675/6084)
(1/79,234/79)
(1,-1/9)
(49/51,26/357)
(625/7029,-197236/175725)
(49/51,-577/3213)
(1/29,52/29)
(1/29,-469/261)
(144/169,1099/6084)
(36/6721,550963/120978)
(1,0)
(36/6721,-551035/120978)
(1/79,-2107/711)
(625/7029,1759499/1581525)
#
# (a,b,c,d) = (3,0,6,1) and D = 2835:
#
(0,1)
(12/19,-5/19)
(91/164,-67/164)
(-1/5,8/5)
(395724/1222973,-1166299/1222973)
(1/2,-1/2)
(-13/113,146/113)
(4249/37280,30383/37280)
(13/31,-20/31)
(-325/826,2101/826)
#
# (a,b,c,d) = (709,0,1,0) and D = 2836:
#
#
# (a,b,c,d) = (710,1,1,0) and D = 2839:
#
#
# (a,b,c,d) = (710,0,1,0) and D = 2840:
#
#
# (a,b,c,d) = (711,1,1,0) and D = 2843:
#
#
# (a,b,c,d) = (1,2,2,11) and D = 2843:
#
(1,0)
(289/277,-18/277)
#
# (a,b,c,d) = (711,0,1,0) and D = 2844:
#
(289/16720,2158021/284240)
(289/16720,-2158021/284240)
(1/10,17/10)
(1/10,-17/10)
#
# (a,b,c,d) = (89,1,2,0) and D = 2844:
#
(1/5,-9/10)
(289/8360,538277/142120)
(1/5,4/5)
(289/8360,-1081467/284240)
#
# (a,b,c,d) = (712,1,1,0) and D = 2847:
#
#
# (a,b,c,d) = (89,0,2,0) and D = 2848:
#
#
# (a,b,c,d) = (712,0,1,0) and D = 2848:
#
#
# (a,b,c,d) = (713,1,1,0) and D = 2851:
#
#
# (a,b,c,d) = (713,0,1,0) and D = 2852:
#
(4/3417,-199741/6834)
(168921/9729073,-30289723768/3998649003)
(1/9,4/9)
(576/16129,2014849/387096)
(25/909,27202/4545)
(4/81,697/162)
(1/9,-4/9)
(25/909,-27202/4545)
(529/5061,-155182/116403)
(529/5061,155182/116403)
(168921/9729073,30289723768/3998649003)
(4/81,-697/162)
(576/16129,-2014849/387096)
(4/3417,199741/6834)
#
# (a,b,c,d) = (2,0,7,1) and D = 2852:
#
(0,1)
(12808109/22827878,8838083/22827878)
(-2/19,25/19)
(5246/7153,1423/7153)
(513/764,215/764)
(1/2,-1/2)
(785/968,-5497/968)
(441/740,-289/740)
(38/131,-223/131)
(4617027/12553984,-30390011/12553984)
#
# (a,b,c,d) = (714,1,1,0) and D = 2855:
#
(1/24,19/4)
(1/24,-115/24)
(8649/106876,13573885/4969734)
(8649/106876,-3993161/1419924)
#
# (a,b,c,d) = (5,9,10,5) and D = 2855:
#
(-466/97,557/97)
(1,-1)
(39/71,4/71)
(-374862/371113,495437/371113)
(71/443,208/443)
#
# (a,b,c,d) = (714,0,1,0) and D = 2856:
#
#
# (a,b,c,d) = (2,4,7,8) and D = 2856:
#
(0,1/2)
#
# (a,b,c,d) = (715,1,1,0) and D = 2859:
#
(1/13,-3)
(1050625/32487559,-183458719748/33299747975)
(1/13,38/13)
(1050625/32487559,14029371471/2561519075)
#
# (a,b,c,d) = (1,1,9,6) and D = 2859:
#
(1,0)
(-113/311,247/311)
(161/83,-234/83)
(5/6,-13/12)
(1319/1357,-247/1357)
#
# (a,b,c,d) = (2,2,0,5) and D = 2860:
#
#
# (a,b,c,d) = (715,0,1,0) and D = 2860:
#
#
# (a,b,c,d) = (716,1,1,0) and D = 2863:
#
#
# (a,b,c,d) = (3,1,5,3) and D = 2864:
#
(2/3,-1/3)
#
# (a,b,c,d) = (716,0,1,0) and D = 2864:
#
#
# (a,b,c,d) = (90,2,2,0) and D = 2864:
#
#
# (a,b,c,d) = (2,5,5,7) and D = 2867:
#
(19/25,1/25)
(-2,1)
(12/11,-25/77)
(-257/278,87/139)
(275/416,31/208)
#
# (a,b,c,d) = (717,1,1,0) and D = 2867:
#
(169/18827,2581513/244751)
(1/9,1/3)
(49/58167,-14028790/407169)
(1/9,-4/9)
(49/58167,4676149/135723)
(169/18827,-2583710/244751)
#
# (a,b,c,d) = (717,0,1,0) and D = 2868:
#
#
# (a,b,c,d) = (718,1,1,0) and D = 2871:
#
#
# (a,b,c,d) = (718,0,1,0) and D = 2872:
#
(1/23,107/23)
(1/23,-107/23)
#
# (a,b,c,d) = (2,3,8,6) and D = 2872:
#
(5/6,-1/9)
(37/862,229/431)
(1,-1)
(877/1045,-149/1045)
(-1687/1100,997/550)
#
# (a,b,c,d) = (7,5,5,0) and D = 2875:
#
#
# (a,b,c,d) = (719,1,1,0) and D = 2875:
#
#
# (a,b,c,d) = (90,1,2,0) and D = 2876:
#
(1/7,11/7)
(225/1652,20449/12390)
(1/7,-23/14)
(225/1652,-85171/49560)
#
# (a,b,c,d) = (719,0,1,0) and D = 2876:
#
(1/14,45/14)
(1/14,-45/14)
(225/3304,-166967/49560)
(225/3304,166967/49560)
#
# (a,b,c,d) = (1,2,7,13) and D = 2879:
#
(-1192/1403,855/1403)
(375/127,-194/127)
(2,-1)
(6/7,1/7)
(343/241,-153/241)
(-1282947/941141,753683/941141)
(1,0)
(72393/18361,-490904/238693)
#
# (a,b,c,d) = (720,1,1,0) and D = 2879:
#
(2226064/31561185,-154953940303/47089288020)
(729/7960,11626/5373)
(1/426,-2931/142)
(20449/208620,-308588/165737)
(2226064/31561185,10108843521/3139285868)
(20449/208620,52621633/29832660)
(1/18,-4)
(3364/53289,1226071/343418)
(3364/53289,-11229751/3090762)
(1/426,4396/213)
(64/825,6351/2200)
(4/57,123/38)
(4/57,-377/114)
(72361/254097180,-450047442781/7594682380)
(64/825,-3913/1320)
(2601/72820,4814836/928455)
(72361/254097180,202520375996/3417607071)
(729/7960,-484723/214920)
(2601/72820,-3878399/742764)
(1/960,1859/60)
(1/960,-1983/64)
(1/18,71/18)
#
# (a,b,c,d) = (90,0,2,0) and D = 2880:
#
(2/9,-1/6)
(2/9,1/6)
(8/6489,174239/8652)
(8/6489,-174239/8652)
#
# (a,b,c,d) = (720,0,1,0) and D = 2880:
#
(4/6489,174239/4326)
(4/6489,-174239/4326)
(1/9,-1/3)
(1/9,1/3)
#
# (a,b,c,d) = (4,4,6,0) and D = 2880:
#
(2/3,-1/6)
(8/2163,58069/8652)
(2/3,-5/18)
(8/2163,-174271/25956)
#
# (a,b,c,d) = (27,2,3,0) and D = 2880:
#
(1/3,-2/9)
(1/3,0)
(4/2163,19359/1442)
(4/2163,-174247/12978)
#
# (a,b,c,d) = (1,11,31,0) and D = 2883:
#
(1,-11/31)
(121/37,-6829/12617)
(1,0)
(121/37,-252/407)
#
# (a,b,c,d) = (721,1,1,0) and D = 2883:
#
(1/31,-171/31)
(121/1147,-15902/12617)
(1/31,170/31)
(121/1147,14571/12617)
#
# (a,b,c,d) = (721,0,1,0) and D = 2884:
#
#
# (a,b,c,d) = (722,1,1,0) and D = 2887:
#
(1/962,-14919/481)
(1/962,29837/962)
#
# (a,b,c,d) = (2,2,7,5) and D = 2888:
#
#
# (a,b,c,d) = (2,12,19,0) and D = 2888:
#
(76/177,-3257/6726)
(76/177,1433/6726)
#
# (a,b,c,d) = (722,0,1,0) and D = 2888:
#
(4/177,-2345/354)
(4/177,2345/354)
#
# (a,b,c,d) = (3,4,8,3) and D = 2891:
#
#
# (a,b,c,d) = (723,1,1,0) and D = 2891:
#
(1764/104353,139477/18186)
(25/58599,14185132/292995)
(1/57,143/19)
(1/9,2/9)
(36/1537,-60085/9222)
(1764/104353,-33688045/4382826)
(1/9,-1/3)
(36/1537,59869/9222)
(25/58599,-4728419/97665)
(1/15,17/5)
(1/57,-430/57)
(1/15,-52/15)
#
# (a,b,c,d) = (3,5,7,0) and D = 2891:
#
(12348/104353,-34947541/30679782)
(7/57,-149/133)
(7/9,-20/63)
(7/15,34/105)
(7/15,-23/35)
(175/58599,-14187382/2050965)
(175/58599,4727669/683655)
(7/9,-5/21)
(7/57,412/399)
(252/1537,-63757/64554)
(252/1537,56197/64554)
(12348/104353,32354461/30679782)
#
# (a,b,c,d) = (1,2,6,13) and D = 2891:
#
(-2,1)
(275/668,229/668)
(6044/1817,-2851/1817)
(49/37,-18/37)
(-1/2,1/2)
(49568/9089,-23587/9089)
(11639/11234,-695/11234)
(422/341,-139/341)
(1,0)
(-2671/1028,1303/1028)
#
# (a,b,c,d) = (2,7,7,7) and D = 2891:
#
#
# (a,b,c,d) = (723,0,1,0) and D = 2892:
#
(9/223,-3250/669)
(81/1207,37070/10863)
(9/223,3250/669)
(81/1207,-37070/10863)
#
# (a,b,c,d) = (3,3,7,1) and D = 2892:
#
(0,1)
(27/91,-134/91)
(180/289,-131/289)
(9/17,-58/17)
#
# (a,b,c,d) = (724,1,1,0) and D = 2895:
#
#
# (a,b,c,d) = (3,6,5,5) and D = 2895:
#
#
# (a,b,c,d) = (91,2,2,0) and D = 2896:
#
(49/235,-1251/1645)
(49/235,908/1645)
#
# (a,b,c,d) = (724,0,1,0) and D = 2896:
#
(49/470,-2159/1645)
(49/470,2159/1645)
#
# (a,b,c,d) = (725,1,1,0) and D = 2899:
#
#
# (a,b,c,d) = (725,0,1,0) and D = 2900:
#
(1/9,2/9)
(1/9,-2/9)
#
# (a,b,c,d) = (6,2,5,0) and D = 2900:
#
(5/9,-7/45)
(5/9,-1/15)
#
# (a,b,c,d) = (726,1,1,0) and D = 2903:
#
#
# (a,b,c,d) = (2,8,11,0) and D = 2904:
#
(1/5,3/5)
(1/5,-41/55)
#
# (a,b,c,d) = (726,0,1,0) and D = 2904:
#
(1/55,37/5)
(1/55,-37/5)
#
# (a,b,c,d) = (27,1,3,0) and D = 2907:
#
(1/3,-1/9)
(1/3,0)
#
# (a,b,c,d) = (727,1,1,0) and D = 2907:
#
(1/9,1/9)
(1/9,-2/9)
#
# (a,b,c,d) = (91,1,2,0) and D = 2908:
#
(1/16,-45/16)
(32041/154336,-438839/607168)
(32041/154336,17099505/27626144)
(1/16,89/32)
#
# (a,b,c,d) = (727,0,1,0) and D = 2908:
#
(1/32,-179/32)
(1/32,179/32)
(32041/308672,-74133359/55252288)
(32041/308672,74133359/55252288)
#
# (a,b,c,d) = (1,1,8,9) and D = 2911:
#
(242/173,-207/173)
(-1,1)
(120/131,-143/393)
(2350/389,-2119/389)
(1/11,5/11)
(55/61,-26/61)
(6551/16929,56546/152361)
(1,0)
#
# (a,b,c,d) = (728,1,1,0) and D = 2911:
#
(25/664,-16837/3320)
(25/664,2089/415)
(841/9100,-144622/65975)
(1/10,-17/10)
(4761/66430,-162791/50370)
(4/185,2503/370)
(121/7580,164574/20845)
(4/185,-2511/370)
(121/7580,-659627/83380)
(1/10,8/5)
(841/9100,6089/2900)
(4761/66430,7242736/2291835)
#
# (a,b,c,d) = (91,0,2,0) and D = 2912:
#
(22472/211233,91610063/44781396)
(1/37,-159/37)
(1/37,159/37)
(25/163,-1206/815)
(22472/211233,-91610063/44781396)
(2/9,-1/18)
(2/9,1/18)
(25/163,1206/815)
#
# (a,b,c,d) = (4,2,6,1) and D = 2912:
#
(0,1)
(3/7,-5/7)
(403/1102,275/551)
(5/8,-1/4)
(-1/2,3)
(7891/12796,-1831/6398)
#
# (a,b,c,d) = (728,0,1,0) and D = 2912:
#
(1/74,-318/37)
(11236/211233,91610063/22390698)
(1/9,-1/9)
(25/326,-2412/815)
(1/9,1/9)
(1/74,318/37)
(11236/211233,-91610063/22390698)
(25/326,2412/815)
#
# (a,b,c,d) = (4,4,7,2) and D = 2912:
#
(1515/3199,1831/6398)
(1/14,5/7)
(1/2,-1)
(339/551,-275/551)
(1,-3)
(1/2,1/4)
#
# (a,b,c,d) = (729,1,1,0) and D = 2915:
#
(2917264/29931441,90903057335/51122901228)
(64/801,17713/6408)
(1/9,-1/9)
(4/969,10053/646)
(1/81,728/81)
(144/78769,-22107977/945228)
(9/91,458/273)
(121/1149,-15695/12639)
(1/81,-9)
(4/969,-30167/1938)
(144/78769,22106249/945228)
(9/91,-485/273)
(8003241/455331331,-9708161957891/1288132335399)
(1/9,0)
(2917264/29931441,-31961914749/17040967076)
(121/1149,4788/4213)
(8003241/455331331,9685520789102/1288132335399)
(64/801,-2025/712)
#
# (a,b,c,d) = (1,4,4,11) and D = 2915:
#
(-19/20,9/20)
(-3/2,1/2)
(233/281,36/281)
(-1942/1255,637/1255)
(222/167,-35/167)
(-38/17,11/17)
(-45951/7009,12392/7009)
(1,0)
(1/2,7/22)
(-100/17,27/17)
(38370/22831,-8299/22831)
#
# (a,b,c,d) = (729,0,1,0) and D = 2916:
#
(1/9,0)
#
# (a,b,c,d) = (1,0,9,0) and D = 2916:
#
(1,0)
#
# (a,b,c,d) = (27,0,3,0) and D = 2916:
#
(1/3,0)
#
# (a,b,c,d) = (2,6,9,0) and D = 2916:
#
(1,-1/3)
#
# (a,b,c,d) = (2,3,6,7) and D = 2916:
#
#
# (a,b,c,d) = (730,1,1,0) and D = 2919:
#
(81/730,1/9)
(81/730,-1459/6570)
#
# (a,b,c,d) = (730,0,1,0) and D = 2920:
#
(4/41,-149/82)
(4/41,149/82)
#
# (a,b,c,d) = (1,4,-1,6) and D = 2920:
#
(1,0)
(-5/2,7/12)
(-7/5,2/5)
(49/163,171/326)
#
# (a,b,c,d) = (731,1,1,0) and D = 2923:
#
(1/11,24/11)
(1/11,-25/11)
#
# (a,b,c,d) = (2,1,7,3) and D = 2923:
#
#
# (a,b,c,d) = (731,0,1,0) and D = 2924:
#
#
# (a,b,c,d) = (4,2,3,-2) and D = 2924:
#
#
# (a,b,c,d) = (732,1,1,0) and D = 2927:
#
#
# (a,b,c,d) = (732,0,1,0) and D = 2928:
#
(34969/476008,138342359/44506748)
(1/76,331/38)
(1/16,29/8)
(1/52,187/26)
(1/16,-29/8)
(1/52,-187/26)
(34969/476008,-138342359/44506748)
(225/2101,30599/31515)
(1/76,-331/38)
(225/2101,-30599/31515)
(841/9952,370897/144304)
(841/9952,-370897/144304)
#
# (a,b,c,d) = (92,2,2,0) and D = 2928:
#
(1/38,165/38)
(34969/238004,-72440781/44506748)
(450/2101,23849/63030)
(1/26,93/26)
(841/4976,-197643/144304)
(1/8,7/4)
(34969/238004,1432643/967538)
(1/38,-83/19)
(841/4976,86627/72152)
(450/2101,-37349/63030)
(1/26,-47/13)
(1/8,-15/8)
#
# (a,b,c,d) = (12,3,4,0) and D = 2928:
#
(1/4,-1)
(1/13,-95/52)
(900/2101,-50849/126060)
(34969/119002,-9872498/11126687)
(1/13,23/13)
(900/2101,10349/126060)
(841/2488,148865/288608)
(34969/119002,59362375/89013496)
(841/2488,-13877/18038)
(1/19,-167/76)
(1/19,41/19)
(1/4,13/16)
#
# (a,b,c,d) = (733,1,1,0) and D = 2931:
#
#
# (a,b,c,d) = (733,0,1,0) and D = 2932:
#
#
# (a,b,c,d) = (734,1,1,0) and D = 2935:
#
#
# (a,b,c,d) = (734,0,1,0) and D = 2936:
#
#
# (a,b,c,d) = (735,1,1,0) and D = 2939:
#
#
# (a,b,c,d) = (92,1,2,0) and D = 2940:
#
(1/53,-273/53)
(1/53,545/106)
#
# (a,b,c,d) = (735,0,1,0) and D = 2940:
#
(1/106,-1091/106)
(1/106,1091/106)
#
# (a,b,c,d) = (736,1,1,0) and D = 2943:
#
(49/1128,36553/7896)
(9/82,109/246)
(225/79336,2793052/148755)
(1/66,535/66)
(4/129,-1453/258)
(4/129,1445/258)
(225/79336,-22347791/1190040)
(49/1128,-4612/987)
(9/82,-68/123)
(1/12,31/12)
(1/12,-8/3)
(1/66,-268/33)
(81/838,6844/3771)
(81/838,-14417/7542)
#
# (a,b,c,d) = (28,3,3,0) and D = 2943:
#
(1/4,-1)
(49/376,3909/2632)
(4/43,-165/86)
(4/43,157/86)
(1/4,3/4)
(1/22,-30/11)
(243/838,-17333/22626)
(27/82,1/738)
(675/79336,-22361291/3570120)
(243/838,5386/11313)
(27/82,-122/369)
(1/22,59/22)
(49/376,-1063/658)
(675/79336,5582729/892530)
#
# (a,b,c,d) = (1,0,9,1) and D = 2943:
#
(0,1)
(2/3,1/3)
(1190287/1481887,376020/1481887)
(367/843,386/843)
(1,-9)
(1143/1655,-559/1655)
(5715/34037,22967/34037)
(27/55,-26/55)
(3194/14129,-23841/14129)
(1,0)
(7/33,-37/33)
(3249/3925,-962/3925)
(61/159,-91/159)
#
# (a,b,c,d) = (1,4,7,15) and D = 2943:
#
(7/3,-2/3)
(-64/53,27/53)
(-554/993,2261/4965)
(-163693/42387,50876/42387)
(-28/11,9/11)
(-62/3,19/3)
(-697/2355,5173/11775)
(166484/102111,-40219/102111)
(-31/33,79/165)
(1/3,1/3)
(341/281,-45/281)
(1,0)
(3822427/4445661,438247/4445661)
#
# (a,b,c,d) = (92,0,2,0) and D = 2944:
#
#
# (a,b,c,d) = (736,0,1,0) and D = 2944:
#
#
# (a,b,c,d) = (737,1,1,0) and D = 2947:
#
#
# (a,b,c,d) = (737,0,1,0) and D = 2948:
#
#
# (a,b,c,d) = (1,1,6,11) and D = 2951:
#
(1,0)
(296/245,-153/245)
#
# (a,b,c,d) = (738,1,1,0) and D = 2951:
#
#
# (a,b,c,d) = (738,0,1,0) and D = 2952:
#
#
# (a,b,c,d) = (3,0,4,3) and D = 2955:
#
(-1/5,4/5)
#
# (a,b,c,d) = (739,1,1,0) and D = 2955:
#
#
# (a,b,c,d) = (1,3,7,15) and D = 2956:
#
(1,0)
(7/5,-2/5)
#
# (a,b,c,d) = (739,0,1,0) and D = 2956:
#
(4/241,3735/482)
(4/241,-3735/482)
(24800400/384954361,-6765635695859/1917072717780)
(24800400/384954361,6765635695859/1917072717780)
#
# (a,b,c,d) = (740,1,1,0) and D = 2959:
#
(49/872,23829/6104)
(49/872,-6043/1526)
#
# (a,b,c,d) = (93,2,2,0) and D = 2960:
#
(98/1101,11545/5138)
(98/1101,-36007/15414)
#
# (a,b,c,d) = (740,0,1,0) and D = 2960:
#
(49/1101,35321/7707)
(49/1101,-35321/7707)
#
# (a,b,c,d) = (741,1,1,0) and D = 2963:
#
#
# (a,b,c,d) = (741,0,1,0) and D = 2964:
#
(289/3277,131548/55709)
(4/49,-265/98)
(81/745,4438/6705)
(81/745,-4438/6705)
(4/49,265/98)
(289/3277,-131548/55709)
(1/25,122/25)
(83521/169176505,2200442647918/48892009945)
(91204/6637849,17085326045/2004630398)
(83521/169176505,-2200442647918/48892009945)
(1/25,-122/25)
(91204/6637849,-17085326045/2004630398)
#
# (a,b,c,d) = (2,2,3,6) and D = 2964:
#
(25/13,-17/13)
(-7/29,17/29)
(1,-1/2)
(-307/109,435/218)
(2341637/885544,-3248241/1771088)
(-7/6,11/12)
(905/1077,-173/1077)
(7/11,3/11)
#
# (a,b,c,d) = (742,1,1,0) and D = 2967:
#
#
# (a,b,c,d) = (742,0,1,0) and D = 2968:
#
#
# (a,b,c,d) = (743,1,1,0) and D = 2971:
#
#
# (a,b,c,d) = (93,1,2,0) and D = 2972:
#
(8/57,121/76)
(8/57,-379/228)
#
# (a,b,c,d) = (743,0,1,0) and D = 2972:
#
(4/57,371/114)
(4/57,-371/114)
#
# (a,b,c,d) = (744,1,1,0) and D = 2975:
#
(1/50,-353/50)
(2209/29100,-1032326/341925)
(2209/29100,1341827/455900)
(1/50,176/25)
#
# (a,b,c,d) = (6,1,5,0) and D = 2975:
#
(2209/5820,-28913/45590)
(1/10,7/5)
(1/10,-71/50)
(2209/5820,763567/1367700)
#
# (a,b,c,d) = (3,1,3,-3) and D = 2976:
#
(-5,-8)
(1/2,-1/2)
(526/777,-67/259)
(-305/356,-523/356)
(67/81,32/27)
#
# (a,b,c,d) = (1,2,9,12) and D = 2976:
#
(158/89,-207/178)
(1,0)
(-221/162,163/162)
(19/2,-13/2)
(1129/1554,325/1554)
#
# (a,b,c,d) = (93,0,2,0) and D = 2976:
#
(625/58463,-9994981/1461575)
(625/58463,9994981/1461575)
(128/4345,-286067/69520)
(1/5,-4/5)
(128/4345,286067/69520)
(1/5,4/5)
#
# (a,b,c,d) = (744,0,1,0) and D = 2976:
#
(625/116926,19989962/1461575)
(64/4345,-286067/34760)
(1/10,-8/5)
(64/4345,286067/34760)
(625/116926,-19989962/1461575)
(1/10,8/5)
#
# (a,b,c,d) = (3,1,5,-2) and D = 2979:
#
#
# (a,b,c,d) = (745,1,1,0) and D = 2979:
#
#
# (a,b,c,d) = (745,0,1,0) and D = 2980:
#
#
# (a,b,c,d) = (746,1,1,0) and D = 2983:
#
#
# (a,b,c,d) = (746,0,1,0) and D = 2984:
#
#
# (a,b,c,d) = (747,1,1,0) and D = 2987:
#
#
# (a,b,c,d) = (28,2,3,0) and D = 2988:
#
#
# (a,b,c,d) = (747,0,1,0) and D = 2988:
#
#
# (a,b,c,d) = (4,1,5,2) and D = 2991:
#
(6751/648,-17573/648)
(-78301/347136,357935/347136)
(5/8,-3/16)
(275/549,391/1098)
(1/6,2/3)
(3/8,1/2)
(-1/14,6/7)
(413961/626698,-966379/626698)
(-1/2,3/2)
(87/142,31/284)
#
# (a,b,c,d) = (748,1,1,0) and D = 2991:
#
(9/988,-7765/741)
(9/988,31033/2964)
(1/22,-50/11)
(1521/20770,-1272694/405015)
(1/22,9/2)
(100/7081,594729/70810)
(4/1273,45415/2546)
(6241/71230,-13649203/5627170)
(81/754,-5957/6786)
(1521/20770,2486069/810030)
(81/754,2614/3393)
(4/1273,-45423/2546)
(1/40,-63/10)
(6241/71230,386946/165505)
(1/40,251/40)
(100/7081,-595729/70810)
#
# (a,b,c,d) = (94,2,2,0) and D = 2992:
#
(50/229,-817/2290)
(50/229,317/2290)
#
# (a,b,c,d) = (3,2,4,4) and D = 2992:
#
(1,-1)
(-1/9,2/3)
#
# (a,b,c,d) = (748,0,1,0) and D = 2992:
#
(25/229,567/1145)
(25/229,-567/1145)
#
# (a,b,c,d) = (749,1,1,0) and D = 2995:
#
(64/1169,-37689/9352)
(64/1169,5311/1336)
#
# (a,b,c,d) = (749,0,1,0) and D = 2996:
#
#
# (a,b,c,d) = (750,1,1,0) and D = 2999:
#
#
# (a,b,c,d) = (750,0,1,0) and D = 3000:
#
(81/1255,-7945/2259)
(81/1255,7945/2259)
#
# (a,b,c,d) = (6,0,5,0) and D = 3000:
#
(81/251,-1589/2259)
(81/251,1589/2259)
#
# (a,b,c,d) = (751,1,1,0) and D = 3003:
#
#
# (a,b,c,d) = (94,1,2,0) and D = 3004:
#
#
# (a,b,c,d) = (751,0,1,0) and D = 3004:
#
#
# (a,b,c,d) = (752,1,1,0) and D = 3007:
#
#
# (a,b,c,d) = (94,0,2,0) and D = 3008:
#
#
# (a,b,c,d) = (12,2,4,0) and D = 3008:
#
#
# (a,b,c,d) = (3,7,8,0) and D = 3008:
#
#
# (a,b,c,d) = (752,0,1,0) and D = 3008:
#
#
# (a,b,c,d) = (753,1,1,0) and D = 3011:
#
(1/17,64/17)
(16/1025,32737/4100)
(1849/20655,-684371/296055)
(1/69,572/69)
(1/69,-191/23)
(169/1595,19501/20735)
(1/17,-65/17)
(16/1025,-32801/4100)
(1849/20655,1973606/888165)
(169/1595,-21698/20735)
#
# (a,b,c,d) = (1,3,-1,8) and D = 3011:
#
(7/11,4/11)
(-301/29,79/29)
(-107059/149093,62647/149093)
(13/7,-3/7)
(1,0)
(0,1/2)
(-7886711/573694,16553265/4589552)
#
# (a,b,c,d) = (2,7,6,6) and D = 3012:
#
(17/4,-3/2)
(28267/45952,3631/22976)
(-7/9,5/9)
#
# (a,b,c,d) = (753,0,1,0) and D = 3012:
#
(1/13,-38/13)
(1/13,38/13)
#
# (a,b,c,d) = (28,1,3,0) and D = 3015:
#
(1587/5446,205223/375774)
(1587/5446,-17266/26841)
#
# (a,b,c,d) = (754,1,1,0) and D = 3015:
#
(529/5446,108695/62629)
(529/5446,-229557/125258)
#
# (a,b,c,d) = (754,0,1,0) and D = 3016:
#
#
# (a,b,c,d) = (755,1,1,0) and D = 3019:
#
#
# (a,b,c,d) = (755,0,1,0) and D = 3020:
#
(121/2979,-158428/32769)
(25/3932291,-7797735036/19661455)
(16/209,2457/836)
(25/3932291,7797735036/19661455)
(16/209,-2457/836)
(121/2979,158428/32769)
(8649/111331,-29856736/10353783)
(1/39,-242/39)
(4/249,-3923/498)
(1/11,24/11)
(4/161,2031/322)
(25/239,-1362/1195)
(1/891,26596/891)
(8649/111331,29856736/10353783)
(256/9009,847657/144144)
(25/239,1362/1195)
(256/9009,-847657/144144)
(1/39,242/39)
(4/161,-2031/322)
(4/249,3923/498)
(1/891,-26596/891)
(1/11,-24/11)
#
# (a,b,c,d) = (1,5,7,13) and D = 3020:
#
(-211/25,52/25)
(343/4565,1874/4565)
(-40/169,77/169)
(1176/1411,1843/18343)
(-419/407,182/407)
(4924974/8083295,1807757/8083295)
(30/11,-7/11)
(-2116/2173,973/2173)
(-3/1165,496/1165)
(113/143,18/143)
(2075/781,-482/781)
(1729066/1805441,46075/1805441)
(-14/11,5/11)
(289/143,-62/143)
(262/4565,1891/4565)
(-4,1)
(1,0)
(-15813614/1346675,3892973/1346675)
(2217/7667,35246/99671)
#
# (a,b,c,d) = (1,2,10,10) and D = 3020:
#
(5841/6463,643/6463)
(-1,1)
(-7193/4097,6635/4097)
(1/5,2/5)
(407/439,-208/439)
(333/355,-209/355)
(-107/6371,2993/6371)
(103/107,-38/107)
(2959/1457,-2623/1457)
(1,0)
(131/53,-117/53)
(-253/379,292/379)
(27/29,-13/29)
#
# (a,b,c,d) = (1,0,8,6) and D = 3020:
#
(-473647/535553,716010/535553)
(-7/15,13/15)
(167/215,-78/215)
(41/57,-26/57)
(-23/27,35/27)
(1253/1751,-813/1751)
(23/53,21/53)
(24361/1011,-34505/1011)
(1883/4203,1646/4203)
(1,0)
(5/3,-7/3)
(1,-4/3)
(205/211,21/211)
#
# (a,b,c,d) = (4,2,5,-1) and D = 3020:
#
(0,-1)
(602/1835,1847/1835)
(-2,-11)
(279/448,17/448)
(13/40,43/40)
(24248807/65028880,-40521023/65028880)
(2/5,-3/5)
(1763/1106,9677/1106)
(1/2,-1/2)
(79/136,25/136)
(5/14,11/14)
(17791/175420,-150999/175420)
(-397/3892,-4715/3892)
#
# (a,b,c,d) = (756,1,1,0) and D = 3023:
#
(25/966,-9963/1610)
(25/966,2126/345)
#
# (a,b,c,d) = (1,0,9,2) and D = 3024:
#
(1,-9/2)
(1,0)
(113/298,139/298)
(1/2,-1/2)
#
# (a,b,c,d) = (1,6,6,8) and D = 3024:
#
(9,-7/4)
(1,0)
(0,1/2)
(-139/149,63/149)
#
# (a,b,c,d) = (5,6,6,0) and D = 3024:
#
(54/85,-47/306)
(1/5,4/5)
(1/5,-1)
(54/85,-737/1530)
#
# (a,b,c,d) = (95,2,2,0) and D = 3024:
#
(1/15,8/3)
(18/85,197/510)
(18/85,-61/102)
(1/15,-41/15)
#
# (a,b,c,d) = (756,0,1,0) and D = 3024:
#
(9/85,-251/255)
(1/30,27/5)
(9/85,251/255)
(1/30,-27/5)
#
# (a,b,c,d) = (28,0,3,0) and D = 3024:
#
(1/10,-9/5)
(1/10,9/5)
(27/85,-251/765)
(27/85,251/765)
#
# (a,b,c,d) = (1,2,8,13) and D = 3027:
#
(1,0)
(343/223,-180/223)
#
# (a,b,c,d) = (757,1,1,0) and D = 3027:
#
#
# (a,b,c,d) = (757,0,1,0) and D = 3028:
#
#
# (a,b,c,d) = (758,1,1,0) and D = 3031:
#
#
# (a,b,c,d) = (758,0,1,0) and D = 3032:
#
#
# (a,b,c,d) = (759,1,1,0) and D = 3035:
#
(25/729,-19442/3645)
(25/729,6439/1215)
#
# (a,b,c,d) = (5,5,7,2) and D = 3035:
#
(-1,3)
(3/37,26/37)
(29/47,-41/94)
#
# (a,b,c,d) = (759,0,1,0) and D = 3036:
#
#
# (a,b,c,d) = (95,1,2,0) and D = 3036:
#
#
# (a,b,c,d) = (1,2,5,13) and D = 3039:
#
(343/277,-99/277)
(1,0)
(-150/667,301/667)
(-16/3,7/3)
(-357/313,193/313)
#
# (a,b,c,d) = (760,1,1,0) and D = 3039:
#
(1849/36244,-6582571/1558492)
(1/10,3/2)
(1/10,-8/5)
(1849/36244,1625766/389623)
#
# (a,b,c,d) = (760,0,1,0) and D = 3040:
#
(1/254,-2024/127)
(1/254,2024/127)
#
# (a,b,c,d) = (95,0,2,0) and D = 3040:
#
(1/127,-1012/127)
(1/127,1012/127)
#
# (a,b,c,d) = (761,1,1,0) and D = 3043:
#
#
# (a,b,c,d) = (2,3,5,7) and D = 3043:
#
#
# (a,b,c,d) = (761,0,1,0) and D = 3044:
#
#
# (a,b,c,d) = (762,1,1,0) and D = 3047:
#
#
# (a,b,c,d) = (762,0,1,0) and D = 3048:
#
(9/163,-1943/489)
(9/163,1943/489)
(36/457,7739/2742)
(36/457,-7739/2742)
#
# (a,b,c,d) = (1,2,3,12) and D = 3048:
#
(-47,18)
(158/143,-45/286)
(1,0)
(-5129077/9170675,4317642/9170675)
(-1/5,9/20)
#
# (a,b,c,d) = (1,3,9,16) and D = 3051:
#
(-509/2409,1046/2409)
(1,0)
(5/3,-2/3)
#
# (a,b,c,d) = (29,3,3,0) and D = 3051:
#
(4/35,-121/70)
(73008/222985,-26778491/104356980)
(4/35,113/70)
(73008/222985,-7389253/104356980)
#
# (a,b,c,d) = (2,1,7,-1) and D = 3051:
#
(2/3,-1/3)
(468/803,289/803)
(0,-1)
#
# (a,b,c,d) = (763,1,1,0) and D = 3051:
#
(4/105,1049/210)
(4/105,-151/30)
(24336/222985,-11592827/34785660)
(24336/222985,1113773/4969380)
#
# (a,b,c,d) = (1,1,9,7) and D = 3052:
#
(1,0)
(94/55,-117/55)
#
# (a,b,c,d) = (763,0,1,0) and D = 3052:
#
#
# (a,b,c,d) = (3,4,5,5) and D = 3055:
#
(39,-34)
(13/11,-10/11)
(-1,1)
(22/29,-5/29)
#
# (a,b,c,d) = (764,1,1,0) and D = 3055:
#
(289/2656,3725/11288)
(7921/123956,9674773/2758021)
(289/2656,-19813/45152)
(1/14,-45/14)
(7921/123956,-39404061/11032084)
(1/14,22/7)
#
# (a,b,c,d) = (96,2,2,0) and D = 3056:
#
(21609/250700,84414629/36852900)
(1/46,-221/46)
(21609/250700,-21897788/9213225)
(1/46,110/23)
#
# (a,b,c,d) = (764,0,1,0) and D = 3056:
#
(1/92,-441/46)
(1/92,441/46)
(21609/501400,172005781/36852900)
(21609/501400,-172005781/36852900)
#
# (a,b,c,d) = (12,1,4,0) and D = 3056:
#
(21609/125350,-10948894/9213225)
(21609/125350,84414629/73705800)
(1/23,-221/92)
(1/23,55/23)
#
# (a,b,c,d) = (765,1,1,0) and D = 3059:
#
#
# (a,b,c,d) = (2,3,7,7) and D = 3059:
#
(-1,1)
#
# (a,b,c,d) = (765,0,1,0) and D = 3060:
#
#
# (a,b,c,d) = (766,1,1,0) and D = 3063:
#
(81/778,7633/7002)
(81/778,-4181/3501)
#
# (a,b,c,d) = (1,4,3,10) and D = 3064:
#
(1,0)
(27/47,14/47)
(9/8,-7/80)
(103/145,63/290)
#
# (a,b,c,d) = (766,0,1,0) and D = 3064:
#
(4/385,-7551/770)
(4/385,7551/770)
(1/1183,-40689/1183)
(1/1183,40689/1183)
#
# (a,b,c,d) = (767,1,1,0) and D = 3067:
#
#
# (a,b,c,d) = (767,0,1,0) and D = 3068:
#
(9/94,521/282)
(9/94,-521/282)
(1/1023,-32720/1023)
(1/12,-31/12)
(2442969/124637608,1387445245597/194808581304)
(113569/1636974,1806396539/551660238)
(49/1674,67829/11718)
(49/1674,-67829/11718)
(113569/1636974,-1806396539/551660238)
(1/12,31/12)
(1/1023,32720/1023)
(2442969/124637608,-1387445245597/194808581304)
#
# (a,b,c,d) = (96,1,2,0) and D = 3068:
#
(2/1023,32719/2046)
(9/47,-137/141)
(1/6,5/4)
(113569/818487,-153722441/91943373)
(2442969/62318804,691813442525/194808581304)
(1/6,-4/3)
(49/837,33743/11718)
(9/47,247/282)
(2/1023,-10907/682)
(113569/818487,884061893/551660238)
(2442969/62318804,-86953975384/24351072663)
(49/837,-5681/1953)
#
# (a,b,c,d) = (768,1,1,0) and D = 3071:
#
#
# (a,b,c,d) = (13,4,4,0) and D = 3072:
#
#
# (a,b,c,d) = (2,4,8,0) and D = 3072:
#
#
# (a,b,c,d) = (96,0,2,0) and D = 3072:
#
#
# (a,b,c,d) = (768,0,1,0) and D = 3072:
#
#
# (a,b,c,d) = (12,0,4,0) and D = 3072:
#
#
# (a,b,c,d) = (769,1,1,0) and D = 3075:
#
#
# (a,b,c,d) = (1,5,5,10) and D = 3075:
#
(1,0)
(29/59,18/59)
#
# (a,b,c,d) = (769,0,1,0) and D = 3076:
#
(1/1025,32816/1025)
(1/1025,-32816/1025)
#
# (a,b,c,d) = (770,1,1,0) and D = 3079:
#
#
# (a,b,c,d) = (770,0,1,0) and D = 3080:
#
#
# (a,b,c,d) = (771,1,1,0) and D = 3083:
#
#
# (a,b,c,d) = (3,3,2,4) and D = 3084:
#
(-1/3,2/3)
(775/23604,14731/23604)
#
# (a,b,c,d) = (771,0,1,0) and D = 3084:
#
#
# (a,b,c,d) = (772,1,1,0) and D = 3087:
#
#
# (a,b,c,d) = (4,7,7,0) and D = 3087:
#
#
# (a,b,c,d) = (772,0,1,0) and D = 3088:
#
#
# (a,b,c,d) = (97,2,2,0) and D = 3088:
#
#
# (a,b,c,d) = (773,1,1,0) and D = 3091:
#
#
# (a,b,c,d) = (773,0,1,0) and D = 3092:
#
#
# (a,b,c,d) = (4,5,7,4) and D = 3095:
#
(3/2,-2)
#
# (a,b,c,d) = (774,1,1,0) and D = 3095:
#
#
# (a,b,c,d) = (774,0,1,0) and D = 3096:
#
(1/15,17/5)
(1/15,-17/5)
#
# (a,b,c,d) = (29,2,3,0) and D = 3096:
#
(1/5,16/15)
(1/5,-6/5)
#
# (a,b,c,d) = (775,1,1,0) and D = 3099:
#
#
# (a,b,c,d) = (775,0,1,0) and D = 3100:
#
(1/20,17/4)
(1/26530,-864243/5306)
(1/80,143/16)
(1/70,-117/14)
(9/700,3701/420)
(4/41,-139/82)
(1/10,-3/2)
(1/70,117/14)
(1/80,-143/16)
(1/19,78/19)
(1/26530,864243/5306)
(1/20,-17/4)
(1521/27160,-832057/211848)
(1/10,3/2)
(289/2840,-12961/9656)
(9/700,-3701/420)
(1/16750,-433563/3350)
(1/16750,433563/3350)
(289/2840,12961/9656)
(4/41,139/82)
(1521/27160,832057/211848)
(1/19,-78/19)
#
# (a,b,c,d) = (1,3,10,0) and D = 3100:
#
(1/1675,-216783/16750)
(1/1675,21678/1675)
(1/7,57/70)
(10/19,63/190)
(9/70,-1891/2100)
(1/8,-73/80)
(1/2653,43212/2653)
(1/8,7/8)
(1521/2716,-505007/1059240)
(289/284,-1385/4828)
(1/2,-1/2)
(9/70,181/210)
(10/19,-93/190)
(1/7,-6/7)
(289/284,-889/48280)
(1521/2716,32705/105924)
(1/2,7/20)
(40/41,19/820)
(1,0)
(1,-3/10)
(1/2653,-432123/26530)
(40/41,-259/820)
#
# (a,b,c,d) = (2,7,10,0) and D = 3100:
#
(1521/2716,52103/264810)
(1/2653,-86425/5306)
(1,-1/5)
(9/70,-389/420)
(289/284,-5919/12070)
(1/1675,-43357/3350)
(40/41,-141/820)
(9/70,439/525)
(1/2,-3/5)
(10/19,-113/190)
(1/7,-31/35)
(1,-1/2)
(1/8,17/20)
(10/19,43/190)
(1/7,11/14)
(1/2,1/4)
(1/8,-15/16)
(1/2653,216059/13265)
(1521/2716,-124729/211848)
(1/1675,108389/8375)
(40/41,-419/820)
(289/284,-2143/9656)
#
# (a,b,c,d) = (97,1,2,0) and D = 3100:
#
(1521/13580,-1054901/529620)
(1/13265,2160607/26530)
(289/1420,14973/24140)
(1/35,146/35)
(1521/13580,21139/10920)
(1/35,-293/70)
(1/10,21/10)
(1/5,7/10)
(8/41,-147/164)
(2/19,-79/38)
(1/40,-179/40)
(1/8375,1083907/16750)
(2/19,77/38)
(289/1420,-34859/48280)
(8/41,131/164)
(9/350,-4633/1050)
(1/13265,-1080304/13265)
(9/350,9239/2100)
(1/8375,-541954/8375)
(1/10,-43/20)
(1/5,-4/5)
(1/40,357/80)
#
# (a,b,c,d) = (7,4,5,0) and D = 3100:
#
(289/568,627/9656)
(9/140,521/300)
(1/5306,-172849/5306)
(1/2,1/10)
(5/19,68/95)
(289/568,-22787/48280)
(20/41,59/410)
(1/2,-1/2)
(9/140,-751/420)
(1/4,3/4)
(1521/5432,101917/151320)
(1/14,-17/10)
(1/14,23/14)
(1/16,141/80)
(1/3350,433561/16750)
(1/4,-19/20)
(1521/5432,-190139/211848)
(1/16,-29/16)
(5/19,-88/95)
(1/3350,-86713/3350)
(20/41,-219/410)
(1/5306,123463/3790)
#
# (a,b,c,d) = (776,1,1,0) and D = 3103:
#
#
# (a,b,c,d) = (97,0,2,0) and D = 3104:
#
(1/129,1036/129)
(1/129,-1036/129)
#
# (a,b,c,d) = (776,0,1,0) and D = 3104:
#
(1/258,2072/129)
(1/258,-2072/129)
#
# (a,b,c,d) = (777,1,1,0) and D = 3107:
#
(1/27,-46/9)
(14641/207507,-81491623/25108347)
(75625/699219,22139974/64095075)
(14641/207507,26573354/8369449)
(75625/699219,-87216797/192285225)
(1/27,137/27)
#
# (a,b,c,d) = (4,7,7,5) and D = 3107:
#
(-1,1)
(67/1144,159/286)
(48/11,-41/11)
(377/583,-17/583)
(4243/2896,-849/724)
#
# (a,b,c,d) = (777,0,1,0) and D = 3108:
#
(81/793,-9260/7137)
(81/793,9260/7137)
#
# (a,b,c,d) = (778,1,1,0) and D = 3111:
#
#
# (a,b,c,d) = (778,0,1,0) and D = 3112:
#
#
# (a,b,c,d) = (1,4,0,7) and D = 3115:
#
(45791/13048,-10277/13048)
(-19108/10611,4997/10611)
(-44/93,43/93)
(125/317,144/317)
(-73/40,19/40)
(1,0)
#
# (a,b,c,d) = (779,1,1,0) and D = 3115:
#
(2304/88201,25956773/4233648)
(2304/88201,-26067365/4233648)
(1/11,-24/11)
(1/11,23/11)
#
# (a,b,c,d) = (1,4,6,14) and D = 3116:
#
(1,0)
(157/145,-9/145)
#
# (a,b,c,d) = (779,0,1,0) and D = 3116:
#
#
# (a,b,c,d) = (780,1,1,0) and D = 3119:
#
(1/296,1273/74)
(169/1772,-43529/23036)
(16/225,2831/900)
(16/225,-193/60)
(1/296,-5093/296)
(169/1772,10333/5759)
#
# (a,b,c,d) = (3,1,6,-1) and D = 3119:
#
(0,-1)
(13/21,5/21)
(84/121,-1/121)
(7/39,-29/39)
#
# (a,b,c,d) = (780,0,1,0) and D = 3120:
#
#
# (a,b,c,d) = (3,4,8,4) and D = 3120:
#
(3,-5)
#
# (a,b,c,d) = (98,2,2,0) and D = 3120:
#
#
# (a,b,c,d) = (781,1,1,0) and D = 3123:
#
(1/33,-188/33)
(1/33,17/3)
(15625/154671,25891406/19333875)
(15625/154671,-2531321/1757625)
#
# (a,b,c,d) = (29,1,3,0) and D = 3123:
#
(1/11,62/33)
(1/11,-21/11)
(15625/51557,-9932552/19333875)
(15625/51557,2659809/6444625)
#
# (a,b,c,d) = (781,0,1,0) and D = 3124:
#
#
# (a,b,c,d) = (3,4,7,5) and D = 3127:
#
(2/149,431/745)
(8/11,-1/11)
(1,-1)
(-4657/1781,5420/1781)
(211/289,-29/289)
#
# (a,b,c,d) = (782,1,1,0) and D = 3127:
#
(21609/202078,-449209/645771)
(1/28,-73/14)
(1/28,145/28)
(21609/202078,17487091/29705466)
#
# (a,b,c,d) = (2,4,9,8) and D = 3128:
#
(392/433,-289/866)
(-1,1)
(3/5,1/5)
(-10/43,101/172)
(15729/1300,-110681/10400)
(-3896/695,6861/1390)
(0,1/2)
#
# (a,b,c,d) = (782,0,1,0) and D = 3128:
#
(16/257,-3711/1028)
(1/87,-811/87)
(1/47,-321/47)
(45796/574857,-338908571/123019398)
(45796/574857,338908571/123019398)
(1/47,321/47)
(1/87,811/87)
(16/257,3711/1028)
#
# (a,b,c,d) = (783,1,1,0) and D = 3131:
#
(64/873,-21707/6984)
(64/873,2355/776)
#
# (a,b,c,d) = (4,3,6,0) and D = 3132:
#
#
# (a,b,c,d) = (783,0,1,0) and D = 3132:
#
#
# (a,b,c,d) = (29,0,3,0) and D = 3132:
#
#
# (a,b,c,d) = (98,1,2,0) and D = 3132:
#
#
# (a,b,c,d) = (784,1,1,0) and D = 3135:
#
#
# (a,b,c,d) = (98,0,2,0) and D = 3136:
#
#
# (a,b,c,d) = (784,0,1,0) and D = 3136:
#
#
# (a,b,c,d) = (785,1,1,0) and D = 3139:
#
(16/1025,-32799/4100)
(16/1025,6547/820)
#
# (a,b,c,d) = (785,0,1,0) and D = 3140:
#
#
# (a,b,c,d) = (786,1,1,0) and D = 3143:
#
#
# (a,b,c,d) = (786,0,1,0) and D = 3144:
#
#
# (a,b,c,d) = (787,1,1,0) and D = 3147:
#
#
# (a,b,c,d) = (787,0,1,0) and D = 3148:
#
#
# (a,b,c,d) = (3,5,9,5) and D = 3148:
#
#
# (a,b,c,d) = (788,1,1,0) and D = 3151:
#
#
# (a,b,c,d) = (99,2,2,0) and D = 3152:
#
#
# (a,b,c,d) = (788,0,1,0) and D = 3152:
#
#
# (a,b,c,d) = (789,1,1,0) and D = 3155:
#
#
# (a,b,c,d) = (789,0,1,0) and D = 3156:
#
#
# (a,b,c,d) = (1,3,0,9) and D = 3159:
#
(8/11,3/11)
(1,0)
(-5/7,3/7)
(-772/437,237/437)
(-11,3)
#
# (a,b,c,d) = (30,3,3,0) and D = 3159:
#
(108/913,-27883/16434)
(39675/166624,-29876341/28742640)
(108/913,25939/16434)
(3/10,1/3)
(3/16,53/48)
(39675/166624,46064807/57485280)
(3/16,-31/24)
(3/118,1277/354)
(3/118,-643/177)
(3/10,-19/30)
#
# (a,b,c,d) = (790,1,1,0) and D = 3159:
#
(1/118,-641/59)
(1/16,57/16)
(1/10,-3/2)
(1/10,7/5)
(1/16,-29/8)
(36/913,26803/5478)
(1/118,1281/118)
(13225/166624,-26834591/9580880)
(13225/166624,52148307/19161760)
(36/913,-27019/5478)
#
# (a,b,c,d) = (1,0,9,3) and D = 3159:
#
(122/149,-39/149)
(-242/541,813/541)
(5/167,111/167)
(10613/13529,3477/13529)
(367/1339,666/1339)
(1,-3)
(1,0)
(20/47,-39/47)
#
# (a,b,c,d) = (5,3,6,1) and D = 3159:
#
(0,1)
(-21/65,134/65)
(39/113,-127/113)
(234/125,-263/25)
(21/43,-26/43)
(3/5,-1/5)
(579/1195,-3068/1195)
#
# (a,b,c,d) = (4,9,9,6) and D = 3159:
#
(-5/4,1)
(-7/2,5/2)
(7/34,29/68)
(-2359/4184,3053/4184)
(1,-1/2)
(-749/8494,2510/4247)
(-50213/174382,57662/87191)
(1441/2152,-29/538)
#
# (a,b,c,d) = (790,0,1,0) and D = 3160:
#
#
# (a,b,c,d) = (791,1,1,0) and D = 3163:
#
(1/13,-38/13)
(1/13,37/13)
#
# (a,b,c,d) = (1,4,2,9) and D = 3163:
#
(976/481,-215/481)
(-29/26,11/26)
(179/299,90/299)
(-1249/2656,1231/2656)
(-4,1)
(1,0)
(-29/246,1075/2214)
#
# (a,b,c,d) = (99,1,2,0) and D = 3164:
#
(1/9,35/18)
(1/9,-2)
(5041/27360,3774511/3885120)
(5041/27360,-229579/215840)
#
# (a,b,c,d) = (791,0,1,0) and D = 3164:
#
(5041/54720,7906933/3885120)
(5041/54720,-7906933/3885120)
(1/18,-71/18)
(1/18,71/18)
#
# (a,b,c,d) = (792,1,1,0) and D = 3167:
#
#
# (a,b,c,d) = (99,0,2,0) and D = 3168:
#
#
# (a,b,c,d) = (792,0,1,0) and D = 3168:
#
#
# (a,b,c,d) = (793,1,1,0) and D = 3171:
#
#
# (a,b,c,d) = (793,0,1,0) and D = 3172:
#
#
# (a,b,c,d) = (5,0,5,1) and D = 3175:
#
(0,1)
(45/77,2/77)
(-49/51,256/51)
#
# (a,b,c,d) = (794,1,1,0) and D = 3175:
#
(1/44,-291/44)
(1/44,145/22)
#
# (a,b,c,d) = (2,0,7,2) and D = 3176:
#
(3/7,-17/14)
#
# (a,b,c,d) = (794,0,1,0) and D = 3176:
#
#
# (a,b,c,d) = (4,3,5,-1) and D = 3179:
#
(18/29,1/29)
(0,-1)
#
# (a,b,c,d) = (795,1,1,0) and D = 3179:
#
(36/433,-6749/2598)
(36/433,6533/2598)
#
# (a,b,c,d) = (2,2,8,3) and D = 3180:
#
(4/5,-1/5)
(5/7,1/7)
(2,-5)
#
# (a,b,c,d) = (795,0,1,0) and D = 3180:
#
(36/409,-5597/2454)
(36/409,5597/2454)
#
# (a,b,c,d) = (796,1,1,0) and D = 3183:
#
#
# (a,b,c,d) = (796,0,1,0) and D = 3184:
#
#
# (a,b,c,d) = (13,3,4,0) and D = 3184:
#
#
# (a,b,c,d) = (100,2,2,0) and D = 3184:
#
#
# (a,b,c,d) = (2,2,8,2) and D = 3184:
#
#
# (a,b,c,d) = (797,1,1,0) and D = 3187:
#
#
# (a,b,c,d) = (1,4,1,8) and D = 3188:
#
(-132829/259420,947837/2075360)
(11/7,-2/7)
(-1710/721,1727/2884)
(38/77,117/308)
(0,1/2)
(1,0)
(6992/85,-3319/170)
#
# (a,b,c,d) = (797,0,1,0) and D = 3188:
#
(121/1401,-36578/15411)
(121/1401,36578/15411)
(1/21,92/21)
(1/21,-92/21)
(4/513,-11617/1026)
(4/513,11617/1026)
#
# (a,b,c,d) = (798,1,1,0) and D = 3191:
#
(1/12,-31/12)
(25/314,2119/785)
(25/314,-4363/1570)
(49/1178,-2075/434)
(1/12,5/2)
(49/1178,19541/4123)
#
# (a,b,c,d) = (1,6,5,7) and D = 3191:
#
(-2,3/7)
(1,0)
(-1/13,7/13)
(-24/11,5/11)
#
# (a,b,c,d) = (798,0,1,0) and D = 3192:
#
#
# (a,b,c,d) = (799,1,1,0) and D = 3195:
#
#
# (a,b,c,d) = (100,1,2,0) and D = 3196:
#
#
# (a,b,c,d) = (799,0,1,0) and D = 3196:
#
#
# (a,b,c,d) = (800,1,1,0) and D = 3199:
#
#
# (a,b,c,d) = (1,3,8,16) and D = 3200:
#
(177/1684,637/1684)
(1,0)
(3/2,-1/2)
#
# (a,b,c,d) = (800,0,1,0) and D = 3200:
#
(1/41,-261/41)
(1/41,261/41)
#
# (a,b,c,d) = (100,0,2,0) and D = 3200:
#
(2/41,261/82)
(2/41,-261/82)
#
# (a,b,c,d) = (2,4,6,8) and D = 3200:
#
(0,1/2)
(-1,3/4)
(637/842,177/3368)
#
# (a,b,c,d) = (801,1,1,0) and D = 3203:
#
(100/1401,-14883/4670)
(100/1401,43649/14010)
#
# (a,b,c,d) = (801,0,1,0) and D = 3204:
#
(64/889,-22195/7112)
(64/889,22195/7112)
#
# (a,b,c,d) = (30,2,3,0) and D = 3204:
#
(192/889,-23731/21336)
(192/889,20659/21336)
#
# (a,b,c,d) = (802,1,1,0) and D = 3207:
#
#
# (a,b,c,d) = (802,0,1,0) and D = 3208:
#
(2116/85217,-24723311/3919982)
(16/241,3273/964)
(1/307,-5379/307)
(1/307,5379/307)
(16/241,-3273/964)
(2116/85217,24723311/3919982)
(1/11,23/11)
(1/11,-23/11)
#
# (a,b,c,d) = (2,2,-1,5) and D = 3208:
#
(2/3,1/3)
(39/4,-101/20)
(1/2,1/2)
(2,-1)
(-181/202,123/202)
(-3361/12736,7127/12736)
#
# (a,b,c,d) = (803,1,1,0) and D = 3211:
#
#
# (a,b,c,d) = (2,0,4,5) and D = 3212:
#
(246/521,229/521)
(1,-1)
(67/89,-29/89)
#
# (a,b,c,d) = (803,0,1,0) and D = 3212:
#
(625/6279,226958/156975)
(4/273,-4505/546)
(625/6279,-226958/156975)
(4/273,4505/546)
#
# (a,b,c,d) = (804,1,1,0) and D = 3215:
#
#
# (a,b,c,d) = (4,8,9,6) and D = 3216:
#
(-16457/327,28079/654)
(-1,1)
(179/174,-59/87)
(175/269,-17/538)
(25/34,-3/17)
(145/1562,391/781)
(-6569/5094,3047/2547)
(-5959/4939,5617/4939)
(-238129/36566,101649/18283)
(17/18,-5/9)
(1/3,1/3)
(-50491/149682,51637/74841)
(-41233/13632,70867/27264)
(-1/2,3/4)
(-7/2,3)
(-3437/38092,45159/76184)
(319/446,-125/892)
#
# (a,b,c,d) = (4,2,4,3) and D = 3216:
#
(-12583/436,28079/654)
(1/2,1/3)
(683/1076,-17/538)
(-6301/9878,5617/4939)
(-2,3)
(191/24947,51637/74841)
(-68240/18283,101649/18283)
(-31355/18176,70867/27264)
(2/3,-5/9)
(31411/152368,45159/76184)
(20/29,-59/87)
(-1/8,3/4)
(1151/1784,-125/892)
(268/781,391/781)
(-1/2,1)
(-587/849,3047/2547)
(11/17,-3/17)
#
# (a,b,c,d) = (804,0,1,0) and D = 3216:
#
(1/157,1967/157)
(4/73,581/146)
(1/82,-371/41)
(1/10,7/5)
(1/10,-7/5)
(1/82,371/41)
(9/250,1939/375)
(2401/1126402,-597734651/27596849)
(64/985,-27293/7880)
(4/73,-581/146)
(64/985,27293/7880)
(49/466,1285/1631)
(1/157,-1967/157)
(49/466,-1285/1631)
(9/250,-1939/375)
(2401/1126402,597734651/27596849)
#
# (a,b,c,d) = (101,2,2,0) and D = 3216:
#
(1/41,-186/41)
(49/233,471/1631)
(1/5,3/5)
(8/73,-597/292)
(128/985,-28317/15760)
(8/73,565/292)
(9/125,956/375)
(9/125,-983/375)
(128/985,26269/15760)
(2401/563201,-298926150/27596849)
(1/5,-4/5)
(2/157,1965/314)
(2401/563201,298808501/27596849)
(49/233,-814/1631)
(2/157,-1969/314)
(1/41,185/41)
#
# (a,b,c,d) = (805,1,1,0) and D = 3219:
#
#
# (a,b,c,d) = (805,0,1,0) and D = 3220:
#
(5476/51809,2622607/3833866)
(5476/51809,-2622607/3833866)
#
# (a,b,c,d) = (806,1,1,0) and D = 3223:
#
(1/26,129/26)
(497025/13064896,3537616813/708519360)
(497025/13064896,-23169710597/4605375840)
(16/377,-7123/1508)
(16/377,543/116)
(1/26,-5)
#
# (a,b,c,d) = (1,2,1,11) and D = 3223:
#
(1/9,4/9)
(3,-1)
(2440/13677,6007/13677)
(-2117105/1674657,894127/1674657)
(-18202/13137,81067/144507)
(1,0)
(289/295,9/295)
#
# (a,b,c,d) = (806,0,1,0) and D = 3224:
#
#
# (a,b,c,d) = (807,1,1,0) and D = 3227:
#
#
# (a,b,c,d) = (101,1,2,0) and D = 3228:
#
(9/59,250/177)
(9/59,-527/354)
#
# (a,b,c,d) = (807,0,1,0) and D = 3228:
#
(9/118,-1027/354)
(9/118,1027/354)
#
# (a,b,c,d) = (30,1,3,0) and D = 3231:
#
(1/94,263/47)
(1/94,-1579/282)
#
# (a,b,c,d) = (808,1,1,0) and D = 3231:
#
(1/282,4735/282)
(1/282,-2368/141)
#
# (a,b,c,d) = (101,0,2,0) and D = 3232:
#
(1/7,11/7)
(1/7,-11/7)
(2312/166649,68021389/11332132)
(2312/166649,-68021389/11332132)
#
# (a,b,c,d) = (5,7,8,4) and D = 3232:
#
(-1,3/2)
(223/302,-177/302)
(11/12,-13/12)
(33/74,17/74)
#
# (a,b,c,d) = (808,0,1,0) and D = 3232:
#
(1156/166649,-68021389/5666066)
(1/14,-22/7)
(1156/166649,68021389/5666066)
(1/14,22/7)
#
# (a,b,c,d) = (3,2,2,4) and D = 3232:
#
(11/12,-5/8)
(-1,1)
(223/302,-131/604)
(33/74,67/148)
#
# (a,b,c,d) = (1,3,1,10) and D = 3235:
#
(1,0)
(-913/147,260/147)
(-139/179,78/179)
(9/11,2/11)
#
# (a,b,c,d) = (809,1,1,0) and D = 3235:
#
(4/41,-135/82)
(4/41,127/82)
(4/1081,-35545/2162)
(4/1081,35537/2162)
#
# (a,b,c,d) = (809,0,1,0) and D = 3236:
#
#
# (a,b,c,d) = (810,1,1,0) and D = 3239:
#
#
# (a,b,c,d) = (810,0,1,0) and D = 3240:
#
#
# (a,b,c,d) = (30,0,3,0) and D = 3240:
#
#
# (a,b,c,d) = (2,3,0,5) and D = 3240:
#
(-2,1)
(181/166,-31/83)
#
# (a,b,c,d) = (811,1,1,0) and D = 3243:
#
#
# (a,b,c,d) = (811,0,1,0) and D = 3244:
#
(16/313,5229/1252)
(16/313,-5229/1252)
#
# (a,b,c,d) = (1,6,4,6) and D = 3244:
#
(1,0)
(-1/7,4/7)
(-537205/107107,99052/107107)
#
# (a,b,c,d) = (812,1,1,0) and D = 3247:
#
(49/968,-28659/6776)
(49/968,7079/1694)
#
# (a,b,c,d) = (812,0,1,0) and D = 3248:
#
(4/57,-365/114)
(225/4981,-338129/74715)
(4/57,365/114)
(225/4981,338129/74715)
#
# (a,b,c,d) = (1,1,7,11) and D = 3248:
#
(-1272/1673,1147/1673)
(-59/131,74/131)
(1,0)
(74/59,-45/59)
#
# (a,b,c,d) = (102,2,2,0) and D = 3248:
#
(8/57,-127/76)
(450/4981,331379/149430)
(8/57,349/228)
(450/4981,-20287/8790)
#
# (a,b,c,d) = (813,1,1,0) and D = 3251:
#
#
# (a,b,c,d) = (813,0,1,0) and D = 3252:
#
#
# (a,b,c,d) = (2,4,1,5) and D = 3252:
#
(-29/42,23/42)
#
# (a,b,c,d) = (814,1,1,0) and D = 3255:
#
#
# (a,b,c,d) = (814,0,1,0) and D = 3256:
#
#
# (a,b,c,d) = (3,2,5,4) and D = 3256:
#
(5/7,-2/7)
#
# (a,b,c,d) = (815,1,1,0) and D = 3259:
#
#
# (a,b,c,d) = (1,2,10,11) and D = 3259:
#
(1,0)
(289/133,-234/133)
(1763/4683,1580/4683)
#
# (a,b,c,d) = (815,0,1,0) and D = 3260:
#
#
# (a,b,c,d) = (102,1,2,0) and D = 3260:
#
#
# (a,b,c,d) = (816,1,1,0) and D = 3263:
#
(25/1434,18041/2390)
(4900/132729,15727189/3097010)
(1/1088,-2243/68)
(25/1434,-27124/3585)
(4900/132729,-47524567/9291030)
(1/38,116/19)
(24025/259236,-6668668/3348465)
(24025/259236,76300141/40181580)
(1/38,-233/38)
(1/1088,2111/64)
#
# (a,b,c,d) = (1,3,2,11) and D = 3263:
#
(10/11,1/11)
(409/229,-105/229)
(1,0)
(5/17,7/17)
(240/103,-67/103)
#
# (a,b,c,d) = (816,0,1,0) and D = 3264:
#
#
# (a,b,c,d) = (13,2,4,0) and D = 3264:
#
#
# (a,b,c,d) = (102,0,2,0) and D = 3264:
#
#
# (a,b,c,d) = (2,2,2,6) and D = 3264:
#
#
# (a,b,c,d) = (1,3,3,12) and D = 3267:
#
(1,0)
#
# (a,b,c,d) = (31,3,3,0) and D = 3267:
#
#
# (a,b,c,d) = (817,1,1,0) and D = 3267:
#
#
# (a,b,c,d) = (817,0,1,0) and D = 3268:
#
(1/17,64/17)
(1/17,-64/17)
(16384/194633,61480763/24913024)
(16384/194633,-61480763/24913024)
#
# (a,b,c,d) = (2,3,2,6) and D = 3268:
#
(1,-1/3)
(1/4,1/2)
(443/431,-157/431)
(-34517/12844,9515/6422)
(3043/10600,7753/15900)
#
# (a,b,c,d) = (1,3,4,13) and D = 3271:
#
(12/11,-1/11)
(-84/73,37/73)
(-3,1)
(12682/20971,5859/20971)
(-17/19,9/19)
(1,0)
(8193/5123,-2170/5123)
#
# (a,b,c,d) = (818,1,1,0) and D = 3271:
#
(1/10,13/10)
(9/100,311/150)
(81/8380,-383603/37710)
(1/10,-7/5)
(9/100,-649/300)
(1/1090,17993/545)
(314721/6627520,16209441253/3718038720)
(100/6049,469093/60490)
(314721/6627520,-8192999867/1859019360)
(81/8380,766477/75420)
(1/1090,-35987/1090)
(100/6049,-470093/60490)
#
# (a,b,c,d) = (818,0,1,0) and D = 3272:
#
#
# (a,b,c,d) = (7,3,5,0) and D = 3275:
#
#
# (a,b,c,d) = (819,1,1,0) and D = 3275:
#
#
# (a,b,c,d) = (1,4,-2,6) and D = 3276:
#
(1,0)
(49/181,99/181)
#
# (a,b,c,d) = (819,0,1,0) and D = 3276:
#
#
# (a,b,c,d) = (820,1,1,0) and D = 3279:
#
(81/850,-6862/3825)
(81/850,2599/1530)
#
# (a,b,c,d) = (820,0,1,0) and D = 3280:
#
#
# (a,b,c,d) = (103,2,2,0) and D = 3280:
#
#
# (a,b,c,d) = (821,1,1,0) and D = 3283:
#
#
# (a,b,c,d) = (821,0,1,0) and D = 3284:
#
#
# (a,b,c,d) = (1,1,8,10) and D = 3284:
#
(269/200,-207/200)
(1,0)
#
# (a,b,c,d) = (822,1,1,0) and D = 3287:
#
#
# (a,b,c,d) = (822,0,1,0) and D = 3288:
#
#
# (a,b,c,d) = (823,1,1,0) and D = 3291:
#
#
# (a,b,c,d) = (823,0,1,0) and D = 3292:
#
#
# (a,b,c,d) = (103,1,2,0) and D = 3292:
#
#
# (a,b,c,d) = (824,1,1,0) and D = 3295:
#
#
# (a,b,c,d) = (103,0,2,0) and D = 3296:
#
#
# (a,b,c,d) = (824,0,1,0) and D = 3296:
#
#
# (a,b,c,d) = (825,1,1,0) and D = 3299:
#
(6084/71497,-13644233/5576766)
(100/7689,-61283/6990)
(9/85,-127/255)
(386884/7494377,19197204679/4661502494)
(29584/812337,714881399/139721964)
(25/16929,2202592/84645)
(961/11505,58295/23777)
(1/213,1036/71)
(4/65,-95/26)
(64/729,12829/5832)
(1/45,20/3)
(5041/47955,-466165/680961)
(1/15,10/3)
(100/7689,224371/25630)
(1/23,-107/23)
(49/5777,438808/40439)
(13225/124091,91649/1297315)
(16/4913,344329/19652)
(16/153,-161/204)
(16/153,419/612)
(64/729,-4447/1944)
(4/137,-1591/274)
(25/341,-476/155)
(1/561,4429/187)
(256/2465,-7165/7888)
(1/45,-301/45)
(1/23,106/23)
(51076/1664625,705398383/125401750)
(576/88561,2395013/193224)
(16/1305,-15713/1740)
(256/2465,31729/39440)
(25/341,5111/1705)
(841/33051,-1993294/319493)
(4/137,1583/274)
(1849/41075,-321806/70649)
(79524/919657,591313609/259343274)
(25/16929,-66749/2565)
(4/65,467/130)
(29584/812337,-239989949/46573988)
(79524/919657,-613739377/259343274)
(13689/210025,-3414029/982917)
(49/1047,-10862/2443)
(16/4913,-344393/19652)
(49/1047,32243/7329)
(49/1017,-31072/7119)
(1849/41075,7965643/1766225)
(13689/210025,83749112/24572925)
(576/88561,-26358967/2125464)
(5041/47955,657638/1134935)
(1/11,-23/11)
(49/1017,10243/2373)
(16/1305,9415/1044)
(1/213,-3109/213)
(1/15,-17/5)
(6084/71497,13169681/5576766)
(1/95,-926/95)
(394384/5033145,8646031373/3160815060)
(1/7625,665824/7625)
(49/5777,-439151/40439)
(1/561,-1208/51)
(1/95,185/19)
(394384/5033145,-592913635/210721004)
(386884/7494377,-1767076957/423772954)
(51076/1664625,-85109533/15048210)
(9/85,20/51)
(1/11,2)
(13225/124091,-2529014/14270465)
(1/7625,-26633/305)
(961/11505,-904216/356655)
(841/33051,5955493/958479)
#
# (a,b,c,d) = (1,1,9,8) and D = 3299:
#
(273,-304)
(1,-1/8)
(-109585/121733,133839/121733)
(2328/2863,-2615/5726)
(3999/4321,-1141/4321)
(27/29,-26/29)
(0,1/2)
(1,-1)
(38/47,37/188)
(2817/3503,-1718/3503)
(-94184405/99966277,113898231/99966277)
(-2359/197,2627/197)
(19/31,9/31)
(141728/172577,-234199/345154)
(143/173,-73/173)
(1313/1643,-946/1643)
(-317863/322493,380987/322493)
(48/53,-31/106)
(-1955776191/2899170983,2603819218/2899170983)
(-3704/10537,14039/21074)
(215/137,-234/137)
(39/19,-43/19)
(2493/3103,-1891/3103)
(1,0)
(5509/5974,5435/47792)
(74/203,307/812)
(183/217,38/217)
(22661/25631,-8290/25631)
(-3/7,5/7)
(-24/31,61/62)
(11880657/1380692,-105824017/11045536)
(-215/133,244/133)
(27363/1073,-30470/1073)
(-2,9/4)
#
# (a,b,c,d) = (1,2,4,13) and D = 3299:
#
(-2856/151,1147/151)
(-89/590,259/590)
(1/5,2/5)
(-17513/4700,7099/4700)
(-271/40,109/40)
(-283264/91481,115605/91481)
(197/28,-79/28)
(692489/546481,-188068/546481)
(-30/67,31/67)
(-64170596/13221655,25879851/13221655)
(1129691712/852377147,-4307125405/11080902911)
(10654/8515,-2817/8515)
(-8143/865,3272/865)
(38101/62200,18369/62200)
(-188/65,77/65)
(1818004/1674479,-233725/1674479)
(-20/13,9/13)
(49/20,-19/20)
(-49/50,27/50)
(-3421/1984,1495/1984)
(-22/25,13/25)
(58/47,-193/611)
(1897/3317,1030/3317)
(5,-2)
(1999/1670,-469/1670)
(853/1025,182/1025)
(343/295,-72/295)
(264/245,-31/245)
(4/5,1/5)
(-2963/1205,1228/1205)
(3/2,-1/2)
(1,0)
(10739/7471,-3458/7471)
(1322/2743,931/2743)
(965/1516,433/1516)
(-41/74,35/74)
(4327/15872,6155/15872)
(-46/655,283/655)
#
# (a,b,c,d) = (1,3,5,14) and D = 3299:
#
(-25/11,9/11)
(-143/23,49/23)
(-51/376,2257/5264)
(15/11,-7/22)
(-13/23,21/46)
(69247/82547,11425/82547)
(13/11,-2/11)
(514639/756631,176328/756631)
(4971737/1973423,-1627626/1973423)
(-7292435/8858839,4231641/8858839)
(16171/19987,3176/19987)
(-7141/2783,2532/2783)
(22291/42037,12483/42037)
(-221/913,399/913)
(-2773/2519,9099/17633)
(37/73,156/511)
(83/41,-26/41)
(325/31,-111/31)
(1/4,3/8)
(-4187/2761,1668/2761)
(1889/3058,1603/6116)
(-41/223,193/446)
(937/1264,507/2528)
(139/4,-95/8)
(1,0)
(67/397,155/397)
(-15/31,14/31)
(-103921/22088,71469/44176)
(1983001/1728529,-517937/3457058)
(-1,1/2)
(1343/197,-458/197)
(-491/61,168/61)
(3,-1)
(-347/61,119/61)
(-17259/25681,11915/25681)
(851/1529,439/1529)
(143/167,21/167)
(967/274,-651/548)
(-52723/26167,38755/52334)
(-37379/26311,15290/26311)
#
# (a,b,c,d) = (3,5,7,6) and D = 3299:
#
(-379/4687,5441/9374)
(-80489/109281,550961/655686)
(3613/2681,-2890/2681)
(665981/645451,-459749/645451)
(-169147/112273,308681/224546)
(265/381,-1/254)
(-1529/24344,27943/48688)
(7/3,-2)
(-1,1)
(5/129,23/43)
(631/3791,1811/3791)
(-35/8,61/16)
(-2855/4671,3631/4671)
(-28889/25217,83284/75651)
(-10121/2598,5885/1732)
(1,-2/3)
(-925/2367,9757/14202)
(25/102,89/204)
(7/9,-5/27)
(173891/311589,19748/103863)
(-18739/64807,42223/64807)
(-479265755/748385177,592121102/748385177)
(11/9,-17/18)
(-1/3,2/3)
(307/353,-151/353)
(-5467/129673,73438/129673)
(1933/357,-1679/357)
(1291/1517,-580/1517)
(83/93,-89/186)
(1/2,1/4)
(11/16,1/96)
(1839337/294909,-9589609/1769454)
(75963923/29366973,-65366332/29366973)
(-185/89,164/89)
(799/543,-653/543)
(-499/279,149/93)
(58099/69363,-16075/46242)
(-21997/42037,62087/84074)
(1741/204,-1009/136)
(23,-20)
(23/51,5/17)
(2179/3269,149/3269)
(-945827/286467,2479588/859401)
(71/34,-121/68)
#
# (a,b,c,d) = (2,1,6,-3) and D = 3300:
#
(2/3,-1/3)
(-1733/3012,-2179/1506)
#
# (a,b,c,d) = (825,0,1,0) and D = 3300:
#
#
# (a,b,c,d) = (1,5,4,9) and D = 3303:
#
(118/313,117/313)
(1,0)
(-41,9)
(-61/65,27/65)
#
# (a,b,c,d) = (826,1,1,0) and D = 3303:
#
(9/178,2231/534)
(1521/91378,-13799741/1781871)
(1521/91378,3934309/509106)
(81/796,3865/3582)
(81/796,-8459/7164)
(9/178,-1129/267)
#
# (a,b,c,d) = (826,0,1,0) and D = 3304:
#
#
# (a,b,c,d) = (4,1,4,-2) and D = 3304:
#
#
# (a,b,c,d) = (3,2,6,-1) and D = 3307:
#
(14/23,5/23)
(481/27,1024/9)
(1/2,-1/2)
(-553/5385,-2266/1795)
(3/5,-2/5)
(0,-1)
(1893/2848,11939/2848)
#
# (a,b,c,d) = (827,1,1,0) and D = 3307:
#
(1/889,26506/889)
(1/29,153/29)
(94249/899087,-200550303/276019709)
(1/43,280/43)
(1/43,-281/43)
(94249/899087,171615860/276019709)
(1/29,-154/29)
(1/889,-26507/889)
#
# (a,b,c,d) = (2,4,4,7) and D = 3308:
#
(-6/7,31/49)
(2,-1)
#
# (a,b,c,d) = (827,0,1,0) and D = 3308:
#
(400/5609,351477/112180)
(400/5609,-351477/112180)
#
# (a,b,c,d) = (1,4,5,13) and D = 3311:
#
(287/299,9/299)
(1,0)
#
# (a,b,c,d) = (828,1,1,0) and D = 3311:
#
#
# (a,b,c,d) = (3,11,12,0) and D = 3312:
#
(1/9,-11/12)
(1/372,2761/496)
(361/284,-8909/16188)
(1/9,22/27)
(588/4141,-288931/347844)
(361/284,-13271/21584)
(1,-1/4)
(121/1527,22151/22396)
(12/13,-103/156)
(121/1527,-53500/50391)
(588/4141,243655/347844)
(1,-2/3)
(1/372,-6215/1116)
(1/2,1/6)
(25/58,271/1160)
(12/13,-29/156)
(25/58,-547/870)
(1/2,-5/8)
#
# (a,b,c,d) = (13,1,4,0) and D = 3312:
#
(361/852,-9695/64752)
(1/3,-2/3)
(121/4581,619373/201564)
(1/1116,-18641/1116)
(1/1116,74563/4464)
(1/6,-29/24)
(1/27,70/27)
(1/6,7/6)
(1/3,7/12)
(4/13,35/52)
(121/4581,-155176/50391)
(196/4141,265607/115948)
(1/27,-281/108)
(25/174,4439/3480)
(361/852,709/16188)
(25/174,-1141/870)
(4/13,-3/4)
(196/4141,-266979/115948)
#
# (a,b,c,d) = (4,2,6,0) and D = 3312:
#
(361/568,-2759/16188)
(1/2,1/3)
(6/13,31/78)
(361/568,-447/10792)
(1/4,3/4)
(121/3054,103007/50391)
(294/4141,-268351/173922)
(1/744,12427/1116)
(294/4141,264235/173922)
(1/744,-8285/744)
(1/2,-1/2)
(6/13,-43/78)
(1/18,31/18)
(25/116,-521/580)
(25/116,719/870)
(1/18,-47/27)
(1/4,-5/6)
(121/3054,-69115/33594)
#
# (a,b,c,d) = (828,0,1,0) and D = 3312:
#
(1/4464,49709/744)
(1/108,-187/18)
(49/4141,-266293/28987)
(1/13,37/13)
(1/12,-5/2)
(361/3408,4177/10792)
(1/13,-37/13)
(1/24,-19/4)
(1/24,19/4)
(1/12,5/2)
(1/4464,-49709/744)
(49/4141,266293/28987)
(1/108,187/18)
(25/696,3001/580)
(361/3408,-4177/10792)
(121/18324,413359/33594)
(25/696,-3001/580)
(121/18324,-413359/33594)
#
# (a,b,c,d) = (1,5,12,0) and D = 3312:
#
(1/372,-24857/4464)
(25/58,99/290)
(1/9,91/108)
(1,-5/12)
(12/13,7/156)
(361/284,-15059/64752)
(361/284,-1603/5396)
(1/372,2071/372)
(1/2,7/24)
(1/2,-1/2)
(25/58,-1813/3480)
(121/1527,-210007/201564)
(588/4141,256003/347844)
(1/9,-8/9)
(588/4141,-276583/347844)
(1,0)
(12/13,-67/156)
(121/1527,16946/16797)
#
# (a,b,c,d) = (31,2,3,0) and D = 3312:
#
(1/4,-11/12)
(147/4141,265264/86961)
(1/8,-13/8)
(25/232,-6127/3480)
(3/13,34/39)
(3/13,-40/39)
(1/1488,1069/48)
(1/36,-125/36)
(147/4141,-267322/86961)
(121/6108,275129/67188)
(361/1136,1495/64752)
(1/8,37/24)
(1/36,373/108)
(1/1488,-99419/4464)
(361/1136,-5071/21584)
(1/4,3/4)
(121/6108,-828049/201564)
(25/232,1959/1160)
#
# (a,b,c,d) = (104,2,2,0) and D = 3312:
#
(1/12,-29/12)
(361/1704,-9695/32376)
(2/13,35/26)
(121/9162,-310352/50391)
(2/13,-3/2)
(361/1704,709/8094)
(1/54,140/27)
(1/6,7/6)
(1/54,-281/54)
(98/4141,-266979/57974)
(1/6,-4/3)
(1/2232,74563/2232)
(25/348,-1141/435)
(25/348,4439/1740)
(1/2232,-18641/558)
(98/4141,265607/57974)
(1/12,7/3)
(121/9162,619373/100782)
#
# (a,b,c,d) = (829,1,1,0) and D = 3315:
#
#
# (a,b,c,d) = (829,0,1,0) and D = 3316:
#
#
# (a,b,c,d) = (830,1,1,0) and D = 3319:
#
#
# (a,b,c,d) = (830,0,1,0) and D = 3320:
#
#
# (a,b,c,d) = (831,1,1,0) and D = 3323:
#
#
# (a,b,c,d) = (104,1,2,0) and D = 3324:
#
(10647169/293002820,-7092553900943/1912136403320)
(1/5,3/5)
(1/5,-7/10)
(1/110,1631/220)
(169/9560,-1322629/248560)
(1/110,-408/55)
(169/9560,82527/15535)
(25/167,-1263/835)
(25/167,2401/1670)
(10647169/293002820,882226523562/239017050415)
#
# (a,b,c,d) = (831,0,1,0) and D = 3324:
#
(1/10,13/10)
(1/220,-3263/220)
(169/19120,2643061/248560)
(25/334,4927/1670)
(25/334,-4927/1670)
(169/19120,-2643061/248560)
(1/220,3263/220)
(1/10,-13/10)
(10647169/586005640,-14150366089439/1912136403320)
(10647169/586005640,14150366089439/1912136403320)
#
# (a,b,c,d) = (832,1,1,0) and D = 3327:
#
#
# (a,b,c,d) = (14,4,4,0) and D = 3328:
#
(19600/85289,20114837/23880920)
(1/17,-71/34)
(19600/85289,-25602837/23880920)
(1/17,69/34)
#
# (a,b,c,d) = (104,0,2,0) and D = 3328:
#
(1/34,70/17)
(9800/85289,22858837/11940460)
(1/34,-70/17)
(9800/85289,-22858837/11940460)
#
# (a,b,c,d) = (832,0,1,0) and D = 3328:
#
(1/68,-140/17)
(1/68,140/17)
(4900/85289,-22858837/5970230)
(4900/85289,22858837/5970230)
#
# (a,b,c,d) = (13,0,4,0) and D = 3328:
#
(19600/85289,22858837/23880920)
(19600/85289,-22858837/23880920)
(1/17,35/17)
(1/17,-35/17)
#
# (a,b,c,d) = (833,1,1,0) and D = 3331:
#
(4/41,-129/82)
(16/185,1677/740)
(16/185,-1741/740)
(1764/87193,-25694873/3662106)
(1764/87193,1507105/215418)
(4/41,121/82)
#
# (a,b,c,d) = (1,1,5,12) and D = 3331:
#
(-1,2/3)
(323/281,-126/281)
(-92209/16709,50306/16709)
(1054517/1107239,103478/1107239)
(-5/7,4/7)
(1,0)
#
# (a,b,c,d) = (2,1,6,5) and D = 3332:
#
#
# (a,b,c,d) = (833,0,1,0) and D = 3332:
#
#
# (a,b,c,d) = (3,4,7,0) and D = 3332:
#
#
# (a,b,c,d) = (834,1,1,0) and D = 3335:
#
#
# (a,b,c,d) = (834,0,1,0) and D = 3336:
#
#
# (a,b,c,d) = (31,1,3,0) and D = 3339:
#
(4/19,-125/114)
(4/19,39/38)
#
# (a,b,c,d) = (835,1,1,0) and D = 3339:
#
(4/57,359/114)
(4/57,-367/114)
#
# (a,b,c,d) = (835,0,1,0) and D = 3340:
#
#
# (a,b,c,d) = (4,5,8,3) and D = 3340:
#
(2/3,-1/9)
#
# (a,b,c,d) = (836,1,1,0) and D = 3343:
#
#
# (a,b,c,d) = (105,2,2,0) and D = 3344:
#
#
# (a,b,c,d) = (836,0,1,0) and D = 3344:
#
#
# (a,b,c,d) = (837,1,1,0) and D = 3347:
#
#
# (a,b,c,d) = (31,0,3,0) and D = 3348:
#
(27/97,550/873)
(27/97,-550/873)
#
# (a,b,c,d) = (837,0,1,0) and D = 3348:
#
(9/97,-550/291)
(9/97,550/291)
#
# (a,b,c,d) = (1,0,9,4) and D = 3348:
#
(1,0)
(1,-9/4)
#
# (a,b,c,d) = (838,1,1,0) and D = 3351:
#
#
# (a,b,c,d) = (3,7,8,7) and D = 3351:
#
(4/7,1/7)
#
# (a,b,c,d) = (838,0,1,0) and D = 3352:
#
#
# (a,b,c,d) = (839,1,1,0) and D = 3355:
#
#
# (a,b,c,d) = (105,1,2,0) and D = 3356:
#
#
# (a,b,c,d) = (839,0,1,0) and D = 3356:
#
#
# (a,b,c,d) = (1,2,9,13) and D = 3359:
#
(1,0)
(-7/17,9/17)
(629510/408617,-372609/408617)
(-23/25,18/25)
(343/205,-207/205)
#
# (a,b,c,d) = (840,1,1,0) and D = 3359:
#
(9/160,1853/480)
(36/433,6373/2598)
(9/160,-47/12)
(4761/78526,-20003437/5418294)
(36/433,-6589/2598)
(4761/78526,1405352/387021)
#
# (a,b,c,d) = (840,0,1,0) and D = 3360:
#
#
# (a,b,c,d) = (105,0,2,0) and D = 3360:
#
#
# (a,b,c,d) = (841,1,1,0) and D = 3363:
#
#
# (a,b,c,d) = (5,24,29,0) and D = 3364:
#
#
# (a,b,c,d) = (841,0,1,0) and D = 3364:
#
#
# (a,b,c,d) = (842,1,1,0) and D = 3367:
#
#
# (a,b,c,d) = (842,0,1,0) and D = 3368:
#
#
# (a,b,c,d) = (1,0,8,7) and D = 3371:
#
(1,0)
(1,-8/7)
(85/109,-42/109)
(29/37,-14/37)
#
# (a,b,c,d) = (843,1,1,0) and D = 3371:
#
(4/225,1121/150)
(4/233,3545/466)
(4/233,-3553/466)
(4/225,-3371/450)
#
# (a,b,c,d) = (843,0,1,0) and D = 3372:
#
#
# (a,b,c,d) = (1,5,6,12) and D = 3372:
#
(1,0)
(199/304,63/304)
#
# (a,b,c,d) = (3,6,9,7) and D = 3375:
#
(-1,1)
(-1142/2933,13883/20531)
(-167/59,146/59)
(501203/928015,170143/928015)
(4/5,-1/5)
(53/55,-32/55)
#
# (a,b,c,d) = (4,15,15,0) and D = 3375:
#
(3/2,-2/3)
(15/124,317/465)
(3/2,-5/6)
(15/124,-1493/1860)
#
# (a,b,c,d) = (1,3,6,15) and D = 3375:
#
(-61847/102655,47538/102655)
(-1148/295,417/295)
(14/11,-3/11)
(1,0)
(-7/5,3/5)
(113483/185603,47271/185603)
#
# (a,b,c,d) = (8,5,5,0) and D = 3375:
#
(1/2,0)
(5/124,342/155)
(5/124,-1393/620)
(1/2,-1/2)
#
# (a,b,c,d) = (844,1,1,0) and D = 3375:
#
(1/124,345/31)
(1/10,-13/10)
(1/124,-1381/124)
(1/10,6/5)
#
# (a,b,c,d) = (32,3,3,0) and D = 3375:
#
(3/124,-1385/372)
(3/10,4/15)
(3/124,344/93)
(3/10,-17/30)
#
# (a,b,c,d) = (106,2,2,0) and D = 3376:
#
(24642/141805,-38412683/31480710)
(24642/141805,32942159/31480710)
#
# (a,b,c,d) = (4,2,6,2) and D = 3376:
#
(1/2,-1)
(431/1084,235/542)
#
# (a,b,c,d) = (844,0,1,0) and D = 3376:
#
(12321/141805,35677421/15740355)
(12321/141805,-35677421/15740355)
#
# (a,b,c,d) = (4,4,7,1) and D = 3376:
#
(0,1)
(333/542,-235/542)
#
# (a,b,c,d) = (845,1,1,0) and D = 3379:
#
#
# (a,b,c,d) = (845,0,1,0) and D = 3380:
#
#
# (a,b,c,d) = (846,1,1,0) and D = 3383:
#
(25/1086,-17833/2715)
(25/1086,11847/1810)
#
# (a,b,c,d) = (846,0,1,0) and D = 3384:
#
#
# (a,b,c,d) = (1,4,8,17) and D = 3387:
#
(-22/17,9/17)
(395/299,-72/299)
(-79/38,27/38)
(29/8,-9/8)
(27447592/37567195,6349707/37567195)
(-350237/51706,110817/51706)
(1,0)
(619/118,-3303/2006)
(4/25,9/25)
#
# (a,b,c,d) = (847,1,1,0) and D = 3387:
#
(9/187,-2447/561)
(9/187,220/51)
(9/451,9532/1353)
(9/157,1790/471)
(9/451,-869/123)
(9/97,530/291)
(36/1057,4811/906)
(9/97,-557/291)
(36/1057,-33893/6342)
(9/157,-1817/471)
#
# (a,b,c,d) = (1,9,22,0) and D = 3388:
#
(2,-1/2)
(539/239,-7716/18403)
(625/632,-12901/31600)
(2,-7/22)
(1,0)
(2/59777,48472725/1315094)
(11/43,349/946)
(1/4,-21/44)
(1,-9/22)
(32/67,-217/536)
(2/59777,-4406613/119554)
(3971/2416,-237293/504944)
(9/4,-133/264)
(9/4,-5/12)
(1/4,3/8)
(11/43,-224/473)
(25/253,-1767/2530)
(539/239,-18525/36806)
(1/29,-67/58)
(32/67,1235/5896)
(1/29,364/319)
(11/8,-39/88)
(625/632,643/173800)
(3971/2416,-204455/1009888)
(25/253,9156/13915)
(11/8,-21/176)
#
# (a,b,c,d) = (1,4,11,0) and D = 3388:
#
(16/67,-1939/2948)
(11/86,-819/946)
(11/86,775/946)
(1/8,-7/8)
(25/506,-37999/27830)
(1/58,133/58)
(1/2,7/22)
(1/58,-1467/638)
(1/2,-1/2)
(1/8,73/88)
(539/478,-10639/36806)
(539/478,-4453/36806)
(11/16,-79/176)
(11/16,35/176)
(1/59777,-48472736/657547)
(25/506,3409/2530)
(1,0)
(9/8,-7/24)
(1/59777,4406612/59777)
(1,-4/11)
(3971/4832,119233/1009888)
(625/1264,10177/31600)
(3971/4832,-421029/1009888)
(9/8,-31/264)
(625/1264,-174447/347600)
(16/67,153/268)
#
# (a,b,c,d) = (2,13,22,0) and D = 3388:
#
(2,-15/22)
(2,-1/2)
(3971/2416,-355353/1009888)
(32/67,89/536)
(9/4,-17/24)
(9/4,-41/66)
(3971/2416,-156371/252472)
(1,-1/11)
(11/43,327/946)
(1/4,31/88)
(11/43,-235/473)
(625/632,-681/7900)
(1/29,33/29)
(25/253,821/1265)
(11/8,-25/44)
(1,-1/2)
(2/59777,4406611/119554)
(539/239,-26071/36806)
(32/67,-2643/5896)
(2/59777,-48472747/1315094)
(25/253,-19687/27830)
(1/29,-739/638)
(539/239,-11489/18403)
(1/4,-1/2)
(625/632,-173161/347600)
(11/8,-43/176)
#
# (a,b,c,d) = (847,0,1,0) and D = 3388:
#
(1/11,-2)
(49/478,-3093/3346)
(625/13904,143197/31600)
(16/737,-1811/268)
(1/638,-1465/58)
(1/22,9/2)
(16/737,1811/268)
(1/86,797/86)
(625/13904,-143197/31600)
(49/478,3093/3346)
(1/22,-9/2)
(1/638,1465/58)
(9/88,23/24)
(1/657547,48472734/59777)
(361/4832,-270131/91808)
(1/16,57/16)
(1/88,75/8)
(9/88,-23/24)
(25/5566,-37749/2530)
(1/88,-75/8)
(25/5566,37749/2530)
(1/86,-797/86)
(1/16,-57/16)
(361/4832,270131/91808)
(1/657547,-48472734/59777)
(1/11,2)
#
# (a,b,c,d) = (106,1,2,0) and D = 3388:
#
(25/2783,-103841/13915)
(1/11,-25/11)
(2/657547,533200073/1315094)
(1/319,8057/638)
(49/239,1375/3346)
(49/239,-859/1673)
(9/44,-35/66)
(9/44,113/264)
(1/43,-399/86)
(1/319,-4029/319)
(25/2783,207557/27830)
(625/6952,-198849/86900)
(1/11,49/22)
(1/8,7/4)
(1/44,103/22)
(2/11,-23/22)
(32/737,-19985/5896)
(1/8,-29/16)
(2/11,21/22)
(625/6952,779771/347600)
(32/737,19857/5896)
(361/2416,32909/22952)
(2/657547,-533200075/1315094)
(1/43,199/43)
(1/44,-413/88)
(361/2416,-138495/91808)
#
# (a,b,c,d) = (848,1,1,0) and D = 3391:
#
(1681/24104,390534/123533)
(1681/24104,-3193193/988264)
#
# (a,b,c,d) = (2,2,8,4) and D = 3392:
#
(3/4,-5/4)
(-447/55720,35401/55720)
#
# (a,b,c,d) = (2,3,4,7) and D = 3392:
#
(-3/2,1)
(3777/3980,-4481/13930)
#
# (a,b,c,d) = (106,0,2,0) and D = 3392:
#
#
# (a,b,c,d) = (848,0,1,0) and D = 3392:
#
#
# (a,b,c,d) = (849,1,1,0) and D = 3395:
#
#
# (a,b,c,d) = (849,0,1,0) and D = 3396:
#
#
# (a,b,c,d) = (850,1,1,0) and D = 3399:
#
#
# (a,b,c,d) = (850,0,1,0) and D = 3400:
#
(1/35,-41/7)
(1/35,41/7)
(4/1505,11677/602)
(4/1505,-11677/602)
#
# (a,b,c,d) = (7,2,5,0) and D = 3400:
#
(4/301,-2337/602)
(1/7,-6/5)
(1/7,8/7)
(4/301,1667/430)
#
# (a,b,c,d) = (851,1,1,0) and D = 3403:
#
#
# (a,b,c,d) = (2,2,8,1) and D = 3404:
#
(0,1)
(261/467,-229/467)
#
# (a,b,c,d) = (851,0,1,0) and D = 3404:
#
(7569/71755,-659404/6242685)
(7569/71755,659404/6242685)
#
# (a,b,c,d) = (2,5,9,10) and D = 3407:
#
(58733/76,-72307/152)
(-3/2,1)
(-111/442,235/442)
(139/104,-363/520)
(1/2,1/4)
(691/692,-109/346)
#
# (a,b,c,d) = (852,1,1,0) and D = 3407:
#
(529/22512,838225/129444)
(1/14,-22/7)
(6889/473186,162391846/19637219)
(841/14868,551717/143724)
(529/22512,-1121689/172592)
(841/14868,-419885/107793)
(6889/473186,-325355479/39274438)
(1/14,43/14)
#
# (a,b,c,d) = (107,2,2,0) and D = 3408:
#
#
# (a,b,c,d) = (852,0,1,0) and D = 3408:
#
#
# (a,b,c,d) = (1,5,1,6) and D = 3411:
#
(37/367,198/367)
(1,0)
(-5,1)
(-7/6,13/36)
(-25/749,2479/4494)
#
# (a,b,c,d) = (853,1,1,0) and D = 3411:
#
(1/19,77/19)
(1/19,-78/19)
#
# (a,b,c,d) = (853,0,1,0) and D = 3412:
#
#
# (a,b,c,d) = (854,1,1,0) and D = 3415:
#
#
# (a,b,c,d) = (854,0,1,0) and D = 3416:
#
#
# (a,b,c,d) = (855,1,1,0) and D = 3419:
#
(16/1161,-39547/4644)
(16/1161,4387/516)
#
# (a,b,c,d) = (4,1,6,0) and D = 3420:
#
#
# (a,b,c,d) = (5,5,6,0) and D = 3420:
#
#
# (a,b,c,d) = (32,2,3,0) and D = 3420:
#
#
# (a,b,c,d) = (107,1,2,0) and D = 3420:
#
#
# (a,b,c,d) = (855,0,1,0) and D = 3420:
#
#
# (a,b,c,d) = (856,1,1,0) and D = 3423:
#
(81/898,8024/4041)
(81/898,-16777/8082)
#
# (a,b,c,d) = (4,1,6,1) and D = 3424:
#
(0,1)
(16055/42602,-16554/21301)
(35/76,-11/19)
(-3/14,23/14)
(1/2,-1/2)
(37/106,-93/106)
(-42/139,283/139)
(11/18,-2/9)
#
# (a,b,c,d) = (856,0,1,0) and D = 3424:
#
(1/230,-1744/115)
(1/10,-6/5)
(1/230,1744/115)
(25/241,789/1205)
(1/10,6/5)
(4/545,12721/1090)
(25/241,-789/1205)
(4/545,-12721/1090)
(121/1585,-49653/17435)
(121/1585,49653/17435)
#
# (a,b,c,d) = (1,2,2,12) and D = 3424:
#
(79/76,-9/152)
(5/6,7/36)
(49163/42602,-17053/85204)
(-1,1/2)
(-13/7,5/7)
(65/53,-14/53)
(1,0)
(-325/139,241/278)
#
# (a,b,c,d) = (107,0,2,0) and D = 3424:
#
(1/5,3/5)
(8/545,12721/2180)
(50/241,-789/2410)
(1/115,872/115)
(50/241,789/2410)
(8/545,-12721/2180)
(1/5,-3/5)
(242/1585,-49653/34870)
(1/115,-872/115)
(242/1585,49653/34870)
#
# (a,b,c,d) = (2,5,7,9) and D = 3427:
#
(2,-1)
(-1654/2023,1277/2023)
#
# (a,b,c,d) = (857,1,1,0) and D = 3427:
#
#
# (a,b,c,d) = (857,0,1,0) and D = 3428:
#
(49/1257,43420/8799)
(49/1257,-43420/8799)
#
# (a,b,c,d) = (858,1,1,0) and D = 3431:
#
(1/12,29/12)
(1/12,-5/2)
#
# (a,b,c,d) = (2,1,7,4) and D = 3431:
#
(89/136,-69/136)
(93/44,-655/176)
(1/4,1/2)
#
# (a,b,c,d) = (858,0,1,0) and D = 3432:
#
(81/1387,47035/12483)
(81/1387,-47035/12483)
#
# (a,b,c,d) = (859,1,1,0) and D = 3435:
#
#
# (a,b,c,d) = (859,0,1,0) and D = 3436:
#
(441/22507,-3365648/472647)
(441/22507,3365648/472647)
(1/287,4862/287)
(484/73745,-20023783/1622390)
(1/287,-4862/287)
(484/73745,20023783/1622390)
#
# (a,b,c,d) = (1,2,6,14) and D = 3436:
#
(1,0)
(563/517,-91/517)
(185/143,-63/143)
#
# (a,b,c,d) = (3,2,7,1) and D = 3439:
#
(0,1)
(20/59,-121/59)
(2107/372999,122713/124333)
(1/3,-2)
(2869/4213,193/4213)
#
# (a,b,c,d) = (860,1,1,0) and D = 3439:
#
(28561/297560,-16377353/10057528)
(1/282080,-696819/1312)
(16641/172360,-8777531/5558610)
(1/20,21/5)
(1/20,-17/4)
(1/282080,37454021/70520)
(28561/297560,448023/292370)
(16641/172360,6592687/4446888)
#
# (a,b,c,d) = (14,3,4,0) and D = 3440:
#
(11449/30114,501097/1841256)
(1/9,-55/36)
(11449/30114,-897851/1611099)
(1/9,13/9)
#
# (a,b,c,d) = (860,0,1,0) and D = 3440:
#
(1/36,107/18)
(1/36,-107/18)
(11449/120456,10690487/6444396)
(11449/120456,-10690487/6444396)
#
# (a,b,c,d) = (108,2,2,0) and D = 3440:
#
(1/18,53/18)
(11449/60228,-5957765/6444396)
(11449/60228,262929/358022)
(1/18,-3)
#
# (a,b,c,d) = (861,1,1,0) and D = 3443:
#
#
# (a,b,c,d) = (3,2,7,2) and D = 3444:
#
(5/7,-16/7)
(-17/33,41/22)
(3,-10)
#
# (a,b,c,d) = (861,0,1,0) and D = 3444:
#
(4/1537,-60257/3074)
(4/1537,60257/3074)
#
# (a,b,c,d) = (862,1,1,0) and D = 3447:
#
(1/18,35/9)
(2209/25452,-2734993/1196244)
(1/18,-71/18)
(2209/25452,1315585/598122)
#
# (a,b,c,d) = (32,1,3,0) and D = 3447:
#
(1/6,-4/3)
(2209/8484,-78856/99687)
(2209/8484,842449/1196244)
(1/6,23/18)
#
# (a,b,c,d) = (862,0,1,0) and D = 3448:
#
#
# (a,b,c,d) = (1,5,3,8) and D = 3451:
#
(1,0)
(0,1/2)
(91/331,144/331)
(9/7,-1/7)
(-74/13,63/52)
#
# (a,b,c,d) = (863,1,1,0) and D = 3451:
#
(2304/97273,-30218995/4669104)
(1/25,121/25)
(9/151,-1691/453)
(1/457,9769/457)
(1/457,-9770/457)
(9/151,1664/453)
(2304/97273,30108403/4669104)
(1/25,-122/25)
#
# (a,b,c,d) = (108,1,2,0) and D = 3452:
#
(48672/2326873,3543884317/725984376)
(48672/2326873,-3551477149/725984376)
(8/41,109/164)
(8/41,-125/164)
#
# (a,b,c,d) = (863,0,1,0) and D = 3452:
#
(4/41,-117/82)
(4/41,117/82)
(24336/2326873,3547680733/362992188)
(24336/2326873,-3547680733/362992188)
#
# (a,b,c,d) = (864,1,1,0) and D = 3455:
#
(5329/130824,635028/132641)
(5329/130824,-46111033/9550152)
#
# (a,b,c,d) = (32,0,3,0) and D = 3456:
#
#
# (a,b,c,d) = (4,3,6,3) and D = 3456:
#
#
# (a,b,c,d) = (2,0,6,4) and D = 3456:
#
#
# (a,b,c,d) = (864,0,1,0) and D = 3456:
#
#
# (a,b,c,d) = (4,0,6,0) and D = 3456:
#
#
# (a,b,c,d) = (108,0,2,0) and D = 3456:
#
#
# (a,b,c,d) = (3,3,7,4) and D = 3459:
#
#
# (a,b,c,d) = (865,1,1,0) and D = 3459:
#
(1/13,36/13)
(1/13,-37/13)
#
# (a,b,c,d) = (865,0,1,0) and D = 3460:
#
#
# (a,b,c,d) = (866,1,1,0) and D = 3463:
#
#
# (a,b,c,d) = (866,0,1,0) and D = 3464:
#
(1/1155,-39253/1155)
(1/1155,39253/1155)
#
# (a,b,c,d) = (867,1,1,0) and D = 3467:
#
#
# (a,b,c,d) = (867,0,1,0) and D = 3468:
#
(9/307,-5320/921)
(9/307,5320/921)
#
# (a,b,c,d) = (1,1,6,12) and D = 3468:
#
(19/16,-9/16)
(1,0)
#
# (a,b,c,d) = (2,1,3,6) and D = 3471:
#
(7/6,-5/6)
(2179/2567,-1905/5134)
(1/4,1/2)
#
# (a,b,c,d) = (868,1,1,0) and D = 3471:
#
(529/79420,22372837/1826660)
(529/79420,-5596251/456665)
(1/10,11/10)
(1/10,-6/5)
#
# (a,b,c,d) = (868,0,1,0) and D = 3472:
#
(1/1157,39355/1157)
(1/1157,-39355/1157)
#
# (a,b,c,d) = (109,2,2,0) and D = 3472:
#
(2/1157,39353/2314)
(2/1157,-39357/2314)
#
# (a,b,c,d) = (7,1,5,0) and D = 3475:
#
(9245/91091,-3941592/2797795)
(5/11,19/55)
(5/11,-24/55)
(9245/91091,27193609/19584565)
#
# (a,b,c,d) = (869,1,1,0) and D = 3475:
#
(1849/91091,27352623/3916913)
(1/11,21/11)
(1/11,-2)
(1849/91091,-2493830/356083)
#
# (a,b,c,d) = (869,0,1,0) and D = 3476:
#
#
# (a,b,c,d) = (870,1,1,0) and D = 3479:
#
#
# (a,b,c,d) = (870,0,1,0) and D = 3480:
#
#
# (a,b,c,d) = (871,1,1,0) and D = 3483:
#
(2500/23881,4267/91850)
(2500/23881,-180471/1194050)
#
# (a,b,c,d) = (33,3,3,0) and D = 3483:
#
(7500/23881,-61861/325650)
(7500/23881,-444529/3582150)
#
# (a,b,c,d) = (2,3,9,5) and D = 3483:
#
(409/532,-109/266)
(-1/2,1)
#
# (a,b,c,d) = (871,0,1,0) and D = 3484:
#
(121/7868,-696799/86548)
(121/7868,696799/86548)
#
# (a,b,c,d) = (109,1,2,0) and D = 3484:
#
(121/3934,-349065/86548)
(121/3934,173867/43274)
#
# (a,b,c,d) = (872,1,1,0) and D = 3487:
#
#
# (a,b,c,d) = (872,0,1,0) and D = 3488:
#
#
# (a,b,c,d) = (109,0,2,0) and D = 3488:
#
#
# (a,b,c,d) = (873,1,1,0) and D = 3491:
#
#
# (a,b,c,d) = (873,0,1,0) and D = 3492:
#
#
# (a,b,c,d) = (1,5,2,7) and D = 3495:
#
(64/349,171/349)
(1,0)
#
# (a,b,c,d) = (874,1,1,0) and D = 3495:
#
#
# (a,b,c,d) = (874,0,1,0) and D = 3496:
#
#
# (a,b,c,d) = (875,1,1,0) and D = 3499:
#
(64/1337,-6677/1528)
(64/1337,46227/10696)
#
# (a,b,c,d) = (875,0,1,0) and D = 3500:
#
(1/291,4964/291)
(16/249,-3443/996)
(1/291,-4964/291)
(2116/23265,414845/214038)
(36/865,-4925/1038)
(36/865,4925/1038)
(169/1899,-51232/24687)
(2116/23265,-414845/214038)
(1/15,-10/3)
(169/1899,51232/24687)
(1/15,10/3)
(16/249,3443/996)
#
# (a,b,c,d) = (7,0,5,0) and D = 3500:
#
(5/291,-4964/1455)
(1/3,-2/3)
(845/1899,-51232/123435)
(2116/4653,82969/214038)
(845/1899,51232/123435)
(36/173,-985/1038)
(1/3,2/3)
(36/173,985/1038)
(5/291,4964/1455)
(2116/4653,-82969/214038)
(80/249,-3443/4980)
(80/249,3443/4980)
#
# (a,b,c,d) = (1,2,8,14) and D = 3500:
#
(33/41,7/41)
(37/25,-18/25)
(-3/5,19/35)
(-19519/17005,12466/17005)
(13/5,-7/5)
(1,0)
(-379/349,247/349)
#
# (a,b,c,d) = (2,8,8,7) and D = 3500:
#
(-8/5,3/5)
(1,-1/7)
(5052/3401,-1345/3401)
(-2/5,3/5)
(-3,1)
(2487/1745,-643/1745)
(-17/205,113/205)
#
# (a,b,c,d) = (876,1,1,0) and D = 3503:
#
#
# (a,b,c,d) = (876,0,1,0) and D = 3504:
#
(36/361,2485/2166)
(9/5917,-455147/17751)
(81/925,18053/8325)
(9/5917,455147/17751)
(36/361,-2485/2166)
(81/925,-18053/8325)
#
# (a,b,c,d) = (1,4,4,12) and D = 3504:
#
(-701/199,189/199)
(1,0)
(65/77,9/77)
(-317/283,126/283)
#
# (a,b,c,d) = (110,2,2,0) and D = 3504:
#
(18/5917,455093/35502)
(72/361,-2917/4332)
(72/361,2053/4332)
(162/925,-19511/16650)
(162/925,3319/3330)
(18/5917,-455201/35502)
#
# (a,b,c,d) = (877,1,1,0) and D = 3507:
#
#
# (a,b,c,d) = (877,0,1,0) and D = 3508:
#
#
# (a,b,c,d) = (878,1,1,0) and D = 3511:
#
#
# (a,b,c,d) = (878,0,1,0) and D = 3512:
#
#
# (a,b,c,d) = (879,1,1,0) and D = 3515:
#
#
# (a,b,c,d) = (110,1,2,0) and D = 3516:
#
(121/10040,284381/44176)
(121/10040,-355809/55220)
(1/5,1/2)
(1/5,-3/5)
#
# (a,b,c,d) = (879,0,1,0) and D = 3516:
#
(121/20080,2845141/220880)
(121/20080,-2845141/220880)
(1/10,11/10)
(1/10,-11/10)
#
# (a,b,c,d) = (880,1,1,0) and D = 3519:
#
#
# (a,b,c,d) = (110,0,2,0) and D = 3520:
#
#
# (a,b,c,d) = (880,0,1,0) and D = 3520:
#
#
# (a,b,c,d) = (2,3,8,0) and D = 3520:
#
#
# (a,b,c,d) = (14,2,4,0) and D = 3520:
#
#
# (a,b,c,d) = (1,3,7,16) and D = 3523:
#
(-1333/2429,1119/2429)
(-3452/1795,5621/7180)
(15/11,-4/11)
(1/3,1/3)
(2348/1655,-1327/3310)
(1,0)
(4,-3/2)
#
# (a,b,c,d) = (881,1,1,0) and D = 3523:
#
(1/17,-64/17)
(1/17,63/17)
(1/61,-476/61)
(1/61,475/61)
#
# (a,b,c,d) = (881,0,1,0) and D = 3524:
#
#
# (a,b,c,d) = (882,1,1,0) and D = 3527:
#
#
# (a,b,c,d) = (882,0,1,0) and D = 3528:
#
(1/51,121/17)
(1/51,-121/17)
(58564/791673,188272849/63861622)
(58564/791673,-188272849/63861622)
#
# (a,b,c,d) = (33,2,3,0) and D = 3528:
#
(1/17,40/17)
(58564/263891,-67481779/63861622)
(1/17,-122/51)
(58564/263891,174100361/191584866)
#
# (a,b,c,d) = (883,1,1,0) and D = 3531:
#
#
# (a,b,c,d) = (883,0,1,0) and D = 3532:
#
#
# (a,b,c,d) = (1,4,7,16) and D = 3532:
#
(1,0)
(92/77,-45/308)
#
# (a,b,c,d) = (884,1,1,0) and D = 3535:
#
#
# (a,b,c,d) = (884,0,1,0) and D = 3536:
#
(121/1182,4619/6501)
(121/1182,-4619/6501)
#
# (a,b,c,d) = (111,2,2,0) and D = 3536:
#
(121/591,548/2167)
(121/591,-2975/6501)
#
# (a,b,c,d) = (885,1,1,0) and D = 3539:
#
#
# (a,b,c,d) = (2,1,2,6) and D = 3540:
#
#
# (a,b,c,d) = (885,0,1,0) and D = 3540:
#
(4/49,247/98)
(4/49,-247/98)
#
# (a,b,c,d) = (886,1,1,0) and D = 3543:
#
(4/433,9003/866)
(49/778,9489/2723)
(4/433,-9011/866)
(49/778,-19321/5446)
#
# (a,b,c,d) = (3,5,4,5) and D = 3543:
#
(8/9,-1/3)
(-1,4/5)
(-3,2)
#
# (a,b,c,d) = (886,0,1,0) and D = 3544:
#
#
# (a,b,c,d) = (2,1,4,6) and D = 3544:
#
(-1,1)
#
# (a,b,c,d) = (887,1,1,0) and D = 3547:
#
#
# (a,b,c,d) = (3,4,4,5) and D = 3547:
#
#
# (a,b,c,d) = (111,1,2,0) and D = 3548:
#
(1/6,-5/4)
(1/6,7/6)
#
# (a,b,c,d) = (887,0,1,0) and D = 3548:
#
(1/12,29/12)
(1/12,-29/12)
#
# (a,b,c,d) = (888,1,1,0) and D = 3551:
#
#
# (a,b,c,d) = (1,4,-3,6) and D = 3552:
#
(1/2,1/2)
(49/199,225/398)
(5/6,1/6)
(1,0)
(-1571/4113,1862/4113)
(49/20,-19/40)
#
# (a,b,c,d) = (888,0,1,0) and D = 3552:
#
(1/34,-98/17)
(1/73,-623/73)
(1/334,3052/167)
(1/34,98/17)
(1/334,-3052/167)
(1/73,623/73)
#
# (a,b,c,d) = (111,0,2,0) and D = 3552:
#
(1/17,-49/17)
(2/73,-623/146)
(2/73,623/146)
(1/17,49/17)
(1/167,-1526/167)
(1/167,1526/167)
#
# (a,b,c,d) = (1,2,10,12) and D = 3552:
#
(323/398,127/796)
(79/40,-117/80)
(97/1371,3433/8226)
(1,-1/2)
(1,-1/3)
(1,0)
#
# (a,b,c,d) = (33,1,3,0) and D = 3555:
#
(3721/12733,312652/776713)
(1/7,-31/21)
(3721/12733,-1164937/2330139)
(1/7,10/7)
#
# (a,b,c,d) = (889,1,1,0) and D = 3555:
#
(3721/38199,-3267830/2330139)
(3721/38199,434407/332877)
(1/21,-92/21)
(1/21,13/3)
#
# (a,b,c,d) = (889,0,1,0) and D = 3556:
#
#
# (a,b,c,d) = (1,3,10,17) and D = 3559:
#
(16/9,-7/9)
(15349/13459,-2919/13459)
(-2,1)
(154195/87889,-67182/87889)
(-5/13,6/13)
(1,0)
(-9,73/17)
#
# (a,b,c,d) = (890,1,1,0) and D = 3559:
#
(49/9020,85643/6314)
(49/9020,-856773/63140)
(1/10,-11/10)
(4/89,9/2)
(1/10,1)
(49/1072,33403/7504)
(4/89,-809/178)
(49/1072,-16873/3752)
#
# (a,b,c,d) = (4,5,8,2) and D = 3560:
#
(-127/85,439/85)
(5/8,-1/2)
(-3/31,29/31)
(22409/46256,-9525/11564)
#
# (a,b,c,d) = (890,0,1,0) and D = 3560:
#
(1/11,-21/11)
(1/11,21/11)
(196/10329,-1046557/144606)
(196/10329,1046557/144606)
#
# (a,b,c,d) = (891,1,1,0) and D = 3563:
#
#
# (a,b,c,d) = (3,8,9,0) and D = 3564:
#
(9/31,134/279)
(9/31,-206/279)
#
# (a,b,c,d) = (3,6,6,6) and D = 3564:
#
#
# (a,b,c,d) = (891,0,1,0) and D = 3564:
#
(1/31,-170/31)
(1/31,170/31)
#
# (a,b,c,d) = (1,3,9,17) and D = 3564:
#
(1,0)
(8/5,-3/5)
#
# (a,b,c,d) = (33,0,3,0) and D = 3564:
#
(3/31,170/93)
(3/31,-170/93)
#
# (a,b,c,d) = (4,6,9,4) and D = 3564:
#
#
# (a,b,c,d) = (3,0,6,2) and D = 3564:
#
#
# (a,b,c,d) = (892,1,1,0) and D = 3567:
#
#
# (a,b,c,d) = (892,0,1,0) and D = 3568:
#
(1/56,209/28)
(1/56,-209/28)
#
# (a,b,c,d) = (14,1,4,0) and D = 3568:
#
(1/14,13/7)
(1/14,-15/8)
#
# (a,b,c,d) = (112,2,2,0) and D = 3568:
#
(1/28,26/7)
(1/28,-15/4)
#
# (a,b,c,d) = (3,1,3,4) and D = 3571:
#
(1,-1)
#
# (a,b,c,d) = (893,1,1,0) and D = 3571:
#
#
# (a,b,c,d) = (893,0,1,0) and D = 3572:
#
(25/1149,-38768/5745)
(25/1149,38768/5745)
#
# (a,b,c,d) = (3,1,4,-3) and D = 3575:
#
(2/3,1)
#
# (a,b,c,d) = (894,1,1,0) and D = 3575:
#
#
# (a,b,c,d) = (894,0,1,0) and D = 3576:
#
(9/1183,40681/3549)
(9/1183,-40681/3549)
#
# (a,b,c,d) = (895,1,1,0) and D = 3579:
#
#
# (a,b,c,d) = (112,1,2,0) and D = 3580:
#
(1/7,-11/7)
(1/58,-625/116)
(9/137,1109/411)
(1/7,3/2)
(9/137,-2245/822)
(10952/59489,7567433/8804372)
(1/58,156/29)
(10952/59489,-8377881/8804372)
(578/2831,28043/96254)
(578/2831,-37869/96254)
#
# (a,b,c,d) = (895,0,1,0) and D = 3580:
#
(1/14,-43/14)
(1/116,1249/116)
(9/274,4463/822)
(289/2831,-32956/48127)
(9/274,-4463/822)
(5476/59489,7972657/4402186)
(289/2831,32956/48127)
(1/116,-1249/116)
(1/14,43/14)
(5476/59489,-7972657/4402186)
#
# (a,b,c,d) = (896,1,1,0) and D = 3583:
#
#
# (a,b,c,d) = (896,0,1,0) and D = 3584:
#
#
# (a,b,c,d) = (15,4,4,0) and D = 3584:
#
#
# (a,b,c,d) = (112,0,2,0) and D = 3584:
#
#
# (a,b,c,d) = (14,0,4,0) and D = 3584:
#
#
# (a,b,c,d) = (897,1,1,0) and D = 3587:
#
#
# (a,b,c,d) = (897,0,1,0) and D = 3588:
#
#
# (a,b,c,d) = (898,1,1,0) and D = 3591:
#
(9/106,719/318)
(9/106,-373/159)
#
# (a,b,c,d) = (34,3,3,0) and D = 3591:
#
(27/106,-427/477)
(27/106,611/954)
#
# (a,b,c,d) = (1,0,9,5) and D = 3591:
#
(1,-9/5)
(1,0)
#
# (a,b,c,d) = (3,2,1,4) and D = 3592:
#
(164846/65627,-260825/131254)
(93/3656,9179/14624)
(17/27,2/9)
(-5,4)
#
# (a,b,c,d) = (898,0,1,0) and D = 3592:
#
(4/41,107/82)
(4/41,-107/82)
#
# (a,b,c,d) = (899,1,1,0) and D = 3595:
#
#
# (a,b,c,d) = (899,0,1,0) and D = 3596:
#
#
# (a,b,c,d) = (5,1,5,-1) and D = 3596:
#
(0,-1)
(126/215,-1/43)
#
# (a,b,c,d) = (900,1,1,0) and D = 3599:
#
#
# (a,b,c,d) = (1,4,-1,7) and D = 3599:
#
(125/353,171/353)
(1,0)
#
# (a,b,c,d) = (8,4,5,0) and D = 3600:
#
(1/2,0)
(7605/19906,-1382972/1940835)
(1/41,-589/205)
(7605/19906,789782/1940835)
(1/41,117/41)
(1/2,-2/5)
#
# (a,b,c,d) = (113,2,2,0) and D = 3600:
#
(1/5,2/5)
(1521/9953,513529/388167)
(1521/9953,-572848/388167)
(2/205,-2937/410)
(1/5,-3/5)
(2/205,2933/410)
#
# (a,b,c,d) = (1,2,10,0) and D = 3600:
#
(2/41,117/82)
(2/41,-589/410)
(1,-1/5)
(7605/9953,-691486/1940835)
(7605/9953,394891/1940835)
(1,0)
#
# (a,b,c,d) = (900,0,1,0) and D = 3600:
#
(1/205,587/41)
(1/10,-1)
(1521/19906,-1086377/388167)
(1521/19906,1086377/388167)
(1/10,1)
(1/205,-587/41)
#
# (a,b,c,d) = (901,1,1,0) and D = 3603:
#
(1764/73777,-19952549/3098634)
(1764/73777,19878461/3098634)
#
# (a,b,c,d) = (901,0,1,0) and D = 3604:
#
(900/49489,-10979513/1484670)
(324/62425,15595901/1123650)
(576/13585,1528057/326040)
(576/13585,-1528057/326040)
(324/62425,-15595901/1123650)
(1/13,-36/13)
(900/49489,10979513/1484670)
(1/13,36/13)
#
# (a,b,c,d) = (2,2,7,6) and D = 3604:
#
(173977055/587955412,508489369/1175910824)
(3071/1343,-3449/1343)
(-1/22,25/44)
(7/11,5/22)
(1,-1)
(-5/11,17/22)
#
# (a,b,c,d) = (902,1,1,0) and D = 3607:
#
(25/1244,-21889/3110)
(25/1244,43653/6220)
#
# (a,b,c,d) = (902,0,1,0) and D = 3608:
#
(355216/3823473,3932807305/2278789908)
(355216/3823473,-3932807305/2278789908)
#
# (a,b,c,d) = (903,1,1,0) and D = 3611:
#
#
# (a,b,c,d) = (903,0,1,0) and D = 3612:
#
#
# (a,b,c,d) = (113,1,2,0) and D = 3612:
#
#
# (a,b,c,d) = (1,1,10,3) and D = 3615:
#
(-1/17,13/17)
(253/499,533/1497)
(1,0)
(64/155,-349/465)
(-80/7,261/7)
#
# (a,b,c,d) = (904,1,1,0) and D = 3615:
#
(1/16,7/2)
(1681/96496,3733647/494542)
(1/16,-57/16)
(7569/73216,439345/6369792)
(7569/73216,-137231/796224)
(1681/96496,-29938097/3956336)
#
# (a,b,c,d) = (113,0,2,0) and D = 3616:
#
#
# (a,b,c,d) = (904,0,1,0) and D = 3616:
#
#
# (a,b,c,d) = (1,5,7,14) and D = 3619:
#
(3/2,-1/4)
(253/313,36/313)
(1,0)
(1/3,1/3)
(48581/9591,-11683/9591)
#
# (a,b,c,d) = (905,1,1,0) and D = 3619:
#
(1/71,597/71)
(1/155,-386/31)
(1/71,-598/71)
(49/1247,-42981/8729)
(49/1247,42638/8729)
(1/155,1929/155)
#
# (a,b,c,d) = (905,0,1,0) and D = 3620:
#
(1089/96409,-29915272/3181497)
(100/969,2203/9690)
(100/969,-2203/9690)
(1089/96409,29915272/3181497)
#
# (a,b,c,d) = (1,2,5,14) and D = 3620:
#
(185/152,-99/304)
(1,0)
#
# (a,b,c,d) = (2,1,7,-2) and D = 3623:
#
(11/14,-1/7)
(69/77,505/154)
(1/2,1/2)
(155/196,3/196)
(223/530,719/1060)
#
# (a,b,c,d) = (906,1,1,0) and D = 3623:
#
(14161/142272,-3063803/2821728)
(1/32,-179/32)
(1444/79577,148079/20026)
(1/32,89/16)
(1444/79577,-22414801/3023926)
(14161/142272,16697659/16930368)
#
# (a,b,c,d) = (906,0,1,0) and D = 3624:
#
#
# (a,b,c,d) = (907,1,1,0) and D = 3627:
#
#
# (a,b,c,d) = (907,0,1,0) and D = 3628:
#
#
# (a,b,c,d) = (1,1,10,4) and D = 3628:
#
(1,0)
(107/20,-261/20)
#
# (a,b,c,d) = (908,1,1,0) and D = 3631:
#
#
# (a,b,c,d) = (114,2,2,0) and D = 3632:
#
(2/77,673/154)
(2/77,-677/154)
#
# (a,b,c,d) = (1,3,-1,9) and D = 3632:
#
(2/3,1/3)
(1,0)
#
# (a,b,c,d) = (908,0,1,0) and D = 3632:
#
(1/77,675/77)
(1/77,-675/77)
#
# (a,b,c,d) = (909,1,1,0) and D = 3635:
#
(64/1041,-10029/2776)
(64/1041,29575/8328)
#
# (a,b,c,d) = (34,2,3,0) and D = 3636:
#
(16/75,859/900)
(16/75,-329/300)
#
# (a,b,c,d) = (909,0,1,0) and D = 3636:
#
(16/225,-923/300)
(16/225,923/300)
#
# (a,b,c,d) = (2,5,3,6) and D = 3639:
#
#
# (a,b,c,d) = (910,1,1,0) and D = 3639:
#
(1/10,9/10)
(1/10,-1)
#
# (a,b,c,d) = (910,0,1,0) and D = 3640:
#
#
# (a,b,c,d) = (5,6,8,3) and D = 3643:
#
(5/8,-1/8)
(334/517,-241/517)
(16/25,-1/5)
(11/2,-23/2)
(395543/572427,-2052664/1717281)
(-116/3007,2189/3007)
(-22/29,149/87)
(-919/2981,3008/2981)
(829625/699824,-1691173/699824)
(1/2,1/6)
(1,-2)
#
# (a,b,c,d) = (911,1,1,0) and D = 3643:
#
(1/11,20/11)
(1/191,-2640/191)
(190096/4542233,-9393365923/1980413588)
(190096/4542233,9310484067/1980413588)
(1/191,2639/191)
(9/133,-1313/399)
(1/11,-21/11)
(9/133,1286/399)
#
# (a,b,c,d) = (114,1,2,0) and D = 3644:
#
#
# (a,b,c,d) = (911,0,1,0) and D = 3644:
#
#
# (a,b,c,d) = (1,2,3,13) and D = 3647:
#
(-14/19,9/19)
(1,0)
(343/313,-45/313)
(-70/29,27/29)
#
# (a,b,c,d) = (912,1,1,0) and D = 3647:
#
(81/814,-3884/3663)
(9/106,-739/318)
(9/106,356/159)
(81/814,7039/7326)
#
# (a,b,c,d) = (114,0,2,0) and D = 3648:
#
#
# (a,b,c,d) = (912,0,1,0) and D = 3648:
#
#
# (a,b,c,d) = (913,1,1,0) and D = 3651:
#
#
# (a,b,c,d) = (3,6,8,7) and D = 3651:
#
#
# (a,b,c,d) = (2,2,1,6) and D = 3652:
#
(7/5,-11/15)
#
# (a,b,c,d) = (913,0,1,0) and D = 3652:
#
#
# (a,b,c,d) = (914,1,1,0) and D = 3655:
#
#
# (a,b,c,d) = (914,0,1,0) and D = 3656:
#
(1/27,-137/27)
(1/27,137/27)
(16/345,6109/1380)
(16/345,-6109/1380)
#
# (a,b,c,d) = (1,1,10,2) and D = 3656:
#
(5653/5612,-397/5612)
(4497/18584,9751/18584)
(3/7,-4/7)
(1/2,-1/2)
(1,0)
(-53/34,261/34)
#
# (a,b,c,d) = (915,1,1,0) and D = 3659:
#
#
# (a,b,c,d) = (915,0,1,0) and D = 3660:
#
#
# (a,b,c,d) = (5,5,7,1) and D = 3660:
#
(0,1)
(153/253,-104/253)
#
# (a,b,c,d) = (34,1,3,0) and D = 3663:
#
(361/4024,-220055/114684)
(1/4,3/4)
(1/4,-5/6)
(361/4024,144417/76456)
#
# (a,b,c,d) = (916,1,1,0) and D = 3663:
#
(1/12,7/3)
(1/12,-29/12)
(361/12072,326653/57342)
(361/12072,-1313471/229368)
#
# (a,b,c,d) = (115,2,2,0) and D = 3664:
#
#
# (a,b,c,d) = (916,0,1,0) and D = 3664:
#
#
# (a,b,c,d) = (917,1,1,0) and D = 3667:
#
#
# (a,b,c,d) = (917,0,1,0) and D = 3668:
#
#
# (a,b,c,d) = (918,1,1,0) and D = 3671:
#
(256/2625,49823/42000)
(144/1513,-27755/18156)
(9/88,49/132)
(1/42,-271/42)
(676/14049,-1586573/365274)
(1/42,45/7)
(1/1224,-2519/72)
(25/414,-843/230)
(25/414,3731/1035)
(1347921/18480154,-32264721329/10727729397)
(144/1513,1531/1068)
(104329/1030260,-243526013/332773980)
(49/1338,15885/3122)
(256/2625,-17973/14000)
(49/1338,-23999/4683)
(1347921/18480154,62964506377/21455458794)
(292681/3420060,4043238173/1850252460)
(292681/3420060,-41191947/18139730)
(1/30,-27/5)
(1/30,161/30)
(1/1224,2379/68)
(9/88,-125/264)
(104329/1030260,34971291/55462330)
(676/14049,174333/40586)
#
# (a,b,c,d) = (1,4,3,11) and D = 3671:
#
(-131/61,36/61)
(233/317,63/317)
(877/781,-739/8591)
(-4/11,5/11)
(29/11,-7/11)
(-29/19,9/19)
(1,0)
(4,-1)
(-71/397,182/397)
#
# (a,b,c,d) = (34,0,3,0) and D = 3672:
#
#
# (a,b,c,d) = (5,3,6,2) and D = 3672:
#
#
# (a,b,c,d) = (918,0,1,0) and D = 3672:
#
#
# (a,b,c,d) = (4,1,3,3) and D = 3675:
#
#
# (a,b,c,d) = (3,3,7,0) and D = 3675:
#
#
# (a,b,c,d) = (919,1,1,0) and D = 3675:
#
#
# (a,b,c,d) = (115,1,2,0) and D = 3676:
#
(1/5,2/5)
(1/5,-1/2)
(9/1160,27929/3480)
(9/1160,-11177/1392)
#
# (a,b,c,d) = (919,0,1,0) and D = 3676:
#
(1/10,9/10)
(9/2320,-111743/6960)
(1/10,-9/10)
(9/2320,111743/6960)
#
# (a,b,c,d) = (920,1,1,0) and D = 3679:
#
#
# (a,b,c,d) = (115,0,2,0) and D = 3680:
#
#
# (a,b,c,d) = (920,0,1,0) and D = 3680:
#
#
# (a,b,c,d) = (921,1,1,0) and D = 3683:
#
#
# (a,b,c,d) = (921,0,1,0) and D = 3684:
#
(81/985,-21592/8865)
(81/985,21592/8865)
#
# (a,b,c,d) = (3,0,5,3) and D = 3687:
#
(1004/1507,-307/1507)
(4015/6401,-6077/6401)
(-2/95,67/95)
(-1,2)
#
# (a,b,c,d) = (922,1,1,0) and D = 3687:
#
(9/406,4063/609)
(9/406,-8153/1218)
#
# (a,b,c,d) = (922,0,1,0) and D = 3688:
#
#
# (a,b,c,d) = (6,7,8,2) and D = 3688:
#
(1/2,-1)
#
# (a,b,c,d) = (923,1,1,0) and D = 3691:
#
#
# (a,b,c,d) = (923,0,1,0) and D = 3692:
#
#
# (a,b,c,d) = (1,5,5,11) and D = 3692:
#
(86/161,45/161)
(1,0)
#
# (a,b,c,d) = (1,1,10,5) and D = 3695:
#
(338/551,-549/551)
(-1,2)
(4/5,1/5)
(1,0)
(134/47,-261/47)
#
# (a,b,c,d) = (924,1,1,0) and D = 3695:
#
(9/124,-281/93)
(4/41,95/82)
(9/124,1097/372)
(1/206,1478/103)
(1/206,-2957/206)
(4/41,-103/82)
#
# (a,b,c,d) = (116,2,2,0) and D = 3696:
#
(397832/2147665,1445395689/1915717180)
(397832/2147665,-1800261833/1915717180)
(2/37,221/74)
(2/37,-225/74)
#
# (a,b,c,d) = (924,0,1,0) and D = 3696:
#
(1/37,223/37)
(198916/2147665,1622828761/957858590)
(1/37,-223/37)
(198916/2147665,-1622828761/957858590)
#
# (a,b,c,d) = (2,4,2,6) and D = 3696:
#
#
# (a,b,c,d) = (15,3,4,0) and D = 3696:
#
(4/37,-229/148)
(4/37,217/148)
(795664/2147665,-2155127977/3831434360)
(795664/2147665,218105909/766286872)
#
# (a,b,c,d) = (3,1,1,4) and D = 3699:
#
(-1,1)
(129/53,-115/53)
(2773/3156,-7649/12624)
(17/39,20/39)
(-1/3,2/3)
(107/129,-271/516)
(17/9,-5/3)
(2/3,1/6)
(-393802/30621,708355/61242)
(1223/1681,-431/1681)
#
# (a,b,c,d) = (35,3,3,0) and D = 3699:
#
(121/665,-9486/7315)
(12/145,-353/174)
(143493168/510704065,-7146094108609/10596087940620)
(588/8425,-156229/70770)
(1/5,1)
(121/665,233/209)
(25/83,-173/415)
(1/35,17/5)
(25/83,48/415)
(7225/24647,-162103/299285)
(588/8425,756449/353850)
(1/35,-24/7)
(1/5,-6/5)
(7225/24647,520596/2094995)
(143493168/510704065,833779571789/2119217588124)
(12/145,1693/870)
#
# (a,b,c,d) = (1,6,6,9) and D = 3699:
#
(2,-1/3)
(-32/9,19/27)
(-6247/4208,1615/4208)
(-1654/1681,2015/5043)
(-244/53,143/159)
(-1/2,1/2)
(-233/172,65/172)
(1/13,6/13)
(498653/20414,-96317/20414)
(1,0)
#
# (a,b,c,d) = (925,1,1,0) and D = 3699:
#
(4/145,-1733/290)
(121/1995,78719/21945)
(1/105,215/21)
(1/15,49/15)
(25/249,932/1245)
(196/8425,-770169/117950)
(47831056/510704065,-1164579155085/706405862708)
(4/145,345/58)
(7225/73941,-7755989/6284985)
(196/8425,30697/4718)
(121/1995,-16010/4389)
(1/15,-10/3)
(47831056/510704065,5492096192129/3532029313540)
(7225/73941,7141864/6284985)
(1/105,-1076/105)
(25/249,-1057/1245)
#
# (a,b,c,d) = (2,0,5,5) and D = 3700:
#
(12363/16184,-3161/16184)
(3/4,-1/4)
#
# (a,b,c,d) = (925,0,1,0) and D = 3700:
#
#
# (a,b,c,d) = (4,19,23,0) and D = 3703:
#
(1/2,-1/2)
(1/2,2/23)
(81/44,-1985/2277)
(81/44,-257/396)
#
# (a,b,c,d) = (926,1,1,0) and D = 3703:
#
(1/46,155/23)
(81/1012,-11849/4554)
(81/1012,22969/9108)
(1/46,-311/46)
#
# (a,b,c,d) = (926,0,1,0) and D = 3704:
#
#
# (a,b,c,d) = (927,1,1,0) and D = 3707:
#
(4/1233,43291/2466)
(4/1233,-4811/274)
#
# (a,b,c,d) = (927,0,1,0) and D = 3708:
#
(1/28,145/28)
(1/28,-145/28)
#
# (a,b,c,d) = (116,1,2,0) and D = 3708:
#
(1/14,-73/28)
(1/14,18/7)
#
# (a,b,c,d) = (1,1,8,11) and D = 3711:
#
(102/107,-35/107)
(-622/2573,1323/2573)
(-17/3,13/3)
(-15751/20459,14994/20459)
(-667/2121,1139/2121)
(37/39,-14/39)
(-204/137,163/137)
(951/1891,611/1891)
(1,0)
(296/227,-207/227)
#
# (a,b,c,d) = (928,1,1,0) and D = 3711:
#
(112225/3424126,-6250598999/1147082210)
(289/4870,-153796/41395)
(112225/3424126,3106501812/573541105)
(4/265,-4311/530)
(81/1480,6508/1665)
(81/1480,-52793/13320)
(1/10,4/5)
(4/265,4303/530)
(1/10,-9/10)
(289/4870,302679/82790)
(25/1984,88227/9920)
(25/1984,-2761/310)
#
# (a,b,c,d) = (928,0,1,0) and D = 3712:
#
#
# (a,b,c,d) = (116,0,2,0) and D = 3712:
#
#
# (a,b,c,d) = (929,1,1,0) and D = 3715:
#
#
# (a,b,c,d) = (2,0,7,3) and D = 3716:
#
(2/3,-1/3)
#
# (a,b,c,d) = (929,0,1,0) and D = 3716:
#
#
# (a,b,c,d) = (930,1,1,0) and D = 3719:
#
#
# (a,b,c,d) = (3,5,6,6) and D = 3720:
#
#
# (a,b,c,d) = (930,0,1,0) and D = 3720:
#
(1/19,-77/19)
(1/19,77/19)
(23716/271681,87450719/41838874)
(23716/271681,-87450719/41838874)
#
# (a,b,c,d) = (1,4,6,15) and D = 3723:
#
(-7,2)
(-7/9,4/9)
(1,0)
(183643/52211,-51338/52211)
(341/317,-18/317)
#
# (a,b,c,d) = (931,1,1,0) and D = 3723:
#
(4/49,-5/2)
(4/49,237/98)
(196/5041,-349355/70574)
(196/5041,346611/70574)
(36/100513,-31866533/603078)
(16/217,357/124)
(36/100513,4552331/86154)
(16/217,-2563/868)
#
# (a,b,c,d) = (5,6,8,2) and D = 3724:
#
#
# (a,b,c,d) = (1,7,7,7) and D = 3724:
#
(-1356/1927,949/1927)
(-6,1)
(-11/31,18/31)
(-4/3,1/3)
(-30457705/10430849,5283378/10430849)
(13395/4477,-2126/4477)
(-1114/6369,3613/6369)
(5698248/7217297,733439/7217297)
(1,0)
#
# (a,b,c,d) = (931,0,1,0) and D = 3724:
#
(1/11,20/11)
(36/625,-14167/3750)
(4/305,-5321/610)
(1/11,-20/11)
(1/23,106/23)
(4/305,5321/610)
(36/625,14167/3750)
(1/23,-106/23)
#
# (a,b,c,d) = (4,2,5,3) and D = 3724:
#
#
# (a,b,c,d) = (4,6,7,0) and D = 3724:
#
(28/305,-5489/4270)
(7/11,-41/77)
(28/305,5153/4270)
(7/11,-1/77)
(252/625,-18703/26250)
(7/23,-127/161)
(7/23,85/161)
(252/625,9631/26250)
#
# (a,b,c,d) = (932,1,1,0) and D = 3727:
#
#
# (a,b,c,d) = (4,6,8,5) and D = 3728:
#
(1,-1)
(1/70,101/175)
(84347/6412,-244603/16030)
(-52764/72361,74429/72361)
(-87/64,263/160)
(1/2,1/5)
(159/209,-89/209)
#
# (a,b,c,d) = (117,2,2,0) and D = 3728:
#
(200/9321,-69337/14340)
(1/9,-2)
(1/9,17/9)
(2450/14949,1189957/1046430)
(200/9321,299127/62140)
(2450/14949,-151273/116270)
#
# (a,b,c,d) = (932,0,1,0) and D = 3728:
#
(1225/14949,1275707/523215)
(100/9321,899381/93210)
(100/9321,-899381/93210)
(1225/14949,-1275707/523215)
(1/18,35/9)
(1/18,-35/9)
#
# (a,b,c,d) = (4,0,5,2) and D = 3728:
#
(3/5,1/5)
(-43/80,263/160)
(1/2,-1)
(-31099/144722,74429/72361)
(53/175,101/175)
(229/418,-89/209)
(44283/8015,-244603/16030)
#
# (a,b,c,d) = (933,1,1,0) and D = 3731:
#
#
# (a,b,c,d) = (933,0,1,0) and D = 3732:
#
#
# (a,b,c,d) = (934,1,1,0) and D = 3735:
#
#
# (a,b,c,d) = (934,0,1,0) and D = 3736:
#
#
# (a,b,c,d) = (935,1,1,0) and D = 3739:
#
#
# (a,b,c,d) = (117,1,2,0) and D = 3740:
#
(1/13,32/13)
(1849/9048,11083/389064)
(1/13,-5/2)
(1849/9048,-2607/19952)
#
# (a,b,c,d) = (935,0,1,0) and D = 3740:
#
(1849/18096,123839/778128)
(1849/18096,-123839/778128)
(1/26,-129/26)
(1/26,129/26)
#
# (a,b,c,d) = (936,1,1,0) and D = 3743:
#
#
# (a,b,c,d) = (936,0,1,0) and D = 3744:
#
(1/10,-4/5)
(1/10,4/5)
#
# (a,b,c,d) = (35,2,3,0) and D = 3744:
#
(3/10,-11/30)
(3/10,1/6)
#
# (a,b,c,d) = (117,0,2,0) and D = 3744:
#
(1/5,2/5)
(1/5,-2/5)
#
# (a,b,c,d) = (5,4,6,0) and D = 3744:
#
(3/5,-1/15)
(3/5,-1/3)
#
# (a,b,c,d) = (1,1,7,12) and D = 3747:
#
(19/5,-37/15)
(-1/69,91/207)
(-575/199,378/199)
(1,-1/4)
(-106/59,143/118)
(55/313,126/313)
(118637623/140418645,76536971/421255935)
(-38/61,73/122)
(-13571/20815,38033/62445)
(1,-1/3)
(60727861/4851571,-158283541/19406284)
(1,0)
(323/263,-180/263)
(1546994/704237,-1974259/1408474)
#
# (a,b,c,d) = (937,1,1,0) and D = 3747:
#
(121/1189,3961/13079)
(31472100/2256896689,-107169970672387/12661190425290)
(1/13,35/13)
(324/3193,-29231/57474)
(324/3193,23399/57474)
(900/10249,613943/307470)
(1/139,1638/139)
(1/79,701/79)
(1/79,-702/79)
(1/139,-1639/139)
(1/13,-36/13)
(121/1189,-5292/13079)
(36/1177,39727/7062)
(31472100/2256896689,106993412191387/12661190425290)
(36/1177,-39943/7062)
(900/10249,-640943/307470)
(19713600/384402481,7000715166121/1706747015640)
(19713600/384402481,-7088243550121/1706747015640)
#
# (a,b,c,d) = (937,0,1,0) and D = 3748:
#
#
# (a,b,c,d) = (938,1,1,0) and D = 3751:
#
(1/14,-43/14)
(7225/143444,-51276247/12192740)
(4/665,-17151/1330)
(1/14,3)
(49/1268,-44085/8876)
(49/1268,21871/4438)
(7225/143444,3618723/870910)
(4/665,2449/190)
#
# (a,b,c,d) = (1,1,10,1) and D = 3751:
#
(0,1)
(7/9,2/9)
(1,0)
(-26/61,261/61)
(873/1937,-973/1937)
#
# (a,b,c,d) = (938,0,1,0) and D = 3752:
#
#
# (a,b,c,d) = (939,1,1,0) and D = 3755:
#
#
# (a,b,c,d) = (2,4,8,9) and D = 3756:
#
#
# (a,b,c,d) = (939,0,1,0) and D = 3756:
#
#
# (a,b,c,d) = (940,1,1,0) and D = 3759:
#
#
# (a,b,c,d) = (5,5,7,3) and D = 3760:
#
(1/5,8/15)
(-1,2)
(25/47,6/47)
(280901983/20656547,-538602528/20656547)
#
# (a,b,c,d) = (940,0,1,0) and D = 3760:
#
(4/89,803/178)
(4/89,-803/178)
#
# (a,b,c,d) = (118,2,2,0) and D = 3760:
#
(8/89,-819/356)
(8/89,787/356)
#
# (a,b,c,d) = (2,3,-1,5) and D = 3763:
#
#
# (a,b,c,d) = (941,1,1,0) and D = 3763:
#
#
# (a,b,c,d) = (941,0,1,0) and D = 3764:
#
#
# (a,b,c,d) = (942,1,1,0) and D = 3767:
#
(4/41,-97/82)
(1/24,113/24)
(51529/512592,70518667/116358384)
(51529/512592,-13702625/19393064)
(1/24,-19/4)
(4/41,89/82)
#
# (a,b,c,d) = (1,3,8,17) and D = 3767:
#
(-2/7,3/7)
(3964/1555,-25949/26435)
(16/11,-5/11)
(-4401/2641,1934/2641)
(1,0)
(-5,2)
#
# (a,b,c,d) = (942,0,1,0) and D = 3768:
#
(16/193,1825/772)
(16/193,-1825/772)
(213160000/7344907009,-622187191012223/107235642331400)
(213160000/7344907009,622187191012223/107235642331400)
#
# (a,b,c,d) = (6,6,7,1) and D = 3768:
#
(0,1)
(279/470,-181/470)
(52/95,-53/95)
(-65/522,707/522)
#
# (a,b,c,d) = (943,1,1,0) and D = 3771:
#
(9/91,-271/273)
(9/91,244/273)
#
# (a,b,c,d) = (35,1,3,0) and D = 3771:
#
(27/91,-298/819)
(27/91,31/117)
#
# (a,b,c,d) = (943,0,1,0) and D = 3772:
#
(9/262,-4159/786)
(9/262,4159/786)
#
# (a,b,c,d) = (118,1,2,0) and D = 3772:
#
(9/131,1033/393)
(9/131,-2093/786)
#
# (a,b,c,d) = (8,3,5,0) and D = 3775:
#
(1/2,0)
(1/2,-3/10)
(1/76,74/19)
(1/76,-1483/380)
#
# (a,b,c,d) = (944,1,1,0) and D = 3775:
#
(1/10,7/10)
(1/10,-4/5)
(1/380,7407/380)
(1/380,-1852/95)
#
# (a,b,c,d) = (4,4,5,4) and D = 3776:
#
(-5/4,3/2)
(941/1196,-363/598)
(93/172,17/86)
(-2/17,23/34)
(-1,5/4)
(-145/44,83/22)
(-127/17,145/17)
(-75237/3794932,1210823/1897466)
(34/71,41/142)
(3/4,-1/2)
(197/1268,353/634)
(1,-1)
(1/4,1/2)
#
# (a,b,c,d) = (1,0,8,8) and D = 3776:
#
(314/317,-39/634)
(259/284,95/568)
(-1/2,3/4)
(7/8,-13/16)
(-37/299,163/299)
(889308/948733,-321515/1897466)
(181/34,-399/68)
(1,0)
(61/68,-31/136)
(0,1/2)
(36/43,19/86)
(1,-1)
(26/11,-57/22)
#
# (a,b,c,d) = (15,2,4,0) and D = 3776:
#
(49/435,-4574/3045)
(4/17,-67/68)
(1/3,-2/3)
(7056/23545,-3101869/3955560)
(1/591,-7184/591)
(7056/23545,501833/791112)
(82944/1128529,1183402279/650032704)
(1/41,-263/82)
(1/41,131/41)
(4/17,59/68)
(1/3,1/2)
(82944/1128529,-1207290151/650032704)
(49/135,-341/630)
(1/591,4789/394)
(49/435,587/406)
(1/5,1)
(1/5,-11/10)
(49/135,68/189)
#
# (a,b,c,d) = (1,4,0,8) and D = 3776:
#
(-13/8,7/16)
(326/299,-37/598)
(3/2,-1/4)
(-399/34,181/68)
(-57/11,13/11)
(19/43,18/43)
(-2,1/2)
(-321515/948733,444654/948733)
(-31/68,61/136)
(1,0)
(0,1/2)
(95/284,259/568)
(-39/317,157/317)
#
# (a,b,c,d) = (944,0,1,0) and D = 3776:
#
(1/20,-21/5)
(49/540,1703/945)
(1/164,525/41)
(1/17,-63/17)
(1/20,21/5)
(1764/23545,-2805517/988890)
(1/12,7/3)
(1/12,-7/3)
(1764/23545,2805517/988890)
(1/164,-525/41)
(49/540,-1703/945)
(20736/1128529,1195346215/162508176)
(1/2364,-28735/591)
(1/17,63/17)
(49/1740,17953/3045)
(49/1740,-17953/3045)
(1/2364,28735/591)
(20736/1128529,-1195346215/162508176)
#
# (a,b,c,d) = (4,2,4,-2) and D = 3776:
#
(55/86,-17/86)
(1/2,1)
(1/2,1/2)
(177/284,-41/142)
(289/598,363/598)
(-109/34,-145/17)
(567793/1897466,-1210823/1897466)
(-1/2,-3/2)
(-3/8,-5/4)
(1/2,-1/2)
(-31/22,-83/22)
(275/634,-353/634)
(15/68,-23/34)
#
# (a,b,c,d) = (118,0,2,0) and D = 3776:
#
(1/82,525/82)
(3528/23545,-2805517/1977780)
(2/17,63/34)
(41472/1128529,1195346215/325016352)
(1/1182,28735/1182)
(1/10,21/10)
(49/270,1703/1890)
(1/6,7/6)
(41472/1128529,-1195346215/325016352)
(1/10,-21/10)
(49/270,-1703/1890)
(1/6,-7/6)
(49/870,-17953/6090)
(2/17,-63/34)
(49/870,17953/6090)
(1/82,-525/82)
(1/1182,-28735/1182)
(3528/23545,2805517/1977780)
#
# (a,b,c,d) = (945,1,1,0) and D = 3779:
#
(17956/180873,739187/897666)
(17956/180873,-3194879/3462426)
#
# (a,b,c,d) = (35,0,3,0) and D = 3780:
#
(46128/543649,-396538127/202237428)
(1/47,-186/47)
(46128/543649,396538127/202237428)
(1/47,186/47)
#
# (a,b,c,d) = (1,3,0,10) and D = 3780:
#
(1,0)
(3789/2696,-721/2696)
(3/4,1/4)
#
# (a,b,c,d) = (945,0,1,0) and D = 3780:
#
(1/141,-558/47)
(15376/543649,-396538127/67412476)
(15376/543649,396538127/67412476)
(1/141,558/47)
#
# (a,b,c,d) = (3,1,6,3) and D = 3783:
#
(-3377/491,6998/491)
(1/37,25/37)
(20536/30785,-8221/30785)
(17/29,-25/29)
(29/43,4/43)
(3070/4407,-73/1469)
(-1/3,1)
(38287/56949,-4672/18983)
(1,-2)
(61/65,-121/65)
#
# (a,b,c,d) = (946,1,1,0) and D = 3783:
#
(9/1252,-22153/1878)
(4/49,-243/98)
(169/2584,-56871/16796)
(169/2584,111545/33592)
(9/1252,44279/3756)
(1/38152,7452053/38152)
(1/22,-9/2)
(81/1018,11569/4581)
(1/38152,-3726027/19076)
(1/22,49/11)
(81/1018,-23867/9162)
(4/49,235/98)
#
# (a,b,c,d) = (946,0,1,0) and D = 3784:
#
#
# (a,b,c,d) = (947,1,1,0) and D = 3787:
#
#
# (a,b,c,d) = (947,0,1,0) and D = 3788:
#
(529/8427,676940/193821)
(64/657,5945/5256)
(529/8427,-676940/193821)
(64/657,-5945/5256)
#
# (a,b,c,d) = (1,4,2,10) and D = 3788:
#
(1,0)
(103/163,45/163)
(-3487/469,851/469)
#
# (a,b,c,d) = (948,1,1,0) and D = 3791:
#
#
# (a,b,c,d) = (5,7,9,3) and D = 3792:
#
(2/3,-1/3)
#
# (a,b,c,d) = (119,2,2,0) and D = 3792:
#
#
# (a,b,c,d) = (948,0,1,0) and D = 3792:
#
#
# (a,b,c,d) = (3,1,4,4) and D = 3792:
#
(1/3,1/2)
#
# (a,b,c,d) = (949,1,1,0) and D = 3795:
#
#
# (a,b,c,d) = (949,0,1,0) and D = 3796:
#
#
# (a,b,c,d) = (1,2,9,14) and D = 3796:
#
(185/116,-207/232)
(1,0)
#
# (a,b,c,d) = (950,1,1,0) and D = 3799:
#
#
# (a,b,c,d) = (2,4,5,8) and D = 3800:
#
(0,1/2)
(-1278/1133,3331/4532)
#
# (a,b,c,d) = (950,0,1,0) and D = 3800:
#
#
# (a,b,c,d) = (951,1,1,0) and D = 3803:
#
(1/11,-20/11)
(1/201,-950/67)
(1/11,19/11)
(1/201,2849/201)
(169/10923,-380228/47333)
(169/10923,1138487/141999)
#
# (a,b,c,d) = (5,2,6,1) and D = 3803:
#
(0,1)
(115473/531136,355687/531136)
(10/17,-3/17)
(-3/13,22/13)
(1/2,-1/2)
(-4251/7105,5048/1421)
(37/113,-128/113)
(18537/13364,-107377/13364)
#
# (a,b,c,d) = (951,0,1,0) and D = 3804:
#
(49/21520,3156901/150640)
(49/21520,-3156901/150640)
(1/10,-7/10)
(1/10,7/10)
#
# (a,b,c,d) = (119,1,2,0) and D = 3804:
#
(1/5,3/10)
(49/10760,-789311/75320)
(1/5,-2/5)
(49/10760,1578279/150640)
#
# (a,b,c,d) = (2,3,9,6) and D = 3807:
#
#
# (a,b,c,d) = (36,3,3,0) and D = 3807:
#
#
# (a,b,c,d) = (952,1,1,0) and D = 3807:
#
#
# (a,b,c,d) = (2,5,9,0) and D = 3807:
#
#
# (a,b,c,d) = (119,0,2,0) and D = 3808:
#
#
# (a,b,c,d) = (952,0,1,0) and D = 3808:
#
#
# (a,b,c,d) = (953,1,1,0) and D = 3811:
#
#
# (a,b,c,d) = (953,0,1,0) and D = 3812:
#
#
# (a,b,c,d) = (954,1,1,0) and D = 3815:
#
#
# (a,b,c,d) = (954,0,1,0) and D = 3816:
#
(1/187,-2557/187)
(1/187,2557/187)
#
# (a,b,c,d) = (1,1,10,6) and D = 3816:
#
(1,0)
(161/206,43/206)
(161/74,-261/74)
(-799/581,3956/1743)
(11459/12216,-7717/36648)
#
# (a,b,c,d) = (955,1,1,0) and D = 3819:
#
#
# (a,b,c,d) = (955,0,1,0) and D = 3820:
#
#
# (a,b,c,d) = (2,2,8,5) and D = 3820:
#
(2,-3)
#
# (a,b,c,d) = (956,1,1,0) and D = 3823:
#
#
# (a,b,c,d) = (2,6,4,6) and D = 3824:
#
#
# (a,b,c,d) = (120,2,2,0) and D = 3824:
#
#
# (a,b,c,d) = (15,1,4,0) and D = 3824:
#
#
# (a,b,c,d) = (956,0,1,0) and D = 3824:
#
#
# (a,b,c,d) = (957,1,1,0) and D = 3827:
#
#
# (a,b,c,d) = (957,0,1,0) and D = 3828:
#
(225/2401,-54226/36015)
(225/2401,54226/36015)
#
# (a,b,c,d) = (1,4,1,9) and D = 3831:
#
(-25/27,97/243)
(-852/305,623/915)
(-419063/56425,98552/56425)
(179/335,117/335)
(1,0)
(-22/17,7/17)
#
# (a,b,c,d) = (958,1,1,0) and D = 3831:
#
(169/86620,-25494379/1126060)
(1/10,-7/10)
(1/10,3/5)
(169/86620,12746091/563030)
#
# (a,b,c,d) = (958,0,1,0) and D = 3832:
#
#
# (a,b,c,d) = (959,1,1,0) and D = 3835:
#
(9/139,-1423/417)
(9/139,1396/417)
(729/7279,-129131/196533)
(729/7279,109448/196533)
#
# (a,b,c,d) = (3,4,8,5) and D = 3835:
#
(3,-4)
(12/31,11/31)
(3/4,-1/4)
(61437/79624,-57151/79624)
#
# (a,b,c,d) = (959,0,1,0) and D = 3836:
#
(169/3735,217888/48555)
(169/3735,-217888/48555)
#
# (a,b,c,d) = (120,1,2,0) and D = 3836:
#
(338/3735,-44017/19422)
(338/3735,71897/32370)
#
# (a,b,c,d) = (960,1,1,0) and D = 3839:
#
#
# (a,b,c,d) = (16,4,4,0) and D = 3840:
#
(1/4,-1)
(49/184,885/1288)
(1/4,3/4)
(49/184,-307/322)
#
# (a,b,c,d) = (2,2,8,0) and D = 3840:
#
(49/92,-307/644)
(1/2,-1/2)
(1/2,3/8)
(49/92,885/2576)
#
# (a,b,c,d) = (120,0,2,0) and D = 3840:
#
(1/8,-7/4)
(1/8,7/4)
(49/368,2113/1288)
(49/368,-2113/1288)
#
# (a,b,c,d) = (1,7,16,0) and D = 3840:
#
(1,0)
(49/46,-9/322)
(1,-7/16)
(49/46,-2257/5152)
#
# (a,b,c,d) = (3,6,8,0) and D = 3840:
#
(49/92,271/1288)
(49/92,-1571/2576)
(1/2,1/4)
(1/2,-5/8)
#
# (a,b,c,d) = (960,0,1,0) and D = 3840:
#
(1/16,7/2)
(1/16,-7/2)
(49/736,-2113/644)
(49/736,2113/644)
#
# (a,b,c,d) = (15,0,4,0) and D = 3840:
#
(1/4,-7/8)
(1/4,7/8)
(49/184,2113/2576)
(49/184,-2113/2576)
#
# (a,b,c,d) = (961,1,1,0) and D = 3843:
#
#
# (a,b,c,d) = (961,0,1,0) and D = 3844:
#
#
# (a,b,c,d) = (962,1,1,0) and D = 3847:
#
#
# (a,b,c,d) = (962,0,1,0) and D = 3848:
#
#
# (a,b,c,d) = (963,1,1,0) and D = 3851:
#
(16/1305,47069/5220)
(16/1305,-5237/580)
#
# (a,b,c,d) = (963,0,1,0) and D = 3852:
#
#
# (a,b,c,d) = (36,2,3,0) and D = 3852:
#
#
# (a,b,c,d) = (964,1,1,0) and D = 3855:
#
#
# (a,b,c,d) = (2,1,8,1) and D = 3856:
#
(0,1)
(89306/196009,-107043/196009)
(-127/682,1219/682)
(6913/39674,27095/39674)
(549/1006,-229/503)
(1/2,-1/2)
(2/3,-1/3)
(75565/195842,-123673/195842)
(8827/25278,-8707/12639)
(-1/22,25/22)
(1/8,3/4)
#
# (a,b,c,d) = (121,2,2,0) and D = 3856:
#
(1/5,1/5)
(1/161,-1445/161)
(1/2201,73015/2201)
(1/2201,-73016/2201)
(2/605,14879/1210)
(2/605,-123/10)
(1/5,-2/5)
(66978/331093,-2822203/121180038)
(1/161,1444/161)
(8/41,-101/164)
(8/41,69/164)
(66978/331093,-21691745/121180038)
#
# (a,b,c,d) = (1,3,1,11) and D = 3856:
#
(410435/392018,-17737/392018)
(1923/2012,91/2012)
(-3/2,1/2)
(-17/16,7/16)
(-18593/19837,8502/19837)
(111646/97921,-12027/97921)
(-86/31,273/341)
(-19/11,6/11)
(5/6,1/6)
(1,0)
(61069/50556,-8587/50556)
#
# (a,b,c,d) = (964,0,1,0) and D = 3856:
#
(1/4402,-146031/2201)
(1/322,-2889/161)
(4/41,-85/82)
(1/605,14881/605)
(33489/331093,-9434771/60590019)
(33489/331093,9434771/60590019)
(1/322,2889/161)
(1/605,-14881/605)
(4/41,85/82)
(1/4402,146031/2201)
(1/10,-3/5)
(1/10,3/5)
#
# (a,b,c,d) = (965,1,1,0) and D = 3859:
#
#
# (a,b,c,d) = (965,0,1,0) and D = 3860:
#
#
# (a,b,c,d) = (966,1,1,0) and D = 3863:
#
#
# (a,b,c,d) = (2,5,4,7) and D = 3864:
#
(8/9,-1/9)
#
# (a,b,c,d) = (966,0,1,0) and D = 3864:
#
#
# (a,b,c,d) = (967,1,1,0) and D = 3867:
#
#
# (a,b,c,d) = (967,0,1,0) and D = 3868:
#
#
# (a,b,c,d) = (121,1,2,0) and D = 3868:
#
#
# (a,b,c,d) = (968,1,1,0) and D = 3871:
#
#
# (a,b,c,d) = (968,0,1,0) and D = 3872:
#
(1156/11913,-40177/36822)
(1156/11913,40177/36822)
(1/33,17/3)
(1/33,-17/3)
#
# (a,b,c,d) = (3,10,11,0) and D = 3872:
#
(1/3,4/11)
(1156/1083,-78899/135014)
(1/3,-2/3)
(1156/1083,-14213/36822)
#
# (a,b,c,d) = (3,16,22,0) and D = 3872:
#
(2/3,1/66)
(2312/1083,-669041/810084)
(2/3,-1/2)
(2312/1083,-17839/24548)
#
# (a,b,c,d) = (121,0,2,0) and D = 3872:
#
(2/33,17/6)
(2/33,-17/6)
(2312/11913,-40177/73644)
(2312/11913,40177/73644)
#
# (a,b,c,d) = (9,5,5,0) and D = 3875:
#
#
# (a,b,c,d) = (969,1,1,0) and D = 3875:
#
#
# (a,b,c,d) = (969,0,1,0) and D = 3876:
#
#
# (a,b,c,d) = (6,8,9,3) and D = 3876:
#
#
# (a,b,c,d) = (36,1,3,0) and D = 3879:
#
(3/10,2/15)
(363/87580,6479081/722535)
(363/87580,-25920317/2890140)
(3/10,-7/30)
#
# (a,b,c,d) = (970,1,1,0) and D = 3879:
#
(1/10,-3/5)
(121/87580,-12959493/481690)
(121/87580,5183531/192676)
(1/10,1/2)
#
# (a,b,c,d) = (2,6,5,7) and D = 3880:
#
(-2/9,5/9)
(-8781/15836,8711/15836)
(2402/2335,-493/2335)
(3/2,-1/2)
(248725/10004,-97247/10004)
#
# (a,b,c,d) = (970,0,1,0) and D = 3880:
#
(1/11,19/11)
(1/11,-19/11)
#
# (a,b,c,d) = (971,1,1,0) and D = 3883:
#
#
# (a,b,c,d) = (1,3,2,12) and D = 3884:
#
(1,0)
(11/12,1/12)
(7277029/6687384,-558577/6687384)
#
# (a,b,c,d) = (971,0,1,0) and D = 3884:
#
(1/1295,-46602/1295)
(1/1295,46602/1295)
#
# (a,b,c,d) = (972,1,1,0) and D = 3887:
#
(1/12,-7/3)
(1/12,9/4)
#
# (a,b,c,d) = (2,9,13,0) and D = 3887:
#
(13/12,-31/156)
(13/12,-43/78)
#
# (a,b,c,d) = (4,0,6,1) and D = 3888:
#
(0,1)
(3/5,-1/5)
(471/1555,-1907/1555)
#
# (a,b,c,d) = (2,6,6,8) and D = 3888:
#
(-3,5/4)
(0,1/2)
(1101/718,-1555/2872)
#
# (a,b,c,d) = (6,6,6,0) and D = 3888:
#
(6/13,17/78)
(6/13,-53/78)
#
# (a,b,c,d) = (3,9,9,7) and D = 3888:
#
(-2,1)
(1,-2/7)
(17/407,1436/2849)
#
# (a,b,c,d) = (972,0,1,0) and D = 3888:
#
(1/13,35/13)
(1/13,-35/13)
#
# (a,b,c,d) = (1,0,9,6) and D = 3888:
#
(1,0)
(-227/718,1101/1436)
(1,-3/2)
#
# (a,b,c,d) = (36,0,3,0) and D = 3888:
#
(3/13,35/39)
(3/13,-35/39)
#
# (a,b,c,d) = (1,3,3,13) and D = 3888:
#
(1,0)
(-128/19,39/19)
(-58/89,39/89)
#
# (a,b,c,d) = (122,2,2,0) and D = 3888:
#
(2/13,33/26)
(2/13,-37/26)
#
# (a,b,c,d) = (973,1,1,0) and D = 3891:
#
#
# (a,b,c,d) = (3,5,9,6) and D = 3891:
#
(1,-1)
(37/817,431/817)
#
# (a,b,c,d) = (1,3,4,14) and D = 3892:
#
(13/12,-1/12)
(-1/101,42/101)
(1,0)
(111/26,-35/26)
#
# (a,b,c,d) = (973,0,1,0) and D = 3892:
#
(25/541,11964/2705)
(25/541,-11964/2705)
(4/113,1175/226)
(4/113,-1175/226)
#
# (a,b,c,d) = (974,1,1,0) and D = 3895:
#
(49/1184,19569/4144)
(49/1184,-39481/8288)
#
# (a,b,c,d) = (2,1,8,2) and D = 3896:
#
#
# (a,b,c,d) = (2,2,5,7) and D = 3896:
#
#
# (a,b,c,d) = (2,5,8,10) and D = 3896:
#
#
# (a,b,c,d) = (2,6,7,9) and D = 3896:
#
#
# (a,b,c,d) = (974,0,1,0) and D = 3896:
#
(1/15,-49/15)
(1/15,49/15)
#
# (a,b,c,d) = (1,2,10,13) and D = 3899:
#
(343/187,-234/187)
(1,0)
(107/92,-63/92)
(1124/1079,-189/1079)
#
# (a,b,c,d) = (975,1,1,0) and D = 3899:
#
(9/205,2798/615)
(9/205,-565/123)
#
# (a,b,c,d) = (8,2,5,0) and D = 3900:
#
(1/2,0)
(1/176,-2611/440)
(1/2,-1/5)
(1/176,261/44)
#
# (a,b,c,d) = (3,9,10,0) and D = 3900:
#
(1/88,-523/176)
(1,-2/5)
(1,-1/2)
(1/88,1303/440)
#
# (a,b,c,d) = (975,0,1,0) and D = 3900:
#
(1/880,5221/176)
(1/880,-5221/176)
(1/10,-1/2)
(1/10,1/2)
#
# (a,b,c,d) = (122,1,2,0) and D = 3900:
#
(1/5,-3/10)
(1/440,-13053/880)
(1/440,3263/220)
(1/5,1/5)
#
# (a,b,c,d) = (1,1,10,0) and D = 3900:
#
(1/88,-2611/880)
(1,0)
(1,-1/10)
(1/88,261/88)
#
# (a,b,c,d) = (976,1,1,0) and D = 3903:
#
#
# (a,b,c,d) = (3,1,0,4) and D = 3904:
#
(1/2,1/2)
(4715/148,-3853/148)
#
# (a,b,c,d) = (976,0,1,0) and D = 3904:
#
#
# (a,b,c,d) = (122,0,2,0) and D = 3904:
#
#
# (a,b,c,d) = (4,4,6,4) and D = 3904:
#
(4715/148,-12421/296)
(1/2,1/4)
#
# (a,b,c,d) = (977,1,1,0) and D = 3907:
#
#
# (a,b,c,d) = (977,0,1,0) and D = 3908:
#
#
# (a,b,c,d) = (978,1,1,0) and D = 3911:
#
#
# (a,b,c,d) = (2,7,8,9) and D = 3912:
#
#
# (a,b,c,d) = (978,0,1,0) and D = 3912:
#
#
# (a,b,c,d) = (2,3,3,7) and D = 3915:
#
#
# (a,b,c,d) = (37,3,3,0) and D = 3915:
#
#
# (a,b,c,d) = (979,1,1,0) and D = 3915:
#
#
# (a,b,c,d) = (979,0,1,0) and D = 3916:
#
#
# (a,b,c,d) = (1,2,4,14) and D = 3916:
#
(1,0)
(185/161,-36/161)
#
# (a,b,c,d) = (1,4,9,19) and D = 3919:
#
(242/149,-63/149)
(-15/17,8/17)
(-3,1)
(-3882/1819,1351/1819)
(449/317,-99/317)
(1,0)
(604/697,63/697)
#
# (a,b,c,d) = (980,1,1,0) and D = 3919:
#
(1/10,2/5)
(1089/104482,-33771653/3447906)
(2809/50932,10432967/2699396)
(9/514,11609/1542)
(9/514,-5818/771)
(1/10,-1/2)
(9/9820,243277/7365)
(1089/104482,2409694/246279)
(2809/50932,-377923/96407)
(9/9820,-194627/5892)
#
# (a,b,c,d) = (3,2,7,0) and D = 3920:
#
(16/23,-121/644)
(63/526,-12223/11046)
(676/1047,-8665/27222)
(1/2,5/14)
(10201/46107,-8938570/10865883)
(63/526,11845/11046)
(676/1047,8501/63518)
(25/42,-193/490)
(1/3,-2/3)
(1/18,-29/18)
(1/2,-1/2)
(4/503,29839/7042)
(1/18,67/42)
(7/326,-5893/2282)
(1/3,4/7)
(7/326,5879/2282)
(7/29,146/203)
(25/42,47/210)
(4/503,-4265/1006)
(7/29,-160/203)
(10201/46107,3536444/4656807)
(16/23,-1/92)
#
# (a,b,c,d) = (1,1,5,13) and D = 3920:
#
(-147/8,995/104)
(2,-1)
(-24/235,103/235)
(-211/274,155/274)
(71/80,13/80)
(28/19,-13/19)
(2981/2830,-757/2830)
(25/22,-9/22)
(3/4,1/4)
(-7/5,4/5)
(-1/2,1/2)
(25/4,-13/4)
(1,0)
(22283/21809,-2198/21809)
(386899/363910,-106603/363910)
#
# (a,b,c,d) = (123,2,2,0) and D = 3920:
#
(1/163,1471/163)
(1352/7329,266401/381108)
(20402/322749,-182558465/65195298)
(2/21,-31/14)
(1352/7329,-112235/127036)
(9/263,2995/789)
(25/147,-857/735)
(8/3521,-208945/14084)
(1/63,-118/21)
(2/29,-155/58)
(2/21,89/42)
(32/161,-527/1288)
(20402/322749,59479087/21731766)
(9/263,-3022/789)
(1/163,-1472/163)
(25/147,244/245)
(1/63,353/63)
(1/7,-11/7)
(8/3521,208913/14084)
(2/29,151/58)
(1/7,10/7)
(32/161,271/1288)
#
# (a,b,c,d) = (980,0,1,0) and D = 3920:
#
(1/29,153/29)
(1/126,-101/9)
(4/3521,29847/1006)
(10201/322749,-25785409/4656807)
(9/526,6017/789)
(10201/322749,25785409/4656807)
(4/3521,-29847/1006)
(1/14,-3)
(1/14,3)
(1/326,2943/163)
(1/29,-153/29)
(1/326,-2943/163)
(16/161,57/92)
(676/7329,43079/27222)
(9/526,-6017/789)
(1/21,13/3)
(1/21,-13/3)
(1/126,101/9)
(676/7329,-43079/27222)
(25/294,-227/105)
(16/161,-57/92)
(25/294,227/105)
#
# (a,b,c,d) = (1,6,14,0) and D = 3920:
#
(1352/1047,-8911/54444)
(14/29,111/406)
(1/9,7/9)
(1352/1047,-148535/381108)
(32/23,-327/1288)
(1,-3/7)
(20402/46107,-4566745/9313614)
(20402/46107,19603603/65195298)
(2/3,-19/42)
(14/29,-195/406)
(8/503,-29895/14084)
(7/163,-1482/1141)
(63/263,2725/5523)
(1,0)
(25/21,-43/105)
(1/9,-52/63)
(8/503,4257/2012)
(63/263,-3292/5523)
(2/3,1/6)
(32/23,-63/184)
(25/21,-74/735)
(7/163,1461/1141)
#
# (a,b,c,d) = (1,6,5,8) and D = 3920:
#
(169/137,-14/137)
(-5/2,1/2)
(333/470,79/470)
(306/13,-229/52)
(-1/2,1/2)
(-176677/181955,70074/181955)
(19/10,-3/10)
(-13/11,4/11)
(-28877/43618,20085/43618)
(-8,3/2)
(-1313/1415,556/1415)
(-67/38,15/38)
(0,1/2)
(1,0)
(-1/5,21/40)
#
# (a,b,c,d) = (981,1,1,0) and D = 3923:
#
(64/1137,11523/3032)
(64/1137,-35081/9096)
#
# (a,b,c,d) = (2,4,9,9) and D = 3924:
#
#
# (a,b,c,d) = (981,0,1,0) and D = 3924:
#
#
# (a,b,c,d) = (982,1,1,0) and D = 3927:
#
#
# (a,b,c,d) = (982,0,1,0) and D = 3928:
#
#
# (a,b,c,d) = (983,1,1,0) and D = 3931:
#
#
# (a,b,c,d) = (983,0,1,0) and D = 3932:
#
#
# (a,b,c,d) = (123,1,2,0) and D = 3932:
#
#
# (a,b,c,d) = (3,2,7,3) and D = 3935:
#
(11/17,-20/51)
(2/3,-1/3)
(16/27,-5/9)
#
# (a,b,c,d) = (984,1,1,0) and D = 3935:
#
(1/4296,-93859/1432)
(4/1209,14011/806)
(1/4296,35197/537)
(4/1209,-42041/2418)
#
# (a,b,c,d) = (984,0,1,0) and D = 3936:
#
(1/25,-121/25)
(25/646,-7972/1615)
(121/6682,-272306/36751)
(1/10,2/5)
(1/10,-2/5)
(9/346,-3190/519)
(121/1222,4516/6721)
(3025/59449,-13522793/3269695)
(2809/639046,-255417140/16934719)
(9/310,2696/465)
(1/25,121/25)
(91584900/1019844169,17459024960197/9759908697330)
(2809/639046,255417140/16934719)
(9/310,-2696/465)
(121/1222,-4516/6721)
(4/73,571/146)
(25/646,7972/1615)
(4/73,-571/146)
(9/346,3190/519)
(121/6682,272306/36751)
(91584900/1019844169,-17459024960197/9759908697330)
(3025/59449,13522793/3269695)
#
# (a,b,c,d) = (123,0,2,0) and D = 3936:
#
(9/173,1595/519)
(25/323,-3986/1615)
(2809/319523,127708570/16934719)
(8/73,-571/292)
(2809/319523,-127708570/16934719)
(8/73,571/292)
(25/323,3986/1615)
(1/5,1/5)
(1/5,-1/5)
(9/173,-1595/519)
(121/611,-2258/6721)
(6050/59449,13522793/6539390)
(2/25,121/50)
(121/3341,-136153/36751)
(9/155,1348/465)
(183169800/1019844169,17459024960197/19519817394660)
(183169800/1019844169,-17459024960197/19519817394660)
(9/155,-1348/465)
(121/3341,136153/36751)
(2/25,-121/50)
(6050/59449,-13522793/6539390)
(121/611,2258/6721)
#
# (a,b,c,d) = (3,1,7,1) and D = 3936:
#
(0,1)
(2061/3688,1111/3688)
(77/174,25/58)
(409/942,-187/314)
(613/1551,-1336/517)
(-314873/1403732,2591621/1403732)
(2/7,-11/7)
(3357/2662,-23189/2662)
(-1/9,4/3)
(207/352,-131/352)
(1/2,-1/2)
(5/12,-11/4)
(711/872,-4891/872)
(-62/759,311/253)
(341/652,-305/652)
(7/11,2/11)
(2130359/5160924,-1083449/1720308)
(549/1034,347/1034)
#
# (a,b,c,d) = (1,4,5,14) and D = 3936:
#
(157/163,9/326)
(1/22,9/22)
(1923/218,-1045/436)
(-3/2,1/2)
(-2861/1518,871/1518)
(13/3,-7/6)
(18231/1331,-4958/1331)
(-1011217/350933,569187/701866)
(5/2,-9/14)
(1485175/1290231,-279997/2580462)
(-37/87,38/87)
(75/88,19/176)
(523/471,-38/471)
(-123/517,224/517)
(1,0)
(-159/922,793/1844)
(-37/18,11/18)
(12637/3102,-3395/3102)
#
# (a,b,c,d) = (985,1,1,0) and D = 3939:
#
#
# (a,b,c,d) = (2,4,7,9) and D = 3940:
#
(83/94,-15/94)
#
# (a,b,c,d) = (985,0,1,0) and D = 3940:
#
#
# (a,b,c,d) = (986,1,1,0) and D = 3943:
#
(36/361,919/2166)
(36/361,-1135/2166)
(9/718,19207/2154)
(9/718,-9617/1077)
#
# (a,b,c,d) = (5,2,5,-1) and D = 3943:
#
(0,-1)
(-9/19,-52/19)
(279/475,-2/95)
(18/43,23/43)
#
# (a,b,c,d) = (986,0,1,0) and D = 3944:
#
#
# (a,b,c,d) = (987,1,1,0) and D = 3947:
#
#
# (a,b,c,d) = (987,0,1,0) and D = 3948:
#
#
# (a,b,c,d) = (2,2,4,7) and D = 3948:
#
(44353/109265,44283/109265)
(-2/5,3/5)
#
# (a,b,c,d) = (1,2,7,15) and D = 3951:
#
(-2/5,7/15)
(397/295,-153/295)
(1,0)
(-2,1)
(-1163/417,1699/1251)
#
# (a,b,c,d) = (988,1,1,0) and D = 3951:
#
(2601/101764,2471389/399228)
(1/10,3/10)
(49/898,-12414/3143)
(2601/101764,-424483/68289)
(1/10,-2/5)
(49/898,24485/6286)
#
# (a,b,c,d) = (988,0,1,0) and D = 3952:
#
(16/233,2933/932)
(16/233,-2933/932)
#
# (a,b,c,d) = (124,2,2,0) and D = 3952:
#
(32/233,2805/1864)
(32/233,-3061/1864)
#
# (a,b,c,d) = (16,3,4,0) and D = 3952:
#
(64/233,2549/3728)
(64/233,-3317/3728)
#
# (a,b,c,d) = (2,6,8,10) and D = 3952:
#
#
# (a,b,c,d) = (1,1,9,10) and D = 3955:
#
(-1,1)
(1397/1545,-5143/15450)
(1070603/3389052,2545879/6778104)
(269/191,-234/191)
(1,0)
(1441/261,-2623/522)
(1/6,5/12)
#
# (a,b,c,d) = (989,1,1,0) and D = 3955:
#
(1/11,-19/11)
(1/11,18/11)
#
# (a,b,c,d) = (1,5,4,10) and D = 3956:
#
(-23/2,5/2)
(1,0)
(-1,2/5)
(29/68,117/340)
(81/1712,3913/8560)
#
# (a,b,c,d) = (989,0,1,0) and D = 3956:
#
(25/461,9084/2305)
(4/41,75/82)
(49/1521,58330/10647)
(49/1521,-58330/10647)
(4/41,-75/82)
(25/461,-9084/2305)
(10000/2620761,4242571741/262076100)
(10000/2620761,-4242571741/262076100)
#
# (a,b,c,d) = (990,1,1,0) and D = 3959:
#
#
# (a,b,c,d) = (37,2,3,0) and D = 3960:
#
(12/49,-257/294)
(12/49,209/294)
#
# (a,b,c,d) = (990,0,1,0) and D = 3960:
#
(4/49,-233/98)
(4/49,233/98)
#
# (a,b,c,d) = (991,1,1,0) and D = 3963:
#
#
# (a,b,c,d) = (124,1,2,0) and D = 3964:
#
(1/1240,-249/10)
(1/5,1/10)
(1/5,-1/5)
(1/1240,61751/2480)
#
# (a,b,c,d) = (991,0,1,0) and D = 3964:
#
(1/10,-3/10)
(1/10,3/10)
(1/2480,-123503/2480)
(1/2480,123503/2480)
#
# (a,b,c,d) = (4,3,7,2) and D = 3967:
#
(-11,71/2)
#
# (a,b,c,d) = (992,1,1,0) and D = 3967:
#
#
# (a,b,c,d) = (992,0,1,0) and D = 3968:
#
(25/1281,45679/6405)
(25/1281,-45679/6405)
#
# (a,b,c,d) = (124,0,2,0) and D = 3968:
#
(50/1281,-45679/12810)
(50/1281,45679/12810)
#
# (a,b,c,d) = (993,1,1,0) and D = 3971:
#
#
# (a,b,c,d) = (1,5,0,6) and D = 3972:
#
(37/412,225/412)
(1,0)
#
# (a,b,c,d) = (993,0,1,0) and D = 3972:
#
#
# (a,b,c,d) = (8,1,5,0) and D = 3975:
#
(1/2,0)
(1/2,-1/10)
(1/716,2142/179)
(1/716,-42841/3580)
#
# (a,b,c,d) = (994,1,1,0) and D = 3975:
#
(1/10,-3/10)
(1/3580,107101/1790)
(1/10,1/5)
(1/3580,-214203/3580)
#
# (a,b,c,d) = (994,0,1,0) and D = 3976:
#
#
# (a,b,c,d) = (995,1,1,0) and D = 3979:
#
#
# (a,b,c,d) = (2,4,0,5) and D = 3980:
#
(-17/29,15/29)
#
# (a,b,c,d) = (995,0,1,0) and D = 3980:
#
#
# (a,b,c,d) = (996,1,1,0) and D = 3983:
#
#
# (a,b,c,d) = (125,2,2,0) and D = 3984:
#
(1/5,0)
(2/5605,83925/2242)
(1/5,-1/5)
(2/5605,-419629/11210)
#
# (a,b,c,d) = (3,0,2,4) and D = 3984:
#
(1/9,11/18)
(15/86,103/172)
(-329003/2142918,2823869/4285836)
(43725/48151,-41786/48151)
(-101/463,625/926)
(1,-1)
#
# (a,b,c,d) = (4,5,8,4) and D = 3984:
#
(15/86,22/43)
(1/9,5/9)
(-329003/2142918,788218/1071459)
(43725/48151,-127297/96302)
(-101/463,363/463)
(1,-3/2)
#
# (a,b,c,d) = (996,0,1,0) and D = 3984:
#
(1/5605,419627/5605)
(1/10,1/5)
(1/10,-1/5)
(1/5605,-419627/5605)
#
# (a,b,c,d) = (37,1,3,0) and D = 3987:
#
(1/13,80/39)
(1/13,-27/13)
#
# (a,b,c,d) = (997,1,1,0) and D = 3987:
#
(1/39,-242/39)
(1/39,241/39)
#
# (a,b,c,d) = (997,0,1,0) and D = 3988:
#
#
# (a,b,c,d) = (998,1,1,0) and D = 3991:
#
(1/10,1/10)
(1/9980,-999/10)
(1/9980,997001/9980)
(1/10,-1/5)
(121/44014,4616581/242077)
(121/44014,-9234493/484154)
#
# (a,b,c,d) = (1,1,10,7) and D = 3991:
#
(188/101,-261/101)
(-5,7)
(-38/13,373/91)
(65721/26197,-91676/26197)
(1,0)
(437/503,77/503)
#
# (a,b,c,d) = (998,0,1,0) and D = 3992:
#
#
# (a,b,c,d) = (999,1,1,0) and D = 3995:
#
#
# (a,b,c,d) = (1,3,6,16) and D = 3996:
#
(2251/3464,817/3464)
(109/89,-163/712)
(-1,1/2)
(-2,3/4)
(2833/718,-981/718)
(-10,7/2)
(11/16,7/32)
(5/4,-1/4)
(-43/122,105/244)
(34/19,-21/38)
(1,0)
(-2759/6862,2979/6862)
(12461/12221,-489/24442)
(127/979,741/1958)
(-563/262,417/524)
#
# (a,b,c,d) = (999,0,1,0) and D = 3996:
#
(1/147,594/49)
(1/12,9/4)
(1/174,-765/58)
(59049/14349055,-54352538468/3486820365)
(1/10,1/10)
(7225/314824,175575457/26760040)
(9/175,-2152/525)
(59049/14349055,54352538468/3486820365)
(1/174,765/58)
(7225/314824,-175575457/26760040)
(1/147,-594/49)
(18769/232356,25689375/10610924)
(4489/83838,-7445457/1872382)
(1/22480,-3370501/22480)
(25/514,-10963/2570)
(1/10,-1/10)
(196/9129,289305/42602)
(1/40,251/40)
(9/175,2152/525)
(1/40,-251/40)
(196/9129,-289305/42602)
(25/514,10963/2570)
(1/22480,3370501/22480)
(4489/83838,7445457/1872382)
(1/12,-9/4)
(18769/232356,-25689375/10610924)
#
# (a,b,c,d) = (125,1,2,0) and D = 3996:
#
(25/257,-2772/1285)
(2/147,1781/294)
(18769/116178,18624193/15916386)
(4489/41919,5508902/2808573)
(18769/116178,-39819739/31832772)
(392/9129,865171/255612)
(1/6,-7/6)
(25/257,5419/2570)
(7225/157412,43740333/13380020)
(1/5,0)
(1/11240,-1685251/22480)
(18/175,85/42)
(1/87,1147/174)
(4489/41919,-11318567/5617146)
(7225/157412,-88094791/26760040)
(18/175,-2179/1050)
(1/20,-63/20)
(1/6,13/12)
(118098/14349055,-10873377475/1394728146)
(1/11240,168525/2248)
(392/9129,-870659/255612)
(118098/14349055,54338189561/6973640730)
(1/20,25/8)
(1/5,-1/10)
(1/87,-574/87)
(2/147,-1783/294)
#
# (a,b,c,d) = (2,3,6,8) and D = 3996:
#
(741/979,127/1958)
(817/1732,2251/6928)
(417/262,-563/524)
(-981/359,2833/1436)
(7,-5)
(-163/356,109/178)
(2979/3431,-2759/13724)
(-21/19,17/19)
(1,-1/2)
(7/16,11/32)
(-1/2,5/8)
(0,1/2)
(105/122,-43/244)
(3/2,-1)
(-489/12221,12461/24442)
#
# (a,b,c,d) = (5,3,6,0) and D = 3996:
#
(3/11240,842623/33720)
(3/20,-13/12)
(54/175,1909/3150)
(4489/13973,-1391291/1872382)
(75/257,4919/7710)
(2/49,197/98)
(18769/38726,-5567239/10610924)
(1/2,-1/2)
(3/5,-1/6)
(392/3043,93691/85204)
(3/5,-2/15)
(1/2,1/4)
(21675/157412,42512083/40140060)
(1/29,-64/29)
(3/11240,-337051/13488)
(2/49,-199/98)
(392/3043,-99179/85204)
(3/20,121/120)
(75/257,-3022/3855)
(54/175,-479/630)
(1/29,127/58)
(354294/14349055,10844679661/4184184438)
(354294/14349055,-54481678631/20920922190)
(4489/13973,545264/936191)
(21675/157412,-90551291/80280120)
(18769/38726,1497943/5305462)
#
# (a,b,c,d) = (37,0,3,0) and D = 3996:
#
(3/10,-1/30)
(3/40,251/120)
(21675/314824,-175575457/80280120)
(1/58,255/58)
(1/58,-255/58)
(3/40,-251/120)
(177147/14349055,54352538468/10460461095)
(4489/27946,2481819/1872382)
(27/175,-2152/1575)
(196/3043,-96435/42602)
(1/49,198/49)
(1/4,-3/4)
(18769/77452,-8563125/10610924)
(3/10,1/30)
(18769/77452,8563125/10610924)
(27/175,2152/1575)
(75/514,-10963/7710)
(4489/27946,-2481819/1872382)
(3/22480,3370501/67440)
(75/514,10963/7710)
(1/49,-198/49)
(21675/314824,175575457/80280120)
(1/4,3/4)
(3/22480,-3370501/67440)
(177147/14349055,-54352538468/10460461095)
(196/3043,96435/42602)
#
# (a,b,c,d) = (1,6,3,6) and D = 3996:
#
(307/979,434/979)
(-1/8,9/16)
(-599/712,273/712)
(-4795/1436,871/1436)
(245/131,-73/262)
(-7/8,3/8)
(37/61,31/122)
(-1/2,1/2)
(-55/38,13/38)
(8717/13724,3199/13724)
(-6475/12221,5986/12221)
(1,0)
(-617/6928,3885/6928)
(7/4,-1/4)
(17/2,-3/2)
#
# (a,b,c,d) = (3,3,4,5) and D = 3999:
#
(82/89,-55/89)
(3/5,1/5)
(-1,1)
(-82/25,73/25)
(-263/87,1172/435)
(173/229,-262/1145)
(39/53,-8/53)
(-1/3,2/3)
(134/183,-25/183)
(-16147/19275,17201/19275)
(381/419,-251/419)
#
# (a,b,c,d) = (1000,1,1,0) and D = 3999:
#
(16/193,-1791/772)
(9/1342,-24584/2013)
(49/1192,4941/1043)
(1/89980,1349550/4499)
(169/5134,-362341/66742)
(1/100,999/100)
(49/1192,-39871/8344)
(40401/408736,-52618033/82155936)
(81/1090,-2800/981)
(1/10,0)
(169/5134,180072/33371)
(16/193,1727/772)
(1/10,-1/10)
(9/1342,49141/4026)
(40401/408736,5562179/10269492)
(1/100,-10)
(1/89980,-26991001/89980)
(81/1090,27271/9810)
#
# (a,b,c,d) = (8,0,5,0) and D = 4000:
#
(1/2,0)
#
# (a,b,c,d) = (125,0,2,0) and D = 4000:
#
(1/5,0)
#
# (a,b,c,d) = (1,0,10,0) and D = 4000:
#
(1,0)
#
# (a,b,c,d) = (1000,0,1,0) and D = 4000:
#
(1/10,0)
#
# (a,b,c,d) = (1001,1,1,0) and D = 4003:
#
(100/1001,-2001/10010)
(100/1001,1/10)
#
# (a,b,c,d) = (1001,0,1,0) and D = 4004:
#
#
# (a,b,c,d) = (1,5,6,13) and D = 4007:
#
(-56,13)
(226/331,63/331)
(-205/443,199/443)
(-2797/3245,1378/3245)
(1,0)
(-1141285/1455791,8127469/18925283)
#
# (a,b,c,d) = (1002,1,1,0) and D = 4007:
#
(19321/249228,-46101365/17321346)
(1/18,23/6)
(1/18,-35/9)
(19321/249228,29839037/11547564)
#
# (a,b,c,d) = (1002,0,1,0) and D = 4008:
#
#
# (a,b,c,d) = (1003,1,1,0) and D = 4011:
#
#
# (a,b,c,d) = (1003,0,1,0) and D = 4012:
#
(25/251,376/1255)
(25/251,-376/1255)
#
# (a,b,c,d) = (1,4,8,18) and D = 4012:
#
(-463/227,155/227)
(1,0)
(-753/581,899/1743)
(211/163,-36/163)
#
# (a,b,c,d) = (1004,1,1,0) and D = 4015:
#
#
# (a,b,c,d) = (4,0,2,3) and D = 4016:
#
(17/27,-1/27)
#
# (a,b,c,d) = (126,2,2,0) and D = 4016:
#
#
# (a,b,c,d) = (1004,0,1,0) and D = 4016:
#
#
# (a,b,c,d) = (1005,1,1,0) and D = 4019:
#
#
# (a,b,c,d) = (1005,0,1,0) and D = 4020:
#
#
# (a,b,c,d) = (38,3,3,0) and D = 4023:
#
(49/164,-269/1148)
(49/164,-37/574)
#
# (a,b,c,d) = (3,3,6,5) and D = 4023:
#
(1,-1)
(-1/13,8/13)
#
# (a,b,c,d) = (1006,1,1,0) and D = 4023:
#
(49/492,-1049/3444)
(49/492,353/1722)
#
# (a,b,c,d) = (1006,0,1,0) and D = 4024:
#
#
# (a,b,c,d) = (1,2,8,15) and D = 4027:
#
(36677293/12495509,-18910628/12495509)
(49/44,-43/132)
(59/52,-19/52)
(8/1975,3997/9875)
(-413183/122237,217630/122237)
(2401/1888,-4941/9440)
(-23/13,38/39)
(2716099/629692919,254844730/629692919)
(-4/3,7/9)
(2632/1111,-4021/3333)
(-53/62,37/62)
(44/109,35/109)
(-1/2,1/2)
(397/277,-180/277)
(1/9,52/135)
(13543/3568,-35163/17840)
(28/5,-73/25)
(-397/83,208/83)
(121/149,74/447)
(2,-1)
(-331/332,1071/1660)
(44051/39658,-38009/118974)
(11/7,-26/35)
(7586/7301,-549/7301)
(1031/1518,1051/4554)
(482906/636103,123497/636103)
(1,0)
(32597047/108586432,37597265/108586432)
(-237539/1094561,485650/1094561)
(67/2,-35/2)
(1618/1495,-1763/7475)
(-6299/1393,3302/1393)
(-82/113,63/113)
(-3917/10052,4789/10052)
(-1614982649/8884980110,19431822509/44424900550)
(7/8,1/8)
#
# (a,b,c,d) = (1,0,10,1) and D = 4027:
#
(-67/774,1073/774)
(1,-10)
(642161/1978865,1003944/1978865)
(-103/186,1037/186)
(157/349,-1554/349)
(-999973/2018027,10090270/2018027)
(2716/12463,-23769/12463)
(-9/116,155/116)
(392/479,111/479)
(23/120,-133/120)
(577/609,76/609)
(-307/2192,3801/2192)
(2/3,-1/3)
(257765489/449751041,164116098/449751041)
(5798/6119,763/6119)
(5056/8323,-3069/8323)
(95/191,-84/191)
(-11/37,114/37)
(1/4,-3/4)
(1,0)
(0,1)
(13/46,-31/46)
(9/25,-14/25)
(30868/48655,16247/48655)
(6851/8288,-1929/8288)
(326/1595,-1521/1595)
(10682/245057,214125/245057)
(193/436,189/436)
(6620147/24770147,13662550/24770147)
(17584/26709,-9035/26709)
(7/10,3/10)
(-417139/1501325,4353744/1501325)
(2/11,7/11)
#
# (a,b,c,d) = (1007,1,1,0) and D = 4027:
#
(1/13,34/13)
(25/289,2837/1445)
(676/30073,5176439/781898)
(3600/100729,-31333933/6043740)
(1/67,-548/67)
(174662656/2113806713,-65032634956365/27936069519008)
(1/19,4)
(51529/739181,510033943/167794087)
(64/1513,56309/12104)
(1/17,-63/17)
(289/2911,16703/49487)
(1/17,62/17)
(4/97,-925/194)
(49/533,5571/3731)
(73441/954913,-696946286/258781423)
(4/19177,-2655655/38354)
(1/83,755/83)
(529/14807,1753848/340561)
(49/1537,1115/203)
(4/19177,2655647/38354)
(64/1513,-56821/12104)
(529/14807,-1766015/340561)
(81/2929,-157186/26361)
(1936/29737,-4400437/1308428)
(174662656/2113806713,62724293294669/27936069519008)
(81/2929,156457/26361)
(289/2911,-21616/49487)
(1/83,-756/83)
(1/559,13216/559)
(25/289,-2962/1445)
(4/97,917/194)
(4/1241,-43721/2482)
(9/14227,1696940/42681)
(5929/384217,-237945163/29584709)
(51529/739181,-521731026/167794087)
(4/41,63/82)
(9/14227,-1696967/42681)
(1936/29737,4315253/1308428)
(9/127,-1160/381)
(9/127,1133/381)
(1/67,547/67)
(4356/119377,40080797/7878882)
(1/13,-35/13)
(5929/384217,237488630/29584709)
(1/149,-1819/149)
(1/19,-77/19)
(4356/119377,-2124647/414678)
(1/559,-13217/559)
(4/1241,43713/2482)
(121/26599,-4338544/292589)
(676/30073,-5194015/781898)
(73441/954913,677043775/258781423)
(49/1537,-59438/10759)
(3600/100729,31117933/6043740)
(729/27007,-4403960/729189)
(49/533,-5914/3731)
(1/149,1818/149)
(4/41,-71/82)
(729/27007,4384277/729189)
(121/26599,4337213/292589)
#
# (a,b,c,d) = (1,4,-2,7) and D = 4027:
#
(-3439/3537,1264/3537)
(7337/82928,43811/82928)
(14932/12349,-1517/12349)
(-394/575,221/575)
(-128/73,31/73)
(125/389,198/389)
(-167181843145/28516901268,35453462461/28516901268)
(1294611/3899522,1975769/3899522)
(2/3,1/3)
(-282955/4309061,2219492/4309061)
(431/32,-91/32)
(-265/23,56/23)
(75891/84088,7057/84088)
(-4/11,5/11)
(-743/358,171/358)
(3651/212795,111566/212795)
(-305742/93203,66065/93203)
(29371/9340,-6039/9340)
(-3/5,2/5)
(-17/76,37/76)
(1/10,37/70)
(-314/73,67/73)
(3/4,1/4)
(-829/59,1226/413)
(5/2,-1/2)
(1,0)
(5/288,151/288)
(107/419,218/419)
(-4135/3516,1267/3516)
(-60/19,13/19)
(-167/193,70/193)
(287094/217759,-36995/217759)
(19/3,-4/3)
(5945/7526,1547/7526)
(-26385720/81301,5572867/81301)
(138893/21902,-29241/21902)
#
# (a,b,c,d) = (1,6,4,7) and D = 4027:
#
(269/1541,732/1541)
(3641901/5516780,7958669/38617460)
(-628/905,399/905)
(-204/109,43/109)
(-19/17,6/17)
(3289444/1594107,-526259/1594107)
(-1/2,1/2)
(1479/1903,244/1903)
(437/752,195/752)
(1802/1541,-117/1541)
(-957191/725350,252903/725350)
(2/5,13/35)
(76231/145792,43361/145792)
(10118/7701,-997/7701)
(-347/1210,651/1210)
(-5/24,13/24)
(1366/2959,993/2959)
(337/136,-57/136)
(48/517,259/517)
(-2669/1984,693/1984)
(-5914/89,7521/623)
(-2627353/7246335,3833324/7246335)
(591/200,-103/200)
(3505/2196,-473/2196)
(-3/2,5/14)
(-64999/81209,33168/81209)
(20/11,-3/11)
(-46/107,387/749)
(1,0)
(386213/490722,59819/490722)
(-1/15,8/15)
(724225/76738,-131409/76738)
(-11,2)
(-471/9197,4886/9197)
(625/804,103/804)
(-38/9,7/9)
(-743/717,1810/5019)
(543/178,-95/178)
(-16/5,3/5)
#
# (a,b,c,d) = (1007,0,1,0) and D = 4028:
#
(144/11473,1227673/137676)
(1/11,-18/11)
(144/11473,-1227673/137676)
(1/11,18/11)
#
# (a,b,c,d) = (126,1,2,0) and D = 4028:
#
(2/11,-19/22)
(2/11,17/22)
(288/11473,-1229401/275352)
(288/11473,175135/39336)
#
# (a,b,c,d) = (2,3,7,8) and D = 4031:
#
(-414/1315,3113/5260)
(0,1/2)
#
# (a,b,c,d) = (1008,1,1,0) and D = 4031:
#
#
# (a,b,c,d) = (126,0,2,0) and D = 4032:
#
#
# (a,b,c,d) = (16,2,4,0) and D = 4032:
#
#
# (a,b,c,d) = (1008,0,1,0) and D = 4032:
#
#
# (a,b,c,d) = (2,1,8,0) and D = 4032:
#
#
# (a,b,c,d) = (1,2,6,15) and D = 4035:
#
(1,0)
(397/313,-126/313)
#
# (a,b,c,d) = (1009,1,1,0) and D = 4035:
#
#
# (a,b,c,d) = (1009,0,1,0) and D = 4036:
#
#
# (a,b,c,d) = (1,1,6,13) and D = 4039:
#
(1,0)
(350/299,-153/299)
#
# (a,b,c,d) = (1010,1,1,0) and D = 4039:
#
(2601/104140,6655003/1062228)
(2601/104140,-16703833/2655570)
#
# (a,b,c,d) = (1010,0,1,0) and D = 4040:
#
#
# (a,b,c,d) = (1011,1,1,0) and D = 4043:
#
#
# (a,b,c,d) = (4,1,4,3) and D = 4044:
#
#
# (a,b,c,d) = (1011,0,1,0) and D = 4044:
#
#
# (a,b,c,d) = (1012,1,1,0) and D = 4047:
#
#
# (a,b,c,d) = (127,2,2,0) and D = 4048:
#
(25/127,1/5)
(25/127,-252/635)
#
# (a,b,c,d) = (1012,0,1,0) and D = 4048:
#
(25/254,-379/635)
(25/254,379/635)
#
# (a,b,c,d) = (1013,1,1,0) and D = 4051:
#
#
# (a,b,c,d) = (1013,0,1,0) and D = 4052:
#
#
# (a,b,c,d) = (1014,1,1,0) and D = 4055:
#
#
# (a,b,c,d) = (1014,0,1,0) and D = 4056:
#
#
# (a,b,c,d) = (1,2,2,13) and D = 4059:
#
(343/331,-18/331)
(1,0)
(123243/45368,-41671/45368)
(4/3,-1/3)
(3/4,1/4)
#
# (a,b,c,d) = (1015,1,1,0) and D = 4059:
#
(1/91,867/91)
(1/133,-1534/133)
(1/133,219/19)
(49/1345,9586/1883)
(49/1345,-48273/9415)
(1/91,-124/13)
(36/109585,-7255343/131502)
(36/109585,5182357/93930)
#
# (a,b,c,d) = (127,1,2,0) and D = 4060:
#
#
# (a,b,c,d) = (1015,0,1,0) and D = 4060:
#
#
# (a,b,c,d) = (1016,1,1,0) and D = 4063:
#
(25/1396,-52069/6980)
(1/16,55/16)
(16/161,-145/644)
(1369/21728,-348939/100492)
(16/161,81/644)
(1369/21728,2740859/803936)
(1/16,-7/2)
(25/1396,12986/1745)
#
# (a,b,c,d) = (1,6,7,11) and D = 4063:
#
(-5,1)
(5262989/17261451,6162403/17261451)
(-41/31,12/31)
(-76/141,67/141)
(1,0)
(3/13,5/13)
#
# (a,b,c,d) = (1016,0,1,0) and D = 4064:
#
#
# (a,b,c,d) = (127,0,2,0) and D = 4064:
#
#
# (a,b,c,d) = (3,1,7,0) and D = 4067:
#
(112/177,-1399/4956)
(112/177,317/1652)
#
# (a,b,c,d) = (1017,1,1,0) and D = 4067:
#
(16/177,-1207/708)
(16/177,381/236)
#
# (a,b,c,d) = (38,2,3,0) and D = 4068:
#
(68823616/3080038859,98479058195127/25552002374264)
(1/179,4147/537)
(68823616/3080038859,-296579096022053/76656007122792)
(1/179,-1383/179)
#
# (a,b,c,d) = (1017,0,1,0) and D = 4068:
#
(68823616/9240116577,296008135303717/25552002374264)
(68823616/9240116577,-296008135303717/25552002374264)
(1/537,4148/179)
(1/537,-4148/179)
#
# (a,b,c,d) = (1018,1,1,0) and D = 4071:
#
#
# (a,b,c,d) = (1,3,10,18) and D = 4072:
#
(1,0)
(17/10,-7/10)
(-5/71,28/71)
(-137/34,63/34)
#
# (a,b,c,d) = (1018,0,1,0) and D = 4072:
#
(49/1243,42435/8701)
(16/553,-12843/2212)
(412164/608839777,15022923604271/390875136834)
(9/91,107/273)
(16/553,12843/2212)
(49/1243,-42435/8701)
(9/91,-107/273)
(412164/608839777,-15022923604271/390875136834)
#
# (a,b,c,d) = (4,3,7,1) and D = 4075:
#
(0,1)
(14/29,-17/29)
(72/121,-47/121)
(-14/81,127/81)
#
# (a,b,c,d) = (1019,1,1,0) and D = 4075:
#
(4/41,-65/82)
(4/41,57/82)
#
# (a,b,c,d) = (1019,0,1,0) and D = 4076:
#
(4/345,6403/690)
(16/297,4693/1188)
(655974544/14346946785,1632627165767377/367454001057420)
(1444/89241,-26601565/3391158)
(1444/89241,26601565/3391158)
(655974544/14346946785,-1632627165767377/367454001057420)
(16/297,-4693/1188)
(4/345,-6403/690)
#
# (a,b,c,d) = (2,2,6,7) and D = 4076:
#
(-19,17)
(-1,1)
(19/17,-15/17)
#
# (a,b,c,d) = (1020,1,1,0) and D = 4079:
#
#
# (a,b,c,d) = (2,2,0,6) and D = 4080:
#
#
# (a,b,c,d) = (128,2,2,0) and D = 4080:
#
#
# (a,b,c,d) = (16,1,4,0) and D = 4080:
#
#
# (a,b,c,d) = (1020,0,1,0) and D = 4080:
#
#
# (a,b,c,d) = (1021,1,1,0) and D = 4083:
#
#
# (a,b,c,d) = (1021,0,1,0) and D = 4084:
#
(121/1805,-63812/19855)
(121/1805,63812/19855)
#
# (a,b,c,d) = (2,5,5,8) and D = 4087:
#
(403/1542,647/1542)
(0,1/2)
(-13/4,3/2)
(4093/3312,-1423/3312)
#
# (a,b,c,d) = (1022,1,1,0) and D = 4087:
#
(6889/152852,-4084413/906194)
(1/14,-3)
(6889/152852,56609995/12686716)
(1/14,41/14)
#
# (a,b,c,d) = (1022,0,1,0) and D = 4088:
#
#
# (a,b,c,d) = (3,7,9,8) and D = 4091:
#
(-58/39,55/52)
(-39815/507,26281/507)
(545/351,-332/351)
(-3,2)
(1/3,1/3)
(0,1/2)
#
# (a,b,c,d) = (1023,1,1,0) and D = 4091:
#
(8836/278225,-4669253/843650)
(25/281,-2554/1405)
(25/281,2429/1405)
(1/15,16/5)
(1/305,5326/305)
(9409/173355,-66469477/16815435)
(8836/278225,143916259/26153150)
(9409/173355,21852268/5605145)
(1/305,-5327/305)
(1/15,-49/15)
(68973025/4684325919,-106789294913024/12967775585765)
(68973025/4684325919,319795063766447/38903326757295)
#
# (a,b,c,d) = (1023,0,1,0) and D = 4092:
#
(1/64,-511/64)
(1/64,511/64)
#
# (a,b,c,d) = (128,1,2,0) and D = 4092:
#
(1/32,-4)
(1/32,255/64)
#
# (a,b,c,d) = (38,1,3,0) and D = 4095:
#
(1/62,-141/31)
(1/62,845/186)
#
# (a,b,c,d) = (1024,1,1,0) and D = 4095:
#
(1/186,1268/93)
(1/186,-2537/186)
#
# (a,b,c,d) = (4,8,8,0) and D = 4096:
#
#
# (a,b,c,d) = (128,0,2,0) and D = 4096:
#
#
# (a,b,c,d) = (16,0,4,0) and D = 4096:
#
#
# (a,b,c,d) = (2,0,8,0) and D = 4096:
#
#
# (a,b,c,d) = (1024,0,1,0) and D = 4096:
#
#
# (a,b,c,d) = (17,4,4,0) and D = 4096:
#
#
# (a,b,c,d) = (3,8,8,7) and D = 4099:
#
(2,-1)
(-12/13,61/91)
(-17/26,115/182)
(-1/13,50/91)
#
# (a,b,c,d) = (1025,1,1,0) and D = 4099:
#
(1/11,-18/11)
(1/11,17/11)
#
# (a,b,c,d) = (9,4,5,0) and D = 4100:
#
(4/21,193/210)
(4/21,-15/14)
(698896/1413237,-827537729/5907330660)
(698896/1413237,-100638033/393822044)
#
# (a,b,c,d) = (1025,0,1,0) and D = 4100:
#
(698896/7066185,-341016383/1181466132)
(698896/7066185,341016383/1181466132)
(4/105,-209/42)
(4/105,209/42)
#
# (a,b,c,d) = (1026,1,1,0) and D = 4103:
#
(121/9252,444119/50886)
(49/1824,-77293/12768)
(256/7881,-689275/126096)
(16/801,-22609/3204)
(1/12,13/6)
(204304/2218929,476539389/334318636)
(256/7881,228393/42032)
(1/1368,-2811/76)
(49/1824,675/112)
(9/124,-545/186)
(1/1368,2663/72)
(625/6576,88213/82200)
(16/801,2505/356)
(1/12,-9/4)
(121/9252,-98841/11308)
(204304/2218929,-1521963575/1002955908)
(9/124,1063/372)
(625/6576,-64017/54800)
#
# (a,b,c,d) = (1,2,11,11) and D = 4103:
#
(356/385,31/385)
(-3440/4873,3843/4873)
(-1,1)
(646131/700889,-267311/700889)
(1900/2117,-973/2117)
(-708375/485809,667604/485809)
(3/11,4/11)
(289/115,-261/115)
(1,0)
(852/127,-775/127)
#
# (a,b,c,d) = (1026,0,1,0) and D = 4104:
#
#
# (a,b,c,d) = (2,6,9,11) and D = 4104:
#
(83/74,-25/74)
(-2,1)
#
# (a,b,c,d) = (38,0,3,0) and D = 4104:
#
#
# (a,b,c,d) = (1027,1,1,0) and D = 4107:
#
(1/49,-342/49)
(1/49,341/49)
#
# (a,b,c,d) = (3,21,37,0) and D = 4107:
#
(37/49,-47/1813)
(37/49,-730/1813)
#
# (a,b,c,d) = (5,4,6,3) and D = 4107:
#
#
# (a,b,c,d) = (1,0,10,2) and D = 4108:
#
(1,0)
(1,-5)
#
# (a,b,c,d) = (1027,0,1,0) and D = 4108:
#
(25/259,1152/1295)
(25/259,-1152/1295)
#
# (a,b,c,d) = (5,8,9,5) and D = 4111:
#
(4/5,-3/5)
(2323/3075,-286/615)
(-2478713/1339595,2935941/1339595)
(1297/8475,821/1695)
(1,-1)
(796/893,-723/893)
(2/131,377/655)
(125347/218195,4146/218195)
(13/29,6/29)
(-11,64/5)
(1/3,1/3)
(202772/316211,-188353/1581055)
(-143/157,188/157)
(-802/459,953/459)
#
# (a,b,c,d) = (1028,1,1,0) and D = 4111:
#
(1/20,-21/5)
(9/346,3182/519)
(49/1388,50357/9716)
(4/65,-461/130)
(4/65,453/130)
(49/1388,-12675/2429)
(289/3008,-12885/12784)
(1/1370,25354/685)
(289/3008,46627/51136)
(1/1370,-50709/1370)
(1/242,1882/121)
(1/242,-3765/242)
(9/346,-6391/1038)
(1/20,83/20)
#
# (a,b,c,d) = (1028,0,1,0) and D = 4112:
#
(25/426,3913/1065)
(25/426,-3913/1065)
#
# (a,b,c,d) = (129,2,2,0) and D = 4112:
#
(25/213,1894/1065)
(25/213,-673/355)
#
# (a,b,c,d) = (1029,1,1,0) and D = 4115:
#
#
# (a,b,c,d) = (3,0,7,0) and D = 4116:
#
#
# (a,b,c,d) = (1029,0,1,0) and D = 4116:
#
#
# (a,b,c,d) = (1030,1,1,0) and D = 4119:
#
(9/43414,-4522883/65121)
(9/190,1229/285)
(81/1948,-41549/8766)
(9/43414,9045739/130242)
(9/190,-497/114)
(81/1948,82369/17532)
#
# (a,b,c,d) = (2,7,7,8) and D = 4119:
#
(9/8,-1/4)
(-2142/307,3113/1228)
(0,1/2)
(27/26,-5/26)
#
# (a,b,c,d) = (4,9,10,7) and D = 4120:
#
(73/142,10/71)
#
# (a,b,c,d) = (1030,0,1,0) and D = 4120:
#
#
# (a,b,c,d) = (1031,1,1,0) and D = 4123:
#
#
# (a,b,c,d) = (1031,0,1,0) and D = 4124:
#
(1/48,-331/48)
(1/48,331/48)
#
# (a,b,c,d) = (129,1,2,0) and D = 4124:
#
(1/24,-83/24)
(1/24,55/16)
#
# (a,b,c,d) = (1032,1,1,0) and D = 4127:
#
#
# (a,b,c,d) = (1032,0,1,0) and D = 4128:
#
#
# (a,b,c,d) = (129,0,2,0) and D = 4128:
#
#
# (a,b,c,d) = (39,3,3,0) and D = 4131:
#
(12/145,1691/870)
(12/145,-1763/870)
#
# (a,b,c,d) = (1033,1,1,0) and D = 4131:
#
(4/145,1723/290)
(4/145,-1731/290)
#
# (a,b,c,d) = (1,3,9,18) and D = 4131:
#
(1,0)
(17/11,-6/11)
#
# (a,b,c,d) = (1033,0,1,0) and D = 4132:
#
(189225/3160189,4955921738/1374682215)
(4/41,-53/82)
(4/41,53/82)
(189225/3160189,-4955921738/1374682215)
#
# (a,b,c,d) = (2,4,3,7) and D = 4132:
#
(8/13,3/13)
(-2,1)
(-157/342,187/342)
#
# (a,b,c,d) = (1034,1,1,0) and D = 4135:
#
#
# (a,b,c,d) = (1034,0,1,0) and D = 4136:
#
#
# (a,b,c,d) = (1035,1,1,0) and D = 4139:
#
(4/1377,-51101/2754)
(4/1377,5677/306)
#
# (a,b,c,d) = (1,5,3,9) and D = 4140:
#
(1,0)
(59/179,72/179)
#
# (a,b,c,d) = (1035,0,1,0) and D = 4140:
#
(576/28969,-4910507/695256)
(576/28969,4910507/695256)
#
# (a,b,c,d) = (1036,1,1,0) and D = 4143:
#
#
# (a,b,c,d) = (130,2,2,0) and D = 4144:
#
(2/85,781/170)
(2/85,-157/34)
#
# (a,b,c,d) = (1036,0,1,0) and D = 4144:
#
(1/85,783/85)
(1/85,-783/85)
#
# (a,b,c,d) = (1,3,7,17) and D = 4144:
#
(1,0)
(4/3,-1/3)
(3986/8601,2527/8601)
#
# (a,b,c,d) = (1037,1,1,0) and D = 4147:
#
(44521/470603,-117542626/99297233)
(9/1717,-71155/5151)
(44521/470603,108148695/99297233)
(1/53,-385/53)
(1/53,384/53)
(9/1717,4184/303)
(196249/3530531,5970746887/1564025233)
(121/11729,1268868/129019)
(40401/709549,533398328/142619349)
(121/11729,-1270199/129019)
(196249/3530531,-6057685194/1564025233)
(40401/709549,-541518929/142619349)
(1/23,-106/23)
(1/23,105/23)
#
# (a,b,c,d) = (1,4,4,13) and D = 4147:
#
(-681/215,182/215)
(287/335,36/335)
(-3/16,7/16)
(29/18,-77/234)
(6/19,7/19)
(800/249,-203/249)
(-343/297,130/297)
(1,0)
(2476/369,-643/369)
#
# (a,b,c,d) = (1037,0,1,0) and D = 4148:
#
#
# (a,b,c,d) = (1038,1,1,0) and D = 4151:
#
#
# (a,b,c,d) = (2,1,8,3) and D = 4152:
#
(1/2,-1)
#
# (a,b,c,d) = (1038,0,1,0) and D = 4152:
#
#
# (a,b,c,d) = (1039,1,1,0) and D = 4155:
#
#
# (a,b,c,d) = (2,1,7,5) and D = 4155:
#
#
# (a,b,c,d) = (1039,0,1,0) and D = 4156:
#
#
# (a,b,c,d) = (130,1,2,0) and D = 4156:
#
#
# (a,b,c,d) = (1040,1,1,0) and D = 4159:
#
#
# (a,b,c,d) = (1040,0,1,0) and D = 4160:
#
#
# (a,b,c,d) = (130,0,2,0) and D = 4160:
#
#
# (a,b,c,d) = (1041,1,1,0) and D = 4163:
#
#
# (a,b,c,d) = (1041,0,1,0) and D = 4164:
#
(1/13,34/13)
(4624/136825,-49584179/9304100)
(1/13,-34/13)
(4624/136825,49584179/9304100)
#
# (a,b,c,d) = (3,3,8,2) and D = 4164:
#
(-3/19,20/19)
(5/12,-11/12)
#
# (a,b,c,d) = (1042,1,1,0) and D = 4167:
#
#
# (a,b,c,d) = (3,1,6,-2) and D = 4168:
#
(59/443,-302/443)
(-11/39,-16/13)
(1/2,1/2)
(3799/5540,271/5540)
#
# (a,b,c,d) = (1042,0,1,0) and D = 4168:
#
(1/11,-17/11)
(1/11,17/11)
#
# (a,b,c,d) = (1043,1,1,0) and D = 4171:
#
#
# (a,b,c,d) = (1043,0,1,0) and D = 4172:
#
#
# (a,b,c,d) = (1,5,1,7) and D = 4172:
#
(32/197,99/197)
(1,0)
#
# (a,b,c,d) = (1,4,7,17) and D = 4175:
#
(8271/4537,-2083/4537)
(1,0)
(79/67,-9/67)
(324/121,-91/121)
(8/37,13/37)
#
# (a,b,c,d) = (1044,1,1,0) and D = 4175:
#
(49/1506,28606/5271)
(1/54,-22/3)
(1/54,395/54)
(49/1506,-19185/3514)
#
# (a,b,c,d) = (39,2,3,0) and D = 4176:
#
(7203/26125,1485644/3840375)
(3/22,-101/66)
(7203/26125,-2191538/3840375)
(3/22,95/66)
#
# (a,b,c,d) = (131,2,2,0) and D = 4176:
#
(4802/26125,-2073889/2560250)
(1/11,24/11)
(1/11,-25/11)
(4802/26125,1603293/2560250)
#
# (a,b,c,d) = (5,2,6,0) and D = 4176:
#
(3/11,23/33)
(14406/26125,-508897/1536150)
(3/11,-26/33)
(14406/26125,1132697/7680750)
#
# (a,b,c,d) = (1044,0,1,0) and D = 4176:
#
(1/22,-49/11)
(2401/26125,1838591/1280125)
(2401/26125,-1838591/1280125)
(1/22,49/11)
#
# (a,b,c,d) = (1045,1,1,0) and D = 4179:
#
(36/1465,55529/8790)
(36/1465,-11149/1758)
#
# (a,b,c,d) = (1045,0,1,0) and D = 4180:
#
#
# (a,b,c,d) = (1046,1,1,0) and D = 4183:
#
#
# (a,b,c,d) = (1046,0,1,0) and D = 4184:
#
(1/63,499/63)
(1/63,-499/63)
#
# (a,b,c,d) = (2,2,3,7) and D = 4184:
#
#
# (a,b,c,d) = (1047,1,1,0) and D = 4187:
#
#
# (a,b,c,d) = (131,1,2,0) and D = 4188:
#
#
# (a,b,c,d) = (1047,0,1,0) and D = 4188:
#
#
# (a,b,c,d) = (3,3,8,3) and D = 4191:
#
#
# (a,b,c,d) = (1048,1,1,0) and D = 4191:
#
#
# (a,b,c,d) = (1048,0,1,0) and D = 4192:
#
(1/314,2782/157)
(1/89,839/89)
(1/89,-839/89)
(484/89873,26940665/1977206)
(1225/15689,1391137/549115)
(9/166,-976/249)
(4/41,43/82)
(2601/38122,3039790/972111)
(1/314,-2782/157)
(9/166,976/249)
(81/1273,38807/11457)
(1/38,116/19)
(2601/38122,-3039790/972111)
(81/1273,-38807/11457)
(1/38,-116/19)
(4/41,-43/82)
(1225/15689,-1391137/549115)
(484/89873,-26940665/1977206)
(25/266,782/665)
(25/266,-782/665)
#
# (a,b,c,d) = (131,0,2,0) and D = 4192:
#
(1/157,-1391/157)
(1/157,1391/157)
(968/89873,-26940665/3954412)
(1/19,58/19)
(9/83,-488/249)
(162/1273,38807/22914)
(25/133,391/665)
(2/89,839/178)
(8/41,-43/164)
(8/41,43/164)
(162/1273,-38807/22914)
(9/83,488/249)
(25/133,-391/665)
(2601/19061,1519895/972111)
(968/89873,26940665/3954412)
(1/19,-58/19)
(2450/15689,-1391137/1098230)
(2601/19061,-1519895/972111)
(2450/15689,1391137/1098230)
(2/89,-839/178)
#
# (a,b,c,d) = (5,3,5,-1) and D = 4192:
#
(1/3,-2/3)
(305/648,227/648)
(1647099/2768555,-147508/553711)
(6031/8130,6773/1626)
(153/260,-1/52)
(-2569/198,-14599/198)
(122/331,211/331)
(2353/13584,-10781/13584)
(1/2,-1/2)
(9/22,47/22)
(554/1293,593/1293)
(0,-1)
(27/79,128/79)
(-91/508,-737/508)
(-7747/10056,-44473/10056)
(47313/78566,-14489/78566)
#
# (a,b,c,d) = (1,1,8,12) and D = 4192:
#
(1,-1/6)
(6121/1676,-13055/5028)
(-89/331,333/662)
(2005/33,-4292/99)
(2384639/2768555,909559/5537110)
(30901/39283,8206/39283)
(-101/79,155/158)
(79/130,37/130)
(-13/431,1147/2586)
(1,-1/2)
(-4639/1355,9974/4065)
(1,0)
(323/254,-207/254)
(2189/2264,-2107/6792)
(-19/11,14/11)
(13/108,133/324)
#
# (a,b,c,d) = (1049,1,1,0) and D = 4195:
#
#
# (a,b,c,d) = (1049,0,1,0) and D = 4196:
#
#
# (a,b,c,d) = (1050,1,1,0) and D = 4199:
#
#
# (a,b,c,d) = (3,7,6,6) and D = 4200:
#
(7/6,-1/2)
#
# (a,b,c,d) = (1050,0,1,0) and D = 4200:
#
#
# (a,b,c,d) = (1051,1,1,0) and D = 4203:
#
(1/27,136/27)
(1/27,-137/27)
#
# (a,b,c,d) = (39,1,3,0) and D = 4203:
#
(1/9,-46/27)
(1/9,5/3)
#
# (a,b,c,d) = (1051,0,1,0) and D = 4204:
#
#
# (a,b,c,d) = (2,0,8,1) and D = 4204:
#
(0,1)
(288/539,-229/539)
#
# (a,b,c,d) = (1052,1,1,0) and D = 4207:
#
#
# (a,b,c,d) = (1052,0,1,0) and D = 4208:
#
(169/7608,329881/49452)
(169/7608,-329881/49452)
(1/12,-13/6)
(1/12,13/6)
#
# (a,b,c,d) = (132,2,2,0) and D = 4208:
#
(169/3804,27307/8242)
(1/6,-7/6)
(169/3804,-166039/49452)
(1/6,1)
#
# (a,b,c,d) = (17,3,4,0) and D = 4208:
#
(169/1902,-42059/24726)
(1/3,-2/3)
(169/1902,161645/98904)
(1/3,5/12)
#
# (a,b,c,d) = (1053,1,1,0) and D = 4211:
#
#
# (a,b,c,d) = (39,0,3,0) and D = 4212:
#
#
# (a,b,c,d) = (3,0,3,4) and D = 4212:
#
(3371/3197,-15553/12788)
(-2,5/2)
#
# (a,b,c,d) = (1053,0,1,0) and D = 4212:
#
#
# (a,b,c,d) = (1054,1,1,0) and D = 4215:
#
(9/1396,-52165/4188)
(9/1396,26069/2094)
#
# (a,b,c,d) = (1054,0,1,0) and D = 4216:
#
#
# (a,b,c,d) = (5,7,9,4) and D = 4219:
#
#
# (a,b,c,d) = (1055,1,1,0) and D = 4219:
#
(1/35,204/35)
(1/35,-41/7)
(167281/1795955,178141711/146909119)
(167281/1795955,-959126484/734545595)
#
# (a,b,c,d) = (1055,0,1,0) and D = 4220:
#
(1/594,14477/594)
(1/24,113/24)
(25/426,-7799/2130)
(25/426,7799/2130)
(1/594,-14477/594)
(1/24,-113/24)
(12769/133584,13685953/15094992)
(12769/133584,-13685953/15094992)
#
# (a,b,c,d) = (132,1,2,0) and D = 4220:
#
(1/297,-2413/198)
(1/12,7/3)
(25/213,1279/710)
(1/12,-19/8)
(12769/66792,765191/1886874)
(1/297,329/27)
(25/213,-1981/1065)
(12769/66792,-229225/457424)
#
# (a,b,c,d) = (1,1,10,8) and D = 4220:
#
(171/188,91/752)
(0,1/2)
(4177/335,-10283/670)
(215/128,-261/128)
(-1/4,5/8)
(1,0)
#
# (a,b,c,d) = (1,5,2,8) and D = 4220:
#
(-10283/335,4177/670)
(-261/64,215/256)
(5/4,-1/8)
(91/376,171/376)
(1,0)
(0,1/2)
#
# (a,b,c,d) = (2,3,-2,5) and D = 4220:
#
(1/2,1/2)
(737/256,-307/256)
(-1/2,1/2)
(251/752,433/752)
(1446/67,-3053/335)
(-3/4,1/2)
#
# (a,b,c,d) = (1056,1,1,0) and D = 4223:
#
#
# (a,b,c,d) = (132,0,2,0) and D = 4224:
#
(18/1417,53333/8502)
(18/1417,-53333/8502)
#
# (a,b,c,d) = (1056,0,1,0) and D = 4224:
#
(9/1417,53333/4251)
(9/1417,-53333/4251)
#
# (a,b,c,d) = (1057,1,1,0) and D = 4227:
#
#
# (a,b,c,d) = (1057,0,1,0) and D = 4228:
#
#
# (a,b,c,d) = (2,3,5,8) and D = 4231:
#
(-846/1313,3331/5252)
(0,1/2)
(64/69,-43/138)
(2,-5/4)
#
# (a,b,c,d) = (1058,1,1,0) and D = 4231:
#
(19600/25030049,-5444642409/152356820)
(4/41,31/82)
(19600/25030049,125224031407/3504206860)
(4/41,-39/82)
#
# (a,b,c,d) = (5,6,7,4) and D = 4232:
#
(-3,4)
(1146/749,-2969/1498)
#
# (a,b,c,d) = (1058,0,1,0) and D = 4232:
#
#
# (a,b,c,d) = (1059,1,1,0) and D = 4235:
#
(64/1241,40163/9928)
(1/11,-17/11)
(1/99,328/33)
(1/11,16/11)
(64/1241,-40675/9928)
(1/99,-985/99)
#
# (a,b,c,d) = (1,3,11,0) and D = 4235:
#
(1,-3/11)
(1/9,8/9)
(704/1241,-48867/109208)
(704/1241,31971/109208)
(1/9,-91/99)
(1,0)
#
# (a,b,c,d) = (6,9,10,4) and D = 4236:
#
(11/16,-5/8)
#
# (a,b,c,d) = (1059,0,1,0) and D = 4236:
#
#
# (a,b,c,d) = (1,0,9,7) and D = 4239:
#
(1,0)
(1,-9/7)
#
# (a,b,c,d) = (40,3,3,0) and D = 4239:
#
(27/130,-263/234)
(27/130,536/585)
#
# (a,b,c,d) = (1060,1,1,0) and D = 4239:
#
(9/130,-1207/390)
(9/130,118/39)
#
# (a,b,c,d) = (133,2,2,0) and D = 4240:
#
#
# (a,b,c,d) = (1060,0,1,0) and D = 4240:
#
#
# (a,b,c,d) = (1,0,10,3) and D = 4243:
#
(1,-10/3)
(47282/8975,-158991/8975)
(1/2,-1/2)
(334/1007,457/1007)
(1,0)
(4/7,-3/7)
#
# (a,b,c,d) = (1061,1,1,0) and D = 4243:
#
(1/41,260/41)
(271441/3173687,3208233321/1653490927)
(1/31,-170/31)
(1/31,169/31)
(100/1081,-14729/10810)
(271441/3173687,-3349654082/1653490927)
(100/1081,13729/10810)
(1/41,-261/41)
#
# (a,b,c,d) = (1061,0,1,0) and D = 4244:
#
#
# (a,b,c,d) = (1062,1,1,0) and D = 4247:
#
#
# (a,b,c,d) = (1062,0,1,0) and D = 4248:
#
(25/271,-1819/1355)
(4/2257,107225/4514)
(4/2257,-107225/4514)
(25/271,1819/1355)
#
# (a,b,c,d) = (5,4,7,2) and D = 4248:
#
(11348619/395347283,300815794/395347283)
(-1/3,4/3)
(1/2,-3/4)
(-3/5,2)
#
# (a,b,c,d) = (1063,1,1,0) and D = 4251:
#
#
# (a,b,c,d) = (133,1,2,0) and D = 4252:
#
(1681/19684,-28383/12136)
(1681/19684,1853009/807044)
(1/7,10/7)
(1/7,-3/2)
#
# (a,b,c,d) = (1063,0,1,0) and D = 4252:
#
(1681/39368,7480957/1614088)
(1681/39368,-7480957/1614088)
(1/14,41/14)
(1/14,-41/14)
#
# (a,b,c,d) = (1064,1,1,0) and D = 4255:
#
(13456/25156001,-126172601007/2918096116)
(49/1304,-5739/1141)
(4/41,-33/82)
(36/6649,542015/39894)
(36/6649,-542231/39894)
(49/1304,45569/9128)
(1/26,64/13)
(1/26,-129/26)
(13456/25156001,126171040111/2918096116)
(4/41,25/82)
#
# (a,b,c,d) = (1,2,5,15) and D = 4255:
#
(-4096778/1806255,5196797/5418765)
(4901462/7848635,2150179/7848635)
(-1/17,7/17)
(-263/433,203/433)
(-11/5,14/15)
(397/331,-99/331)
(-229/11,280/33)
(868/407,-1009/1221)
(1,0)
#
# (a,b,c,d) = (1064,0,1,0) and D = 4256:
#
(289/3630,-74414/30855)
(289/3630,74414/30855)
#
# (a,b,c,d) = (133,0,2,0) and D = 4256:
#
(289/1815,37207/30855)
(289/1815,-37207/30855)
#
# (a,b,c,d) = (1065,1,1,0) and D = 4259:
#
#
# (a,b,c,d) = (1065,0,1,0) and D = 4260:
#
#
# (a,b,c,d) = (1066,1,1,0) and D = 4263:
#
#
# (a,b,c,d) = (4,5,7,0) and D = 4263:
#
#
# (a,b,c,d) = (1066,0,1,0) and D = 4264:
#
#
# (a,b,c,d) = (1067,1,1,0) and D = 4267:
#
#
# (a,b,c,d) = (1067,0,1,0) and D = 4268:
#
#
# (a,b,c,d) = (2,5,10,11) and D = 4268:
#
(-6/7,5/7)
#
# (a,b,c,d) = (1068,1,1,0) and D = 4271:
#
#
# (a,b,c,d) = (134,2,2,0) and D = 4272:
#
#
# (a,b,c,d) = (1068,0,1,0) and D = 4272:
#
#
# (a,b,c,d) = (1,5,7,15) and D = 4272:
#
(14/17,9/85)
(1,0)
#
# (a,b,c,d) = (1069,1,1,0) and D = 4275:
#
(9/385,7489/1155)
(9/385,-7516/1155)
#
# (a,b,c,d) = (9,3,5,0) and D = 4275:
#
(9/77,292/231)
(9/77,-1541/1155)
#
# (a,b,c,d) = (2,7,6,7) and D = 4276:
#
(-4055/3416,921/1708)
(541/324,-83/162)
(2/11,5/11)
(7500953/1689908,-1294103/844954)
#
# (a,b,c,d) = (1069,0,1,0) and D = 4276:
#
(1/17,-62/17)
(1/17,62/17)
#
# (a,b,c,d) = (1070,1,1,0) and D = 4279:
#
#
# (a,b,c,d) = (1070,0,1,0) and D = 4280:
#
(784/2809689,4709636317/78671292)
(1/111,1169/111)
(4/41,-21/82)
(169/2159,69993/28067)
(961/13439,-1215543/416609)
(961/13439,1215543/416609)
(169/2159,-69993/28067)
(4/41,21/82)
(1/111,-1169/111)
(784/2809689,-4709636317/78671292)
#
# (a,b,c,d) = (4,1,6,-1) and D = 4280:
#
(0,-1)
(2/5,3/5)
(13/22,2/11)
(-3/8,-5/2)
#
# (a,b,c,d) = (1071,1,1,0) and D = 4283:
#
(49/513,-353/399)
(9/259,580/111)
(484/4977,38051/109494)
(256/2793,2847/2128)
(136161/10568677,-4906286554/557120259)
(29584/1697577,-2208059659/291983244)
(136161/10568677,34293762469/3899841813)
(49/513,2834/3591)
(29584/1697577,104903391/13903964)
(256/2793,-63883/44688)
(49/1173,-38746/8211)
(484/4977,-773/1738)
(49/1173,753/161)
(9/259,-4087/777)
(1/21,30/7)
(1/21,-13/3)
#
# (a,b,c,d) = (5,1,5,2) and D = 4283:
#
(11/23,8/23)
(1/2,-3/4)
(-3,8)
(17/31,6/31)
(-1/5,1)
(10695/21293,-18419/21293)
(43/526,767/1052)
(545/1081,-723/1081)
#
# (a,b,c,d) = (1071,0,1,0) and D = 4284:
#
(1/1488,-19133/496)
(529/7200,154453/55200)
(1/15,16/5)
(1/18,23/6)
(1/16,55/16)
(1/3810,78391/1270)
(529/7200,-154453/55200)
(1/18,-23/6)
(1/16,-55/16)
(1/15,-16/5)
(1/1488,19133/496)
(1/3810,-78391/1270)
(1/10578,-362647/3526)
(1/10578,362647/3526)
#
# (a,b,c,d) = (6,5,6,0) and D = 4284:
#
(1/3,-7/9)
(2/5,11/30)
(1/635,39193/3810)
(529/1200,-26911/41400)
(1/1763,-30221/1763)
(1/635,-6533/635)
(3/8,5/12)
(529/1200,5201/18400)
(2/5,-7/10)
(1/3,1/2)
(1/248,797/124)
(1/248,-9569/1488)
(1/1763,181321/10578)
(3/8,-35/48)
#
# (a,b,c,d) = (40,2,3,0) and D = 4284:
#
(1/496,-3189/248)
(1/3526,60441/1763)
(1/1270,2613/127)
(1/5,-17/15)
(3/16,13/12)
(3/16,-29/24)
(1/6,-4/3)
(1/1270,-39196/1905)
(529/2400,71143/82800)
(1/3526,-181324/5289)
(1/496,4783/372)
(1/5,1)
(1/6,11/9)
(529/2400,-2777/2760)
#
# (a,b,c,d) = (134,1,2,0) and D = 4284:
#
(1/744,-7175/372)
(1/9,17/9)
(2/15,47/30)
(529/3600,56399/41400)
(1/5289,271985/5289)
(1/8,-7/4)
(2/15,-49/30)
(1/744,28699/1488)
(1/9,-35/18)
(1/1905,-117587/3810)
(529/3600,-237763/165600)
(1/8,27/16)
(1/1905,58793/1905)
(1/5289,-543971/10578)
#
# (a,b,c,d) = (5,1,6,0) and D = 4284:
#
(2/5,1/2)
(1/3,-2/3)
(1/1763,-90662/5289)
(529/1200,-2777/5520)
(1/1763,60441/3526)
(3/8,13/24)
(529/1200,71143/165600)
(1/635,-19598/1905)
(1/248,4783/744)
(1/248,-3189/496)
(1/635,2613/254)
(1/3,11/18)
(2/5,-17/30)
(3/8,-29/48)
#
# (a,b,c,d) = (1072,1,1,0) and D = 4287:
#
(1/58,220/29)
(16/169,629/676)
(4/1177,-40383/2354)
(81/1672,-8054/1881)
(1/28,-145/28)
(961/38704,-472909/74989)
(961/38704,7536753/1199824)
(289/35086,3283812/298231)
(81/1672,63703/15048)
(1/28,36/7)
(16/169,-693/676)
(1/58,-441/58)
(4/1177,40375/2354)
(289/35086,-6572537/596462)
#
# (a,b,c,d) = (1,2,9,15) and D = 4287:
#
(638/489,-307/489)
(-134/397,189/397)
(-7,4)
(-4124/5061,15587/25305)
(397/259,-207/259)
(-496/389,315/389)
(-7/73,31/73)
(631811/179557,-358457/179557)
(907/783,-1891/3915)
(1/3,1/3)
(-1861/987,5518/4935)
(1,0)
#
# (a,b,c,d) = (4,8,8,6) and D = 4288:
#
#
# (a,b,c,d) = (1072,0,1,0) and D = 4288:
#
#
# (a,b,c,d) = (134,0,2,0) and D = 4288:
#
#
# (a,b,c,d) = (17,2,4,0) and D = 4288:
#
#
# (a,b,c,d) = (1073,1,1,0) and D = 4291:
#
#
# (a,b,c,d) = (3,1,7,2) and D = 4291:
#
(1/3,1/2)
#
# (a,b,c,d) = (1073,0,1,0) and D = 4292:
#
#
# (a,b,c,d) = (4,1,6,2) and D = 4292:
#
(1,-3)
(-6805/15824,5997/3956)
#
# (a,b,c,d) = (1074,1,1,0) and D = 4295:
#
(1/36,-107/18)
(1/36,71/12)
#
# (a,b,c,d) = (3,4,3,5) and D = 4295:
#
(12106/3363,-41803/16815)
(-4/3,1)
(47/21,-32/21)
#
# (a,b,c,d) = (1074,0,1,0) and D = 4296:
#
#
# (a,b,c,d) = (3,1,5,4) and D = 4299:
#
(1/7,4/7)
(78731/121017,26407/161356)
(2/3,-1/2)
(4197/3133,-5879/3133)
#
# (a,b,c,d) = (1075,1,1,0) and D = 4299:
#
(4489/140335,10297605/1880489)
(4489/140335,-51788788/9402445)
(1/13,33/13)
(1/13,-34/13)
#
# (a,b,c,d) = (1,2,3,14) and D = 4300:
#
(-1/183,76/183)
(389/3173,8982/22211)
(25/17,-103/238)
(-1,1/2)
(5291/4203,-8864/29421)
(37/34,-9/68)
(-1727/591,1279/1182)
(128999/57311,-44622/57311)
(223/459,313/918)
(-5/3,2/3)
(1,0)
(131/16,-95/32)
(767/886,277/1772)
#
# (a,b,c,d) = (1,1,7,13) and D = 4300:
#
(84/83,-13/83)
(-3137/4147,33516/53911)
(-10/9,7/9)
(35/29,-18/29)
(-498/61,307/61)
(-3/121,52/121)
(-41/21,26/21)
(34/33,-13/33)
(-24/71,35/71)
(1,0)
(-591/263,4826/3419)
#
# (a,b,c,d) = (1075,0,1,0) and D = 4300:
#
(1/11,-16/11)
(1/359,-6802/359)
(16/401,7751/1604)
(16/401,-7751/1604)
(4/41,11/82)
(25/431,7954/2155)
(1/359,6802/359)
(1/59,452/59)
(817216/12624761,-37755640141/11412783944)
(1/11,16/11)
(25/431,-7954/2155)
(817216/12624761,37755640141/11412783944)
(1/59,-452/59)
(4/41,-11/82)
(676/91001,27445651/2366026)
(36/1081,34829/6486)
(36/1081,-34829/6486)
(676/91001,-27445651/2366026)
#
# (a,b,c,d) = (5,10,10,6) and D = 4300:
#
(20281/50933,12128/50933)
(-114901/71743,308624/215229)
(-1,1)
(131/157,-199/471)
(-28517/13317,74701/39951)
(-7,6)
(1657699715/628900007,-4215221464/1886700021)
(-125/191,156/191)
(26327/4681,-22529/4681)
(35/61,1/61)
(1771/2603,-402/2603)
(1,-2/3)
(29/81,68/243)
(-19121/7889,16599/7889)
#
# (a,b,c,d) = (1,2,10,14) and D = 4300:
#
(185/107,-117/107)
(-1400685/2213507,1335208/2213507)
(47/45,-7/45)
(51/43,-28/43)
(-116629/31455,77474/31455)
(-6709/13281,7385/13281)
(1039/295,-684/295)
(-87/59,61/59)
(-3,2)
(377/23445,9638/23445)
(1/3,1/3)
(65/3,-43/3)
(1,0)
#
# (a,b,c,d) = (1076,1,1,0) and D = 4303:
#
#
# (a,b,c,d) = (1076,0,1,0) and D = 4304:
#
#
# (a,b,c,d) = (135,2,2,0) and D = 4304:
#
#
# (a,b,c,d) = (1077,1,1,0) and D = 4307:
#
(16/2825433,-1583092415/3767244)
(4/41,-1/82)
(1860496/41979873,-86734573765/19086848924)
(16/1457,-55607/5828)
(4/57,-115/38)
(16/1457,55543/5828)
(4/57,337/114)
(1860496/41979873,257666004751/57260546772)
(16/2825433,4749277181/11301732)
(4/41,-7/82)
#
# (a,b,c,d) = (1,3,-1,10) and D = 4307:
#
(-1,2/5)
(1,0)
(9/13,4/13)
(-23/7,6/7)
(1782419/1047683,-385552/1047683)
#
# (a,b,c,d) = (1077,0,1,0) and D = 4308:
#
(9/133,-1252/399)
(9/133,1252/399)
#
# (a,b,c,d) = (2,1,6,6) and D = 4308:
#
(-181/1604,473/802)
(7/10,1/5)
(23/29,-5/29)
(1,-1)
(2813519/215660,-1572283/107830)
#
# (a,b,c,d) = (1078,1,1,0) and D = 4311:
#
(1/12,25/12)
(1/12,-13/6)
(289/13800,1610633/234600)
(289/13800,-807773/117300)
#
# (a,b,c,d) = (40,1,3,0) and D = 4311:
#
(1/4,2/3)
(1/4,-3/4)
(289/4600,13381/5865)
(289/4600,-180051/78200)
#
# (a,b,c,d) = (1078,0,1,0) and D = 4312:
#
#
# (a,b,c,d) = (1079,1,1,0) and D = 4315:
#
#
# (a,b,c,d) = (1079,0,1,0) and D = 4316:
#
(25921/267240,-17128259/43025640)
(25921/267240,17128259/43025640)
(1/30,161/30)
(1/30,-161/30)
#
# (a,b,c,d) = (135,1,2,0) and D = 4316:
#
(1/15,8/3)
(25921/133620,-1065077/4302564)
(1/15,-27/10)
(25921/133620,2159163/14341880)
#
# (a,b,c,d) = (1080,1,1,0) and D = 4319:
#
#
# (a,b,c,d) = (5,4,5,-1) and D = 4319:
#
(0,-1)
(333/565,-2/113)
#
# (a,b,c,d) = (1080,0,1,0) and D = 4320:
#
(9/94,104/141)
(9/94,-104/141)
#
# (a,b,c,d) = (135,0,2,0) and D = 4320:
#
(9/47,-52/141)
(9/47,52/141)
#
# (a,b,c,d) = (5,0,6,0) and D = 4320:
#
(27/47,-52/423)
(27/47,52/423)
#
# (a,b,c,d) = (4,6,6,5) and D = 4320:
#
(-1,1)
(11/16,-1/8)
#
# (a,b,c,d) = (40,0,3,0) and D = 4320:
#
(27/94,104/423)
(27/94,-104/423)
#
# (a,b,c,d) = (4,0,3,3) and D = 4320:
#
(5/8,-1/8)
(-1/2,1)
#
# (a,b,c,d) = (1081,1,1,0) and D = 4323:
#
#
# (a,b,c,d) = (1081,0,1,0) and D = 4324:
#
#
# (a,b,c,d) = (1082,1,1,0) and D = 4327:
#
#
# (a,b,c,d) = (1082,0,1,0) and D = 4328:
#
(1/1443,54815/1443)
(1/1443,-54815/1443)
#
# (a,b,c,d) = (1083,1,1,0) and D = 4331:
#
#
# (a,b,c,d) = (1083,0,1,0) and D = 4332:
#
(169/2071,-3182/1417)
(1/19,-4)
(900/18361,2323891/550830)
(4/817,1229/86)
(64/817,851/344)
(9/343,6290/1029)
(1/19,4)
(9/343,-6290/1029)
(64/817,-851/344)
(4/817,-1229/86)
(900/18361,-2323891/550830)
(169/2071,3182/1417)
(1424307600/16007694409,986237923451077/604130386995660)
(1424307600/16007694409,-986237923451077/604130386995660)
#
# (a,b,c,d) = (1,4,-1,8) and D = 4332:
#
(-1629/1639,602/1639)
(2/5,9/20)
(0,1/2)
(-90/53,91/212)
(13/9,-2/9)
(-229/123,56/123)
(-16/3,7/6)
(1,0)
#
# (a,b,c,d) = (1,8,19,0) and D = 4332:
#
(17100/18361,271891/10465770)
(1,-8/19)
(171/343,4238/19551)
(27061844400/16007694409,-5071493954075077/11478477352917540)
(64/43,-2899/6536)
(169/109,-5606/26923)
(171/343,-8342/19551)
(27061844400/16007694409,-3099018107172923/11478477352917540)
(169/109,-630/1417)
(4/43,63/86)
(1,0)
(64/43,-63/344)
(17100/18361,-4375891/10465770)
(4/43,-1261/1634)
#
# (a,b,c,d) = (1084,1,1,0) and D = 4335:
#
(529/5644,33259/32453)
(1/34,-98/17)
(1/34,195/34)
(529/5644,-145203/129812)
#
# (a,b,c,d) = (2,11,17,0) and D = 4335:
#
(1/2,3/17)
(1/2,-1/2)
(529/332,-3455/7636)
(529/332,-37551/64906)
#
# (a,b,c,d) = (136,2,2,0) and D = 4336:
#
(2/1445,3231/170)
(21025/129052,19569923/18712540)
(7921/41440,1030059/3688160)
(9/50,101/150)
(2/1445,-54931/2890)
(1/16,-45/16)
(1/22,36/11)
(1/22,-73/22)
(21025/129052,-5654637/4678135)
(7921/41440,-433757/922040)
(9/50,-64/75)
(1/16,11/4)
#
# (a,b,c,d) = (1084,0,1,0) and D = 4336:
#
(1/1445,-54929/1445)
(21025/258104,42188471/18712540)
(9/100,-229/150)
(1/32,-89/16)
(1/44,-145/22)
(7921/82880,-2765087/3688160)
(7921/82880,2765087/3688160)
(1/44,145/22)
(1/32,89/16)
(9/100,229/150)
(21025/258104,-42188471/18712540)
(1/1445,54929/1445)
#
# (a,b,c,d) = (17,1,4,0) and D = 4336:
#
(21025/64526,19569923/37425080)
(9/25,-32/75)
(1/8,-45/32)
(4/1445,-54931/5780)
(9/25,101/300)
(1/8,11/8)
(7921/20720,-433757/1844080)
(1/11,18/11)
(21025/64526,-5654637/9356270)
(1/11,-73/44)
(4/1445,3231/340)
(7921/20720,1030059/7376320)
#
# (a,b,c,d) = (1085,1,1,0) and D = 4339:
#
#
# (a,b,c,d) = (1085,0,1,0) and D = 4340:
#
#
# (a,b,c,d) = (1086,1,1,0) and D = 4343:
#
#
# (a,b,c,d) = (1086,0,1,0) and D = 4344:
#
#
# (a,b,c,d) = (1087,1,1,0) and D = 4347:
#
#
# (a,b,c,d) = (2,3,9,7) and D = 4347:
#
(1,-1)
(-1/47,25/47)
#
# (a,b,c,d) = (41,3,3,0) and D = 4347:
#
#
# (a,b,c,d) = (1087,0,1,0) and D = 4348:
#
(9/103,548/309)
(9/103,-548/309)
#
# (a,b,c,d) = (136,1,2,0) and D = 4348:
#
(18/103,521/618)
(18/103,-575/618)
#
# (a,b,c,d) = (1088,1,1,0) and D = 4351:
#
#
# (a,b,c,d) = (136,0,2,0) and D = 4352:
#
#
# (a,b,c,d) = (18,4,4,0) and D = 4352:
#
#
# (a,b,c,d) = (1088,0,1,0) and D = 4352:
#
#
# (a,b,c,d) = (17,0,4,0) and D = 4352:
#
#
# (a,b,c,d) = (1089,1,1,0) and D = 4355:
#
#
# (a,b,c,d) = (2,5,6,9) and D = 4356:
#
(271/244,-43/122)
(-2,1)
#
# (a,b,c,d) = (1089,0,1,0) and D = 4356:
#
#
# (a,b,c,d) = (1090,1,1,0) and D = 4359:
#
#
# (a,b,c,d) = (3,0,7,1) and D = 4359:
#
(0,1)
(441/767,-262/767)
#
# (a,b,c,d) = (1,2,11,12) and D = 4360:
#
(1,-1/4)
(1,-2/3)
(1,0)
(11521277/12372709,-18638566/37118127)
(158/71,-261/142)
#
# (a,b,c,d) = (1090,0,1,0) and D = 4360:
#
(4/89,-797/178)
(7569/93331,18447859/8119797)
(1/131,-1499/131)
(1/131,1499/131)
(7569/93331,-18447859/8119797)
(4/89,797/178)
#
# (a,b,c,d) = (1091,1,1,0) and D = 4363:
#
(1/6431,-515725/6431)
(169/1829,-30315/23777)
(1/11,15/11)
(1/101,1014/101)
(81/1537,-55603/13833)
(9/103,-559/309)
(961/110627,-36796984/3429437)
(169/1829,28118/23777)
(100/1121,17331/11210)
(9/103,532/309)
(1/101,-1015/101)
(1/11,-16/11)
(100/1121,-18331/11210)
(1/6431,515724/6431)
(81/1537,54874/13833)
(961/110627,36767193/3429437)
#
# (a,b,c,d) = (1,5,5,12) and D = 4363:
#
(-313483/138305,75771/138305)
(7517/3993,-4276/11979)
(-10/11,9/22)
(1/2,7/24)
(-2,1/2)
(-121/5,27/5)
(-701/707,859/2121)
(-67237/31613,16510/31613)
(199/187,-7/187)
(-8055073/791039,7195843/3164156)
(-17/9,13/27)
(199/349,90/349)
(1,0)
(68959/38497,-12697/38497)
#
# (a,b,c,d) = (1,1,9,11) and D = 4364:
#
(430/433,-67/433)
(148/109,-117/109)
(1,0)
(3847/3961,-2546/3961)
#
# (a,b,c,d) = (1091,0,1,0) and D = 4364:
#
(1/363,6916/363)
(1/363,-6916/363)
(1521/25063,-3450286/977457)
(1521/25063,3450286/977457)
#
# (a,b,c,d) = (1092,1,1,0) and D = 4367:
#
#
# (a,b,c,d) = (137,2,2,0) and D = 4368:
#
#
# (a,b,c,d) = (1092,0,1,0) and D = 4368:
#
#
# (a,b,c,d) = (1093,1,1,0) and D = 4371:
#
#
# (a,b,c,d) = (1093,0,1,0) and D = 4372:
#
#
# (a,b,c,d) = (1,4,-3,7) and D = 4375:
#
(1,0)
(5/17,9/17)
#
# (a,b,c,d) = (10,5,5,0) and D = 4375:
#
(45/214,-1669/1605)
(45/214,2663/3210)
#
# (a,b,c,d) = (1094,1,1,0) and D = 4375:
#
(9/214,-1507/321)
(9/214,2987/642)
#
# (a,b,c,d) = (1094,0,1,0) and D = 4376:
#
#
# (a,b,c,d) = (1095,1,1,0) and D = 4379:
#
#
# (a,b,c,d) = (1095,0,1,0) and D = 4380:
#
#
# (a,b,c,d) = (137,1,2,0) and D = 4380:
#
#
# (a,b,c,d) = (1096,1,1,0) and D = 4383:
#
#
# (a,b,c,d) = (137,0,2,0) and D = 4384:
#
(9/14795,1272499/44385)
(1/25,-88/25)
(2/65,-523/130)
(25/187,-1483/935)
(2/65,523/130)
(25/187,1483/935)
(1/25,88/25)
(9/14795,-1272499/44385)
#
# (a,b,c,d) = (1,4,6,16) and D = 4384:
#
(2,-1/2)
(1/3,1/3)
(-140113/15471,39248/15471)
(46/43,-9/172)
(1,0)
(-3299/111,7385/888)
#
# (a,b,c,d) = (2,3,8,8) and D = 4384:
#
(-1,1)
(-9/86,23/43)
(2/3,1/6)
(0,1/2)
(78496/15471,-140113/30942)
(7385/444,-3299/222)
#
# (a,b,c,d) = (1096,0,1,0) and D = 4384:
#
(1/50,-176/25)
(9/29590,2544998/44385)
(1/65,-523/65)
(25/374,-2966/935)
(9/29590,-2544998/44385)
(1/50,176/25)
(1/65,523/65)
(25/374,2966/935)
#
# (a,b,c,d) = (1097,1,1,0) and D = 4387:
#
#
# (a,b,c,d) = (1097,0,1,0) and D = 4388:
#
(33223696/349377537,1554545530369/2013812123268)
(25/1421,-53406/7105)
(25/1421,53406/7105)
(1/521,11892/521)
(33223696/349377537,-1554545530369/2013812123268)
(1/521,-11892/521)
(4/129,-1441/258)
(4/129,1441/258)
#
# (a,b,c,d) = (1,3,8,18) and D = 4388:
#
(1,0)
(17/12,-5/12)
(121/67,-42/67)
(5/6,7/54)
#
# (a,b,c,d) = (1098,1,1,0) and D = 4391:
#
(361/3750,-12147/23750)
(361/3750,14791/35625)
#
# (a,b,c,d) = (1098,0,1,0) and D = 4392:
#
(4/57,-113/38)
(4/57,113/38)
#
# (a,b,c,d) = (41,2,3,0) and D = 4392:
#
(4/19,-121/114)
(4/19,35/38)
#
# (a,b,c,d) = (1099,1,1,0) and D = 4395:
#
#
# (a,b,c,d) = (1099,0,1,0) and D = 4396:
#
#
# (a,b,c,d) = (3,8,9,8) and D = 4396:
#
(0,1/2)
(-74/27,55/36)
#
# (a,b,c,d) = (1100,1,1,0) and D = 4399:
#
(529/5522,-80763/127006)
(529/5522,3118/5773)
#
# (a,b,c,d) = (138,2,2,0) and D = 4400:
#
(8/81,-695/324)
(8/81,221/108)
#
# (a,b,c,d) = (1100,0,1,0) and D = 4400:
#
(4/81,679/162)
(4/81,-679/162)
#
# (a,b,c,d) = (2,6,10,0) and D = 4400:
#
(40/81,-919/1620)
(40/81,439/1620)
#
# (a,b,c,d) = (9,2,5,0) and D = 4400:
#
(20/81,71/90)
(20/81,-719/810)
#
# (a,b,c,d) = (1101,1,1,0) and D = 4403:
#
#
# (a,b,c,d) = (1101,0,1,0) and D = 4404:
#
#
# (a,b,c,d) = (1102,1,1,0) and D = 4407:
#
#
# (a,b,c,d) = (1102,0,1,0) and D = 4408:
#
#
# (a,b,c,d) = (1103,1,1,0) and D = 4411:
#
(1/47,320/47)
(1/47,-321/47)
#
# (a,b,c,d) = (2,1,7,-3) and D = 4411:
#
(-2909/5633,-8247/5633)
(1/2,1)
(-4/3,-31/9)
(4841/22828,-6427/11414)
#
# (a,b,c,d) = (1103,0,1,0) and D = 4412:
#
(1/12,25/12)
(1/12,-25/12)
#
# (a,b,c,d) = (138,1,2,0) and D = 4412:
#
(1/6,-13/12)
(1/6,1)
#
# (a,b,c,d) = (1104,1,1,0) and D = 4415:
#
(1/14,-41/14)
(6889/236684,28320884/4911193)
(25281/302806,48821116/24073077)
(25281/302806,-101661911/48146154)
(6889/236684,-113855323/19644772)
(1/14,20/7)
#
# (a,b,c,d) = (4,1,5,-2) and D = 4415:
#
(-1597/2036,-1199/509)
(1/4,-5/8)
(311/290,446/145)
(94316721911/156489627740,24663207967/156489627740)
(1/2,1/2)
#
# (a,b,c,d) = (138,0,2,0) and D = 4416:
#
#
# (a,b,c,d) = (1104,0,1,0) and D = 4416:
#
#
# (a,b,c,d) = (41,1,3,0) and D = 4419:
#
(3/25,-122/75)
(3/25,119/75)
#
# (a,b,c,d) = (1105,1,1,0) and D = 4419:
#
(1/25,-121/25)
(1/25,24/5)
#
# (a,b,c,d) = (1105,0,1,0) and D = 4420:
#
#
# (a,b,c,d) = (5,1,6,1) and D = 4423:
#
(0,1)
(50626/97337,-291759/97337)
(11/19,-3/19)
(751/1739,723/1739)
(9/25,-4/5)
(-1,6)
#
# (a,b,c,d) = (1106,1,1,0) and D = 4423:
#
(62001/863512,304497517/107507244)
(1/52,373/52)
(121/1918,-5147/1507)
(121/1918,70727/21098)
(1/52,-187/26)
(62001/863512,-624433283/215014488)
(9/94,-85/141)
(9/94,143/282)
#
# (a,b,c,d) = (1106,0,1,0) and D = 4424:
#
(100/12441,1387261/124410)
(1/11,15/11)
(34969/496059,273447665/92763033)
(34969/496059,-273447665/92763033)
(1/11,-15/11)
(100/12441,-1387261/124410)
#
# (a,b,c,d) = (2,1,8,-1) and D = 4424:
#
(0,-1)
(7/10,1/5)
(481/1120,283/560)
(603/1150,229/575)
#
# (a,b,c,d) = (1107,1,1,0) and D = 4427:
#
(100/1809,2551/670)
(100/1809,-69877/18090)
#
# (a,b,c,d) = (1107,0,1,0) and D = 4428:
#
(1/43,-280/43)
(313600/3799609,-4551274477/2127781040)
(1/43,280/43)
(313600/3799609,4551274477/2127781040)
#
# (a,b,c,d) = (3,3,3,5) and D = 4428:
#
#
# (a,b,c,d) = (4,6,9,5) and D = 4428:
#
#
# (a,b,c,d) = (41,0,3,0) and D = 4428:
#
(3/43,-280/129)
(3/43,280/129)
(940800/3799609,-4551274477/6383343120)
(940800/3799609,4551274477/6383343120)
#
# (a,b,c,d) = (2,0,6,5) and D = 4428:
#
#
# (a,b,c,d) = (1,6,6,10) and D = 4428:
#
(1/7,3/7)
(1,0)
#
# (a,b,c,d) = (2,4,6,9) and D = 4428:
#
(4/7,5/21)
(1,-1/3)
#
# (a,b,c,d) = (3,6,7,7) and D = 4431:
#
(3,-2)
#
# (a,b,c,d) = (1108,1,1,0) and D = 4431:
#
#
# (a,b,c,d) = (1,0,10,4) and D = 4432:
#
(1,-5/2)
(3/5,-7/5)
(115/118,-21/236)
(-5/21,19/21)
(493/1000,741/2000)
(1,0)
#
# (a,b,c,d) = (1108,0,1,0) and D = 4432:
#
(25/286,-1233/715)
(25/286,1233/715)
(1/1118,-18691/559)
(1/13,33/13)
(1/1118,18691/559)
(1/13,-33/13)
#
# (a,b,c,d) = (139,2,2,0) and D = 4432:
#
(1/559,-9346/559)
(25/143,-679/715)
(2/13,-35/26)
(1/559,9345/559)
(25/143,554/715)
(2/13,31/26)
#
# (a,b,c,d) = (4,1,2,-3) and D = 4432:
#
(47/118,-34/59)
(-2,-3)
(617/1000,31/250)
(1/2,-1/2)
(-11/10,-17/10)
(11/14,43/42)
#
# (a,b,c,d) = (1109,1,1,0) and D = 4435:
#
#
# (a,b,c,d) = (1109,0,1,0) and D = 4436:
#
(49/1593,-62546/11151)
(49/1593,62546/11151)
#
# (a,b,c,d) = (1110,1,1,0) and D = 4439:
#
#
# (a,b,c,d) = (1110,0,1,0) and D = 4440:
#
#
# (a,b,c,d) = (1111,1,1,0) and D = 4443:
#
#
# (a,b,c,d) = (1111,0,1,0) and D = 4444:
#
(1/20,-83/20)
(1/20,83/20)
(1849/20054,-1020755/862322)
(1849/20054,1020755/862322)
#
# (a,b,c,d) = (139,1,2,0) and D = 4444:
#
(1849/10027,-550131/862322)
(1/10,-21/10)
(1849/10027,235312/431161)
(1/10,41/20)
#
# (a,b,c,d) = (1112,1,1,0) and D = 4447:
#
#
# (a,b,c,d) = (139,0,2,0) and D = 4448:
#
#
# (a,b,c,d) = (1112,0,1,0) and D = 4448:
#
#
# (a,b,c,d) = (1113,1,1,0) and D = 4451:
#
#
# (a,b,c,d) = (1113,0,1,0) and D = 4452:
#
#
# (a,b,c,d) = (1114,1,1,0) and D = 4455:
#
(1/166,-2139/166)
(1/166,1069/83)
#
# (a,b,c,d) = (42,3,3,0) and D = 4455:
#
(3/166,1067/249)
(3/166,-2143/498)
#
# (a,b,c,d) = (1,3,0,11) and D = 4455:
#
(1,0)
(10/13,3/13)
(452143/332449,-81201/332449)
#
# (a,b,c,d) = (1114,0,1,0) and D = 4456:
#
#
# (a,b,c,d) = (5,7,7,0) and D = 4459:
#
#
# (a,b,c,d) = (1115,1,1,0) and D = 4459:
#
#
# (a,b,c,d) = (3,1,5,-3) and D = 4460:
#
(1,2)
(-61/159,-166/159)
#
# (a,b,c,d) = (1115,0,1,0) and D = 4460:
#
#
# (a,b,c,d) = (1116,1,1,0) and D = 4463:
#
(961/11418,-120138/58993)
(961/11418,691037/353958)
#
# (a,b,c,d) = (140,2,2,0) and D = 4464:
#
(8/49,-33/28)
(8/49,199/196)
#
# (a,b,c,d) = (1116,0,1,0) and D = 4464:
#
(4/49,215/98)
(4/49,-215/98)
#
# (a,b,c,d) = (2,2,8,6) and D = 4464:
#
#
# (a,b,c,d) = (18,3,4,0) and D = 4464:
#
(16/49,-263/392)
(16/49,167/392)
#
# (a,b,c,d) = (1117,1,1,0) and D = 4467:
#
#
# (a,b,c,d) = (1,4,2,11) and D = 4467:
#
(1,0)
(233/353,90/353)
#
# (a,b,c,d) = (1117,0,1,0) and D = 4468:
#
#
# (a,b,c,d) = (1118,1,1,0) and D = 4471:
#
#
# (a,b,c,d) = (2,0,7,4) and D = 4472:
#
(15/19,1/19)
#
# (a,b,c,d) = (1118,0,1,0) and D = 4472:
#
#
# (a,b,c,d) = (9,1,5,0) and D = 4475:
#
(361/1479,-24410/28101)
(1/3,-2/3)
(1/3,3/5)
(361/1479,38397/46835)
#
# (a,b,c,d) = (1119,1,1,0) and D = 4475:
#
(361/7395,-198844/46835)
(361/7395,589673/140505)
(1/15,47/15)
(1/15,-16/5)
#
# (a,b,c,d) = (1119,0,1,0) and D = 4476:
#
#
# (a,b,c,d) = (140,1,2,0) and D = 4476:
#
#
# (a,b,c,d) = (1120,1,1,0) and D = 4479:
#
#
# (a,b,c,d) = (140,0,2,0) and D = 4480:
#
(13778/192089,81985133/31886774)
(13778/192089,-81985133/31886774)
#
# (a,b,c,d) = (1120,0,1,0) and D = 4480:
#
(6889/192089,81985133/15943387)
(6889/192089,-81985133/15943387)
#
# (a,b,c,d) = (1,5,-1,6) and D = 4483:
#
(37/457,252/457)
(-35/4,13/8)
(1,0)
(-1,1/3)
(-539/1090,949/2180)
#
# (a,b,c,d) = (1121,1,1,0) and D = 4483:
#
(1/11,14/11)
(1/11,-15/11)
#
# (a,b,c,d) = (1121,0,1,0) and D = 4484:
#
#
# (a,b,c,d) = (1122,1,1,0) and D = 4487:
#
(49/596,-9101/4172)
(169/9486,-54239/7254)
(12321/171802,-27603409/9535011)
(4/137,1577/274)
(4/137,-1585/274)
(12321/171802,3167011/1121766)
(169/9486,153311/20553)
(49/596,4379/2086)
#
# (a,b,c,d) = (5,4,7,1) and D = 4487:
#
(0,1)
(7/23,-26/23)
(2,-13)
#
# (a,b,c,d) = (1122,0,1,0) and D = 4488:
#
#
# (a,b,c,d) = (1123,1,1,0) and D = 4491:
#
(1/109,1137/109)
(1/109,-1138/109)
#
# (a,b,c,d) = (1,4,0,9) and D = 4491:
#
(230/133,-43/133)
(1,0)
(5465/8274,2371/8274)
(-857/10686,5117/10686)
(179/371,144/371)
#
# (a,b,c,d) = (2,4,10,9) and D = 4492:
#
(544/611,-229/611)
(-1,1)
#
# (a,b,c,d) = (1123,0,1,0) and D = 4492:
#
(11025/116071,7670494/12187455)
(11025/116071,-7670494/12187455)
#
# (a,b,c,d) = (1124,1,1,0) and D = 4495:
#
#
# (a,b,c,d) = (1124,0,1,0) and D = 4496:
#
#
# (a,b,c,d) = (141,2,2,0) and D = 4496:
#
#
# (a,b,c,d) = (1125,1,1,0) and D = 4499:
#
#
# (a,b,c,d) = (9,0,5,0) and D = 4500:
#
(1/9,-4/3)
(320/801,-4933/10680)
(1/9,4/3)
(320/801,4933/10680)
#
# (a,b,c,d) = (1125,0,1,0) and D = 4500:
#
(64/801,4933/2136)
(1/45,-20/3)
(64/801,-4933/2136)
(1/45,20/3)
#
# (a,b,c,d) = (42,2,3,0) and D = 4500:
#
(1/15,-101/45)
(1/15,11/5)
(64/267,-605/712)
(64/267,4421/6408)
#
# (a,b,c,d) = (2,10,15,0) and D = 4500:
#
(1/3,-5/9)
(320/267,-5911/10680)
(320/267,-7867/32040)
(1/3,1/3)
#
# (a,b,c,d) = (1,1,10,9) and D = 4503:
#
(242/155,-261/155)
(1,-1/9)
(-667/1745,1161/1745)
(-125/541,314/541)
(107/20207,9675/20207)
(-269/2491,1304/2491)
(393/443,-1106/1329)
(1,0)
(453/449,-73/1347)
(1,-1)
#
# (a,b,c,d) = (1126,1,1,0) and D = 4503:
#
(81/1258,-18841/5661)
(1/16,27/8)
(1/712,-18999/712)
(4/73,-567/146)
(36/96073,-29778553/576438)
(36/96073,29778337/576438)
(4/73,559/146)
(1/712,9499/356)
(64/1369,-47907/10952)
(64/1369,47395/10952)
(5625/142126,-25944187/5329725)
(81/1258,36953/11322)
(1/16,-55/16)
(5625/142126,51466499/10659450)
#
# (a,b,c,d) = (1126,0,1,0) and D = 4504:
#
#
# (a,b,c,d) = (1127,1,1,0) and D = 4507:
#
(100/1169,21197/11690)
(100/1169,-3171/1670)
#
# (a,b,c,d) = (1127,0,1,0) and D = 4508:
#
#
# (a,b,c,d) = (141,1,2,0) and D = 4508:
#
#
# (a,b,c,d) = (1128,1,1,0) and D = 4511:
#
(1/12,2)
(100/1161,6803/3870)
(100/1161,-21409/11610)
(2401/129000,-46222441/6321000)
(2401/129000,1921033/263375)
(1/12,-25/12)
#
# (a,b,c,d) = (1,5,8,17) and D = 4511:
#
(-4,1)
(1,0)
(334/349,9/349)
(-27/23,10/23)
#
# (a,b,c,d) = (141,0,2,0) and D = 4512:
#
#
# (a,b,c,d) = (1128,0,1,0) and D = 4512:
#
#
# (a,b,c,d) = (1129,1,1,0) and D = 4515:
#
#
# (a,b,c,d) = (1129,0,1,0) and D = 4516:
#
#
# (a,b,c,d) = (1130,1,1,0) and D = 4519:
#
#
# (a,b,c,d) = (1130,0,1,0) and D = 4520:
#
#
# (a,b,c,d) = (1131,1,1,0) and D = 4523:
#
(1681/26367,-3634412/1081047)
(1681/26367,1188497/360349)
(1/17,-62/17)
(1/17,61/17)
#
# (a,b,c,d) = (3,5,5,6) and D = 4523:
#
(23/147,73/147)
(-17/9,4/3)
(-188176456445/95633519667,132362896697/95633519667)
(1,-1/2)
(7/50,151/300)
#
# (a,b,c,d) = (3,4,6,6) and D = 4524:
#
(-1,1)
(419/541,-131/541)
#
# (a,b,c,d) = (1131,0,1,0) and D = 4524:
#
(9216/96073,-1206971/9223008)
(9216/96073,1206971/9223008)
#
# (a,b,c,d) = (1132,1,1,0) and D = 4527:
#
(9/112,-775/336)
(9/112,187/84)
#
# (a,b,c,d) = (42,1,3,0) and D = 4527:
#
(27/112,103/144)
(27/112,-401/504)
#
# (a,b,c,d) = (2,0,8,2) and D = 4528:
#
(557/724,-89/724)
(1/2,-1/2)
#
# (a,b,c,d) = (1,4,1,10) and D = 4528:
#
(103/181,117/362)
(1,0)
#
# (a,b,c,d) = (1132,0,1,0) and D = 4528:
#
#
# (a,b,c,d) = (142,2,2,0) and D = 4528:
#
#
# (a,b,c,d) = (1133,1,1,0) and D = 4531:
#
(1/29,152/29)
(73441/1072115,79570593/26413015)
(4/1513,58847/3026)
(73441/1072115,-895179034/290543165)
(1/29,-153/29)
(6157227024/582352466905,40351433947773097/4154184852100140)
(1/55,406/55)
(4/1513,-58855/3026)
(6157227024/582352466905,-444348918715623299/45696033373101540)
(1/55,-37/5)
#
# (a,b,c,d) = (1,3,1,12) and D = 4531:
#
(1/7,3/7)
(-3143447/589849,869097/589849)
(2,-1/2)
(2167/529,-2361/2116)
(-14719/6783,12961/20349)
(1,0)
(11/13,2/13)
#
# (a,b,c,d) = (1133,0,1,0) and D = 4532:
#
#
# (a,b,c,d) = (1134,1,1,0) and D = 4535:
#
#
# (a,b,c,d) = (2,4,9,0) and D = 4536:
#
#
# (a,b,c,d) = (42,0,3,0) and D = 4536:
#
#
# (a,b,c,d) = (1134,0,1,0) and D = 4536:
#
#
# (a,b,c,d) = (2,3,0,6) and D = 4536:
#
#
# (a,b,c,d) = (1135,1,1,0) and D = 4539:
#
(36/1441,54107/8646)
(36/1441,-54323/8646)
#
# (a,b,c,d) = (142,1,2,0) and D = 4540:
#
(2/11,13/22)
(1568/114521,-38769891/6413176)
(1568/114521,38725987/6413176)
(2/11,-15/22)
#
# (a,b,c,d) = (1135,0,1,0) and D = 4540:
#
(1/11,14/11)
(784/114521,-38747939/3206588)
(1/11,-14/11)
(784/114521,38747939/3206588)
#
# (a,b,c,d) = (1136,1,1,0) and D = 4543:
#
(25/1556,61171/7780)
(25/1556,-15324/1945)
#
# (a,b,c,d) = (142,0,2,0) and D = 4544:
#
(1/48,-235/48)
(1/48,235/48)
#
# (a,b,c,d) = (1136,0,1,0) and D = 4544:
#
(1/96,-235/24)
(1/96,235/24)
#
# (a,b,c,d) = (18,2,4,0) and D = 4544:
#
(1/24,-59/24)
(1/24,39/16)
#
# (a,b,c,d) = (3,5,8,0) and D = 4544:
#
(1/12,-5/4)
(1/12,115/96)
#
# (a,b,c,d) = (1137,1,1,0) and D = 4547:
#
#
# (a,b,c,d) = (1137,0,1,0) and D = 4548:
#
#
# (a,b,c,d) = (1138,1,1,0) and D = 4551:
#
#
# (a,b,c,d) = (1138,0,1,0) and D = 4552:
#
#
# (a,b,c,d) = (2,4,1,6) and D = 4552:
#
(-7,3)
#
# (a,b,c,d) = (2,5,9,11) and D = 4555:
#
(1/3,1/3)
(-40897/11373,23741/11373)
(-17/13,11/13)
(-19/103,51/103)
(25819775/28103309,-4998971/28103309)
#
# (a,b,c,d) = (1139,1,1,0) and D = 4555:
#
(16/329,5531/1316)
(100/16121,-2047081/161210)
(16/329,-5595/1316)
(100/16121,2046081/161210)
#
# (a,b,c,d) = (2,2,2,7) and D = 4556:
#
(5,-3)
(-114703/46225,69981/46225)
#
# (a,b,c,d) = (1139,0,1,0) and D = 4556:
#
#
# (a,b,c,d) = (1,3,2,13) and D = 4559:
#
(-2/7,3/7)
(12/13,1/13)
(-21635/31031,13073/31031)
(7,-2)
(1,0)
(3217/43,-921/43)
#
# (a,b,c,d) = (1140,1,1,0) and D = 4559:
#
(18769/269100,-36868711/12288900)
(4/89,-799/178)
(1/1520,-3119/80)
(1/1520,2963/76)
(1/18,-23/6)
(18769/269100,5401739/1843335)
(4/89,791/178)
(289/3620,-7181/3077)
(289/3620,138707/61540)
(1/18,34/9)
#
# (a,b,c,d) = (143,2,2,0) and D = 4560:
#
#
# (a,b,c,d) = (1140,0,1,0) and D = 4560:
#
#
# (a,b,c,d) = (1141,1,1,0) and D = 4563:
#
(1/13,32/13)
(1/13,-33/13)
(25/871,25294/4355)
(25/871,-25419/4355)
#
# (a,b,c,d) = (7,33,39,0) and D = 4563:
#
(75/67,-626/1005)
(3,-47/39)
(3,-4/3)
(75/67,-4237/13065)
#
# (a,b,c,d) = (1,3,3,14) and D = 4563:
#
(383/2513,1005/2513)
(1,0)
(-5/7,3/7)
(-5,3/2)
(1759/694,-1005/1388)
#
# (a,b,c,d) = (1,5,13,0) and D = 4563:
#
(1,0)
(1,-5/13)
(25/67,126/335)
(25/67,-2263/4355)
#
# (a,b,c,d) = (43,3,3,0) and D = 4563:
#
(3/13,28/39)
(3/13,-37/39)
(75/871,24794/13065)
(75/871,-25919/13065)
#
# (a,b,c,d) = (1141,0,1,0) and D = 4564:
#
(4/65,-449/130)
(4/65,449/130)
#
# (a,b,c,d) = (2,3,2,7) and D = 4564:
#
(96/157,43/157)
(2,-1)
(-3859/4408,1345/2204)
#
# (a,b,c,d) = (1142,1,1,0) and D = 4567:
#
(1/22,-49/11)
(1/22,97/22)
(4225/48356,5055129/3143140)
(625/11144,521739/139300)
(4225/48356,-2664877/1571570)
(625/11144,-1059103/278600)
#
# (a,b,c,d) = (1,3,4,15) and D = 4567:
#
(-7/31,13/31)
(14/3,-13/9)
(-71/1909,780/1909)
(14/13,-1/13)
(3131/281,-975/281)
(1,0)
#
# (a,b,c,d) = (1,2,7,16) and D = 4568:
#
(-183453/136867,95830/136867)
(311/391,70/391)
(212/161,-153/322)
(-18659/26243,214933/419888)
(1,0)
(-236/1037,889/2074)
(2,-7/8)
#
# (a,b,c,d) = (1142,0,1,0) and D = 4568:
#
(1/23,105/23)
(4900/54441,-5195989/3810870)
(1/23,-105/23)
(4900/54441,5195989/3810870)
#
# (a,b,c,d) = (1143,1,1,0) and D = 4571:
#
(64/1353,46405/10824)
(64/1353,-15639/3608)
#
# (a,b,c,d) = (143,1,2,0) and D = 4572:
#
(9/68,-331/204)
(9/68,635/408)
#
# (a,b,c,d) = (1143,0,1,0) and D = 4572:
#
(9/136,1297/408)
(9/136,-1297/408)
#
# (a,b,c,d) = (1144,1,1,0) and D = 4575:
#
#
# (a,b,c,d) = (3,4,9,3) and D = 4575:
#
#
# (a,b,c,d) = (4,4,7,4) and D = 4576:
#
(11/17,-1/17)
(-75/202,89/101)
(2/3,-1/6)
(1115/278,-849/139)
(-1/2,1)
(31/37,-41/37)
(392846/403019,-1106283/806038)
#
# (a,b,c,d) = (143,0,2,0) and D = 4576:
#
(49/305,2403/2135)
(722/11977,1290063/455126)
(722/11977,-1290063/455126)
(49/305,-2403/2135)
(1/7,10/7)
(1/7,-10/7)
(2/1897,-82623/3794)
(2/1897,82623/3794)
#
# (a,b,c,d) = (1144,0,1,0) and D = 4576:
#
(361/11977,-1290063/227563)
(1/1897,82623/1897)
(49/610,4806/2135)
(1/14,-20/7)
(1/1897,-82623/1897)
(361/11977,1290063/227563)
(1/14,20/7)
(49/610,-4806/2135)
#
# (a,b,c,d) = (4,2,6,-1) and D = 4576:
#
(7/12,1/6)
(21/34,1/17)
(0,-1)
(21/74,41/37)
(133/139,849/139)
(7/101,-89/101)
(465101/1612076,1106283/806038)
#
# (a,b,c,d) = (1145,1,1,0) and D = 4579:
#
#
# (a,b,c,d) = (1145,0,1,0) and D = 4580:
#
#
# (a,b,c,d) = (1,4,9,20) and D = 4580:
#
(119/86,-99/344)
(1,0)
#
# (a,b,c,d) = (1146,1,1,0) and D = 4583:
#
#
# (a,b,c,d) = (1146,0,1,0) and D = 4584:
#
(81/1771,-70325/15939)
(81/1771,70325/15939)
#
# (a,b,c,d) = (1147,1,1,0) and D = 4587:
#
(3025/57181,-12541921/3144955)
(3025/57181,12375546/3144955)
(1/37,6)
(1/37,-223/37)
#
# (a,b,c,d) = (1,2,4,15) and D = 4587:
#
(397/349,-72/349)
(1,0)
(7/34,13/34)
(632/137,-715/411)
(992/559,-1021/1677)
#
# (a,b,c,d) = (1147,0,1,0) and D = 4588:
#
(25/299,-2968/1495)
(4/377,7315/754)
(4/377,-7315/754)
(25/299,2968/1495)
#
# (a,b,c,d) = (3,4,9,4) and D = 4588:
#
(-1/5,4/5)
(-1,2)
(997/1535,-6077/6140)
(54781/75310,-31621/301240)
(2/3,-1/2)
(29478622/43045573,1578307/86091146)
#
# (a,b,c,d) = (1148,1,1,0) and D = 4591:
#
#
# (a,b,c,d) = (1148,0,1,0) and D = 4592:
#
(1/72,305/36)
(1/72,-305/36)
(93025/1720944,-1021357439/262443960)
(93025/1720944,1021357439/262443960)
#
# (a,b,c,d) = (144,2,2,0) and D = 4592:
#
(93025/860472,-65608129/32805495)
(1/36,38/9)
(1/36,-17/4)
(93025/860472,55165823/29160440)
#
# (a,b,c,d) = (18,1,4,0) and D = 4592:
#
(1/18,-17/8)
(1/18,19/9)
(93025/430236,55165823/58320880)
(93025/430236,-65608129/65610990)
#
# (a,b,c,d) = (1,3,5,16) and D = 4595:
#
(-4/5,9/20)
(15/13,-2/13)
(101526/286315,776633/2290520)
(-3,1)
(9908/14579,6669/29158)
(-60/47,49/94)
(1,0)
#
# (a,b,c,d) = (1149,1,1,0) and D = 4595:
#
(81/12859,-1458334/115731)
(1/11,13/11)
(4/1529,59783/3058)
(1/11,-14/11)
(4/1529,-59791/3058)
(81/12859,1457605/115731)
(9/121,953/363)
(9/121,-980/363)
#
# (a,b,c,d) = (1149,0,1,0) and D = 4596:
#
#
# (a,b,c,d) = (1150,1,1,0) and D = 4599:
#
#
# (a,b,c,d) = (10,4,5,0) and D = 4600:
#
#
# (a,b,c,d) = (1150,0,1,0) and D = 4600:
#
#
# (a,b,c,d) = (1151,1,1,0) and D = 4603:
#
#
# (a,b,c,d) = (1151,0,1,0) and D = 4604:
#
(1/210,-3043/210)
(1/210,3043/210)
#
# (a,b,c,d) = (144,1,2,0) and D = 4604:
#
(1/105,-761/105)
(1/105,507/70)
#
# (a,b,c,d) = (1152,1,1,0) and D = 4607:
#
(25/1494,3196/415)
(25/1494,-57653/7470)
#
# (a,b,c,d) = (1152,0,1,0) and D = 4608:
#
(1/12,2)
(1/57,143/19)
(225/7276,152494/27285)
(225/7276,-152494/27285)
(1/57,-143/19)
(1/12,-2)
#
# (a,b,c,d) = (18,0,4,0) and D = 4608:
#
(1/3,-1/2)
(225/1819,76247/54570)
(225/1819,-76247/54570)
(1/3,1/2)
(4/57,143/76)
(4/57,-143/76)
#
# (a,b,c,d) = (1,4,12,0) and D = 4608:
#
(675/1819,-43186/81855)
(675/1819,33061/81855)
(4/19,45/76)
(1,-1/3)
(1,0)
(4/19,-151/228)
#
# (a,b,c,d) = (6,4,6,0) and D = 4608:
#
(2/19,-49/38)
(675/3638,-162619/163710)
(675/3638,142369/163710)
(1/2,-1/2)
(2/19,139/114)
(1/2,1/6)
#
# (a,b,c,d) = (144,0,2,0) and D = 4608:
#
(2/57,-143/38)
(1/6,1)
(225/3638,-76247/27285)
(225/3638,76247/27285)
(1/6,-1)
(2/57,143/38)
#
# (a,b,c,d) = (2,8,12,0) and D = 4608:
#
(1,-1/6)
(675/1819,-96497/163710)
(675/1819,55997/163710)
(1,-1/2)
(4/19,127/228)
(4/19,-53/76)
#
# (a,b,c,d) = (43,2,3,0) and D = 4608:
#
(1/19,142/57)
(1/19,-48/19)
(675/7276,599851/327420)
(1/4,7/12)
(1/4,-3/4)
(675/7276,-620101/327420)
#
# (a,b,c,d) = (19,4,4,0) and D = 4608:
#
(1/3,-2/3)
(225/1819,36436/27285)
(4/57,421/228)
(225/1819,-39811/27285)
(1/3,1/3)
(4/57,-23/12)
#
# (a,b,c,d) = (1153,1,1,0) and D = 4611:
#
#
# (a,b,c,d) = (1153,0,1,0) and D = 4612:
#
#
# (a,b,c,d) = (1154,1,1,0) and D = 4615:
#
#
# (a,b,c,d) = (1,4,5,15) and D = 4615:
#
(1,0)
(341/353,9/353)
#
# (a,b,c,d) = (1154,0,1,0) and D = 4616:
#
(2401/40755,-7191661/1996995)
(2401/40755,7191661/1996995)
#
# (a,b,c,d) = (1155,1,1,0) and D = 4619:
#
(1/33,62/11)
(139129/1490775,-158927644/185353025)
(1/453,-3214/151)
(139129/1490775,7725233/10110165)
(1/33,-17/3)
(25/1539,-20096/2565)
(1/453,9641/453)
(25/1539,60163/7695)
#
# (a,b,c,d) = (1,7,7,8) and D = 4619:
#
(1,0)
(5/7,1/7)
(-127/461,252/461)
(0,1/2)
(47371/413,-7813/413)
#
# (a,b,c,d) = (1155,0,1,0) and D = 4620:
#
(36/529,9703/3174)
(36/529,-9703/3174)
(36/98569,30946427/591414)
(36/98569,-30946427/591414)
#
# (a,b,c,d) = (3,3,7,5) and D = 4620:
#
(4/3,-5/3)
(-297230254/1058682393,772043627/1058682393)
(44/63,-1/63)
(2/3,1/15)
#
# (a,b,c,d) = (1156,1,1,0) and D = 4623:
#
(4/49,205/98)
(1/466,-5030/233)
(4/49,-213/98)
(1/466,10059/466)
(121/1912,17409/5258)
(121/1912,-70967/21032)
#
# (a,b,c,d) = (3,3,8,1) and D = 4623:
#
(0,1)
(2/3,-1/3)
(1/7,5/7)
(495/889,-431/889)
(6149/23835,-26281/23835)
#
# (a,b,c,d) = (5,26,34,0) and D = 4624:
#
#
# (a,b,c,d) = (4,16,17,0) and D = 4624:
#
#
# (a,b,c,d) = (1156,0,1,0) and D = 4624:
#
#
# (a,b,c,d) = (145,2,2,0) and D = 4624:
#
#
# (a,b,c,d) = (1157,1,1,0) and D = 4627:
#
#
# (a,b,c,d) = (1157,0,1,0) and D = 4628:
#
#
# (a,b,c,d) = (1158,1,1,0) and D = 4631:
#
#
# (a,b,c,d) = (1158,0,1,0) and D = 4632:
#
#
# (a,b,c,d) = (2,2,9,3) and D = 4632:
#
#
# (a,b,c,d) = (43,1,3,0) and D = 4635:
#
(68403/306451,117488630/138822303)
(3/19,74/57)
(3/19,-77/57)
(68403/306451,-127817483/138822303)
#
# (a,b,c,d) = (1159,1,1,0) and D = 4635:
#
(1/19,75/19)
(22801/306451,-6546028/2435479)
(1/19,-4)
(22801/306451,120931581/46274101)
#
# (a,b,c,d) = (1159,0,1,0) and D = 4636:
#
(1/62,-487/62)
(1/62,487/62)
#
# (a,b,c,d) = (145,1,2,0) and D = 4636:
#
(1/31,-122/31)
(1/31,243/62)
#
# (a,b,c,d) = (1160,1,1,0) and D = 4639:
#
(16/385,7201/1540)
(49/1432,-53087/10024)
(49/1432,6593/1253)
(16/385,-1453/308)
#
# (a,b,c,d) = (1,3,10,19) and D = 4639:
#
(18/11,-7/11)
(1,0)
#
# (a,b,c,d) = (1160,0,1,0) and D = 4640:
#
#
# (a,b,c,d) = (145,0,2,0) and D = 4640:
#
#
# (a,b,c,d) = (1161,1,1,0) and D = 4643:
#
#
# (a,b,c,d) = (1,0,9,8) and D = 4644:
#
(-2191707/3695893,3207140/3695893)
(40/51,-79/102)
(542/579,-367/2316)
(613/213,-740/213)
(-1/3,2/3)
(54/59,37/236)
(1,0)
(1,-9/8)
(0,1/2)
#
# (a,b,c,d) = (43,0,3,0) and D = 4644:
#
(400/1603,21347/32060)
(972/11737,1255933/633798)
(27/145,-1484/1305)
(4/19,-37/38)
(1/115,712/115)
(4/19,37/38)
(27/145,1484/1305)
(972/11737,-1255933/633798)
(1/7,10/7)
(1/7,-10/7)
(400/1603,-21347/32060)
(1/115,-712/115)
(21904/182875,43451279/27065500)
(21904/182875,-43451279/27065500)
#
# (a,b,c,d) = (4,7,10,6) and D = 4644:
#
(-343/71,397/71)
(401/708,17/177)
(-37/24,11/6)
(-35/34,22/17)
(5/6,-2/3)
(37/772,101/193)
(1/3,1/3)
(1,-1)
(13843993/11087679,-15020267/11087679)
#
# (a,b,c,d) = (1161,0,1,0) and D = 4644:
#
(400/4809,-64041/32060)
(1/21,30/7)
(9/145,-1484/435)
(4/57,111/38)
(1/345,-2136/115)
(324/11737,1255933/211266)
(21904/548625,130353837/27065500)
(21904/548625,-130353837/27065500)
(324/11737,-1255933/211266)
(4/57,-111/38)
(1/21,-30/7)
(400/4809,64041/32060)
(1/345,2136/115)
(9/145,1484/435)
#
# (a,b,c,d) = (1162,1,1,0) and D = 4647:
#
#
# (a,b,c,d) = (1162,0,1,0) and D = 4648:
#
(1/11,-13/11)
(1/11,13/11)
#
# (a,b,c,d) = (4,7,8,6) and D = 4648:
#
(7/8,-1/2)
(7/10,-2/15)
(-1,1)
(-17/7,15/7)
(27467/58928,3299/14732)
#
# (a,b,c,d) = (1163,1,1,0) and D = 4651:
#
#
# (a,b,c,d) = (1163,0,1,0) and D = 4652:
#
#
# (a,b,c,d) = (3,2,6,-2) and D = 4652:
#
#
# (a,b,c,d) = (1164,1,1,0) and D = 4655:
#
#
# (a,b,c,d) = (3,0,4,4) and D = 4656:
#
#
# (a,b,c,d) = (1164,0,1,0) and D = 4656:
#
#
# (a,b,c,d) = (146,2,2,0) and D = 4656:
#
#
# (a,b,c,d) = (1165,1,1,0) and D = 4659:
#
#
# (a,b,c,d) = (1165,0,1,0) and D = 4660:
#
#
# (a,b,c,d) = (1,5,4,11) and D = 4663:
#
(1,0)
(21751/33051,7231/33051)
(282/187,-43/187)
(172/367,117/367)
#
# (a,b,c,d) = (1166,1,1,0) and D = 4663:
#
(1/188,-1289/94)
(1/188,2577/188)
#
# (a,b,c,d) = (1,1,6,14) and D = 4664:
#
(-1/2,1/2)
(5711/1268,-3079/1268)
(-13/11,8/11)
(1,0)
(5599/6844,1385/6844)
(377/326,-153/326)
#
# (a,b,c,d) = (1166,0,1,0) and D = 4664:
#
(338724/8972065,-26017655921/5221741830)
(1/15,-47/15)
(64/705,-6689/5640)
(25/5031,-356821/25155)
(25/5031,356821/25155)
(64/705,6689/5640)
(338724/8972065,26017655921/5221741830)
(1/15,47/15)
#
# (a,b,c,d) = (1167,1,1,0) and D = 4667:
#
#
# (a,b,c,d) = (1167,0,1,0) and D = 4668:
#
(9/724,-19459/2172)
(9/724,19459/2172)
#
# (a,b,c,d) = (146,1,2,0) and D = 4668:
#
(9/362,2429/543)
(9/362,-9743/2172)
#
# (a,b,c,d) = (44,3,3,0) and D = 4671:
#
(16/59,65/236)
(22707/101728,463895/603432)
(1/8,-13/8)
(1/8,3/2)
(10609/55640,-6886923/5730920)
(1/20,-13/5)
(602176/31911035,-104294547327/24762963160)
(625/2288,-2687/5200)
(3/172,-565/129)
(61047363/876819880,-26186528418283/11866003436040)
(602176/31911035,103827258751/24762963160)
(16/59,-129/236)
(22707/101728,-26337907/26551008)
(10609/55640,1448549/1432730)
(625/2288,3483/14300)
(1/20,51/20)
(21904/99755,11772441/14763740)
(3/172,2251/516)
(61047363/876819880,6340093613701/2966500859010)
(21904/99755,-15014233/14763740)
#
# (a,b,c,d) = (1168,1,1,0) and D = 4671:
#
(625/6864,-203513/171600)
(7569/101728,1440337/553146)
(16/177,-905/708)
(7569/101728,-23703895/8850336)
(1/60,463/60)
(625/6864,11743/10725)
(16/177,841/708)
(21904/299265,-122160929/44291220)
(20349121/876819880,-25819348878959/3955334478680)
(1/172,2255/172)
(1/24,14/3)
(1/172,-564/43)
(602176/95733105,-936781771639/74288889480)
(10609/166920,-57611399/17192760)
(1/60,-116/15)
(10609/166920,7064834/2149095)
(602176/95733105,936314483063/74288889480)
(21904/299265,118919137/44291220)
(20349121/876819880,3215944249266/494416809835)
(1/24,-113/24)
#
# (a,b,c,d) = (1,2,11,13) and D = 4671:
#
(476/453,-299/453)
(-1832/3009,1957/3009)
(-5/3,4/3)
(54761/3111,-42475/3111)
(53/51,-427/663)
(1/3,1/3)
(-8/39,19/39)
(1,0)
(343/169,-261/169)
(60/59,-13/59)
#
# (a,b,c,d) = (1,3,6,17) and D = 4671:
#
(1536/1003,-421/1003)
(-303/221,124/221)
(-1916/1359,775/1359)
(-44/177,73/177)
(-1745/507,604/507)
(-1863/61,10804/1037)
(3,-1)
(1/3,1/3)
(1,0)
(16/13,-3/13)
#
# (a,b,c,d) = (146,0,2,0) and D = 4672:
#
#
# (a,b,c,d) = (1168,0,1,0) and D = 4672:
#
#
# (a,b,c,d) = (1,0,10,5) and D = 4675:
#
(1,0)
(1,-2)
#
# (a,b,c,d) = (1169,1,1,0) and D = 4675:
#
(4/49,-211/98)
(4/49,29/14)
#
# (a,b,c,d) = (1169,0,1,0) and D = 4676:
#
(256/2697,2213/43152)
(4/65,447/130)
(256/2697,-2213/43152)
(4/65,-447/130)
(355216/6306105,14084720749/3758438580)
(355216/6306105,-14084720749/3758438580)
#
# (a,b,c,d) = (5,1,4,-2) and D = 4676:
#
(-43/250,-47/50)
(129/220,-23/220)
(-5/4,-13/4)
(1/2,1/2)
(4117621/6108040,9743549/6108040)
#
# (a,b,c,d) = (1170,1,1,0) and D = 4679:
#
(169/2292,-27021/9932)
(169/2292,39433/14898)
#
# (a,b,c,d) = (1170,0,1,0) and D = 4680:
#
#
# (a,b,c,d) = (1171,1,1,0) and D = 4683:
#
(36/1633,65467/9798)
(36/1633,-65683/9798)
#
# (a,b,c,d) = (1171,0,1,0) and D = 4684:
#
#
# (a,b,c,d) = (3,1,7,-1) and D = 4684:
#
(0,-1)
(234/415,131/415)
#
# (a,b,c,d) = (1172,1,1,0) and D = 4687:
#
#
# (a,b,c,d) = (1172,0,1,0) and D = 4688:
#
#
# (a,b,c,d) = (1,2,6,16) and D = 4688:
#
(106/85,-63/170)
(1,0)
(6044949206/12935718455,16164928899/51742873820)
#
# (a,b,c,d) = (147,2,2,0) and D = 4688:
#
#
# (a,b,c,d) = (2,3,4,8) and D = 4688:
#
(0,1/2)
(16164928899/25871436910,3022474603/12935718455)
(-63/85,53/85)
#
# (a,b,c,d) = (1173,1,1,0) and D = 4691:
#
(16/657,-16729/2628)
(16/657,5555/876)
#
# (a,b,c,d) = (1,4,8,19) and D = 4691:
#
(449/353,-72/353)
(1,0)
(24305/45793,11492/45793)
(2475/1211,-676/1211)
(4243/263939,98308/263939)
#
# (a,b,c,d) = (1173,0,1,0) and D = 4692:
#
(4096/150553,-57722243/9635392)
(49/4537,-305374/31759)
(16/169,149/676)
(9/1573,-62380/4719)
(1156/36049,-6710791/1225666)
(1/13,-32/13)
(132496/2896609,4644906449/1054365676)
(16/169,-149/676)
(290521/23276929,112174134206/12546264731)
(290521/23276929,-112174134206/12546264731)
(1/13,32/13)
(132496/2896609,-4644906449/1054365676)
(1156/36049,6710791/1225666)
(676/19393,-2632703/504218)
(49/4537,305374/31759)
(4096/150553,57722243/9635392)
(9/1573,62380/4719)
(676/19393,2632703/504218)
#
# (a,b,c,d) = (2,5,2,6) and D = 4692:
#
(1/2,1/3)
(-1427/1295,713/1295)
(37/9,-43/27)
(239/37,-93/37)
(1/7,11/21)
(-23/56,15/28)
(-5/2,1)
#
# (a,b,c,d) = (1174,1,1,0) and D = 4695:
#
#
# (a,b,c,d) = (1,5,6,14) and D = 4696:
#
(1,0)
(253/358,63/358)
#
# (a,b,c,d) = (1174,0,1,0) and D = 4696:
#
(441/127135,45330139/2669835)
(441/127135,-45330139/2669835)
#
# (a,b,c,d) = (1175,1,1,0) and D = 4699:
#
(1/11,12/11)
(1/11,-13/11)
#
# (a,b,c,d) = (6,5,7,1) and D = 4699:
#
(0,1)
(13975/62014,18557/31007)
(1/3,-1)
(-11/4,35/2)
(306/533,-181/533)
(1123/2494,-847/1247)
#
# (a,b,c,d) = (147,1,2,0) and D = 4700:
#
#
# (a,b,c,d) = (1175,0,1,0) and D = 4700:
#
#
# (a,b,c,d) = (1176,1,1,0) and D = 4703:
#
(4/209,-3013/418)
(2209/133608,48655129/6279576)
(49/1682,-34072/5887)
(2209/133608,-2031623/261649)
(1/12,23/12)
(4/209,3005/418)
(1/12,-2)
(49/1682,67801/11774)
#
# (a,b,c,d) = (1,6,5,9) and D = 4703:
#
(-5/7,3/7)
(1877/7077,25742/63693)
(-2344/3521,13961/31689)
(11/3,-2/3)
(-33692/12803,59623/115227)
(1,0)
(1/15,7/15)
#
# (a,b,c,d) = (4,4,7,0) and D = 4704:
#
#
# (a,b,c,d) = (3,3,8,4) and D = 4704:
#
#
# (a,b,c,d) = (3,12,14,0) and D = 4704:
#
#
# (a,b,c,d) = (147,0,2,0) and D = 4704:
#
#
# (a,b,c,d) = (1176,0,1,0) and D = 4704:
#
#
# (a,b,c,d) = (3,7,7,7) and D = 4704:
#
#
# (a,b,c,d) = (1177,1,1,0) and D = 4707:
#
#
# (a,b,c,d) = (1177,0,1,0) and D = 4708:
#
#
# (a,b,c,d) = (2,2,9,2) and D = 4708:
#
#
# (a,b,c,d) = (1178,1,1,0) and D = 4711:
#
#
# (a,b,c,d) = (1178,0,1,0) and D = 4712:
#
#
# (a,b,c,d) = (1179,1,1,0) and D = 4715:
#
#
# (a,b,c,d) = (5,8,10,5) and D = 4715:
#
(-1/4,3/4)
(18827/93016,40863/93016)
#
# (a,b,c,d) = (44,2,3,0) and D = 4716:
#
#
# (a,b,c,d) = (1179,0,1,0) and D = 4716:
#
#
# (a,b,c,d) = (1180,1,1,0) and D = 4719:
#
#
# (a,b,c,d) = (2,7,11,0) and D = 4719:
#
#
# (a,b,c,d) = (148,2,2,0) and D = 4720:
#
(81/752,12805/6768)
(1/8,13/8)
(81/752,-6767/3384)
(1/8,-7/4)
#
# (a,b,c,d) = (19,3,4,0) and D = 4720:
#
(1/4,-15/16)
(1/4,3/4)
(81/376,-14263/13536)
(81/376,3019/3384)
#
# (a,b,c,d) = (1180,0,1,0) and D = 4720:
#
(1/16,-27/8)
(81/1504,26339/6768)
(1/16,27/8)
(81/1504,-26339/6768)
#
# (a,b,c,d) = (4,3,7,3) and D = 4723:
#
(53/82,-10/41)
#
# (a,b,c,d) = (1181,1,1,0) and D = 4723:
#
#
# (a,b,c,d) = (1181,0,1,0) and D = 4724:
#
(1849/28077,-3829892/1207311)
(1849/28077,3829892/1207311)
#
# (a,b,c,d) = (1,1,8,13) and D = 4727:
#
(1,0)
(350/281,-207/281)
(3,-2)
(4/5,1/5)
#
# (a,b,c,d) = (1182,1,1,0) and D = 4727:
#
(121/1314,-2317/2409)
(1/204,971/68)
(4/57,109/38)
(4/57,-335/114)
(1/204,-1457/102)
(121/1314,12571/14454)
#
# (a,b,c,d) = (1182,0,1,0) and D = 4728:
#
#
# (a,b,c,d) = (1183,1,1,0) and D = 4731:
#
#
# (a,b,c,d) = (1183,0,1,0) and D = 4732:
#
#
# (a,b,c,d) = (148,1,2,0) and D = 4732:
#
#
# (a,b,c,d) = (1184,1,1,0) and D = 4735:
#
(1/14,-20/7)
(1/14,39/14)
(6241/170996,68398257/13508684)
(6241/170996,-17222824/3377171)
#
# (a,b,c,d) = (1,7,6,7) and D = 4735:
#
(-22/71,279/497)
(1,0)
(-5/3,1/3)
(-101/35,17/35)
#
# (a,b,c,d) = (1184,0,1,0) and D = 4736:
#
#
# (a,b,c,d) = (148,0,2,0) and D = 4736:
#
#
# (a,b,c,d) = (1185,1,1,0) and D = 4739:
#
#
# (a,b,c,d) = (1185,0,1,0) and D = 4740:
#
#
# (a,b,c,d) = (44,1,3,0) and D = 4743:
#
#
# (a,b,c,d) = (1186,1,1,0) and D = 4743:
#
#
# (a,b,c,d) = (6,10,11,5) and D = 4744:
#
#
# (a,b,c,d) = (1186,0,1,0) and D = 4744:
#
#
# (a,b,c,d) = (1187,1,1,0) and D = 4747:
#
#
# (a,b,c,d) = (1,3,11,19) and D = 4748:
#
(467/329,-186/329)
(-2,1)
(-2/7,3/7)
(-409204/313325,223299/313325)
(2304/1099,-1055/1099)
(9/5,-4/5)
(6544/338227,2384203/6426313)
(21523/19147,-3912/19147)
(7186/4633,-3027/4633)
(-10,91/19)
(1,0)
#
# (a,b,c,d) = (1187,0,1,0) and D = 4748:
#
(1/11,-12/11)
(64/13233,1522153/105864)
(49/519,386/3633)
(289/11063,-1151238/188071)
(289/11063,1151238/188071)
(1/11,12/11)
(49/519,-386/3633)
(64/13233,-1522153/105864)
(3481/227427,108227296/13418193)
(4/129,1439/258)
(1156/101001,-32070203/3434034)
(9/32047,-5736950/96141)
(25/479,9558/2395)
(1/27,-136/27)
(16/353,-6255/1412)
(16/353,6255/1412)
(3481/227427,-108227296/13418193)
(9/32047,5736950/96141)
(1156/101001,32070203/3434034)
(25/479,-9558/2395)
(1/27,136/27)
(4/129,-1439/258)
#
# (a,b,c,d) = (4,2,7,1) and D = 4748:
#
(0,1)
(4/11,-25/11)
(3004/6425,2237/6425)
(13/22,3/22)
(379/746,-2507/746)
(387/668,-235/668)
(86/155,33/155)
(-2/17,23/17)
(8379095/13183396,-579359/13183396)
(1519/4310,-3343/4310)
(739214/1376881,-600857/1376881)
(91/212,-131/212)
(1/2,-1/2)
(1929361/4652560,-2995017/4652560)
(-104/439,831/439)
(-21916/3553,148861/3553)
(2537/6358,2759/6358)
(-13640233/41625980,99989601/41625980)
(5/16,-29/16)
#
# (a,b,c,d) = (1,6,2,6) and D = 4748:
#
(-35,6)
(-314693/238717,77013/238717)
(-751/95,129/95)
(445/69,-76/69)
(-1/9,5/9)
(-1,1/3)
(-23/1137,628/1137)
(69023651/13400099,-35237696/40200297)
(7/73,39/73)
(-4571/1149,796/1149)
(1,0)
(-55/87,37/87)
(25427/28037,1413/28037)
(181/225,26/225)
#
# (a,b,c,d) = (1,2,2,14) and D = 4748:
#
(1/5,2/5)
(185/179,-9/179)
(103/13,-35/13)
(1307/16393,6727/16393)
(3,-1)
(223/535,196/535)
(-133249/89365,51877/89365)
(1,0)
(-131/127,61/127)
(-5/67,28/67)
(-53/25,19/25)
#
# (a,b,c,d) = (1188,1,1,0) and D = 4751:
#
#
# (a,b,c,d) = (1188,0,1,0) and D = 4752:
#
(1/42,45/7)
(1/42,-45/7)
(25/301,2951/1505)
(25/301,-2951/1505)
#
# (a,b,c,d) = (7,6,6,0) and D = 4752:
#
(1/7,1)
(1/7,-8/7)
(150/301,701/9030)
(150/301,-743/1290)
#
# (a,b,c,d) = (1,3,9,19) and D = 4752:
#
(3/2,-1/2)
(-13774/10541,124935/200279)
(-11614203/11454248,6238421/11454248)
(-704/31,285/31)
(1,0)
(3/52,19/52)
#
# (a,b,c,d) = (149,2,2,0) and D = 4752:
#
(50/301,-3201/3010)
(1/21,-68/21)
(1/21,67/21)
(50/301,2701/3010)
#
# (a,b,c,d) = (4,3,6,-1) and D = 4752:
#
(15/26,2/13)
(151/62,989/62)
(1775265/5727124,1115789/1431781)
(113099/400558,386641/400558)
(1/2,-1/2)
(0,-1)
#
# (a,b,c,d) = (44,0,3,0) and D = 4752:
#
(75/301,2951/4515)
(1/14,-15/7)
(75/301,-2951/4515)
(1/14,15/7)
#
# (a,b,c,d) = (1,2,10,15) and D = 4755:
#
(1,0)
(397/241,-234/241)
#
# (a,b,c,d) = (1189,1,1,0) and D = 4755:
#
#
# (a,b,c,d) = (1189,0,1,0) and D = 4756:
#
#
# (a,b,c,d) = (1190,1,1,0) and D = 4759:
#
(676/100793,-4571817/374374)
(676/100793,1881479/154154)
#
# (a,b,c,d) = (1190,0,1,0) and D = 4760:
#
#
# (a,b,c,d) = (1191,1,1,0) and D = 4763:
#
#
# (a,b,c,d) = (1191,0,1,0) and D = 4764:
#
#
# (a,b,c,d) = (149,1,2,0) and D = 4764:
#
#
# (a,b,c,d) = (1192,1,1,0) and D = 4767:
#
#
# (a,b,c,d) = (1192,0,1,0) and D = 4768:
#
(121/2033,79315/22363)
(81/1006,-9806/4527)
(9/3358,-97294/5037)
(1/398,-3970/199)
(121/2033,-79315/22363)
(25/314,1756/785)
(77088400/3531698201,208577149106051/31008310204780)
(25/314,-1756/785)
(9/3358,97294/5037)
(1/398,3970/199)
(196/18881,2592673/264334)
(77088400/3531698201,-208577149106051/31008310204780)
(196/18881,-2592673/264334)
(1/17,61/17)
(1/26,-64/13)
(1/26,64/13)
(1/17,-61/17)
(81/1006,9806/4527)
#
# (a,b,c,d) = (149,0,2,0) and D = 4768:
#
(2/17,61/34)
(9/1679,48647/5037)
(2/17,-61/34)
(81/503,4903/4527)
(1/199,1985/199)
(1/13,32/13)
(154176800/3531698201,-208577149106051/62016620409560)
(392/18881,-2592673/528668)
(242/2033,-79315/44726)
(9/1679,-48647/5037)
(154176800/3531698201,208577149106051/62016620409560)
(1/199,-1985/199)
(25/157,-878/785)
(392/18881,2592673/528668)
(1/13,-32/13)
(25/157,878/785)
(81/503,-4903/4527)
(242/2033,79315/44726)
#
# (a,b,c,d) = (4,3,4,4) and D = 4768:
#
(5/3,-11/6)
(124095/262178,43426/131089)
(3/5,1/10)
(2507/5238,850/2619)
(113/15,-127/15)
(3340965/4289711,-5338127/8579422)
(109/183,41/366)
(-3/7,11/14)
(-3/4,1)
(3229/1891,-7115/3782)
(-7333/43419,29669/43419)
(-2411/1827,5639/3654)
(-102815/139416,34501/34854)
(1,-1)
(-235/1298,446/649)
#
# (a,b,c,d) = (4,10,10,7) and D = 4768:
#
(-34/183,109/183)
(-3/2,1)
(11/8,-3/4)
(7087/74908,124095/262178)
(1,-3/7)
(893/10476,2507/5238)
(-367/30,113/15)
(575/261,-2411/1827)
(2019/2596,-235/1298)
(-8/3,5/3)
(-4339546/4289711,3340965/4289711)
(66671/86838,-7333/43419)
(-1/5,3/5)
(-5172/1891,3229/1891)
(378823/278832,-102815/139416)
#
# (a,b,c,d) = (1193,1,1,0) and D = 4771:
#
(4/113,-1173/226)
(4/113,1165/226)
#
# (a,b,c,d) = (2,1,3,7) and D = 4771:
#
(-2/9,5/9)
(314/389,-43/389)
(-4,3)
#
# (a,b,c,d) = (1193,0,1,0) and D = 4772:
#
#
# (a,b,c,d) = (2,2,9,4) and D = 4772:
#
#
# (a,b,c,d) = (10,3,5,0) and D = 4775:
#
(121/312,-5099/8580)
(1/4,3/4)
(121/312,1241/3432)
(1/4,-9/10)
#
# (a,b,c,d) = (1194,1,1,0) and D = 4775:
#
(121/1560,-13891/5720)
(121/1560,20171/8580)
(1/20,41/10)
(1/20,-83/20)
#
# (a,b,c,d) = (1194,0,1,0) and D = 4776:
#
#
# (a,b,c,d) = (1195,1,1,0) and D = 4779:
#
#
# (a,b,c,d) = (45,3,3,0) and D = 4779:
#
#
# (a,b,c,d) = (3,7,9,0) and D = 4779:
#
#
# (a,b,c,d) = (3,0,6,3) and D = 4779:
#
#
# (a,b,c,d) = (1195,0,1,0) and D = 4780:
#
#
# (a,b,c,d) = (5,2,6,2) and D = 4780:
#
(-1,3)
#
# (a,b,c,d) = (1196,1,1,0) and D = 4783:
#
#
# (a,b,c,d) = (150,2,2,0) and D = 4784:
#
(32/185,1069/1480)
(32/185,-265/296)
#
# (a,b,c,d) = (4,8,10,7) and D = 4784:
#
(204641/209251,-134773/209251)
(-1,1)
(5/7,-1/7)
#
# (a,b,c,d) = (1196,0,1,0) and D = 4784:
#
(16/185,1197/740)
(16/185,-1197/740)
#
# (a,b,c,d) = (1197,1,1,0) and D = 4787:
#
(16/1617,-65017/6468)
(16/1617,3093/308)
#
# (a,b,c,d) = (1197,0,1,0) and D = 4788:
#
#
# (a,b,c,d) = (1198,1,1,0) and D = 4791:
#
#
# (a,b,c,d) = (1,6,7,12) and D = 4792:
#
(1,0)
(2/7,5/14)
(-829/161,657/644)
(-1306/2429,2223/4858)
#
# (a,b,c,d) = (1198,0,1,0) and D = 4792:
#
(9/151,1603/453)
(25/1639,-66213/8195)
(9/151,-1603/453)
(25/1639,66213/8195)
#
# (a,b,c,d) = (4,1,5,3) and D = 4795:
#
#
# (a,b,c,d) = (1199,1,1,0) and D = 4795:
#
(529/120131,3784463/251183)
(1/11,-12/11)
(1/11,1)
(529/120131,-41641260/2763013)
#
# (a,b,c,d) = (1199,0,1,0) and D = 4796:
#
(1/1599,63940/1599)
(529/33960,-6244033/781080)
(4761/52870,-4288391/3648030)
(529/7110,-426533/163530)
(1/1599,-63940/1599)
(1/12,-23/12)
(529/33960,6244033/781080)
(529/7110,426533/163530)
(4761/52870,4288391/3648030)
(1/12,23/12)
#
# (a,b,c,d) = (150,1,2,0) and D = 4796:
#
(4761/26435,1979941/3648030)
(529/16980,3115933/781080)
(4761/26435,-230845/364803)
(1/6,11/12)
(2/1599,21313/1066)
(529/3555,-21935/16353)
(1/6,-1)
(529/3555,69061/54510)
(2/1599,-63941/3198)
(529/16980,-52135/13018)
#
# (a,b,c,d) = (1200,1,1,0) and D = 4799:
#
(36/505,-8641/3030)
(32400/10514641,34091562439/1892635380)
(36/505,1685/606)
(32400/10514641,-34097394439/1892635380)
#
# (a,b,c,d) = (4,3,5,4) and D = 4799:
#
(3/4,-11/16)
(-6/7,17/14)
(-726/397,1877/794)
#
# (a,b,c,d) = (4,4,8,2) and D = 4800:
#
#
# (a,b,c,d) = (19,2,4,0) and D = 4800:
#
#
# (a,b,c,d) = (1200,0,1,0) and D = 4800:
#
#
# (a,b,c,d) = (150,0,2,0) and D = 4800:
#
#
# (a,b,c,d) = (1201,1,1,0) and D = 4803:
#
#
# (a,b,c,d) = (1201,0,1,0) and D = 4804:
#
#
# (a,b,c,d) = (1202,1,1,0) and D = 4807:
#
#
# (a,b,c,d) = (2,1,4,7) and D = 4808:
#
#
# (a,b,c,d) = (1202,0,1,0) and D = 4808:
#
#
# (a,b,c,d) = (1203,1,1,0) and D = 4811:
#
#
# (a,b,c,d) = (1203,0,1,0) and D = 4812:
#
#
# (a,b,c,d) = (3,6,5,6) and D = 4812:
#
(1/2,1/4)
#
# (a,b,c,d) = (1204,1,1,0) and D = 4815:
#
#
# (a,b,c,d) = (151,2,2,0) and D = 4816:
#
#
# (a,b,c,d) = (1204,0,1,0) and D = 4816:
#
#
# (a,b,c,d) = (1205,1,1,0) and D = 4819:
#
(9/97,-199/291)
(25/6859,-568102/34295)
(1/13,-32/13)
(441/17095,-443306/71799)
(441/17095,2207269/358995)
(1/13,31/13)
(16/1585,63031/6340)
(25/6859,567977/34295)
(16/1585,-12619/1268)
(9/97,172/291)
#
# (a,b,c,d) = (1,3,7,18) and D = 4819:
#
(17/13,-4/13)
(-1,1/2)
(-23/13,9/13)
(2971/3926,1385/7852)
(1847731/1588301,-287255/1588301)
(1,0)
(-174581/60931,127773/121862)
(-221/11,79/11)
#
# (a,b,c,d) = (1205,0,1,0) and D = 4820:
#
#
# (a,b,c,d) = (1206,1,1,0) and D = 4823:
#
#
# (a,b,c,d) = (1,5,0,7) and D = 4823:
#
(1,0)
(64/439,225/439)
#
# (a,b,c,d) = (45,2,3,0) and D = 4824:
#
(1/165,734/99)
(1/165,-408/55)
#
# (a,b,c,d) = (1206,0,1,0) and D = 4824:
#
(1/495,-3671/165)
(1/495,3671/165)
#
# (a,b,c,d) = (1,1,9,12) and D = 4827:
#
(323/245,-234/245)
(1,0)
#
# (a,b,c,d) = (1207,1,1,0) and D = 4827:
#
#
# (a,b,c,d) = (151,1,2,0) and D = 4828:
#
(8/49,193/196)
(8/49,-209/196)
#
# (a,b,c,d) = (1207,0,1,0) and D = 4828:
#
(4/49,-201/98)
(4/49,201/98)
#
# (a,b,c,d) = (3,5,8,7) and D = 4831:
#
(-1,1)
#
# (a,b,c,d) = (1208,1,1,0) and D = 4831:
#
#
# (a,b,c,d) = (1,4,-2,8) and D = 4832:
#
(36/43,13/86)
(0,1/2)
(-1292/383,553/766)
(-37183/65,7794/65)
(103/173,65/173)
(-73/247,112/247)
(19/52,99/208)
(845/1312,1789/5248)
(-207/143,217/572)
(17984603/41629313,18983403/41629313)
(9/4,-7/16)
(1,0)
(7/5,-1/5)
(-30301/81055,141547/324220)
(45292/3397,-18981/6794)
#
# (a,b,c,d) = (1,2,9,16) and D = 4832:
#
(-2,9/8)
(1199/383,-646/383)
(10/13,19/104)
(-41627/3397,22646/3397)
(-1/2,1/2)
(521/494,-73/494)
(68359/130,-37183/130)
(59/164,845/2624)
(212/143,-207/286)
(-5/43,18/43)
(1,0)
(157/346,103/346)
(57949009/83258626,17984603/83258626)
(-11/10,7/10)
(85924/81055,-30301/162110)
#
# (a,b,c,d) = (151,0,2,0) and D = 4832:
#
(1/39,-172/39)
(1/9,17/9)
(2/249,-3929/498)
(1/39,172/39)
(1/201,2015/201)
(35912/203337,-37598405/54494316)
(49/303,-2242/2121)
(253009/1387863,-337382972/698095089)
(49/303,2242/2121)
(2312/17433,1852547/1185444)
(50/1569,-61997/15690)
(2/249,3929/498)
(253009/1387863,337382972/698095089)
(50/1569,61997/15690)
(1/201,-2015/201)
(1/9,-17/9)
(35912/203337,37598405/54494316)
(18/97,179/582)
(18/97,-179/582)
(2312/17433,-1852547/1185444)
#
# (a,b,c,d) = (1208,0,1,0) and D = 4832:
#
(9/97,179/291)
(9/97,-179/291)
(1/249,3929/249)
(17956/203337,-37598405/27247158)
(253009/2775726,674765944/698095089)
(25/1569,61997/7845)
(1/402,4030/201)
(253009/2775726,-674765944/698095089)
(1/78,344/39)
(1/18,34/9)
(49/606,4484/2121)
(1/78,-344/39)
(1/249,-3929/249)
(1/18,-34/9)
(49/606,-4484/2121)
(17956/203337,37598405/27247158)
(25/1569,-61997/7845)
(1156/17433,-1852547/592722)
(1156/17433,1852547/592722)
(1/402,-4030/201)
#
# (a,b,c,d) = (1209,1,1,0) and D = 4835:
#
#
# (a,b,c,d) = (3,8,10,9) and D = 4835:
#
(5/6,-1/6)
(-101/9,58/9)
(-46/75,47/75)
#
# (a,b,c,d) = (1209,0,1,0) and D = 4836:
#
#
# (a,b,c,d) = (1210,1,1,0) and D = 4839:
#
#
# (a,b,c,d) = (1,2,11,0) and D = 4840:
#
(1,-2/11)
(900/1691,187241/558030)
(4/91,-2887/2002)
(4/91,261/182)
(1,0)
(900/1691,-21931/50730)
#
# (a,b,c,d) = (1210,0,1,0) and D = 4840:
#
(1/11,-1)
(4/1001,-2879/182)
(1/11,1)
(4/1001,2879/182)
(900/18601,-214241/50730)
(900/18601,214241/50730)
#
# (a,b,c,d) = (1211,1,1,0) and D = 4843:
#
#
# (a,b,c,d) = (1211,0,1,0) and D = 4844:
#
#
# (a,b,c,d) = (1,4,4,14) and D = 4844:
#
(1,0)
(157/181,18/181)
#
# (a,b,c,d) = (1212,1,1,0) and D = 4847:
#
#
# (a,b,c,d) = (1212,0,1,0) and D = 4848:
#
(1089/13588,-485681/224202)
(1089/13588,485681/224202)
#
# (a,b,c,d) = (19,1,4,0) and D = 4848:
#
(1089/3397,56218/112101)
(1089/3397,-260809/448404)
#
# (a,b,c,d) = (152,2,2,0) and D = 4848:
#
(1089/6794,112436/112101)
(1089/6794,-260809/224202)
#
# (a,b,c,d) = (45,1,3,0) and D = 4851:
#
(1/5,1)
(1/5,-16/15)
#
# (a,b,c,d) = (1213,1,1,0) and D = 4851:
#
(1/15,46/15)
(1/15,-47/15)
#
# (a,b,c,d) = (1213,0,1,0) and D = 4852:
#
#
# (a,b,c,d) = (1214,1,1,0) and D = 4855:
#
#
# (a,b,c,d) = (1214,0,1,0) and D = 4856:
#
#
# (a,b,c,d) = (1215,1,1,0) and D = 4859:
#
(9216/98425,1180979/9448800)
(9216/98425,-413143/1889760)
#
# (a,b,c,d) = (1,1,11,4) and D = 4859:
#
(1,0)
(107/11,-288/11)
#
# (a,b,c,d) = (6,3,6,0) and D = 4860:
#
#
# (a,b,c,d) = (1215,0,1,0) and D = 4860:
#
#
# (a,b,c,d) = (45,0,3,0) and D = 4860:
#
#
# (a,b,c,d) = (152,1,2,0) and D = 4860:
#
#
# (a,b,c,d) = (1216,1,1,0) and D = 4863:
#
#
# (a,b,c,d) = (1,6,4,8) and D = 4864:
#
(-419279/452101,166554/452101)
(-36,13/2)
(1,0)
(0,1/2)
#
# (a,b,c,d) = (1,1,11,3) and D = 4864:
#
(1,0)
(1/2,-1/2)
(-5,18)
(246937/904202,419279/904202)
#
# (a,b,c,d) = (19,0,4,0) and D = 4864:
#
(1/7,9/7)
(1/7,-9/7)
(144/385,577/9240)
(144/385,-577/9240)
#
# (a,b,c,d) = (152,0,2,0) and D = 4864:
#
(72/385,577/4620)
(72/385,-577/4620)
(1/14,18/7)
(1/14,-18/7)
#
# (a,b,c,d) = (2,8,8,8) and D = 4864:
#
(-1,1/2)
(419279/452101,-86171/904202)
(0,1/2)
(36,-23/2)
#
# (a,b,c,d) = (20,4,4,0) and D = 4864:
#
(1/7,-19/14)
(144/385,-461/1848)
(1/7,17/14)
(144/385,-1151/9240)
#
# (a,b,c,d) = (1216,0,1,0) and D = 4864:
#
(36/385,-577/2310)
(36/385,577/2310)
(1/28,36/7)
(1/28,-36/7)
#
# (a,b,c,d) = (1217,1,1,0) and D = 4867:
#
#
# (a,b,c,d) = (1217,0,1,0) and D = 4868:
#
#
# (a,b,c,d) = (1218,1,1,0) and D = 4871:
#
#
# (a,b,c,d) = (1218,0,1,0) and D = 4872:
#
#
# (a,b,c,d) = (1,4,7,18) and D = 4872:
#
(1,0)
(211/181,-45/362)
#
# (a,b,c,d) = (1219,1,1,0) and D = 4875:
#
#
# (a,b,c,d) = (11,5,5,0) and D = 4875:
#
#
# (a,b,c,d) = (2,1,2,7) and D = 4876:
#
#
# (a,b,c,d) = (1219,0,1,0) and D = 4876:
#
#
# (a,b,c,d) = (1220,1,1,0) and D = 4879:
#
#
# (a,b,c,d) = (153,2,2,0) and D = 4880:
#
#
# (a,b,c,d) = (1220,0,1,0) and D = 4880:
#
#
# (a,b,c,d) = (1221,1,1,0) and D = 4883:
#
(49/13563,1579334/94941)
(49/13563,-47869/2877)
(1/11,-1)
(1/11,10/11)
#
# (a,b,c,d) = (1,5,3,10) and D = 4883:
#
(29/77,144/385)
(-51/56,43/112)
(-11409/3872,4921/7744)
(3455009/1158416336,1074680503/2316832672)
(1,0)
(-88287/3091,18361/3091)
(-69/49,19/49)
#
# (a,b,c,d) = (1221,0,1,0) and D = 4884:
#
#
# (a,b,c,d) = (46,3,3,0) and D = 4887:
#
(25/172,-1271/860)
(1/4,-3/4)
(25/568,3869/1420)
(25/568,-7863/2840)
(27/208,-2969/1872)
(27/208,1363/936)
(25/172,573/430)
(1/4,1/2)
#
# (a,b,c,d) = (1,6,3,7) and D = 4887:
#
(-1/17,9/17)
(-4,5/7)
(-4/3,1/3)
(-17/29,13/29)
(1607/687,-260/687)
(1543/2679,728/2679)
(-50546987/3367549,8887788/3367549)
(1,0)
#
# (a,b,c,d) = (1222,1,1,0) and D = 4887:
#
(25/516,-10939/2580)
(9/208,-2861/624)
(1/12,11/6)
(1/12,-23/12)
(25/516,5407/1290)
(9/208,109/24)
(25/1704,-70267/8520)
(25/1704,35071/4260)
#
# (a,b,c,d) = (3,2,7,-1) and D = 4887:
#
(-8/21,-61/21)
(35/51,-11/51)
(495/893,262/893)
(1/3,2/3)
(35/87,-47/87)
(-14995835/10102647,-109981762/10102647)
(63/229,386/229)
(0,-1)
#
# (a,b,c,d) = (2,0,5,6) and D = 4888:
#
(5/2,-11/4)
(1,-1)
(-7/13,31/39)
#
# (a,b,c,d) = (1222,0,1,0) and D = 4888:
#
(1/263,-4265/263)
(1/263,4265/263)
#
# (a,b,c,d) = (1223,1,1,0) and D = 4891:
#
#
# (a,b,c,d) = (153,1,2,0) and D = 4892:
#
(169/2436,164537/63336)
(1/7,-10/7)
(169/2436,-27789/10556)
(1/7,19/14)
#
# (a,b,c,d) = (1223,0,1,0) and D = 4892:
#
(1/14,39/14)
(169/4872,-331271/63336)
(1/14,-39/14)
(169/4872,331271/63336)
#
# (a,b,c,d) = (1224,1,1,0) and D = 4895:
#
#
# (a,b,c,d) = (153,0,2,0) and D = 4896:
#
#
# (a,b,c,d) = (1224,0,1,0) and D = 4896:
#
#
# (a,b,c,d) = (1225,1,1,0) and D = 4899:
#
(324/3577,-67033/64386)
(324/3577,1249/1314)
#
# (a,b,c,d) = (1225,0,1,0) and D = 4900:
#
(1/25,24/5)
(1/25,-24/5)
(256/2825,8929/9040)
(256/2825,-8929/9040)
#
# (a,b,c,d) = (10,2,5,0) and D = 4900:
#
(256/565,4833/45200)
(256/565,-521/1808)
(1/5,23/25)
(1/5,-1)
#
# (a,b,c,d) = (3,2,3,5) and D = 4903:
#
(-1,1)
#
# (a,b,c,d) = (1226,1,1,0) and D = 4903:
#
#
# (a,b,c,d) = (1226,0,1,0) and D = 4904:
#
#
# (a,b,c,d) = (3,4,5,6) and D = 4904:
#
(7/9,-2/9)
#
# (a,b,c,d) = (1227,1,1,0) and D = 4907:
#
(4/81,223/54)
(4/81,-677/162)
#
# (a,b,c,d) = (1,1,7,14) and D = 4907:
#
(1,0)
(239/133,-134/133)
(377/317,-180/317)
#
# (a,b,c,d) = (1,1,11,5) and D = 4908:
#
(424/553,117/553)
(-256/389,585/389)
(1,0)
(67/19,-144/19)
#
# (a,b,c,d) = (1227,0,1,0) and D = 4908:
#
#
# (a,b,c,d) = (1228,1,1,0) and D = 4911:
#
#
# (a,b,c,d) = (4,0,4,3) and D = 4912:
#
#
# (a,b,c,d) = (2,4,8,10) and D = 4912:
#
#
# (a,b,c,d) = (4,4,8,3) and D = 4912:
#
#
# (a,b,c,d) = (1228,0,1,0) and D = 4912:
#
#
# (a,b,c,d) = (5,6,8,4) and D = 4912:
#
#
# (a,b,c,d) = (3,2,7,4) and D = 4912:
#
#
# (a,b,c,d) = (154,2,2,0) and D = 4912:
#
#
# (a,b,c,d) = (1229,1,1,0) and D = 4915:
#
#
# (a,b,c,d) = (1229,0,1,0) and D = 4916:
#
#
# (a,b,c,d) = (1230,1,1,0) and D = 4919:
#
#
# (a,b,c,d) = (1,5,-2,6) and D = 4920:
#
(5687/7169,1178/7169)
(1,0)
(37/502,279/502)
(-1205/82,217/82)
(7/20,31/60)
#
# (a,b,c,d) = (1230,0,1,0) and D = 4920:
#
(1/31,-169/31)
(1/31,169/31)
#
# (a,b,c,d) = (1231,1,1,0) and D = 4923:
#
(4/73,-561/146)
(4/73,553/146)
(4/169,2175/338)
(4/169,-2183/338)
#
# (a,b,c,d) = (1,1,11,2) and D = 4923:
#
(3/5,-2/5)
(1,0)
(201561/230005,-54124/230005)
(1/3,-2/3)
(-53/43,288/43)
#
# (a,b,c,d) = (1231,0,1,0) and D = 4924:
#
(1/11,-10/11)
(1/11,10/11)
#
# (a,b,c,d) = (154,1,2,0) and D = 4924:
#
(2/11,-1/2)
(2/11,9/22)
#
# (a,b,c,d) = (1232,1,1,0) and D = 4927:
#
#
# (a,b,c,d) = (1232,0,1,0) and D = 4928:
#
#
# (a,b,c,d) = (154,0,2,0) and D = 4928:
#
#
# (a,b,c,d) = (1233,1,1,0) and D = 4931:
#
(64/1473,17781/3928)
(64/1473,-53855/11784)
#
# (a,b,c,d) = (46,2,3,0) and D = 4932:
#
(64/251,961/2008)
(64/251,-3907/6024)
#
# (a,b,c,d) = (1233,0,1,0) and D = 4932:
#
(64/753,-3395/2008)
(64/753,3395/2008)
#
# (a,b,c,d) = (1234,1,1,0) and D = 4935:
#
(1/16,53/16)
(4/121,-1305/242)
(729/8206,-141485/110781)
(4/121,1297/242)
(1/16,-27/8)
(729/8206,263287/221562)
#
# (a,b,c,d) = (3,2,5,5) and D = 4935:
#
(197/263,-134/263)
(-102/41,115/41)
(-212/357,103/119)
(33/59,16/59)
(-13/9,5/3)
(1,-1)
(181/775,386/775)
#
# (a,b,c,d) = (2,4,9,10) and D = 4936:
#
(-3,11/5)
(407/698,1457/6980)
(1,-1/2)
#
# (a,b,c,d) = (1234,0,1,0) and D = 4936:
#
(1/19,75/19)
(1/19,-75/19)
(2500/35321,4978381/1766050)
(2500/35321,-4978381/1766050)
#
# (a,b,c,d) = (1235,1,1,0) and D = 4939:
#
#
# (a,b,c,d) = (2,3,10,5) and D = 4940:
#
#
# (a,b,c,d) = (1235,0,1,0) and D = 4940:
#
#
# (a,b,c,d) = (1236,1,1,0) and D = 4943:
#
#
# (a,b,c,d) = (1,2,5,16) and D = 4944:
#
(-12,19/4)
(-321/218,143/218)
(-257/282,143/282)
(212/179,-99/358)
(7396/6291,-3365/12582)
(55/178,63/178)
(16691/57834,20683/57834)
(3/2,-1/2)
(-2398/237,7595/1896)
(5/6,1/6)
(1,0)
(-33/239,98/239)
(-92/111,109/222)
(1441/334,-567/334)
#
# (a,b,c,d) = (3,6,10,8) and D = 4944:
#
(109/111,-293/444)
(-1,1)
(63/89,-2/89)
(-3365/6291,18157/25164)
(-99/179,523/716)
(196/239,-131/478)
(143/109,-116/109)
(19/2,-67/8)
(-567/167,502/167)
(1/3,1/3)
(20683/28917,-998/28917)
(0,1/2)
(7595/948,-26779/3792)
(143/141,-100/141)
#
# (a,b,c,d) = (155,2,2,0) and D = 4944:
#
(7569/41075,24007/115275)
(121/755,-9516/8305)
(8/97,-929/388)
(26674208/149913985,18180484833/35321669240)
(121/755,1637/1661)
(9/215,-446/129)
(1/23,77/23)
(162/1405,44549/25290)
(1/155,44/5)
(8/97,897/388)
(26674208/149913985,-151684689011/218994349288)
(162/1405,-9493/5058)
(729/6767,-363409/182709)
(1/23,-78/23)
(9/215,2203/645)
(1/155,-273/31)
(2/13,-33/26)
(729/6767,343726/182709)
(7569/41075,-280544/714705)
(2/13,29/26)
#
# (a,b,c,d) = (1236,0,1,0) and D = 4944:
#
(1/46,155/23)
(9/430,4433/645)
(1/13,-31/13)
(1/46,-155/23)
(13337104/149913985,-661009237439/547485873220)
(1/310,-2729/155)
(1/13,31/13)
(81/1405,-46007/12645)
(729/13534,-707135/182709)
(4/97,-913/194)
(4/97,913/194)
(81/1405,46007/12645)
(121/1510,17701/8305)
(1/310,2729/155)
(9/430,-4433/645)
(729/13534,707135/182709)
(7569/82150,2146937/3573525)
(13337104/149913985,661009237439/547485873220)
(121/1510,-17701/8305)
(7569/82150,-2146937/3573525)
#
# (a,b,c,d) = (4,1,3,-3) and D = 4947:
#
#
# (a,b,c,d) = (1237,1,1,0) and D = 4947:
#
#
# (a,b,c,d) = (1237,0,1,0) and D = 4948:
#
(5041/120953,-40137730/8587663)
(5041/120953,40137730/8587663)
#
# (a,b,c,d) = (1238,1,1,0) and D = 4951:
#
#
# (a,b,c,d) = (1238,0,1,0) and D = 4952:
#
(1/39,-241/39)
(1/39,241/39)
(232324/2699697,-2037744169/1301253954)
(232324/2699697,2037744169/1301253954)
(16129/675831,550898953/85830537)
(16129/675831,-550898953/85830537)
#
# (a,b,c,d) = (6,8,9,4) and D = 4952:
#
(-15797/36675,143309/146700)
(1/3,1/3)
(78607/118473,-74557/157964)
(2/3,-1/2)
(289/243,-439/243)
#
# (a,b,c,d) = (1239,1,1,0) and D = 4955:
#
#
# (a,b,c,d) = (1239,0,1,0) and D = 4956:
#
(9409/113080,20344813/10968760)
(9409/113080,-20344813/10968760)
(1/22,97/22)
(1/22,-97/22)
#
# (a,b,c,d) = (155,1,2,0) and D = 4956:
#
(9409/56540,-10628743/10968760)
(1/11,24/11)
(1/11,-49/22)
(9409/56540,971607/1096876)
#
# (a,b,c,d) = (46,1,3,0) and D = 4959:
#
(1/10,-9/5)
(11449/41020,-1195721/13167420)
(1/10,53/30)
(11449/41020,-4887/2194570)
#
# (a,b,c,d) = (1240,1,1,0) and D = 4959:
#
(11449/123060,1137077/13167420)
(1/30,-161/30)
(11449/123060,-118106/658371)
(1/30,16/3)
#
# (a,b,c,d) = (155,0,2,0) and D = 4960:
#
#
# (a,b,c,d) = (1240,0,1,0) and D = 4960:
#
#
# (a,b,c,d) = (1241,1,1,0) and D = 4963:
#
(400/4321,-39631/86420)
(1/11,-10/11)
(400/4321,31631/86420)
(1/11,9/11)
#
# (a,b,c,d) = (4,5,7,5) and D = 4963:
#
(-13/1556,229/389)
(-3/37,23/37)
(11/8,-3/2)
(1294/6657,16067/33285)
(-2/7,5/7)
(1,-1)
#
# (a,b,c,d) = (1241,0,1,0) and D = 4964:
#
#
# (a,b,c,d) = (1242,1,1,0) and D = 4967:
#
#
# (a,b,c,d) = (1242,0,1,0) and D = 4968:
#
(196/11433,406215/53354)
(196/11433,-406215/53354)
#
# (a,b,c,d) = (46,0,3,0) and D = 4968:
#
(196/3811,135405/53354)
(196/3811,-135405/53354)
#
# (a,b,c,d) = (3,6,9,8) and D = 4968:
#
(0,1/2)
(-14/17,55/68)
#
# (a,b,c,d) = (1243,1,1,0) and D = 4971:
#
(36/1585,-62749/9510)
(36/1585,62533/9510)
#
# (a,b,c,d) = (1243,0,1,0) and D = 4972:
#
(25/331,-4104/1655)
(25/331,4104/1655)
#
# (a,b,c,d) = (1,0,10,6) and D = 4972:
#
(1,0)
(1,-5/3)
#
# (a,b,c,d) = (1244,1,1,0) and D = 4975:
#
#
# (a,b,c,d) = (10,1,5,0) and D = 4975:
#
#
# (a,b,c,d) = (1244,0,1,0) and D = 4976:
#
(1/12,11/6)
(121/8760,409273/48180)
(1/12,-11/6)
(121/8760,-409273/48180)
(49/1773,-73669/12411)
(25/384,-3049/960)
(25/384,3049/960)
(49/1773,73669/12411)
#
# (a,b,c,d) = (20,3,4,0) and D = 4976:
#
(121/2190,-206633/96360)
(196/1773,-75727/49644)
(1/3,-7/12)
(25/96,1337/1920)
(196/1773,71611/49644)
(25/96,-107/120)
(121/2190,5066/2409)
(1/3,1/3)
#
# (a,b,c,d) = (156,2,2,0) and D = 4976:
#
(1/6,5/6)
(121/4380,-34217/8030)
(98/1773,72983/24822)
(98/1773,-24785/8274)
(1/6,-1)
(25/192,731/480)
(25/192,-529/320)
(121/4380,203971/48180)
#
# (a,b,c,d) = (1245,1,1,0) and D = 4979:
#
(1/51,-121/17)
(1/51,362/51)
#
# (a,b,c,d) = (1,5,7,16) and D = 4979:
#
(1,0)
(29/16,-91/256)
(307/367,36/367)
(3/19,7/19)
#
# (a,b,c,d) = (1245,0,1,0) and D = 4980:
#
#
# (a,b,c,d) = (1246,1,1,0) and D = 4983:
#
#
# (a,b,c,d) = (1246,0,1,0) and D = 4984:
#
#
# (a,b,c,d) = (1,5,1,8) and D = 4987:
#
(11/9,-1/9)
(91/421,198/421)
(1,0)
(0,1/2)
(-2142/685,1727/2740)
#
# (a,b,c,d) = (1247,1,1,0) and D = 4987:
#
(4356/145297,-54589573/9589602)
(1/749,-20499/749)
(1/749,20498/749)
(4356/145297,1262839/223014)
(1/23,104/23)
(1/23,-105/23)
#
# (a,b,c,d) = (156,1,2,0) and D = 4988:
#
#
# (a,b,c,d) = (1247,0,1,0) and D = 4988:
#
#
# (a,b,c,d) = (1248,1,1,0) and D = 4991:
#
#
# (a,b,c,d) = (1248,0,1,0) and D = 4992:
#
#
# (a,b,c,d) = (156,0,2,0) and D = 4992:
#
#
# (a,b,c,d) = (1249,1,1,0) and D = 4995:
#
(16/249,3181/996)
(16/249,-3245/996)
#
# (a,b,c,d) = (47,3,3,0) and D = 4995:
#
(16/83,-389/332)
(16/83,325/332)
#
# (a,b,c,d) = (5,0,6,1) and D = 4995:
#
(0,1)
(4/7,-1/7)
(7564/23947,-36877/23947)
#
# (a,b,c,d) = (1249,0,1,0) and D = 4996:
#
#
# (a,b,c,d) = (1250,1,1,0) and D = 4999:
#
(1/40,25/4)
(49/592,-3973/2072)
(49/592,7603/4144)
(1/40,-251/40)
#
# (a,b,c,d) = (1,5,2,9) and D = 4999:
#
(5,-1)
(-3407/1369,728/1369)
(118/403,171/403)
(-20154/13079,15197/39237)
(-11/17,7/17)
(1,0)
(-54889/126463,514904/1138167)
#
# (a,b,c,d) = (2,2,9,1) and D = 5000:
#
(0,1)
(1/2,-1/2)
(157/236,-85/236)
#
# (a,b,c,d) = (10,0,5,0) and D = 5000:
#
(5/11,-9/55)
(5/11,9/55)
#
# (a,b,c,d) = (1250,0,1,0) and D = 5000:
#
(1/11,-9/11)
(1/11,9/11)
#
# (a,b,c,d) = (2,5,3,7) and D = 5003:
#
#
# (a,b,c,d) = (1251,1,1,0) and D = 5003:
#
(1/21,-30/7)
(1/21,89/21)
#
# (a,b,c,d) = (4,2,5,-2) and D = 5004:
#
(1,3)
#
# (a,b,c,d) = (1251,0,1,0) and D = 5004:
#
#
# (a,b,c,d) = (1,2,3,15) and D = 5007:
#
(1,0)
(397/367,-45/367)
#
# (a,b,c,d) = (1252,1,1,0) and D = 5007:
#
#
# (a,b,c,d) = (1252,0,1,0) and D = 5008:
#
#
# (a,b,c,d) = (157,2,2,0) and D = 5008:
#
#
# (a,b,c,d) = (1253,1,1,0) and D = 5011:
#
(4/1673,9775/478)
(9216/102529,1345271/1406112)
(9/115,766/345)
(196/2585,-89921/36190)
(361/9509,891488/180671)
(196/2585,87177/36190)
(4/1673,-68433/3346)
(9/115,-793/345)
(14641/253895,-112398487/30721295)
(841/35705,-6703476/1035445)
(361/9509,-898347/180671)
(14641/253895,110626926/30721295)
(841/35705,6679087/1035445)
(1/17,60/17)
(1/17,-61/17)
(9216/102529,-10301633/9842784)
#
# (a,b,c,d) = (1,1,11,6) and D = 5011:
#
(161/65,-288/65)
(751/760,-189/1520)
(37/43,-63/43)
(55/171,203/513)
(259/265,-38/265)
(-1/5,7/10)
(181/305,-751/915)
(1,0)
(53/67,-266/201)
#
# (a,b,c,d) = (1253,0,1,0) and D = 5012:
#
#
# (a,b,c,d) = (1254,1,1,0) and D = 5015:
#
#
# (a,b,c,d) = (1254,0,1,0) and D = 5016:
#
#
# (a,b,c,d) = (2,2,1,7) and D = 5016:
#
(6/11,29/77)
#
# (a,b,c,d) = (1255,1,1,0) and D = 5019:
#
#
# (a,b,c,d) = (157,1,2,0) and D = 5020:
#
#
# (a,b,c,d) = (1255,0,1,0) and D = 5020:
#
#
# (a,b,c,d) = (1256,1,1,0) and D = 5023:
#
#
# (a,b,c,d) = (157,0,2,0) and D = 5024:
#
#
# (a,b,c,d) = (1256,0,1,0) and D = 5024:
#
#
# (a,b,c,d) = (1257,1,1,0) and D = 5027:
#
#
# (a,b,c,d) = (1257,0,1,0) and D = 5028:
#
#
# (a,b,c,d) = (1258,1,1,0) and D = 5031:
#
#
# (a,b,c,d) = (2,1,8,-2) and D = 5032:
#
(173/219,-25/219)
(186551/249490,-26139/124745)
(1/5,-3/5)
(3/32,-11/16)
#
# (a,b,c,d) = (1258,0,1,0) and D = 5032:
#
(1/1379,-51209/1379)
(1/1379,51209/1379)
#
# (a,b,c,d) = (1259,1,1,0) and D = 5035:
#
(1/11,8/11)
(1/11,-9/11)
#
# (a,b,c,d) = (2,1,5,7) and D = 5035:
#
(-1,1)
(57/71,-25/71)
(-5/8,3/4)
(4/5,-1/5)
(2441/3064,-31/1532)
(-54245/95504,34339/47752)
#
# (a,b,c,d) = (1,3,-1,11) and D = 5036:
#
(-2/7,3/7)
(183/113,-38/113)
(3854/4769,993/4769)
(-2110/623,543/623)
(-616273505389/290758910729,166974266806/290758910729)
(89/509,228/509)
(3404/9263,3937/9263)
(2318/1751,-381/1751)
(1,0)
(5/7,2/7)
(4,-1)
(721715/31439,-182436/31439)
#
# (a,b,c,d) = (1,1,11,1) and D = 5036:
#
(0,1)
(14/41,19/41)
(77/95,-26/95)
(1196/5539,-4489/5539)
(4/5,1/5)
(661/979,266/979)
(531/1295,-652/1295)
(9626/9065,-105017/9065)
(4826/8225,-52481/8225)
(19/109,-130/109)
(1,0)
(458/1295,589/1295)
(-13/35,144/35)
(1261/14935,11438/14935)
#
# (a,b,c,d) = (3,4,8,6) and D = 5036:
#
(131/177,-80/531)
(-71/49,83/49)
(2651/3447,-515/1149)
(5,-17/3)
(6081671/10064331,492949/3354777)
(-1/21,4/7)
(203/257,-146/257)
(751/1501,386/1501)
(29/89,103/267)
(-7/3,8/3)
(145589/196119,-31912/196119)
(49979/23489,-56102/23489)
(1369/309,-517/103)
(1,-1)
(-7/11,10/11)
(-6377203/14585217,11222537/14585217)
#
# (a,b,c,d) = (1259,0,1,0) and D = 5036:
#
(31329/444751,-221944870/78720927)
(4/401,8025/802)
(9025/1723311,-2262070934/163714545)
(1/15,46/15)
(100/1241,25539/12410)
(8464/201705,-86272523/18556860)
(1/15,-46/15)
(8464/201705,86272523/18556860)
(100/1241,-25539/12410)
(16/417,-8207/1668)
(31329/444751,221944870/78720927)
(9025/1723311,2262070934/163714545)
(4/401,-8025/802)
(18496/205905,-27629351/28003080)
(1/207,-2978/207)
(114490000/2901716601,-150142985090099/31048367630700)
(133225/1440299,-104002032/525709135)
(4/425,-8757/850)
(16/417,8207/1668)
(1/35,-204/35)
(7569/111583,-29040634/9707721)
(133225/1440299,104002032/525709135)
(1/207,2978/207)
(7569/111583,29040634/9707721)
(4/425,8757/850)
(114490000/2901716601,150142985090099/31048367630700)
(1/35,204/35)
(18496/205905,27629351/28003080)
#
# (a,b,c,d) = (1,2,11,14) and D = 5036:
#
(1,-2/7)
(-11449/247,8296/247)
(-4737/22103,10492/22103)
(1,-1/2)
(111/154,61/308)
(-23/32,43/64)
(-53/13,77/26)
(69/38,-97/76)
(-545329/303791,406224/303791)
(185/98,-261/196)
(1,0)
(2405/2344,-6631/32816)
(7505237/1993277,-5420890/1993277)
(29/53,14/53)
#
# (a,b,c,d) = (1260,1,1,0) and D = 5039:
#
(1/1680,-3443/84)
(1/1680,3279/80)
#
# (a,b,c,d) = (158,2,2,0) and D = 5040:
#
#
# (a,b,c,d) = (6,2,6,0) and D = 5040:
#
#
# (a,b,c,d) = (47,2,3,0) and D = 5040:
#
#
# (a,b,c,d) = (1260,0,1,0) and D = 5040:
#
#
# (a,b,c,d) = (1261,1,1,0) and D = 5043:
#
#
# (a,b,c,d) = (1261,0,1,0) and D = 5044:
#
#
# (a,b,c,d) = (1262,1,1,0) and D = 5047:
#
(121/1904,-34491/10472)
(1/1682,34491/841)
(309136/5027393,9389838399/2795230508)
(1/32,-89/16)
(1/14,19/7)
(1/98,969/98)
(356409/20030752,-44718155365/5979179472)
(4/161,2019/322)
(121/3668,-217725/40348)
(121/1358,-8535/7469)
(58564/1219337,1241695087/295079554)
(144/1561,-6877/18732)
(1/98,-485/49)
(1/32,177/32)
(25/1724,-71507/8620)
(256/16289,2071793/260624)
(58564/1219337,-1255867575/295079554)
(9/23842,-1840711/35763)
(121/1904,67651/20944)
(9/112,683/336)
(144/1561,5149/18732)
(121/1358,15739/14938)
(9/112,-355/168)
(356409/20030752,89223534557/11958358944)
(4/161,-2027/322)
(1/14,-39/14)
(256/16289,-2075889/260624)
(121/3668,108197/20174)
(1/1682,-68983/1682)
(9/2788,-147221/8364)
(100/2489,118487/24890)
(9/23842,3681395/71526)
(309136/5027393,-9561718015/2795230508)
(9/2788,73597/4182)
(25/1724,35691/4310)
(100/2489,-119487/24890)
#
# (a,b,c,d) = (4,3,7,0) and D = 5047:
#
(58564/174191,157138601/295079554)
(700/2489,108487/174230)
(9/16,59/336)
(9/3406,75125/10218)
(356409/2861536,-467163635/427084248)
(121/524,7253/10087)
(7/1682,-68993/11774)
(9/3406,-262978/35763)
(256/2327,290119/260624)
(1/2,-1/2)
(121/272,-2939/5236)
(4/23,277/322)
(63/2788,-147491/58548)
(9/16,-5/12)
(175/1724,-72757/60340)
(121/194,-310/1067)
(700/2489,-129487/174230)
(4/23,-43/46)
(1/2,2/7)
(7/1682,34486/5887)
(309136/718199,-230214575/399318644)
(121/524,-4715/5764)
(63/2788,36731/14637)
(7/32,-47/56)
(58564/174191,-28522295/42154222)
(121/194,347/14938)
(144/223,-1733/18732)
(1/14,137/98)
(175/1724,17533/15085)
(7/32,167/224)
(356409/2861536,12442253261/11958358944)
(309136/718199,1095863177/2795230508)
(256/2327,-43201/37232)
(121/272,1109/2992)
(144/223,-493/2676)
(1/14,-10/7)
#
# (a,b,c,d) = (1,4,3,13) and D = 5047:
#
(-107/85,36/85)
(1/5,2/5)
(2/31,13/31)
(-47/75,31/75)
(5/3,-1/3)
(-35/13,9/13)
(-3814/4811,1953/4811)
(37693/12753,-9002/12753)
(41/53,9/53)
(-5938/11937,5027/11937)
(30395/871,-7502/871)
(-4,1)
(-28/27,11/27)
(4399/2159,-976/2159)
(3296/5911,1723/5911)
(14224037/62675,-3510801/62675)
(1,0)
(47/1587,671/1587)
(298/153,-65/153)
(2711/663,-661/663)
#
# (a,b,c,d) = (3,5,10,6) and D = 5048:
#
(7/9,-20/27)
(46671991/88918542,55397365/266755626)
#
# (a,b,c,d) = (1262,0,1,0) and D = 5048:
#
#
# (a,b,c,d) = (1263,1,1,0) and D = 5051:
#
#
# (a,b,c,d) = (1263,0,1,0) and D = 5052:
#
#
# (a,b,c,d) = (158,1,2,0) and D = 5052:
#
#
# (a,b,c,d) = (3,3,2,5) and D = 5055:
#
#
# (a,b,c,d) = (1264,1,1,0) and D = 5055:
#
#
# (a,b,c,d) = (4,7,8,0) and D = 5056:
#
(1/13,-17/13)
(1/13,129/104)
#
# (a,b,c,d) = (158,0,2,0) and D = 5056:
#
(1/52,265/52)
(1/52,-265/52)
#
# (a,b,c,d) = (1264,0,1,0) and D = 5056:
#
(1/104,-265/26)
(1/104,265/26)
#
# (a,b,c,d) = (20,2,4,0) and D = 5056:
#
(1/26,-133/52)
(1/26,33/13)
#
# (a,b,c,d) = (1265,1,1,0) and D = 5059:
#
#
# (a,b,c,d) = (1265,0,1,0) and D = 5060:
#
#
# (a,b,c,d) = (1266,1,1,0) and D = 5063:
#
(4/113,1163/226)
(4/113,-1171/226)
(1/12,7/4)
(1/12,-11/6)
#
# (a,b,c,d) = (1,3,8,19) and D = 5063:
#
(-1531/1175,687/1175)
(19141/4763,-7111/4763)
(18/13,-5/13)
(-1/5,2/5)
(-8,3)
(1,0)
#
# (a,b,c,d) = (1266,0,1,0) and D = 5064:
#
#
# (a,b,c,d) = (1267,1,1,0) and D = 5067:
#
(3721/160303,-63784921/9778483)
(1/13,-31/13)
(3721/160303,63557940/9778483)
(1/13,30/13)
#
# (a,b,c,d) = (47,1,3,0) and D = 5067:
#
(3/13,29/39)
(3/13,-32/39)
(11163/160303,63330959/29335449)
(11163/160303,-64011902/29335449)
#
# (a,b,c,d) = (1267,0,1,0) and D = 5068:
#
(1/11,8/11)
(1/11,-8/11)
#
# (a,b,c,d) = (4,2,7,2) and D = 5068:
#
#
# (a,b,c,d) = (2,4,2,7) and D = 5068:
#
#
# (a,b,c,d) = (2,0,8,3) and D = 5068:
#
#
# (a,b,c,d) = (3,5,7,7) and D = 5068:
#
#
# (a,b,c,d) = (1268,1,1,0) and D = 5071:
#
#
# (a,b,c,d) = (1268,0,1,0) and D = 5072:
#
#
# (a,b,c,d) = (159,2,2,0) and D = 5072:
#
#
# (a,b,c,d) = (2,7,9,11) and D = 5075:
#
(1/14,3/7)
(16235/12556,-2347/6278)
(-1/4,1/2)
(-5/2,1)
#
# (a,b,c,d) = (1269,1,1,0) and D = 5075:
#
(4/81,-25/6)
(4/81,667/162)
(64/921,-21437/7368)
(64/921,6975/2456)
#
# (a,b,c,d) = (47,0,3,0) and D = 5076:
#
#
# (a,b,c,d) = (1269,0,1,0) and D = 5076:
#
#
# (a,b,c,d) = (2,6,3,6) and D = 5076:
#
(-1,1/2)
(77/178,127/356)
#
# (a,b,c,d) = (1270,1,1,0) and D = 5079:
#
#
# (a,b,c,d) = (1270,0,1,0) and D = 5080:
#
#
# (a,b,c,d) = (1271,1,1,0) and D = 5083:
#
#
# (a,b,c,d) = (159,1,2,0) and D = 5084:
#
(1/33,-134/33)
(361/3879,315605/147402)
(1/33,89/22)
(361/3879,-53744/24567)
(9/50,-149/300)
(9/50,61/150)
#
# (a,b,c,d) = (1271,0,1,0) and D = 5084:
#
(361/7758,-638069/147402)
(9/100,271/300)
(1/66,-535/66)
(1/66,535/66)
(361/7758,638069/147402)
(9/100,-271/300)
#
# (a,b,c,d) = (3,4,9,5) and D = 5087:
#
#
# (a,b,c,d) = (1272,1,1,0) and D = 5087:
#
#
# (a,b,c,d) = (1272,0,1,0) and D = 5088:
#
(225/34594,-3216586/259455)
(225/34594,3216586/259455)
#
# (a,b,c,d) = (159,0,2,0) and D = 5088:
#
(225/17297,1608293/259455)
(225/17297,-1608293/259455)
#
# (a,b,c,d) = (1,5,5,13) and D = 5088:
#
(113/188,45/188)
(1,0)
#
# (a,b,c,d) = (3,0,7,2) and D = 5088:
#
(31/47,-17/94)
(1/2,-1/2)
#
# (a,b,c,d) = (1273,1,1,0) and D = 5091:
#
#
# (a,b,c,d) = (1273,0,1,0) and D = 5092:
#
#
# (a,b,c,d) = (2,1,7,6) and D = 5095:
#
(7/5,-17/10)
(5/4,-3/2)
(-1/2,5/6)
#
# (a,b,c,d) = (1274,1,1,0) and D = 5095:
#
(361/9296,61341/12616)
(49/1166,37715/8162)
(49/1166,-19029/4081)
(361/9296,-865633/176624)
#
# (a,b,c,d) = (1274,0,1,0) and D = 5096:
#
#
# (a,b,c,d) = (5,6,7,0) and D = 5096:
#
#
# (a,b,c,d) = (1,4,6,17) and D = 5099:
#
(395/371,-18/371)
(-3942/1763,1159/1763)
(-3/2,1/2)
(25/28,37/476)
(-36/19,11/19)
(1,0)
#
# (a,b,c,d) = (1275,1,1,0) and D = 5099:
#
(25/14091,-1672736/70455)
(1/1485,-57226/1485)
(1/11,-8/11)
(121/1313,-2962/14443)
(1/11,7/11)
(1/1485,3815/99)
(25/14091,557537/23485)
(121/1313,1631/14443)
#
# (a,b,c,d) = (1275,0,1,0) and D = 5100:
#
#
# (a,b,c,d) = (11,4,5,0) and D = 5100:
#
#
# (a,b,c,d) = (4,9,9,0) and D = 5103:
#
(1/2,1/6)
(1/2,-2/3)
(25/44,-107/165)
(25/44,53/660)
#
# (a,b,c,d) = (1,0,9,9) and D = 5103:
#
(57167/57707,3138/57707)
(2501/2051,-2615/2051)
(-16/59,35/59)
(1,0)
(1,-1)
(-2/13,7/13)
#
# (a,b,c,d) = (2,3,9,0) and D = 5103:
#
(1/2,1/3)
(25/44,-101/220)
(1/2,-1/2)
(25/44,89/330)
#
# (a,b,c,d) = (1276,1,1,0) and D = 5103:
#
(25/396,-149/45)
(1/18,-34/9)
(1/18,67/18)
(25/396,6431/1980)
#
# (a,b,c,d) = (48,3,3,0) and D = 5103:
#
(25/132,-196/165)
(1/6,-4/3)
(25/132,659/660)
(1/6,7/6)
#
# (a,b,c,d) = (20,1,4,0) and D = 5104:
#
(1/5,1)
(1/5,-21/20)
#
# (a,b,c,d) = (160,2,2,0) and D = 5104:
#
(1/10,2)
(1/10,-21/10)
#
# (a,b,c,d) = (1276,0,1,0) and D = 5104:
#
(1/20,-41/10)
(1/20,41/10)
#
# (a,b,c,d) = (1277,1,1,0) and D = 5107:
#
#
# (a,b,c,d) = (1277,0,1,0) and D = 5108:
#
#
# (a,b,c,d) = (3,7,10,9) and D = 5111:
#
(-4/3,1)
#
# (a,b,c,d) = (1278,1,1,0) and D = 5111:
#
#
# (a,b,c,d) = (1278,0,1,0) and D = 5112:
#
#
# (a,b,c,d) = (1279,1,1,0) and D = 5115:
#
#
# (a,b,c,d) = (1279,0,1,0) and D = 5116:
#
(1/34,-195/34)
(1/34,195/34)
(4225/46784,2436673/3040960)
(4225/46784,-2436673/3040960)
#
# (a,b,c,d) = (160,1,2,0) and D = 5116:
#
(1/17,-49/17)
(1/17,97/34)
(4225/23392,16891/47515)
(4225/23392,-1355649/3040960)
#
# (a,b,c,d) = (1,4,-1,9) and D = 5119:
#
(179/407,171/407)
(358073/51129,-693676/460161)
(-23/19,7/19)
(292/277,-95/2493)
(16/43,19/43)
(915/173,-589/519)
(-2/19,9/19)
(50/29,-9/29)
(-3,2/3)
(-67681/116063,46139/116063)
(1,0)
#
# (a,b,c,d) = (1280,1,1,0) and D = 5119:
#
(49/554,4241/3878)
(25/155306,-61204421/776530)
(9/160,353/96)
(1/38,231/38)
(4/65,-443/130)
(4/65,87/26)
(9/1072,2192/201)
(9/160,-56/15)
(1/38,-116/19)
(121/2150,8692/2365)
(25/155306,30602148/388265)
(289/46292,9955983/786964)
(9/1072,-35099/3216)
(214369/2474180,-1643011887/1145545340)
(214369/2474180,77187952/57277267)
(289/46292,-2490224/196741)
(49/554,-2292/1939)
(121/2150,-88251/23650)
#
# (a,b,c,d) = (1280,0,1,0) and D = 5120:
#
(1/24,14/3)
(49/564,-1342/987)
(1/24,-14/3)
(49/564,1342/987)
#
# (a,b,c,d) = (20,0,4,0) and D = 5120:
#
(1/6,-7/6)
(49/141,671/1974)
(49/141,-671/1974)
(1/6,7/6)
#
# (a,b,c,d) = (160,0,2,0) and D = 5120:
#
(1/12,-7/3)
(1/12,7/3)
(49/282,671/987)
(49/282,-671/987)
#
# (a,b,c,d) = (3,4,8,0) and D = 5120:
#
(1/3,-2/3)
(1/3,1/2)
(98/141,-1357/3948)
(98/141,-5/1316)
#
# (a,b,c,d) = (21,4,4,0) and D = 5120:
#
(1/6,-5/4)
(1/6,13/12)
(49/141,164/987)
(49/141,-169/329)
#
# (a,b,c,d) = (1281,1,1,0) and D = 5123:
#
#
# (a,b,c,d) = (1281,0,1,0) and D = 5124:
#
#
# (a,b,c,d) = (2,8,7,7) and D = 5124:
#
(19/12,-5/12)
#
# (a,b,c,d) = (1282,1,1,0) and D = 5127:
#
#
# (a,b,c,d) = (2,2,9,5) and D = 5128:
#
#
# (a,b,c,d) = (1282,0,1,0) and D = 5128:
#
(1/11,7/11)
(1/11,-7/11)
#
# (a,b,c,d) = (1283,1,1,0) and D = 5131:
#
#
# (a,b,c,d) = (3,1,7,3) and D = 5132:
#
(2/3,1/9)
#
# (a,b,c,d) = (1283,0,1,0) and D = 5132:
#
#
# (a,b,c,d) = (1284,1,1,0) and D = 5135:
#
#
# (a,b,c,d) = (161,2,2,0) and D = 5136:
#
#
# (a,b,c,d) = (1284,0,1,0) and D = 5136:
#
#
# (a,b,c,d) = (1285,1,1,0) and D = 5139:
#
#
# (a,b,c,d) = (5,5,8,2) and D = 5140:
#
(3/5,-2/5)
(95937/216460,-221083/216460)
(229/369,-64/369)
(1/2,-3/2)
#
# (a,b,c,d) = (1285,0,1,0) and D = 5140:
#
(1/29,152/29)
(1/29,-152/29)
#
# (a,b,c,d) = (1286,1,1,0) and D = 5143:
#
#
# (a,b,c,d) = (1286,0,1,0) and D = 5144:
#
#
# (a,b,c,d) = (1287,1,1,0) and D = 5147:
#
(3364/101673,-222047/41238)
(3364/101673,3506401/655226)
#
# (a,b,c,d) = (1287,0,1,0) and D = 5148:
#
(4/1257,14855/838)
(49/4008,84481/9352)
(100/12489,-465079/41630)
(2809/57568,12738097/3051104)
(1/16,53/16)
(1/16,-53/16)
(1/36,71/12)
(1/12,7/4)
(1/12,-7/4)
(16/753,6845/1004)
(16/753,-6845/1004)
(1/36,-71/12)
(49/4008,-84481/9352)
(2809/57568,-12738097/3051104)
(100/12489,465079/41630)
(4/1257,-14855/838)
(5041/56952,-1485503/1347864)
(5041/56952,1485503/1347864)
#
# (a,b,c,d) = (7,5,6,0) and D = 5148:
#
(5041/9492,-10859/288828)
(32/251,2175/2008)
(3/8,-17/24)
(1/2,1/12)
(3/8,19/48)
(1/6,11/12)
(8/419,-4965/1676)
(200/4163,-156693/83260)
(1/6,-19/18)
(8427/28784,750353/1307616)
(1/2,-1/2)
(200/4163,460079/249780)
(32/251,-7165/6024)
(8/419,14815/5028)
(8427/28784,-3742813/4576656)
(49/668,41383/28056)
(49/668,-7183/4676)
(5041/9492,-545843/1347864)
#
# (a,b,c,d) = (161,1,2,0) and D = 5148:
#
(1/6,5/6)
(1/18,-107/36)
(8/1257,-44573/5028)
(5041/28476,292757/577656)
(49/2004,-126893/28056)
(1/8,-27/16)
(2809/28784,449615/217936)
(49/2004,63275/14028)
(5041/28476,-1203605/2021796)
(200/12489,-1396237/249780)
(32/753,-20599/6024)
(8/1257,44557/5028)
(1/18,53/18)
(200/12489,60619/10860)
(1/8,13/8)
(1/6,-11/12)
(32/753,20471/6024)
(2809/28784,-6443487/3051104)
#
# (a,b,c,d) = (48,2,3,0) and D = 5148:
#
(4/419,-14863/2514)
(1/4,1/2)
(3/16,25/24)
(5041/18984,-921707/2021796)
(1/12,35/18)
(100/4163,154693/41630)
(49/1336,14023/4676)
(5041/18984,15661/56161)
(100/4163,-466079/124890)
(4/419,4949/838)
(8427/57568,-1648091/1144164)
(8427/57568,6145733/4576656)
(1/12,-2)
(16/251,6781/3012)
(49/1336,-10603/3507)
(1/4,-2/3)
(3/16,-7/6)
(16/251,-2303/1004)
#
# (a,b,c,d) = (6,1,6,0) and D = 5148:
#
(1/2,-1/3)
(32/251,-2303/2008)
(32/251,6781/6024)
(49/668,14023/9352)
(1/6,35/36)
(3/8,-7/12)
(8427/28784,-1648091/2288328)
(8/419,-14863/5028)
(1/6,-1)
(3/8,25/48)
(49/668,-10603/7014)
(200/4163,-466079/249780)
(8/419,4949/1676)
(5041/9492,15661/112322)
(200/4163,154693/83260)
(5041/9492,-921707/4043592)
(8427/28784,6145733/9153312)
(1/2,1/4)
#
# (a,b,c,d) = (1288,1,1,0) and D = 5151:
#
(9/1708,-10085/732)
(9/1708,17642/1281)
#
# (a,b,c,d) = (1288,0,1,0) and D = 5152:
#
#
# (a,b,c,d) = (161,0,2,0) and D = 5152:
#
#
# (a,b,c,d) = (1289,1,1,0) and D = 5155:
#
(9/469,-10124/1407)
(1/11,6/11)
(9/331,5930/993)
(1/11,-7/11)
(9/469,10097/1407)
(9/331,-5957/993)
#
# (a,b,c,d) = (5,9,11,6) and D = 5155:
#
(11/17,-2/17)
(-1/5,2/3)
(-181/109,1289/654)
(629/458,-1391/916)
(7/10,-1/4)
(784315/368799,-2695888/1106397)
(-1517/475,353/95)
(-197/103,232/103)
(219437/434712,307163/2608272)
(1,-1)
(-125/313,491/626)
#
# (a,b,c,d) = (2,3,10,6) and D = 5156:
#
(7/6,-5/3)
#
# (a,b,c,d) = (1289,0,1,0) and D = 5156:
#
#
# (a,b,c,d) = (1290,1,1,0) and D = 5159:
#
#
# (a,b,c,d) = (1290,0,1,0) and D = 5160:
#
#
# (a,b,c,d) = (1291,1,1,0) and D = 5163:
#
#
# (a,b,c,d) = (1291,0,1,0) and D = 5164:
#
#
# (a,b,c,d) = (3,1,6,4) and D = 5164:
#
#
# (a,b,c,d) = (2,3,-1,6) and D = 5167:
#
(7/10,1/5)
(-25/14,23/28)
(-1/2,1/2)
#
# (a,b,c,d) = (1292,1,1,0) and D = 5167:
#
(9/136,-317/102)
(9/136,73/24)
#
# (a,b,c,d) = (162,2,2,0) and D = 5168:
#
#
# (a,b,c,d) = (1292,0,1,0) and D = 5168:
#
#
# (a,b,c,d) = (1,1,11,7) and D = 5168:
#
(1,0)
(47/23,-72/23)
#
# (a,b,c,d) = (1293,1,1,0) and D = 5171:
#
#
# (a,b,c,d) = (1293,0,1,0) and D = 5172:
#
(4/97,911/194)
(4/97,-911/194)
#
# (a,b,c,d) = (2,4,5,9) and D = 5172:
#
(32/43,3/43)
(73/170,517/1530)
(2,-1)
(-2981/3512,2143/3512)
#
# (a,b,c,d) = (48,1,3,0) and D = 5175:
#
#
# (a,b,c,d) = (1294,1,1,0) and D = 5175:
#
#
# (a,b,c,d) = (1294,0,1,0) and D = 5176:
#
#
# (a,b,c,d) = (1295,1,1,0) and D = 5179:
#
#
# (a,b,c,d) = (1295,0,1,0) and D = 5180:
#
(16/14289,1708057/57156)
(1/11,6/11)
(16/14289,-1708057/57156)
(1/11,-6/11)
#
# (a,b,c,d) = (162,1,2,0) and D = 5180:
#
(2/11,-7/22)
(2/11,5/22)
(32/14289,569331/38104)
(32/14289,-1708121/114312)
#
# (a,b,c,d) = (1296,1,1,0) and D = 5183:
#
#
# (a,b,c,d) = (1296,0,1,0) and D = 5184:
#
(1/193,-2681/193)
(1/193,2681/193)
#
# (a,b,c,d) = (48,0,3,0) and D = 5184:
#
(3/193,-2681/579)
(3/193,2681/579)
#
# (a,b,c,d) = (6,0,6,0) and D = 5184:
#
(6/193,2681/1158)
(6/193,-2681/1158)
#
# (a,b,c,d) = (4,0,6,2) and D = 5184:
#
(17/28,-5/28)
(1/2,-1/2)
#
# (a,b,c,d) = (1,3,0,12) and D = 5184:
#
(1,0)
(11/14,3/14)
#
# (a,b,c,d) = (162,0,2,0) and D = 5184:
#
(2/193,2681/386)
(2/193,-2681/386)
#
# (a,b,c,d) = (1297,1,1,0) and D = 5187:
#
(2916/117217,39650203/6329718)
(2916/117217,-39807667/6329718)
#
# (a,b,c,d) = (2,2,5,8) and D = 5188:
#
(769/197,-569/197)
(0,1/2)
(37/41,-17/41)
(-119560/112347,199397/224694)
#
# (a,b,c,d) = (1297,0,1,0) and D = 5188:
#
(400/18161,2430409/363220)
(1/13,-30/13)
(400/18161,-2430409/363220)
(1/13,30/13)
#
# (a,b,c,d) = (1298,1,1,0) and D = 5191:
#
(289/3368,-85403/57256)
(289/3368,40245/28628)
#
# (a,b,c,d) = (1298,0,1,0) and D = 5192:
#
#
# (a,b,c,d) = (1299,1,1,0) and D = 5195:
#
#
# (a,b,c,d) = (1299,0,1,0) and D = 5196:
#
(144/1585,-10153/19020)
(9/415,-8398/1245)
(9/415,8398/1245)
(144/1585,10153/19020)
(81/1975,83746/17775)
(81/1975,-83746/17775)
#
# (a,b,c,d) = (3,2,8,2) and D = 5196:
#
(3/5,-2/5)
(3/5,1/5)
(3/5,-11/5)
#
# (a,b,c,d) = (1300,1,1,0) and D = 5199:
#
#
# (a,b,c,d) = (1300,0,1,0) and D = 5200:
#
(9/1414,-26581/2121)
(361/11501,1208351/218519)
(1/14,19/7)
(1/14,-19/7)
(9/1414,26581/2121)
(361/11501,-1208351/218519)
#
# (a,b,c,d) = (163,2,2,0) and D = 5200:
#
(722/11501,1194633/437038)
(722/11501,-1222069/437038)
(9/707,13277/2121)
(9/707,-13304/2121)
(1/7,-10/7)
(1/7,9/7)
#
# (a,b,c,d) = (5,0,5,2) and D = 5200:
#
(-5/6,29/12)
(1002943/787302,-2798291/787302)
(3/23,16/23)
(11/19,-2/19)
(1/2,-1/2)
(587/222,-1651/222)
#
# (a,b,c,d) = (1,4,2,12) and D = 5200:
#
(-13/23,19/46)
(13/19,9/38)
(-13/4,19/24)
(373/37,-266/111)
(633539/131217,-448837/393651)
(1,0)
#
# (a,b,c,d) = (1,1,11,0) and D = 5203:
#
(1/97,288/97)
(1,-1/11)
(1,0)
(1/97,-3169/1067)
#
# (a,b,c,d) = (1301,1,1,0) and D = 5203:
#
(1/11,5/11)
(1/1067,34853/1067)
(1/11,-6/11)
(1/1067,-34854/1067)
#
# (a,b,c,d) = (1301,0,1,0) and D = 5204:
#
#
# (a,b,c,d) = (1302,1,1,0) and D = 5207:
#
#
# (a,b,c,d) = (1302,0,1,0) and D = 5208:
#
#
# (a,b,c,d) = (1303,1,1,0) and D = 5211:
#
(4/201,-2839/402)
(4/201,2831/402)
(176400/2422921,-2696561531/1017626820)
(176400/2422921,2622473531/1017626820)
#
# (a,b,c,d) = (1,6,6,11) and D = 5211:
#
(14411/4015,-2678/4015)
(1,0)
(1/5,2/5)
#
# (a,b,c,d) = (49,3,3,0) and D = 5211:
#
(4/67,311/134)
(4/67,-319/134)
(529200/2422921,-2992913531/3052880460)
(529200/2422921,2326121531/3052880460)
#
# (a,b,c,d) = (1303,0,1,0) and D = 5212:
#
#
# (a,b,c,d) = (163,1,2,0) and D = 5212:
#
#
# (a,b,c,d) = (1304,1,1,0) and D = 5215:
#
#
# (a,b,c,d) = (163,0,2,0) and D = 5216:
#
#
# (a,b,c,d) = (1304,0,1,0) and D = 5216:
#
#
# (a,b,c,d) = (2,3,7,9) and D = 5219:
#
#
# (a,b,c,d) = (1305,1,1,0) and D = 5219:
#
(1/15,3)
(1/15,-46/15)
#
# (a,b,c,d) = (1305,0,1,0) and D = 5220:
#
#
# (a,b,c,d) = (1306,1,1,0) and D = 5223:
#
#
# (a,b,c,d) = (1306,0,1,0) and D = 5224:
#
(1/11,-5/11)
(1/11,5/11)
(169/2155,-60861/28015)
(169/2155,60861/28015)
#
# (a,b,c,d) = (2,5,8,11) and D = 5224:
#
(-1/4,1/2)
(2,-1)
(-83/102,31/51)
(8/7,-3/7)
(-2181/3544,997/1772)
#
# (a,b,c,d) = (3,4,2,5) and D = 5227:
#
(-13/28,17/28)
#
# (a,b,c,d) = (1307,1,1,0) and D = 5227:
#
#
# (a,b,c,d) = (2,6,4,7) and D = 5228:
#
#
# (a,b,c,d) = (1307,0,1,0) and D = 5228:
#
#
# (a,b,c,d) = (1,1,10,11) and D = 5231:
#
(296/209,-261/209)
(1,0)
(1776/1981,-6683/21791)
(-1,1)
(3/13,5/13)
#
# (a,b,c,d) = (1308,1,1,0) and D = 5231:
#
(64/2673,45565/7128)
(7569/116848,-297215/93264)
(7569/116848,7934483/2541444)
(64/2673,-137207/21384)
(25/996,-31169/4980)
(1/12,5/3)
(1/12,-7/4)
(25/996,2587/415)
(1681/146280,13964269/1499370)
(1681/146280,-18641999/1999160)
#
# (a,b,c,d) = (164,2,2,0) and D = 5232:
#
#
# (a,b,c,d) = (21,3,4,0) and D = 5232:
#
#
# (a,b,c,d) = (6,6,8,2) and D = 5232:
#
#
# (a,b,c,d) = (1308,0,1,0) and D = 5232:
#
#
# (a,b,c,d) = (1309,1,1,0) and D = 5235:
#
(22201/329251,144537082/49058399)
(1/19,-75/19)
(22201/329251,-147845031/49058399)
(1/19,74/19)
#
# (a,b,c,d) = (3,2,2,5) and D = 5235:
#
(60411/100792,26135/100792)
(-179/43,146/43)
(202/1419,265/473)
(3/4,-1/4)
#
# (a,b,c,d) = (1309,0,1,0) and D = 5236:
#
#
# (a,b,c,d) = (1,5,8,18) and D = 5236:
#
(1,0)
(361/376,9/376)
#
# (a,b,c,d) = (1310,1,1,0) and D = 5239:
#
(16/233,-2731/932)
(1/56,-209/28)
(1/56,417/56)
(16/233,2667/932)
(169/1940,15099/12610)
(169/1940,-6479/5044)
#
# (a,b,c,d) = (1,2,7,17) and D = 5239:
#
(94716/74563,-31369/74563)
(1,0)
(451/349,-153/349)
(9,-4)
(1/3,1/3)
#
# (a,b,c,d) = (1310,0,1,0) and D = 5240:
#
#
# (a,b,c,d) = (2,4,7,10) and D = 5240:
#
#
# (a,b,c,d) = (1,2,8,17) and D = 5243:
#
(-2,1)
(877/844,-63/844)
(-5/16,7/16)
(451/331,-180/331)
(178/145,-63/145)
(-4415/1492,2149/1492)
(1,0)
#
# (a,b,c,d) = (1311,1,1,0) and D = 5243:
#
(9/14443,-1735759/43329)
(49/1079,-33368/7553)
(1/11,-5/11)
(9/14443,1735732/43329)
(9/463,9901/1389)
(9/463,-9928/1389)
(49/1079,33025/7553)
(1/11,4/11)
#
# (a,b,c,d) = (1311,0,1,0) and D = 5244:
#
(1/370,7117/370)
(1/370,-7117/370)
#
# (a,b,c,d) = (164,1,2,0) and D = 5244:
#
(1/185,-3559/370)
(1/185,1779/185)
#
# (a,b,c,d) = (1312,1,1,0) and D = 5247:
#
#
# (a,b,c,d) = (164,0,2,0) and D = 5248:
#
#
# (a,b,c,d) = (1312,0,1,0) and D = 5248:
#
#
# (a,b,c,d) = (1313,1,1,0) and D = 5251:
#
#
# (a,b,c,d) = (1,4,-3,8) and D = 5252:
#
(38/113,225/452)
(-58/47,65/188)
(-4560/1891,1951/3782)
(15/11,-2/11)
(0,1/2)
(1,0)
(-25591/74624,257915/596992)
#
# (a,b,c,d) = (1313,0,1,0) and D = 5252:
#
(1/17,60/17)
(25/309,2998/1545)
(1/17,-60/17)
(25/309,-2998/1545)
#
# (a,b,c,d) = (1314,1,1,0) and D = 5255:
#
(49/1866,13245/2177)
(49/1866,-79813/13062)
#
# (a,b,c,d) = (1314,0,1,0) and D = 5256:
#
(4/465,-3341/310)
(4/465,3341/310)
#
# (a,b,c,d) = (49,2,3,0) and D = 5256:
#
(4/155,1111/310)
(4/155,-3349/930)
#
# (a,b,c,d) = (1315,1,1,0) and D = 5259:
#
#
# (a,b,c,d) = (1,5,-3,6) and D = 5259:
#
(1,0)
#
# (a,b,c,d) = (1,3,10,20) and D = 5260:
#
(59/314,105/314)
(-7/2,3/2)
(-72073/235520,98021/235520)
(-33,14)
(757/684,-97/684)
(889/277,-372/277)
(23599/18343,-6984/18343)
(-1/5,2/5)
(521/776,155/776)
(177964167/10784968,-75491563/10784968)
(-1697/694,741/694)
(1,0)
(14361/7772,-5621/7772)
(3851/4800,673/4800)
(19/12,-7/12)
#
# (a,b,c,d) = (1,4,0,10) and D = 5260:
#
(103/199,72/199)
(-3/5,2/5)
(-20011/4453,4492/4453)
(-127/115,43/115)
(51/205,91/205)
(-47/51,19/51)
(9,-2)
(-60462951/628849,13451350/628849)
(159/1457,671/1457)
(1,0)
(111/89,-13/89)
(27479/10189,-5855/10189)
(-869/4395,1996/4395)
#
# (a,b,c,d) = (1315,0,1,0) and D = 5260:
#
(25/1379,-51008/6895)
(25/1379,51008/6895)
(1/439,9198/439)
(49/1639,-65178/11473)
(4/49,183/98)
(4/121,-1299/242)
(121/3199,174378/35189)
(1/439,-9198/439)
(16/281,-4099/1124)
(121/3199,-174378/35189)
(4/121,1299/242)
(1/11,4/11)
(4/49,-183/98)
(49/1639,65178/11473)
(2999824/32869529,3699024323/56930024228)
(16/281,4099/1124)
(2999824/32869529,-3699024323/56930024228)
(1/11,-4/11)
#
# (a,b,c,d) = (1,4,10,22) and D = 5260:
#
(655/559,-877/6149)
(-43/5,14/5)
(203/323,65/323)
(13083416285/1742394753,-46730347909/19166342283)
(85/37,-26/37)
(-5089/2235,1747/2235)
(-16723/60941,23882/60941)
(-3,1)
(265/181,-63/181)
(-24181/16907,9422/16907)
(-73/191,77/191)
(1,0)
(-7/9,4/9)
(5710053/1322585,-1841119/1322585)
#
# (a,b,c,d) = (1,3,1,13) and D = 5260:
#
(14061820/8376637,-3213819/8376637)
(-7/3,2/3)
(1/7,38/91)
(-347/1225,516/1225)
(-35744/185635,78807/185635)
(-928/665,309/665)
(1750/309,-473/309)
(6/7,1/7)
(1795/441,-482/441)
(-8/7,3/7)
(1,0)
(-73015/40619,22042/40619)
#
# (a,b,c,d) = (1316,1,1,0) and D = 5263:
#
#
# (a,b,c,d) = (2,5,4,8) and D = 5264:
#
(-117/67,53/67)
(0,1/2)
#
# (a,b,c,d) = (165,2,2,0) and D = 5264:
#
#
# (a,b,c,d) = (1316,0,1,0) and D = 5264:
#
#
# (a,b,c,d) = (1,2,10,16) and D = 5264:
#
(106/67,-117/134)
(1,0)
#
# (a,b,c,d) = (1317,1,1,0) and D = 5267:
#
#
# (a,b,c,d) = (1317,0,1,0) and D = 5268:
#
(81/1513,52570/13617)
(81/1513,-52570/13617)
#
# (a,b,c,d) = (1318,1,1,0) and D = 5271:
#
#
# (a,b,c,d) = (1318,0,1,0) and D = 5272:
#
#
# (a,b,c,d) = (11,3,5,0) and D = 5275:
#
(5/11,-4/55)
(5/11,-1/5)
(245/130691,-4295359/415835)
(245/130691,47243804/4574185)
#
# (a,b,c,d) = (1319,1,1,0) and D = 5275:
#
(1/11,-4/11)
(1/11,3/11)
(49/130691,-47246548/914837)
(49/130691,47246205/914837)
#
# (a,b,c,d) = (165,1,2,0) and D = 5276:
#
#
# (a,b,c,d) = (1319,0,1,0) and D = 5276:
#
#
# (a,b,c,d) = (1320,1,1,0) and D = 5279:
#
(7225/81276,5949851/6908460)
(10804369/136881212,232750926362/112482135961)
(1521/144730,-5504768/564447)
(561001/7359690,-6539788672/2756203905)
(7225/81276,-546998/575705)
(1024/114257,-3510827/332384)
(1024/114257,38586329/3656224)
(1/26,127/26)
(1521/144730,54988361/5644470)
(1/26,-64/13)
(561001/7359690,843959173/367493854)
(10804369/136881212,-966517666351/449928543844)
#
# (a,b,c,d) = (1,4,1,11) and D = 5279:
#
(1,0)
(1/29,13/29)
(1754/121,-403/121)
(233/389,117/389)
#
# (a,b,c,d) = (1320,0,1,0) and D = 5280:
#
#
# (a,b,c,d) = (165,0,2,0) and D = 5280:
#
#
# (a,b,c,d) = (1321,1,1,0) and D = 5283:
#
(100/2121,-91169/21210)
(100/2121,90169/21210)
#
# (a,b,c,d) = (49,1,3,0) and D = 5283:
#
(100/707,-1463/1010)
(100/707,29723/21210)
#
# (a,b,c,d) = (1321,0,1,0) and D = 5284:
#
(6889/520925,-375403526/43236775)
(1/41,-260/41)
(1/41,260/41)
(6889/520925,375403526/43236775)
#
# (a,b,c,d) = (2,6,5,8) and D = 5284:
#
(-19/21,11/21)
(0,1/2)
#
# (a,b,c,d) = (1322,1,1,0) and D = 5287:
#
#
# (a,b,c,d) = (1,3,2,14) and D = 5288:
#
(13/14,1/14)
(-37/23,12/23)
(15556703/14471884,-1035469/14471884)
(-3/2,1/2)
(-103/80,37/80)
(-924515/766009,345036/766009)
(1,0)
#
# (a,b,c,d) = (1322,0,1,0) and D = 5288:
#
(1/11,3/11)
(1/11,-3/11)
(4/14553,-1755613/29106)
(16/177,361/708)
(1/1763,-74025/1763)
(1/1763,74025/1763)
(16/177,-361/708)
(4/14553,1755613/29106)
#
# (a,b,c,d) = (2,3,1,7) and D = 5291:
#
(114/143,-1/143)
(-2,1)
(-58/79,43/79)
(-58431/97988,25843/48994)
(1101/208,-265/104)
(-4629/32123,16865/32123)
(5/4,-1/2)
(-106265/123556,35141/61778)
(-219/77,107/77)
(23/7,-11/7)
#
# (a,b,c,d) = (1323,1,1,0) and D = 5291:
#
(16/1785,-3591/340)
(1681/172527,-23884020/2357869)
(1/75,216/25)
(256/3129,89837/50064)
(9409/317463,175307660/30793911)
(9409/317463,-58740111/10264637)
(1/27,-136/27)
(478864/5498073,4411516285/3804666516)
(16/1785,75347/7140)
(1/27,5)
(478864/5498073,-75283971/60391532)
(6241/22168719,-11597634228/194592089)
(6241/22168719,104378215013/1751328801)
(1681/172527,71583139/7073607)
(1/75,-649/75)
(256/3129,-4473/2384)
#
# (a,b,c,d) = (4,18,21,0) and D = 5292:
#
#
# (a,b,c,d) = (49,0,3,0) and D = 5292:
#
#
# (a,b,c,d) = (4,2,7,0) and D = 5292:
#
#
# (a,b,c,d) = (5,2,4,-2) and D = 5292:
#
#
# (a,b,c,d) = (1,3,3,15) and D = 5292:
#
(1,0)
#
# (a,b,c,d) = (1323,0,1,0) and D = 5292:
#
#
# (a,b,c,d) = (4,3,6,4) and D = 5292:
#
#
# (a,b,c,d) = (2,6,6,9) and D = 5292:
#
#
# (a,b,c,d) = (1324,1,1,0) and D = 5295:
#
#
# (a,b,c,d) = (1,4,9,21) and D = 5295:
#
(1,0)
(503/371,-99/371)
#
# (a,b,c,d) = (1,3,4,16) and D = 5296:
#
(1,0)
(15/14,-1/14)
#
# (a,b,c,d) = (166,2,2,0) and D = 5296:
#
(2/1765,-74153/3530)
(2/1765,74149/3530)
#
# (a,b,c,d) = (1324,0,1,0) and D = 5296:
#
(1/1765,74151/1765)
(1/1765,-74151/1765)
#
# (a,b,c,d) = (2,2,6,8) and D = 5296:
#
(0,1/2)
(-1/7,15/28)
#
# (a,b,c,d) = (1325,1,1,0) and D = 5299:
#
(25/131219,47532922/656095)
(16/1745,-72889/6980)
(529/5825,1324/5359)
(16/1745,14565/1396)
(30276/338185,8221565/11768838)
(1/11,-3/11)
(529/5825,-45267/133975)
(30276/338185,-46375849/58844190)
(25/131219,-47533047/656095)
(9/127,-1054/381)
(1/11,2/11)
(9/127,1027/381)
#
# (a,b,c,d) = (3,2,8,1) and D = 5299:
#
(0,1)
(522/961,-431/961)
(3059/6052,-2987/6052)
(2007/2929,-614/2929)
(210755/301248,-14569/100416)
(-196/403,1555/403)
(5782/18849,-5045/6283)
(-1/21,8/7)
(1/2,-1/2)
#
# (a,b,c,d) = (2,6,7,10) and D = 5300:
#
(1/2,1/4)
(11551/25048,68923/250480)
(1,-1/5)
(69319/32612,-54809/65224)
(243/251,-43/251)
#
# (a,b,c,d) = (1325,0,1,0) and D = 5300:
#
(1/69,572/69)
(1/69,-572/69)
#
# (a,b,c,d) = (1326,1,1,0) and D = 5303:
#
#
# (a,b,c,d) = (1326,0,1,0) and D = 5304:
#
#
# (a,b,c,d) = (1327,1,1,0) and D = 5307:
#
(1/13,-30/13)
(1/13,29/13)
#
# (a,b,c,d) = (4,5,9,3) and D = 5307:
#
(2/3,-1/3)
(7373/185,-18813/185)
(-151/725,681/725)
(-1/4,1)
(31111/58555,-55941/58555)
#
# (a,b,c,d) = (1327,0,1,0) and D = 5308:
#
(1/11,-2/11)
(16/281,4093/1124)
(1/11,2/11)
(16/281,-4093/1124)
#
# (a,b,c,d) = (166,1,2,0) and D = 5308:
#
(32/281,4029/2248)
(2/11,1/22)
(2/11,-3/22)
(32/281,-4157/2248)
#
# (a,b,c,d) = (1328,1,1,0) and D = 5311:
#
#
# (a,b,c,d) = (166,0,2,0) and D = 5312:
#
(1/6,5/6)
(1/6,-5/6)
(25/1158,-27841/5790)
(127008/1458073,1661244605/734868792)
(25/1158,27841/5790)
(25/138,131/690)
(1/306,3785/306)
(18/2233,-105515/13398)
(25/138,-131/690)
(127008/1458073,-1661244605/734868792)
(18/2233,105515/13398)
(1/306,-3785/306)
(450/3241,-137539/97230)
(450/3241,137539/97230)
#
# (a,b,c,d) = (21,2,4,0) and D = 5312:
#
(1/3,-1/2)
(25/579,-4661/1930)
(36/2233,105407/26796)
(254016/1458073,-1725256637/1469737584)
(1/3,1/3)
(1/153,-631/102)
(900/3241,124039/194460)
(254016/1458073,1597232573/1469737584)
(25/579,6929/2895)
(900/3241,-21577/27780)
(25/69,1/230)
(25/69,-64/345)
(1/153,946/153)
(36/2233,-15089/3828)
#
# (a,b,c,d) = (1,2,4,16) and D = 5312:
#
(53/47,-9/47)
(71/79,19/158)
(-1,1/2)
(-69/19,103/76)
(93/73,-95/292)
(1,0)
(-452503/2868353,1171044/2868353)
(-3/2,5/8)
#
# (a,b,c,d) = (1328,0,1,0) and D = 5312:
#
(25/2316,27841/2895)
(1/12,5/3)
(1/12,-5/3)
(1/612,3785/153)
(9/2233,-105515/6699)
(25/276,-131/345)
(25/276,131/345)
(1/612,-3785/153)
(9/2233,105515/6699)
(25/2316,-27841/2895)
(63504/1458073,-1661244605/367434396)
(225/3241,137539/48615)
(225/3241,-137539/48615)
(63504/1458073,1661244605/367434396)
#
# (a,b,c,d) = (5,3,7,1) and D = 5312:
#
(0,1)
(-1/8,11/8)
(35/94,-71/94)
(45/79,-26/79)
(1889585/5736706,2794591/5736706)
(-35/76,241/76)
(1/2,-1/2)
(91/292,-281/292)
#
# (a,b,c,d) = (2,1,8,5) and D = 5312:
#
(251/316,-33/316)
(3/4,-1/4)
(3326667/11473412,5136679/11473412)
(46/73,-47/73)
(-1/2,1)
(123/188,-89/188)
(-1/4,3/4)
(-26/19,43/19)
#
# (a,b,c,d) = (2,2,4,8) and D = 5312:
#
(5/4,-3/4)
(-95/146,93/146)
(2342088/2868353,-452503/5736706)
(1,-1/2)
(103/38,-69/38)
(0,1/2)
(-18/47,53/94)
(19/79,71/158)
#
# (a,b,c,d) = (1329,1,1,0) and D = 5315:
#
(1/11,-2/11)
(1/11,1/11)
(1/14619,-1330/11)
(1/14619,1767569/14619)
#
# (a,b,c,d) = (1,3,11,20) and D = 5315:
#
(-19/176,273/704)
(19/11,-8/11)
(1968009/1208581,-4056221/6042905)
(-97/2387,897/2387)
(-3,7/5)
(-7/2,13/8)
(1,0)
(28703729/15552284,-49238555/62209136)
#
# (a,b,c,d) = (1329,0,1,0) and D = 5316:
#
(4761/131365,46081574/9064185)
(4761/131365,-46081574/9064185)
#
# (a,b,c,d) = (1,1,8,14) and D = 5316:
#
(1,0)
(377/308,-207/308)
(79/16,-351/112)
#
# (a,b,c,d) = (2,3,3,8) and D = 5319:
#
(0,1/2)
(-42/53,127/212)
#
# (a,b,c,d) = (50,3,3,0) and D = 5319:
#
(588/12265,-273395/103026)
(588/12265,1342279/515130)
#
# (a,b,c,d) = (1330,1,1,0) and D = 5319:
#
(196/12265,-1355999/171710)
(196/12265,270651/34342)
#
# (a,b,c,d) = (2,7,8,10) and D = 5320:
#
(-4741/838,879/419)
(1/3,1/3)
(-797/3287,8373/16435)
(-27/4,5/2)
#
# (a,b,c,d) = (1330,0,1,0) and D = 5320:
#
(1/11,-1/11)
(1/11,1/11)
#
# (a,b,c,d) = (1331,1,1,0) and D = 5323:
#
(121/1717,51338/18887)
(1/121,-11)
(100/1441,-3751/1310)
(1/131747,-47820169/131747)
(1/11,-1/11)
(121/1717,-52669/18887)
(1/11,0)
(1/121,1330/121)
(100/1441,40261/14410)
(1/131747,4347288/11977)
#
# (a,b,c,d) = (1,0,10,7) and D = 5323:
#
(-661/362,993/362)
(-2,3)
(1,-10/7)
(3/4,1/4)
(1,0)
(-26967/80360,59939/80360)
(3040/2919,-4367/2919)
(-935173/2946827,15058270/20627789)
#
# (a,b,c,d) = (2,2,8,7) and D = 5324:
#
(-1/11,43/77)
(2/11,5/11)
(1,-1)
(326785/732589,1743101/5128123)
(38/47,-31/47)
#
# (a,b,c,d) = (1,3,5,17) and D = 5324:
#
(-20/11,7/11)
(1,0)
(-599/517,252/517)
(388048/466193,65713/466193)
(8/7,-1/7)
#
# (a,b,c,d) = (1,0,11,0) and D = 5324:
#
(144/155,259/1860)
(11/443,9324/4873)
(11/443,-9324/4873)
(1,0)
(144/155,-259/1860)
(425025216/4279820785,-279850181930423/292637025995160)
(425025216/4279820785,279850181930423/292637025995160)
#
# (a,b,c,d) = (1331,0,1,0) and D = 5324:
#
(1/443,-9324/443)
(1/443,9324/443)
(144/1705,2849/1860)
(38638656/4279820785,-279850181930423/26603365999560)
(38638656/4279820785,279850181930423/26603365999560)
(144/1705,-2849/1860)
(1/11,0)
#
# (a,b,c,d) = (1332,1,1,0) and D = 5327:
#
(121/1332,1/11)
(121/1332,-2663/14652)
#
# (a,b,c,d) = (167,2,2,0) and D = 5328:
#
#
# (a,b,c,d) = (1332,0,1,0) and D = 5328:
#
#
# (a,b,c,d) = (1333,1,1,0) and D = 5331:
#
#
# (a,b,c,d) = (1333,0,1,0) and D = 5332:
#
#
# (a,b,c,d) = (1334,1,1,0) and D = 5335:
#
#
# (a,b,c,d) = (1334,0,1,0) and D = 5336:
#
(121/1335,4001/14685)
(121/1335,-4001/14685)
#
# (a,b,c,d) = (1335,1,1,0) and D = 5339:
#
#
# (a,b,c,d) = (1335,0,1,0) and D = 5340:
#
#
# (a,b,c,d) = (167,1,2,0) and D = 5340:
#
#
# (a,b,c,d) = (1336,1,1,0) and D = 5343:
#
(121/1576,4835/2167)
(1/22,-97/22)
(4/649,16527/1298)
(1/22,48/11)
(121/1576,-40011/17336)
(4/649,-16535/1298)
#
# (a,b,c,d) = (1,1,6,15) and D = 5343:
#
(7/9,2/9)
(-2077/13533,5767/13533)
(2,-1)
(-3115568/90459,1617077/90459)
(404/353,-153/353)
(1,0)
#
# (a,b,c,d) = (1,1,9,13) and D = 5344:
#
(175/136,-117/136)
(1,0)
#
# (a,b,c,d) = (3,7,8,8) and D = 5344:
#
(0,1/2)
(-117/68,73/68)
#
# (a,b,c,d) = (167,0,2,0) and D = 5344:
#
(1521/15839,1301146/617721)
(1521/15839,-1301146/617721)
#
# (a,b,c,d) = (1336,0,1,0) and D = 5344:
#
(1521/31678,-2602292/617721)
(1521/31678,2602292/617721)
#
# (a,b,c,d) = (1337,1,1,0) and D = 5347:
#
#
# (a,b,c,d) = (1,4,5,16) and D = 5348:
#
(1,0)
(-43/41,279/656)
(92/95,9/380)
#
# (a,b,c,d) = (1337,0,1,0) and D = 5348:
#
(9/109,-566/327)
(9/109,566/327)
#
# (a,b,c,d) = (1,0,11,1) and D = 5351:
#
(0,1)
(94193/127199,-34941/127199)
(1,-11)
(25/143,-157/143)
(8/11,3/11)
(1,0)
#
# (a,b,c,d) = (1338,1,1,0) and D = 5351:
#
(1/102,-515/51)
(1/102,343/34)
(64/1985,-86689/15880)
(1/14,37/14)
(625/20916,2962661/522900)
(625/20916,-496381/87150)
(1/14,-19/7)
(121/1340,5351/14740)
(121/1340,-3341/7370)
(64/1985,86177/15880)
#
# (a,b,c,d) = (1338,0,1,0) and D = 5352:
#
#
# (a,b,c,d) = (1339,1,1,0) and D = 5355:
#
#
# (a,b,c,d) = (1339,0,1,0) and D = 5356:
#
#
# (a,b,c,d) = (2,6,8,11) and D = 5356:
#
(2279/177,-10895/1947)
(1/3,1/3)
#
# (a,b,c,d) = (5,4,7,3) and D = 5359:
#
(-61/175,181/175)
(-1/5,13/15)
(1,-2)
(68/115,-3/115)
#
# (a,b,c,d) = (1340,1,1,0) and D = 5359:
#
(3481/70246,8465074/2072257)
(1/16,-53/16)
(1/16,13/4)
(3481/70246,-17135527/4144514)
#
# (a,b,c,d) = (168,2,2,0) and D = 5360:
#
(2/21,-13/6)
(2/21,29/14)
(63368/419601,-26867569/21339708)
(63368/419601,55171325/49792652)
#
# (a,b,c,d) = (1340,0,1,0) and D = 5360:
#
(1/21,-89/21)
(1/21,89/21)
(31684/419601,176793479/74688978)
(31684/419601,-176793479/74688978)
#
# (a,b,c,d) = (2,4,10,10) and D = 5360:
#
#
# (a,b,c,d) = (21,1,4,0) and D = 5360:
#
(126736/419601,55171325/99585304)
(4/21,-13/12)
(4/21,29/28)
(126736/419601,-26867569/42679416)
#
# (a,b,c,d) = (1341,1,1,0) and D = 5363:
#
#
# (a,b,c,d) = (50,2,3,0) and D = 5364:
#
(1/11,-21/11)
(15376/57035,653559/7072340)
(15376/57035,-1154785/4243404)
(1/11,61/33)
#
# (a,b,c,d) = (1341,0,1,0) and D = 5364:
#
(1/33,-62/11)
(1/33,62/11)
(15376/171105,3867301/7072340)
(15376/171105,-3867301/7072340)
#
# (a,b,c,d) = (1342,1,1,0) and D = 5367:
#
#
# (a,b,c,d) = (1342,0,1,0) and D = 5368:
#
#
# (a,b,c,d) = (4,1,7,1) and D = 5371:
#
(0,1)
(414/731,-235/731)
#
# (a,b,c,d) = (1343,1,1,0) and D = 5371:
#
(19044/242353,69117083/33444714)
(19044/242353,-71745155/33444714)
#
# (a,b,c,d) = (168,1,2,0) and D = 5372:
#
(1/42,32/7)
(1/9,11/6)
(1/42,-55/12)
(242/1347,6719/29634)
(242/1347,-3127/9878)
(4489/37296,-544807/312354)
(4489/37296,400769/237984)
(1/9,-17/9)
(9/263,2999/789)
(9/263,-6025/1578)
#
# (a,b,c,d) = (1343,0,1,0) and D = 5372:
#
(121/1347,-8050/14817)
(9/526,-12023/1578)
(4489/74592,-17133061/4997664)
(1/84,769/84)
(1/18,67/18)
(1/18,-67/18)
(1/84,-769/84)
(4489/74592,17133061/4997664)
(9/526,12023/1578)
(121/1347,8050/14817)
#
# (a,b,c,d) = (1344,1,1,0) and D = 5375:
#
#
# (a,b,c,d) = (12,5,5,0) and D = 5375:
#
#
# (a,b,c,d) = (168,0,2,0) and D = 5376:
#
(636192/6405625,-14818132979/7225545000)
(636192/6405625,14818132979/7225545000)
(9/74,-188/111)
(9/74,188/111)
#
# (a,b,c,d) = (21,0,4,0) and D = 5376:
#
(9/37,-94/111)
(1272384/6405625,-14818132979/14451090000)
(1272384/6405625,14818132979/14451090000)
(9/37,94/111)
#
# (a,b,c,d) = (1344,0,1,0) and D = 5376:
#
(318096/6405625,14818132979/3612772500)
(9/148,376/111)
(318096/6405625,-14818132979/3612772500)
(9/148,-376/111)
#
# (a,b,c,d) = (22,4,4,0) and D = 5376:
#
(1272384/6405625,-16253382131/14451090000)
(9/37,-215/222)
(1272384/6405625,13382883827/14451090000)
(9/37,161/222)
#
# (a,b,c,d) = (1,1,11,8) and D = 5379:
#
(10277/15123,-9049/15123)
(-1/9,5/9)
(1746/1799,397/7196)
(1,0)
(0,1/2)
(215/119,-288/119)
#
# (a,b,c,d) = (1345,1,1,0) and D = 5379:
#
(25/529,-11333/2645)
(1/25,119/25)
(1/25,-24/5)
(9216/112465,-19674791/10796640)
(25/529,11208/2645)
(9216/112465,3758011/2159328)
#
# (a,b,c,d) = (1345,0,1,0) and D = 5380:
#
#
# (a,b,c,d) = (1346,1,1,0) and D = 5383:
#
#
# (a,b,c,d) = (1346,0,1,0) and D = 5384:
#
#
# (a,b,c,d) = (1347,1,1,0) and D = 5387:
#
#
# (a,b,c,d) = (3,0,5,4) and D = 5388:
#
(2/3,1/6)
#
# (a,b,c,d) = (1347,0,1,0) and D = 5388:
#
#
# (a,b,c,d) = (1348,1,1,0) and D = 5391:
#
(169/16680,-538457/54210)
(1/12,19/12)
(1/12,-5/3)
(169/16680,2151631/216840)
#
# (a,b,c,d) = (50,1,3,0) and D = 5391:
#
(1/4,-7/12)
(1/4,1/2)
(169/5560,-143735/43368)
(169/5560,119413/36140)
#
# (a,b,c,d) = (169,2,2,0) and D = 5392:
#
#
# (a,b,c,d) = (1348,0,1,0) and D = 5392:
#
#
# (a,b,c,d) = (1349,1,1,0) and D = 5395:
#
(4/49,-181/98)
(4/49,173/98)
#
# (a,b,c,d) = (1,2,6,17) and D = 5395:
#
(451/367,-126/367)
(1,0)
(-435/397,224/397)
(-27/25,14/25)
#
# (a,b,c,d) = (1349,0,1,0) and D = 5396:
#
#
# (a,b,c,d) = (1350,1,1,0) and D = 5399:
#
(121/1356,-3591/4972)
(121/1356,4721/7458)
#
# (a,b,c,d) = (1,6,15,0) and D = 5400:
#
(15/199,2762/2985)
(8464/6391,-954271/2939860)
(4/7,3/14)
(1,-2/5)
(15/199,-2852/2985)
(4/7,-31/70)
(1,0)
(8464/6391,-120621/587972)
#
# (a,b,c,d) = (1350,0,1,0) and D = 5400:
#
(4/105,-69/14)
(1/199,-2807/199)
(8464/95865,526749/587972)
(1/15,3)
(4/105,69/14)
(1/199,2807/199)
(1/15,-3)
(8464/95865,-526749/587972)
#
# (a,b,c,d) = (50,0,3,0) and D = 5400:
#
(1/5,-1)
(3/199,-2807/597)
(4/35,-23/14)
(4/35,23/14)
(3/199,2807/597)
(1/5,1)
(8464/31955,175583/587972)
(8464/31955,-175583/587972)
#
# (a,b,c,d) = (11,2,5,0) and D = 5400:
#
(1/3,8/15)
(5/199,-2812/995)
(1/3,-2/3)
(8464/19173,-471787/1763916)
(4/21,-43/42)
(4/21,199/210)
(8464/19173,72869/801780)
(5/199,2802/995)
#
# (a,b,c,d) = (1351,1,1,0) and D = 5403:
#
(1296/17353,212621/89244)
(1296/17353,-1535003/624708)
#
# (a,b,c,d) = (1351,0,1,0) and D = 5404:
#
(1/23,104/23)
(1/23,-104/23)
#
# (a,b,c,d) = (169,1,2,0) and D = 5404:
#
(2/23,103/46)
(2/23,-105/46)
#
# (a,b,c,d) = (1352,1,1,0) and D = 5407:
#
(96100/1356641,-88756447/32350670)
(96100/1356641,1124042811/420558710)
#
# (a,b,c,d) = (169,0,2,0) and D = 5408:
#
(25/267,2863/1335)
(25/267,-2863/1335)
#
# (a,b,c,d) = (1352,0,1,0) and D = 5408:
#
(25/534,-5726/1335)
(25/534,5726/1335)
#
# (a,b,c,d) = (1353,1,1,0) and D = 5411:
#
#
# (a,b,c,d) = (1353,0,1,0) and D = 5412:
#
#
# (a,b,c,d) = (1354,1,1,0) and D = 5415:
#
#
# (a,b,c,d) = (4,17,19,0) and D = 5415:
#
#
# (a,b,c,d) = (5,5,8,3) and D = 5415:
#
#
# (a,b,c,d) = (1354,0,1,0) and D = 5416:
#
#
# (a,b,c,d) = (1355,1,1,0) and D = 5419:
#
#
# (a,b,c,d) = (5,5,6,4) and D = 5420:
#
(-1/4,3/4)
#
# (a,b,c,d) = (1355,0,1,0) and D = 5420:
#
#
# (a,b,c,d) = (1356,1,1,0) and D = 5423:
#
#
# (a,b,c,d) = (1356,0,1,0) and D = 5424:
#
(9801/6667213,17215338221/660054087)
(1/61,-475/61)
(1521/148645,57267703/5797155)
(1/13,-29/13)
(4/145,1721/290)
(902500/14507569,-45349939753/13782190550)
(441/10525,-1024507/221025)
(16/313,-5011/1252)
(16/313,5011/1252)
(1918225/53121421,-374608513469/73573168085)
(441/10525,1024507/221025)
(902500/14507569,45349939753/13782190550)
(1/13,29/13)
(4/145,-1721/290)
(576/7105,315487/170520)
(1918225/53121421,374608513469/73573168085)
(1521/148645,-57267703/5797155)
(9801/6667213,-17215338221/660054087)
(1/61,475/61)
(576/7105,-315487/170520)
#
# (a,b,c,d) = (1,2,12,12) and D = 5424:
#
(-1,1)
(-5849/15759,9244/15759)
(-2903/803,2669/803)
(605/697,-326/697)
(1/3,1/3)
(1,0)
(79/31,-72/31)
#
# (a,b,c,d) = (2,4,0,6) and D = 5424:
#
(-7/4,3/4)
(349/452,15/452)
(32753/173184,92363/173184)
(-1/2,1/2)
(25/66,31/66)
(35/788,433/788)
(-8011/188,3223/188)
(83/48,-31/48)
(-317/344,177/344)
(11/18,5/18)
#
# (a,b,c,d) = (1,5,-1,7) and D = 5424:
#
(570/161,-103/161)
(16/121,63/121)
(-4/3,1/3)
(9033445/4697883,-1453174/4697883)
(76413/108521,26036/108521)
(-506/633,221/633)
(18861365/24978299,4798458/24978299)
(141/7,-26/7)
(-3,4/7)
(1,0)
(380/729,283/729)
(-138/379,1213/2653)
#
# (a,b,c,d) = (170,2,2,0) and D = 5424:
#
(3836450/53121421,-379921996719/147146336170)
(32/313,-5139/2504)
(1152/7105,287839/341040)
(882/10525,201197/88410)
(2/13,-31/26)
(3836450/53121421,369295030219/147146336170)
(3042/148645,11429813/2318862)
(8/145,-1737/580)
(1805000/14507569,43635189753/27564381100)
(2/13,27/26)
(19602/6667213,17213397623/1320108174)
(32/313,4883/2504)
(19602/6667213,-1012781107/77653422)
(882/10525,-1043029/442050)
(1152/7105,-68627/68208)
(3042/148645,-57386341/11594310)
(2/61,473/122)
(1805000/14507569,-47064689753/27564381100)
(2/61,-477/122)
(8/145,341/116)
#
# (a,b,c,d) = (1,4,8,20) and D = 5424:
#
(-3/37,14/37)
(19/3,-28/15)
(77/45,-19/45)
(-381/163,119/163)
(339/499,95/499)
(119/95,-18/95)
(-77203/1661,114111/8305)
(1,0)
(-17/15,7/15)
(-183/25,271/125)
#
# (a,b,c,d) = (1,5,4,12) and D = 5424:
#
(5617/94,-1197/94)
(-167/226,91/226)
(1/11,14/33)
(247/172,-35/172)
(-1/3,4/9)
(5/2,-1/2)
(1,0)
(199/394,117/394)
(9935/28864,31279/86592)
(-19/8,13/24)
#
# (a,b,c,d) = (1,3,9,20) and D = 5427:
#
(19/13,-6/13)
(1,0)
(94087/732589,254742/732589)
#
# (a,b,c,d) = (51,3,3,0) and D = 5427:
#
(12/193,-2701/1158)
(12/193,2629/1158)
#
# (a,b,c,d) = (1357,1,1,0) and D = 5427:
#
(4/193,-2669/386)
(4/193,2661/386)
#
# (a,b,c,d) = (1357,0,1,0) and D = 5428:
#
#
# (a,b,c,d) = (1,2,9,17) and D = 5431:
#
(451/313,-207/313)
(1,0)
(2,-1)
(8/9,1/9)
(-2927/3953,2170/3953)
#
# (a,b,c,d) = (1358,1,1,0) and D = 5431:
#
(4761/134470,23818631/4639215)
(1/20,-41/10)
(4761/134470,-6852253/1325490)
(1/710,9459/355)
(1/710,-18919/710)
(100/1529,-47583/15290)
(100/1529,46583/15290)
(1/20,81/20)
#
# (a,b,c,d) = (1,0,11,2) and D = 5432:
#
(69/244,-395/488)
(1,0)
(283/5633,8015/11266)
(1,-11/2)
#
# (a,b,c,d) = (1358,0,1,0) and D = 5432:
#
(25/431,7671/2155)
(196/22017,3265345/308238)
(196/22017,-3265345/308238)
(25/431,-7671/2155)
#
# (a,b,c,d) = (1359,1,1,0) and D = 5435:
#
#
# (a,b,c,d) = (170,1,2,0) and D = 5436:
#
(49/725,13351/5075)
(49/725,-5409/2030)
#
# (a,b,c,d) = (1359,0,1,0) and D = 5436:
#
(49/1450,-53747/10150)
(49/1450,53747/10150)
#
# (a,b,c,d) = (4,1,7,0) and D = 5439:
#
(64/271,-11747/15176)
(1681/2680,4909/192290)
(252/2305,109621/96810)
(1849/4600,-26823/49450)
(11236/29815,-12685219/22122730)
(1/34,262/119)
(567/1570,53549/98910)
(1681/2680,-12651/109880)
(1/10,-6/5)
(252/2305,-111133/96810)
(7623/13792,-1057139/3185952)
(567/1570,-29326/49455)
(63/100,-1/2100)
(64/271,1605/2168)
(27889/72220,-47437571/84425180)
(63/100,-47/525)
(4/7,3/14)
(7623/13792,201395/796488)
(27889/72220,1527861/3015185)
(361/1888,7521/8968)
(1/4,-3/4)
(1/10,83/70)
(25/58,129/290)
(1/34,-75/34)
(4/7,-29/98)
(361/1888,-217447/251104)
(4096/32095,15018779/14378560)
(25/58,-514/1015)
(1849/4600,671537/1384600)
(4096/32095,-2182989/2054080)
(1/4,5/7)
(11236/29815,1642029/3160390)
#
# (a,b,c,d) = (1360,1,1,0) and D = 5439:
#
(11236/208705,-17044697/4424546)
(1/28,143/28)
(81/1570,27868/7065)
(1/70,-117/14)
(1849/32200,123482/34615)
(36/2305,-22097/2766)
(1681/18760,68843/153832)
(9/100,4/15)
(4/49,171/98)
(1681/18760,-51642/96145)
(1089/13792,913391/455136)
(27889/505540,62686629/16885036)
(36/2305,110269/13830)
(361/13216,-93847/15694)
(11236/208705,84032469/22122730)
(1/238,3671/238)
(25/406,-6821/2030)
(1/70,292/35)
(4096/224665,21183577/2875712)
(64/1897,80181/15176)
(4/49,-179/98)
(361/13216,1494693/251104)
(4096/224665,-106180029/14378560)
(1/28,-36/7)
(1849/32200,-5018787/1384600)
(81/1570,-11293/2826)
(25/406,3348/1015)
(64/1897,-80693/15176)
(1089/13792,-59333/28446)
(9/100,-107/300)
(1/238,-108/7)
(27889/505540,-79522652/21106295)
#
# (a,b,c,d) = (1,5,6,15) and D = 5439:
#
(-8/45,19/45)
(-7037/51035,21416/51035)
(7/5,-1/5)
(-623/243,746/1215)
(-22/3,5/3)
(31/5,-7/5)
(8/11,9/55)
(-12266/307,2781/307)
(-401/717,301/717)
(8131/1515,-1832/1515)
(-571/407,171/407)
(-14384/8833,3951/8833)
(1/3,1/3)
(1,0)
(-1,2/5)
(2206/1525,-333/1525)
#
# (a,b,c,d) = (1360,0,1,0) and D = 5440:
#
#
# (a,b,c,d) = (170,0,2,0) and D = 5440:
#
#
# (a,b,c,d) = (3,2,6,5) and D = 5443:
#
(-2/3,1)
#
# (a,b,c,d) = (1361,1,1,0) and D = 5443:
#
#
# (a,b,c,d) = (2,0,7,5) and D = 5444:
#
(11/14,1/14)
#
# (a,b,c,d) = (1361,0,1,0) and D = 5444:
#
#
# (a,b,c,d) = (4,9,11,8) and D = 5447:
#
(469/92,-89/23)
(0,1/2)
(7/10,-1/10)
#
# (a,b,c,d) = (1362,1,1,0) and D = 5447:
#
(1/48,-331/48)
(1/48,55/8)
#
# (a,b,c,d) = (1362,0,1,0) and D = 5448:
#
#
# (a,b,c,d) = (6,11,12,6) and D = 5448:
#
(1,-1)
(37/682,175/341)
#
# (a,b,c,d) = (1363,1,1,0) and D = 5451:
#
#
# (a,b,c,d) = (1363,0,1,0) and D = 5452:
#
(25/371,-5456/1855)
(25/371,5456/1855)
(16/497,-10825/1988)
(16/497,10825/1988)
#
# (a,b,c,d) = (2,5,10,12) and D = 5452:
#
(1,-1/3)
(-1/4,1/2)
(5,-3)
#
# (a,b,c,d) = (1,2,11,15) and D = 5455:
#
(1,-1/3)
(1,0)
(1,-2/5)
(10936/10609,-2107/31827)
(397/223,-261/223)
#
# (a,b,c,d) = (1364,1,1,0) and D = 5455:
#
(1/74,-318/37)
(1/74,635/74)
(4/209,273/38)
(4/209,-3011/418)
(1/2036,22967/509)
(1/2036,-91869/2036)
#
# (a,b,c,d) = (1364,0,1,0) and D = 5456:
#
#
# (a,b,c,d) = (171,2,2,0) and D = 5456:
#
#
# (a,b,c,d) = (1365,1,1,0) and D = 5459:
#
#
# (a,b,c,d) = (1365,0,1,0) and D = 5460:
#
#
# (a,b,c,d) = (1366,1,1,0) and D = 5463:
#
#
# (a,b,c,d) = (1366,0,1,0) and D = 5464:
#
#
# (a,b,c,d) = (2,3,8,9) and D = 5464:
#
#
# (a,b,c,d) = (1367,1,1,0) and D = 5467:
#
#
# (a,b,c,d) = (171,1,2,0) and D = 5468:
#
(1/6,-5/6)
(1/6,3/4)
#
# (a,b,c,d) = (1367,0,1,0) and D = 5468:
#
(1/12,-19/12)
(1/12,19/12)
#
# (a,b,c,d) = (1368,1,1,0) and D = 5471:
#
(121/1380,-3746/3795)
(121/1380,4551/5060)
#
# (a,b,c,d) = (171,0,2,0) and D = 5472:
#
(2/49,341/98)
(2/49,-341/98)
#
# (a,b,c,d) = (1368,0,1,0) and D = 5472:
#
(1/49,-341/49)
(1/49,341/49)
#
# (a,b,c,d) = (7,4,6,0) and D = 5472:
#
(6/49,47/42)
(6/49,-353/294)
#
# (a,b,c,d) = (51,2,3,0) and D = 5472:
#
(3/49,-344/147)
(3/49,338/147)
#
# (a,b,c,d) = (1369,1,1,0) and D = 5475:
#
#
# (a,b,c,d) = (11,1,5,0) and D = 5475:
#
#
# (a,b,c,d) = (1,5,-4,6) and D = 5476:
#
(-439/247,86/247)
(1/2,1/2)
(17605/8003,-2762/8003)
(5/7,2/7)
(-1/3,4/9)
(-2149/2951,964/2951)
(-41/2,7/2)
(1,0)
(7/4,-1/4)
(233/308,211/924)
(-715933/496544,155259/496544)
(79957/5837,-40936/17511)
(1/16,9/16)
#
# (a,b,c,d) = (1369,0,1,0) and D = 5476:
#
(625/7289,-6224/4925)
(1/37,6)
(8836/108817,501339/276454)
(18496/857105,-21298117/3150440)
(535824/8840665,-21917057437/6471366780)
(1/185,68/5)
(535824/8840665,21917057437/6471366780)
(1/37,-6)
(8836/108817,-501339/276454)
(1/185,-68/5)
(9/145,1432/435)
(144400/4371809,240882179/44899660)
(4/73,549/146)
(4/481,285/26)
(16/185,-23/20)
(4/73,-549/146)
(625/7289,6224/4925)
(9/145,-1432/435)
(16/185,23/20)
(144400/4371809,-240882179/44899660)
(4/481,-285/26)
(18496/857105,21298117/3150440)
(45796/1769377,-62851011/10233694)
(45796/1769377,62851011/10233694)
#
# (a,b,c,d) = (1,12,37,0) and D = 5476:
#
(1/5,62/185)
(16/5,-11/20)
(144400/118157,-2387833/44899660)
(19825488/8840665,-65156485859/239440570860)
(1,0)
(16/5,-361/740)
(148/73,-2325/5402)
(19825488/8840665,-108990600733/239440570860)
(18496/23165,-36390853/116566280)
(1/5,-2/5)
(333/145,-7426/16095)
(4/13,-9/26)
(333/145,-4562/16095)
(4/13,237/962)
(1,-12/37)
(625/197,-87526/182225)
(8836/2941,-4482165/10228798)
(625/197,-2702/4925)
(45796/47821,-121653075/378646678)
(18496/23165,167713/3150440)
(45796/47821,109431/10233694)
(144400/118157,-570114179/1661287420)
(148/73,-1227/5402)
(8836/2941,-148239/276454)
#
# (a,b,c,d) = (1370,1,1,0) and D = 5479:
#
(49/1712,-69861/11984)
(49/1712,34759/5992)
#
# (a,b,c,d) = (1370,0,1,0) and D = 5480:
#
#
# (a,b,c,d) = (1371,1,1,0) and D = 5483:
#
#
# (a,b,c,d) = (1371,0,1,0) and D = 5484:
#
(9/475,-10304/1425)
(81/943,10486/8487)
(9/475,10304/1425)
(81/943,-10486/8487)
#
# (a,b,c,d) = (4,10,11,8) and D = 5484:
#
(0,1/2)
(9/13,-1/13)
(27/11,-17/11)
#
# (a,b,c,d) = (1372,1,1,0) and D = 5487:
#
#
# (a,b,c,d) = (4,14,14,0) and D = 5488:
#
#
# (a,b,c,d) = (4,21,28,0) and D = 5488:
#
#
# (a,b,c,d) = (172,2,2,0) and D = 5488:
#
#
# (a,b,c,d) = (22,3,4,0) and D = 5488:
#
#
# (a,b,c,d) = (1372,0,1,0) and D = 5488:
#
#
# (a,b,c,d) = (4,0,7,0) and D = 5488:
#
#
# (a,b,c,d) = (1373,1,1,0) and D = 5491:
#
(49/935,-25782/6545)
(1/17,-60/17)
(1/17,59/17)
(49/935,25439/6545)
#
# (a,b,c,d) = (1,7,17,0) and D = 5491:
#
(49/55,18/385)
(49/55,-2707/6545)
(1,0)
(1,-7/17)
#
# (a,b,c,d) = (4,5,8,5) and D = 5492:
#
(88413/101948,-24281/25487)
(-3/2,2)
(367/1036,93/259)
#
# (a,b,c,d) = (1373,0,1,0) and D = 5492:
#
(3136/46617,-7678595/2610552)
(3136/46617,7678595/2610552)
#
# (a,b,c,d) = (1374,1,1,0) and D = 5495:
#
(841/10224,-256885/148248)
(1/44,289/44)
(1/44,-145/22)
(4243600/164050289,2071688312087/337943595340)
(37249/470184,-185105119/90745512)
(841/10224,163127/98832)
(4243600/164050289,-2080430128087/337943595340)
(37249/470184,29652677/15124252)
#
# (a,b,c,d) = (5,1,6,-1) and D = 5495:
#
(0,-1)
(13/23,3/23)
(-7,-44)
(73/155,-13/31)
#
# (a,b,c,d) = (1374,0,1,0) and D = 5496:
#
#
# (a,b,c,d) = (51,1,3,0) and D = 5499:
#
(1/285,-926/95)
(1/285,8333/855)
#
# (a,b,c,d) = (1375,1,1,0) and D = 5499:
#
(1/855,5000/171)
(1/855,-25001/855)
#
# (a,b,c,d) = (1375,0,1,0) and D = 5500:
#
(1/14,37/14)
(1/14,-37/14)
#
# (a,b,c,d) = (172,1,2,0) and D = 5500:
#
(1/7,-19/14)
(1/7,9/7)
#
# (a,b,c,d) = (11,0,5,0) and D = 5500:
#
(5/14,37/70)
(5/14,-37/70)
#
# (a,b,c,d) = (2,5,10,0) and D = 5500:
#
(5/7,-31/70)
(5/7,3/35)
#
# (a,b,c,d) = (1376,1,1,0) and D = 5503:
#
#
# (a,b,c,d) = (172,0,2,0) and D = 5504:
#
#
# (a,b,c,d) = (1376,0,1,0) and D = 5504:
#
#
# (a,b,c,d) = (1377,1,1,0) and D = 5507:
#
#
# (a,b,c,d) = (2,2,9,0) and D = 5508:
#
#
# (a,b,c,d) = (51,0,3,0) and D = 5508:
#
#
# (a,b,c,d) = (1377,0,1,0) and D = 5508:
#
#
# (a,b,c,d) = (2,6,9,12) and D = 5508:
#
#
# (a,b,c,d) = (1378,1,1,0) and D = 5511:
#
(81/2080,90557/18720)
(81/2080,-3511/720)
#
# (a,b,c,d) = (1378,0,1,0) and D = 5512:
#
#
# (a,b,c,d) = (1379,1,1,0) and D = 5515:
#
(4/1841,78987/3682)
(4/1841,-11285/526)
#
# (a,b,c,d) = (1379,0,1,0) and D = 5516:
#
(16/417,8177/1668)
(121/1395,-16484/15345)
(16/417,-8177/1668)
(121/1395,16484/15345)
#
# (a,b,c,d) = (2,2,0,7) and D = 5516:
#
(19/59,29/59)
(2,-1)
(-3025/3403,2021/3403)
(22/29,3/29)
#
# (a,b,c,d) = (1380,1,1,0) and D = 5519:
#
#
# (a,b,c,d) = (173,2,2,0) and D = 5520:
#
#
# (a,b,c,d) = (1380,0,1,0) and D = 5520:
#
#
# (a,b,c,d) = (2,5,5,9) and D = 5523:
#
#
# (a,b,c,d) = (1381,1,1,0) and D = 5523:
#
#
# (a,b,c,d) = (1381,0,1,0) and D = 5524:
#
#
# (a,b,c,d) = (1382,1,1,0) and D = 5527:
#
#
# (a,b,c,d) = (1382,0,1,0) and D = 5528:
#
#
# (a,b,c,d) = (1383,1,1,0) and D = 5531:
#
#
# (a,b,c,d) = (173,1,2,0) and D = 5532:
#
(2/19,-75/38)
(2/19,73/38)
#
# (a,b,c,d) = (1383,0,1,0) and D = 5532:
#
(1/19,-74/19)
(1/19,74/19)
#
# (a,b,c,d) = (1384,1,1,0) and D = 5535:
#
#
# (a,b,c,d) = (5,3,6,3) and D = 5535:
#
(122/193,-181/193)
(-1,2)
#
# (a,b,c,d) = (52,3,3,0) and D = 5535:
#
#
# (a,b,c,d) = (1384,0,1,0) and D = 5536:
#
#
# (a,b,c,d) = (173,0,2,0) and D = 5536:
#
#
# (a,b,c,d) = (1385,1,1,0) and D = 5539:
#
(361/40391,8110143/767429)
(361/19175,527902/72865)
(1/13,-29/13)
(361/40391,-8117002/767429)
(361/19175,-2646369/364325)
(1/13,28/13)
(676/7705,-36197/40066)
(676/7705,163409/200330)
#
# (a,b,c,d) = (2,1,9,1) and D = 5539:
#
(0,1)
(-741/5363,8669/5363)
(13/17,-3/17)
(26/53,-25/53)
(13/36,-11/18)
#
# (a,b,c,d) = (1385,0,1,0) and D = 5540:
#
(4/281,-4701/562)
(4/281,4701/562)
(49/1961,85896/13727)
(49/1961,-85896/13727)
#
# (a,b,c,d) = (1,6,5,10) and D = 5540:
#
(1,0)
(1107/403,-194/403)
(509/1397,494/1397)
(1/8,7/16)
#
# (a,b,c,d) = (1386,1,1,0) and D = 5543:
#
(1/12,3/2)
(1369/153768,10040439/948236)
(4/7353,70057/1634)
(4624/60609,-3137109/1373804)
(4/7353,-630521/14706)
(25/1806,38273/4515)
(25/1806,-3651/430)
(9/118,391/177)
(9/118,-809/354)
(1/1848,-3783/88)
(1/1848,3611/84)
(729/8284,-93829/111834)
(4624/60609,9096895/4121412)
(729/8284,167975/223668)
(1369/153768,-60293287/5689416)
(1/12,-19/12)
#
# (a,b,c,d) = (2,1,9,2) and D = 5543:
#
(41/52,-3/26)
(4787/6340,-1259/6340)
(-1/4,11/8)
(11/25,-29/50)
(305701/146048,-1355885/146048)
(-5/98,43/49)
(-719/5024,2693/2512)
(1/2,-1/2)
(-1/7,15/14)
(634811/1966468,470135/983234)
#
# (a,b,c,d) = (1386,0,1,0) and D = 5544:
#
#
# (a,b,c,d) = (1387,1,1,0) and D = 5547:
#
(169/2107,50480/27391)
(1/43,-280/43)
(1/43,279/43)
(169/2107,-52677/27391)
#
# (a,b,c,d) = (1,13,43,0) and D = 5547:
#
(1,-13/43)
(169/49,-13081/27391)
(169/49,-360/637)
(1,0)
#
# (a,b,c,d) = (1,3,7,19) and D = 5548:
#
(1,0)
(9/7,-2/7)
#
# (a,b,c,d) = (1387,0,1,0) and D = 5548:
#
(4/457,-9765/914)
(4/457,9765/914)
#
# (a,b,c,d) = (1388,1,1,0) and D = 5551:
#
(1/1850,79571/1850)
(1/1850,-39786/925)
#
# (a,b,c,d) = (174,2,2,0) and D = 5552:
#
(2/117,421/78)
(3042/18157,931087/1416246)
(2/117,-1267/234)
(3042/18157,-1168363/1416246)
#
# (a,b,c,d) = (4,4,8,1) and D = 5552:
#
(0,1)
(-169/413,1317/413)
(117/211,-101/211)
#
# (a,b,c,d) = (1388,0,1,0) and D = 5552:
#
(1/117,-1265/117)
(1/117,1265/117)
(1521/18157,1049725/708123)
(1521/18157,-1049725/708123)
#
# (a,b,c,d) = (1389,1,1,0) and D = 5555:
#
#
# (a,b,c,d) = (5,3,7,2) and D = 5555:
#
#
# (a,b,c,d) = (1389,0,1,0) and D = 5556:
#
#
# (a,b,c,d) = (1390,1,1,0) and D = 5559:
#
#
# (a,b,c,d) = (1390,0,1,0) and D = 5560:
#
#
# (a,b,c,d) = (1391,1,1,0) and D = 5563:
#
#
# (a,b,c,d) = (2,7,7,9) and D = 5563:
#
#
# (a,b,c,d) = (1391,0,1,0) and D = 5564:
#
(1/90,853/90)
(1/90,-853/90)
#
# (a,b,c,d) = (174,1,2,0) and D = 5564:
#
(1/45,-427/90)
(1/45,71/15)
#
# (a,b,c,d) = (1392,1,1,0) and D = 5567:
#
(121/1412,-19363/15532)
(1/24,-14/3)
(16/2249,-106661/8996)
(1/68,559/68)
(1/24,37/8)
(121/1412,4508/3883)
(16/2249,106597/8996)
(1/68,-140/17)
#
# (a,b,c,d) = (1,0,11,3) and D = 5567:
#
(1,-11/3)
(2/5,-3/5)
(12947/16515,3892/16515)
(3425/5697,1831/5697)
(977/5453,2883/5453)
(2/3,-1/3)
(1,0)
#
# (a,b,c,d) = (1,7,7,9) and D = 5568:
#
(3/2,-1/6)
(-67/30,109/270)
(-59/43,14/43)
(-1/2,1/2)
(-183/38,91/114)
(1,0)
(-25/122,63/122)
#
# (a,b,c,d) = (1,1,7,15) and D = 5568:
#
(-1,2/3)
(107/122,19/122)
(-1/2,1/2)
(101/86,-45/86)
(31/18,-247/270)
(137/38,-229/114)
(1,0)
#
# (a,b,c,d) = (174,0,2,0) and D = 5568:
#
(2725801/119969696,928215285359/198069968096)
(1/8,-13/8)
(169/1904,-55057/24752)
(1/176,-1651/176)
(8/49,-169/196)
(1/176,1651/176)
(8/49,169/196)
(225/4448,-207389/66720)
(169/1904,55057/24752)
(1/8,13/8)
(225/4448,207389/66720)
(2725801/119969696,-928215285359/198069968096)
#
# (a,b,c,d) = (22,2,4,0) and D = 5568:
#
(169/952,-28627/24752)
(2725801/59984848,230928746977/99034984048)
(169/952,13215/12376)
(1/88,75/16)
(225/2224,-52691/33360)
(1/4,3/4)
(2725801/59984848,-42396162855/18006360736)
(225/2224,102007/66720)
(1/88,-413/88)
(1/4,-7/8)
(16/49,137/392)
(16/49,-201/392)
#
# (a,b,c,d) = (1392,0,1,0) and D = 5568:
#
(1/352,-1651/88)
(2725801/239939392,-928215285359/99034984048)
(225/8896,207389/33360)
(4/49,169/98)
(169/3808,55057/12376)
(169/3808,-55057/12376)
(225/8896,-207389/33360)
(1/16,-13/4)
(2725801/239939392,928215285359/99034984048)
(1/16,13/4)
(1/352,1651/88)
(4/49,-169/98)
#
# (a,b,c,d) = (3,3,8,0) and D = 5568:
#
(2725801/29992424,-58857261107/49517492024)
(225/1112,-108757/133440)
(2725801/29992424,457357196503/396139936192)
(32/49,-265/784)
(1/44,-827/352)
(1/2,5/16)
(169/476,24233/49504)
(169/476,-3853/6188)
(1/2,-1/2)
(32/49,73/784)
(1/44,103/44)
(225/1112,12329/16680)
#
# (a,b,c,d) = (3,6,8,8) and D = 5568:
#
(19/61,22/61)
(-247/135,178/135)
(1,-1/2)
(-229/57,160/57)
(0,1/2)
(4/3,-5/6)
(-45/43,73/86)
#
# (a,b,c,d) = (1393,1,1,0) and D = 5571:
#
#
# (a,b,c,d) = (1393,0,1,0) and D = 5572:
#
#
# (a,b,c,d) = (1394,1,1,0) and D = 5575:
#
(1/76,661/76)
(1/76,-331/38)
#
# (a,b,c,d) = (1,6,7,13) and D = 5575:
#
(1,0)
(1/3,1/3)
#
# (a,b,c,d) = (1394,0,1,0) and D = 5576:
#
(3364/110825,-36167733/6427850)
(3364/110825,36167733/6427850)
(4/81,-665/162)
(4/81,665/162)
#
# (a,b,c,d) = (2,4,3,8) and D = 5576:
#
(-58/49,127/196)
(0,1/2)
(21/23,-31/184)
#
# (a,b,c,d) = (1395,1,1,0) and D = 5579:
#
(169/8037,79414/11609)
(9/109,514/327)
(1089/839287,-768909509/27696471)
(9/109,-541/327)
(1089/839287,768873572/27696471)
(169/8037,-716923/104481)
(1/15,44/15)
(1/15,-3)
#
# (a,b,c,d) = (3,2,8,3) and D = 5579:
#
(-23/159,134/159)
(34/3,-29)
(80/149,-499/447)
(35366/70551,-54539/70551)
(1/3,4/9)
(11/21,2/7)
(1/2,-5/6)
#
# (a,b,c,d) = (1395,0,1,0) and D = 5580:
#
#
# (a,b,c,d) = (52,2,3,0) and D = 5580:
#
#
# (a,b,c,d) = (1396,1,1,0) and D = 5583:
#
#
# (a,b,c,d) = (175,2,2,0) and D = 5584:
#
#
# (a,b,c,d) = (1396,0,1,0) and D = 5584:
#
#
# (a,b,c,d) = (1397,1,1,0) and D = 5587:
#
(100/1529,-47167/15290)
(100/1529,4197/1390)
#
# (a,b,c,d) = (2,3,10,7) and D = 5588:
#
(3/4,-1/2)
(86097/105256,-3259/52628)
#
# (a,b,c,d) = (1397,0,1,0) and D = 5588:
#
#
# (a,b,c,d) = (1398,1,1,0) and D = 5591:
#
#
# (a,b,c,d) = (4,5,9,4) and D = 5591:
#
#
# (a,b,c,d) = (1398,0,1,0) and D = 5592:
#
#
# (a,b,c,d) = (1399,1,1,0) and D = 5595:
#
(113569/1270411,-57584820/428128507)
(113569/1270411,19312067/428128507)
(1/31,168/31)
(1/31,-169/31)
#
# (a,b,c,d) = (1,4,4,15) and D = 5595:
#
(-161/6784,8293/20352)
(54799088/5511953,-13865345/5511953)
(-1/4,5/12)
(341/389,36/389)
(1,0)
(-28508/14587,7973/14587)
(4,-1)
#
# (a,b,c,d) = (1399,0,1,0) and D = 5596:
#
#
# (a,b,c,d) = (175,1,2,0) and D = 5596:
#
#
# (a,b,c,d) = (1400,1,1,0) and D = 5599:
#
#
# (a,b,c,d) = (175,0,2,0) and D = 5600:
#
(1/15,8/3)
(1/15,-8/3)
(512/2865,1067/18336)
(512/2865,-1067/18336)
#
# (a,b,c,d) = (12,4,5,0) and D = 5600:
#
(1/6,1)
(1/6,-17/15)
(256/573,-9259/45840)
(256/573,-475/3056)
#
# (a,b,c,d) = (3,8,10,0) and D = 5600:
#
(1/3,2/5)
(512/573,-10567/30560)
(1/3,-2/3)
(512/573,-6767/18336)
#
# (a,b,c,d) = (1400,0,1,0) and D = 5600:
#
(1/30,16/3)
(256/2865,1067/9168)
(1/30,-16/3)
(256/2865,-1067/9168)
#
# (a,b,c,d) = (1401,1,1,0) and D = 5603:
#
#
# (a,b,c,d) = (1401,0,1,0) and D = 5604:
#
#
# (a,b,c,d) = (52,1,3,0) and D = 5607:
#
(4/19,33/38)
(4/19,-107/114)
#
# (a,b,c,d) = (1402,1,1,0) and D = 5607:
#
(4/57,-313/114)
(4/57,305/114)
#
# (a,b,c,d) = (1402,0,1,0) and D = 5608:
#
#
# (a,b,c,d) = (1403,1,1,0) and D = 5611:
#
#
# (a,b,c,d) = (3,4,4,6) and D = 5612:
#
(-7,5)
#
# (a,b,c,d) = (1403,0,1,0) and D = 5612:
#
#
# (a,b,c,d) = (1404,1,1,0) and D = 5615:
#
#
# (a,b,c,d) = (1,3,12,0) and D = 5616:
#
(5329/13420,1554371/3918640)
(1,-1/4)
(1/10,9/10)
(108/181,-2701/6516)
(1/10,-37/40)
(108/181,1729/6516)
(1,0)
(5329/13420,-485847/979660)
#
# (a,b,c,d) = (8,6,6,0) and D = 5616:
#
(1/20,-37/20)
(5329/26840,-485847/489830)
(1/2,0)
(54/181,-2701/3258)
(1/2,-1/2)
(5329/26840,1554371/1959320)
(1/20,9/5)
(54/181,1729/3258)
#
# (a,b,c,d) = (176,2,2,0) and D = 5616:
#
(18/181,-2269/1086)
(18/181,2161/1086)
(5329/80520,-181073/66795)
(1/6,2/3)
(1/60,-329/60)
(1/60,82/15)
(1/6,-5/6)
(5329/80520,15545407/5877960)
#
# (a,b,c,d) = (1404,0,1,0) and D = 5616:
#
(1/12,3/2)
(1/120,-219/20)
(5329/161040,-10493277/1959320)
(5329/161040,10493277/1959320)
(1/120,219/20)
(1/12,-3/2)
(9/181,-2215/543)
(9/181,2215/543)
#
# (a,b,c,d) = (52,0,3,0) and D = 5616:
#
(5329/53680,-3497759/1959320)
(27/181,-2215/1629)
(1/40,-73/20)
(1/40,73/20)
(27/181,2215/1629)
(5329/53680,3497759/1959320)
(1/4,-1/2)
(1/4,1/2)
#
# (a,b,c,d) = (22,1,4,0) and D = 5616:
#
(5329/40260,-181073/133590)
(1/30,41/15)
(5329/40260,15545407/11755920)
(1/30,-329/120)
(36/181,-2269/2172)
(1/3,-5/12)
(1/3,1/3)
(36/181,2161/2172)
#
# (a,b,c,d) = (2,0,6,6) and D = 5616:
#
#
# (a,b,c,d) = (1405,1,1,0) and D = 5619:
#
#
# (a,b,c,d) = (1405,0,1,0) and D = 5620:
#
(16/241,2871/964)
(16/241,-2871/964)
(6724/495001,-347650659/40590082)
(36/409,-1693/2454)
(36/409,1693/2454)
(6724/495001,347650659/40590082)
(58614336/1607645689,-62225912200717/12308135394984)
(58614336/1607645689,62225912200717/12308135394984)
#
# (a,b,c,d) = (2,2,3,8) and D = 5620:
#
(9/5,-43/40)
(-26/57,127/228)
(0,1/2)
(8/9,-5/18)
(-195512/159,242777/318)
#
# (a,b,c,d) = (1,4,7,19) and D = 5623:
#
(1,0)
(449/389,-45/389)
#
# (a,b,c,d) = (1406,1,1,0) and D = 5623:
#
(225/151696,1554763/59880)
(225/151696,-59084369/2275440)
#
# (a,b,c,d) = (1406,0,1,0) and D = 5624:
#
(121/1431,20965/15741)
(121/1431,-20965/15741)
#
# (a,b,c,d) = (1407,1,1,0) and D = 5627:
#
#
# (a,b,c,d) = (1407,0,1,0) and D = 5628:
#
#
# (a,b,c,d) = (176,1,2,0) and D = 5628:
#
#
# (a,b,c,d) = (1408,1,1,0) and D = 5631:
#
#
# (a,b,c,d) = (22,0,4,0) and D = 5632:
#
(25/71,119/710)
(25/71,-119/710)
#
# (a,b,c,d) = (1408,0,1,0) and D = 5632:
#
(25/284,-238/355)
(25/284,238/355)
#
# (a,b,c,d) = (176,0,2,0) and D = 5632:
#
(25/142,119/355)
(25/142,-119/355)
#
# (a,b,c,d) = (23,4,4,0) and D = 5632:
#
(25/71,-122/355)
(25/71,-3/355)
#
# (a,b,c,d) = (5,5,7,0) and D = 5635:
#
#
# (a,b,c,d) = (1409,1,1,0) and D = 5635:
#
#
# (a,b,c,d) = (2,3,5,9) and D = 5635:
#
#
# (a,b,c,d) = (3,5,4,6) and D = 5636:
#
(-7/9,2/3)
(1/6,1/2)
(-77/201,40/67)
#
# (a,b,c,d) = (1409,0,1,0) and D = 5636:
#
(9/313,-5444/939)
(9/313,5444/939)
#
# (a,b,c,d) = (1410,1,1,0) and D = 5639:
#
(1/18,11/3)
(1/18,-67/18)
(17689/307980,24190643/6826890)
(17689/307980,-29499299/8192268)
#
# (a,b,c,d) = (5,7,8,5) and D = 5639:
#
(16/43,67/215)
(-3/35,22/35)
(-6463050803/882084413,36884821389/4410422065)
(-89/85,22/17)
(1,-1)
(-2173/379,2481/379)
#
# (a,b,c,d) = (1410,0,1,0) and D = 5640:
#
#
# (a,b,c,d) = (3,6,6,7) and D = 5643:
#
#
# (a,b,c,d) = (1411,1,1,0) and D = 5643:
#
#
# (a,b,c,d) = (53,3,3,0) and D = 5643:
#
#
# (a,b,c,d) = (1411,0,1,0) and D = 5644:
#
#
# (a,b,c,d) = (1,1,11,9) and D = 5644:
#
(121/73,-144/73)
(1,0)
#
# (a,b,c,d) = (3,1,2,5) and D = 5647:
#
(13/23,8/23)
(59/81,-8/27)
(-1,1)
(-1/193,113/193)
(2901008/1876477,-2549951/1876477)
#
# (a,b,c,d) = (1412,1,1,0) and D = 5647:
#
(1/14,-37/14)
(1/14,18/7)
#
# (a,b,c,d) = (1412,0,1,0) and D = 5648:
#
#
# (a,b,c,d) = (177,2,2,0) and D = 5648:
#
#
# (a,b,c,d) = (1413,1,1,0) and D = 5651:
#
(1156/14985,1067759/509490)
(1156/14985,-123007/56610)
#
# (a,b,c,d) = (6,4,7,1) and D = 5652:
#
(0,1)
(-2/15,7/5)
(333/596,-181/596)
(1/2,-1/2)
(2071/6116,-5455/6116)
#
# (a,b,c,d) = (1413,0,1,0) and D = 5652:
#
(12321/203257,75857390/22561527)
(1/13,-28/13)
(1/13,28/13)
(12321/203257,-75857390/22561527)
#
# (a,b,c,d) = (1414,1,1,0) and D = 5655:
#
(9/1876,11605/804)
(9/1876,-40631/2814)
#
# (a,b,c,d) = (1414,0,1,0) and D = 5656:
#
#
# (a,b,c,d) = (1415,1,1,0) and D = 5659:
#
#
# (a,b,c,d) = (177,1,2,0) and D = 5660:
#
#
# (a,b,c,d) = (1415,0,1,0) and D = 5660:
#
#
# (a,b,c,d) = (1416,1,1,0) and D = 5663:
#
#
# (a,b,c,d) = (177,0,2,0) and D = 5664:
#
(9/227,2405/681)
(9/227,-2405/681)
#
# (a,b,c,d) = (1416,0,1,0) and D = 5664:
#
(9/454,4810/681)
(9/454,-4810/681)
#
# (a,b,c,d) = (1417,1,1,0) and D = 5667:
#
#
# (a,b,c,d) = (1417,0,1,0) and D = 5668:
#
#
# (a,b,c,d) = (1418,1,1,0) and D = 5671:
#
#
# (a,b,c,d) = (1418,0,1,0) and D = 5672:
#
#
# (a,b,c,d) = (4,5,5,5) and D = 5675:
#
(-1,1)
(173/247,-47/247)
#
# (a,b,c,d) = (1419,1,1,0) and D = 5675:
#
#
# (a,b,c,d) = (1419,0,1,0) and D = 5676:
#
(7569/128863,-39045374/11211081)
(7569/128863,39045374/11211081)
#
# (a,b,c,d) = (1,1,10,12) and D = 5676:
#
(1,0)
(323/236,-261/236)
#
# (a,b,c,d) = (1420,1,1,0) and D = 5679:
#
#
# (a,b,c,d) = (1420,0,1,0) and D = 5680:
#
#
# (a,b,c,d) = (1,5,3,11) and D = 5680:
#
(1,0)
(43/103,36/103)
#
# (a,b,c,d) = (178,2,2,0) and D = 5680:
#
#
# (a,b,c,d) = (1421,1,1,0) and D = 5683:
#
#
# (a,b,c,d) = (1421,0,1,0) and D = 5684:
#
(1/53,-384/53)
(4/57,-307/114)
(961/11825,-626382/366575)
(961/11825,626382/366575)
(4/57,307/114)
(1/53,384/53)
#
# (a,b,c,d) = (2,2,7,8) and D = 5684:
#
(4153/1337,-29919/10696)
(14/17,-25/68)
(-1,1)
(5/7,1/7)
(0,1/2)
#
# (a,b,c,d) = (1,2,5,17) and D = 5687:
#
(-32/83,35/83)
(-18/5,7/5)
(-541/475,259/475)
(41/35,-9/35)
(1,0)
(110781/59045,-671698/1003765)
#
# (a,b,c,d) = (1422,1,1,0) and D = 5687:
#
(9/1258,-44621/3774)
(25/474,-39/10)
(9/1258,22297/1887)
(1/12,-3/2)
(25/474,4559/1185)
(1/12,17/12)
#
# (a,b,c,d) = (1422,0,1,0) and D = 5688:
#
#
# (a,b,c,d) = (53,2,3,0) and D = 5688:
#
#
# (a,b,c,d) = (1423,1,1,0) and D = 5691:
#
#
# (a,b,c,d) = (1,4,-2,9) and D = 5691:
#
(1,0)
(179/443,198/443)
#
# (a,b,c,d) = (1423,0,1,0) and D = 5692:
#
(1/47,320/47)
(1/47,-320/47)
#
# (a,b,c,d) = (178,1,2,0) and D = 5692:
#
(2/47,319/94)
(2/47,-321/94)
#
# (a,b,c,d) = (1424,1,1,0) and D = 5695:
#
#
# (a,b,c,d) = (4,2,4,4) and D = 5696:
#
(-17/14,11/7)
#
# (a,b,c,d) = (178,0,2,0) and D = 5696:
#
#
# (a,b,c,d) = (4,8,9,7) and D = 5696:
#
(-2,11/7)
#
# (a,b,c,d) = (1424,0,1,0) and D = 5696:
#
#
# (a,b,c,d) = (1,2,12,13) and D = 5699:
#
(1,0)
(28/31,-13/31)
(343/151,-288/151)
#
# (a,b,c,d) = (1425,1,1,0) and D = 5699:
#
(9216/121105,-5230235/2325216)
(1/45,-20/3)
(1/45,299/45)
(9216/121105,25266439/11626080)
#
# (a,b,c,d) = (2,2,9,6) and D = 5700:
#
(-1,3/2)
(-7/19,15/19)
(5/7,-3/7)
#
# (a,b,c,d) = (1425,0,1,0) and D = 5700:
#
(9/121,-856/363)
(9/1909,-83402/5727)
(324/3649,10943/65682)
(324/3649,-10943/65682)
(9/1909,83402/5727)
(9/121,856/363)
#
# (a,b,c,d) = (3,1,6,-3) and D = 5703:
#
#
# (a,b,c,d) = (1426,1,1,0) and D = 5703:
#
#
# (a,b,c,d) = (3,2,1,5) and D = 5703:
#
#
# (a,b,c,d) = (3,3,8,5) and D = 5703:
#
#
# (a,b,c,d) = (4,7,7,6) and D = 5703:
#
#
# (a,b,c,d) = (1426,0,1,0) and D = 5704:
#
#
# (a,b,c,d) = (1427,1,1,0) and D = 5707:
#
#
# (a,b,c,d) = (1427,0,1,0) and D = 5708:
#
(74529/907687,396351710/247798551)
(74529/907687,-396351710/247798551)
#
# (a,b,c,d) = (4,2,3,4) and D = 5708:
#
(-101/445,1223/1780)
(1,-1)
#
# (a,b,c,d) = (1428,1,1,0) and D = 5711:
#
#
# (a,b,c,d) = (1428,0,1,0) and D = 5712:
#
#
# (a,b,c,d) = (179,2,2,0) and D = 5712:
#
#
# (a,b,c,d) = (53,1,3,0) and D = 5715:
#
(1/7,-10/7)
(3481/16093,2307157/2848461)
(3481/16093,-837512/949487)
(1/7,29/21)
#
# (a,b,c,d) = (1429,1,1,0) and D = 5715:
#
(1/21,88/21)
(1/21,-89/21)
(3481/48279,7126850/2848461)
(3481/48279,-7332229/2848461)
#
# (a,b,c,d) = (1429,0,1,0) and D = 5716:
#
#
# (a,b,c,d) = (1430,1,1,0) and D = 5719:
#
#
# (a,b,c,d) = (1430,0,1,0) and D = 5720:
#
#
# (a,b,c,d) = (1431,1,1,0) and D = 5723:
#
(64/1737,-7779/1544)
(64/1737,69499/13896)
#
# (a,b,c,d) = (1431,0,1,0) and D = 5724:
#
#
# (a,b,c,d) = (53,0,3,0) and D = 5724:
#
#
# (a,b,c,d) = (179,1,2,0) and D = 5724:
#
#
# (a,b,c,d) = (7,3,6,0) and D = 5724:
#
#
# (a,b,c,d) = (1432,1,1,0) and D = 5727:
#
#
# (a,b,c,d) = (179,0,2,0) and D = 5728:
#
(25/197,-1557/985)
(512/3377,120361/108064)
(1/461,6999/461)
(2/17,-59/34)
(1/11,24/11)
(1/461,-6999/461)
(512/3377,-120361/108064)
(25/197,1557/985)
(1/11,-24/11)
(2/17,59/34)
#
# (a,b,c,d) = (1,0,10,8) and D = 5728:
#
(1951/2010,-787/8040)
(3331/1795,-4368/1795)
(-13897/50978,131765/203912)
(-1/5,3/5)
(32/45,-67/90)
(225/233,91/932)
(1,0)
(1,-5/4)
(0,1/2)
(250685/334229,-278598/334229)
#
# (a,b,c,d) = (1,5,0,8) and D = 5728:
#
(131765/101956,-13897/101956)
(-557196/334229,250685/668458)
(6/5,-1/10)
(-67/45,16/45)
(-787/4020,1951/4020)
(-5/2,1/2)
(0,1/2)
(91/466,225/466)
(1,0)
(-8736/1795,3331/3590)
#
# (a,b,c,d) = (1432,0,1,0) and D = 5728:
#
(1/17,59/17)
(256/3377,-120361/54032)
(1/17,-59/17)
(1/22,48/11)
(25/394,-3114/985)
(256/3377,120361/54032)
(1/922,-13998/461)
(1/22,-48/11)
(1/922,13998/461)
(25/394,3114/985)
#
# (a,b,c,d) = (1433,1,1,0) and D = 5731:
#
#
# (a,b,c,d) = (1433,0,1,0) and D = 5732:
#
#
# (a,b,c,d) = (2,3,-2,6) and D = 5732:
#
(1/18,5/9)
(-30278341/37530900,9195331/18765450)
#
# (a,b,c,d) = (1434,1,1,0) and D = 5735:
#
#
# (a,b,c,d) = (1434,0,1,0) and D = 5736:
#
#
# (a,b,c,d) = (1435,1,1,0) and D = 5739:
#
#
# (a,b,c,d) = (1435,0,1,0) and D = 5740:
#
(289/3551,100694/60367)
(36/38761,-7631189/232566)
(289/3551,-100694/60367)
(36/38761,7631189/232566)
#
# (a,b,c,d) = (1,5,7,17) and D = 5740:
#
(167/197,18/197)
(-4922/1101,1159/1101)
(-2844/2545,1037/2545)
(1,0)
#
# (a,b,c,d) = (1436,1,1,0) and D = 5743:
#
#
# (a,b,c,d) = (23,3,4,0) and D = 5744:
#
(1/1500,-116191/6000)
(1/1500,29047/1500)
#
# (a,b,c,d) = (180,2,2,0) and D = 5744:
#
(1/3000,116189/3000)
(1/3000,-3873/100)
#
# (a,b,c,d) = (1436,0,1,0) and D = 5744:
#
(1/6000,-232379/3000)
(1/6000,232379/3000)
#
# (a,b,c,d) = (1,6,2,7) and D = 5747:
#
(-1/19,10/19)
(6/61,31/61)
(-2164/2021,651/2021)
(1,0)
(-41/4,7/4)
#
# (a,b,c,d) = (1437,1,1,0) and D = 5747:
#
(100/2249,99193/22490)
(1/29,151/29)
(100/2249,-100193/22490)
(1/29,-152/29)
(10201/115623,-5052506/11677923)
(10201/115623,1340735/3892641)
#
# (a,b,c,d) = (1437,0,1,0) and D = 5748:
#
#
# (a,b,c,d) = (4,1,4,-3) and D = 5748:
#
#
# (a,b,c,d) = (5,6,9,3) and D = 5751:
#
#
# (a,b,c,d) = (2,1,9,0) and D = 5751:
#
#
# (a,b,c,d) = (1438,1,1,0) and D = 5751:
#
#
# (a,b,c,d) = (54,3,3,0) and D = 5751:
#
#
# (a,b,c,d) = (1438,0,1,0) and D = 5752:
#
#
# (a,b,c,d) = (1,6,4,9) and D = 5755:
#
(1/17,8/17)
(141/41,-74/123)
(1,0)
(-6901/10199,4218/10199)
(821/2425,926/2425)
#
# (a,b,c,d) = (1439,1,1,0) and D = 5755:
#
(4/241,-3733/482)
(4/241,3725/482)
(1444/18161,1260163/690118)
(1444/18161,-1315035/690118)
#
# (a,b,c,d) = (1,0,11,4) and D = 5756:
#
(15815/30992,10893/30992)
(93/193,70/193)
(237075/301379,-78244/301379)
(1,-11/4)
(431/362,-1191/362)
(-8077/2366,22479/2366)
(473/1796,819/1796)
(1/2,-1/2)
(46/97,-219/194)
(785/1057,268/1057)
(7269/7664,-931/7664)
(989/1048,127/1048)
(17341/18497,-2482/18497)
(3/4,1/4)
(11/26,-19/26)
(1,0)
(-186/103,1037/206)
(311/736,-545/736)
(-283/584,3417/2336)
(186265/360532,-465647/360532)
(2801/3476,-855/3476)
(-2/13,21/26)
(-1/2,3/2)
(1/22,13/22)
(5/8,-3/8)
#
# (a,b,c,d) = (180,1,2,0) and D = 5756:
#
(578/3263,-2129/110942)
(1/16,-89/32)
(578/3483,9089/13158)
(1/10,2)
(1/27,-11/3)
(729/5420,-433003/292680)
(25/247,-2507/1235)
(289/19860,-1319811/225080)
(1/61,673/122)
(3481/19680,161461/2322240)
(578/3483,-91627/118422)
(1/27,197/54)
(156025/1140588,-1296223163/901064520)
(1/16,11/4)
(1/61,-337/61)
(25/247,4889/2470)
(201601/3096360,933297227/347566410)
(9/1739,-102569/10434)
(1/6,2/3)
(1/10,-41/20)
(1/6,-3/4)
(289/19860,98863/16881)
(242/1475,-27017/32450)
(201601/3096360,-167931037/61789584)
(1/295,1433/118)
(2/15,43/30)
(578/3263,-7697/110942)
(1/295,-3583/295)
(441/6665,148913/55986)
(729/5420,10333/7317)
(441/6665,-376913/139965)
(9/1739,51271/5217)
(242/1475,4871/6490)
(225/14933,2578207/447990)
(225/14933,-1290791/223995)
(2/15,-3/2)
(156025/1140588,17147129/12514785)
(3481/19680,-3057/19352)
#
# (a,b,c,d) = (2,7,6,8) and D = 5756:
#
(21/13,-25/52)
(3417/1168,-4549/4672)
(-19/13,15/26)
(10893/15496,2461/30992)
(-156488/301379,315319/602758)
(819/898,-173/1796)
(0,1/2)
(1037/103,-1409/412)
(-1191/181,811/362)
(536/1057,517/2114)
(-465647/180266,81489/90133)
(127/524,431/1048)
(-3/4,1/2)
(-931/3832,1025/1916)
(-219/97,311/388)
(22479/1183,-7639/1183)
(13/11,-3/11)
(140/193,23/386)
(1/2,1/4)
(-855/1738,457/869)
(-1,1/2)
(3,-1)
(-4964/18497,19823/36994)
(-545/368,107/184)
(-11/2,15/8)
#
# (a,b,c,d) = (1439,0,1,0) and D = 5756:
#
(156025/2281176,-2530816451/901064520)
(1/12,-17/12)
(1/590,14331/590)
(289/39720,7913953/675240)
(1/122,-1347/122)
(289/3263,2784/55471)
(25/494,-9903/2470)
(1/122,1347/122)
(1/32,177/32)
(1/590,-14331/590)
(1/12,17/12)
(289/3483,86714/59211)
(156025/2281176,2530816451/901064520)
(441/13330,-1498391/279930)
(1/20,-81/20)
(1/20,81/20)
(9/3478,-205111/10434)
(1/54,395/54)
(225/29866,-5159789/447990)
(121/1475,25686/16225)
(729/10840,846323/292680)
(25/494,9903/2470)
(3481/39360,528301/2322240)
(201601/6192720,-15023274481/2780531280)
(1/15,44/15)
(1/32,-177/32)
(289/39720,-7913953/675240)
(289/3263,-2784/55471)
(3481/39360,-528301/2322240)
(201601/6192720,15023274481/2780531280)
(1/15,-44/15)
(729/10840,-846323/292680)
(1/54,-395/54)
(121/1475,-25686/16225)
(225/29866,5159789/447990)
(289/3483,-86714/59211)
(9/3478,205111/10434)
(441/13330,1498391/279930)
#
# (a,b,c,d) = (1,7,6,8) and D = 5756:
#
(545/368,-117/736)
(-819/898,323/898)
(19/13,-2/13)
(219/97,-127/388)
(11/2,-7/8)
(-3,1/2)
(855/1738,973/3476)
(0,1/2)
(4964/18497,14859/36994)
(-140/193,163/386)
(156488/301379,158831/602758)
(-1/2,1/2)
(1191/181,-190/181)
(-22479/1183,7201/2366)
(931/3832,3169/7664)
(-536/1057,1053/2114)
(-1037/103,665/412)
(465647/180266,-139691/360532)
(1,0)
(-21/13,17/52)
(3/4,1/8)
(-13/11,7/22)
(-127/524,279/524)
(-3417/1168,2285/4672)
(-10893/15496,6677/15496)
#
# (a,b,c,d) = (1440,1,1,0) and D = 5759:
#
#
# (a,b,c,d) = (3,5,6,7) and D = 5759:
#
(1/3,8/21)
#
# (a,b,c,d) = (1440,0,1,0) and D = 5760:
#
#
# (a,b,c,d) = (180,0,2,0) and D = 5760:
#
#
# (a,b,c,d) = (2,1,9,3) and D = 5763:
#
(268/369,55/369)
(233/344,-55/172)
(1/23,15/23)
(-1,3)
(21871/39449,-59043/39449)
(17782/4491,-52685/4491)
(17/31,-15/31)
(2/3,-1/3)
(1/4,1/2)
(-919/1028,1385/514)
#
# (a,b,c,d) = (1441,1,1,0) and D = 5763:
#
(144/2497,-107009/29964)
(1/463,9962/463)
(144/2497,9571/2724)
(25/421,-7281/2105)
(1/463,-9963/463)
(25/331,3646/1655)
(25/331,-3771/1655)
(25/421,7156/2105)
(1/13,-28/13)
(1/13,27/13)
#
# (a,b,c,d) = (1441,0,1,0) and D = 5764:
#
#
# (a,b,c,d) = (1442,1,1,0) and D = 5767:
#
(84681/1068382,-42774667/22207083)
(84681/1068382,574203167/310899162)
#
# (a,b,c,d) = (3,1,4,5) and D = 5767:
#
(1,-1)
#
# (a,b,c,d) = (1,2,3,16) and D = 5768:
#
(1,0)
(212/197,-45/394)
#
# (a,b,c,d) = (1442,0,1,0) and D = 5768:
#
#
# (a,b,c,d) = (1443,1,1,0) and D = 5771:
#
#
# (a,b,c,d) = (6,6,8,3) and D = 5772:
#
#
# (a,b,c,d) = (1443,0,1,0) and D = 5772:
#
#
# (a,b,c,d) = (1444,1,1,0) and D = 5775:
#
(1/16,51/16)
(1/16,-13/4)
#
# (a,b,c,d) = (12,3,5,0) and D = 5775:
#
(5/16,11/20)
(5/16,-59/80)
#
# (a,b,c,d) = (181,2,2,0) and D = 5776:
#
(1/241,-2646/241)
(1/241,2645/241)
#
# (a,b,c,d) = (1444,0,1,0) and D = 5776:
#
(1/482,5291/241)
(1/482,-5291/241)
#
# (a,b,c,d) = (1445,1,1,0) and D = 5779:
#
#
# (a,b,c,d) = (1445,0,1,0) and D = 5780:
#
#
# (a,b,c,d) = (5,3,4,-2) and D = 5780:
#
(1/2,-1/2)
(-125/212,-379/212)
#
# (a,b,c,d) = (1446,1,1,0) and D = 5783:
#
#
# (a,b,c,d) = (1446,0,1,0) and D = 5784:
#
#
# (a,b,c,d) = (1447,1,1,0) and D = 5787:
#
#
# (a,b,c,d) = (3,1,7,-2) and D = 5787:
#
#
# (a,b,c,d) = (1447,0,1,0) and D = 5788:
#
(1/26,-127/26)
(1/26,127/26)
#
# (a,b,c,d) = (181,1,2,0) and D = 5788:
#
(1/13,-32/13)
(1/13,63/26)
#
# (a,b,c,d) = (1448,1,1,0) and D = 5791:
#
(484/123985,241159/15070)
(1/50,-176/25)
(1/160,-253/20)
(25/526,5512/1315)
(1/160,2023/160)
(484/123985,-43660427/2727670)
(25/526,-11149/2630)
(1/50,351/50)
#
# (a,b,c,d) = (2,5,1,6) and D = 5791:
#
(1631/8,-899/12)
(-1,1/2)
(3617/6226,3331/12452)
(-1/2,1/2)
(-41/236,129/236)
(-8093/95778,79253/143667)
(1/4,1/2)
#
# (a,b,c,d) = (1448,0,1,0) and D = 5792:
#
(1/473,-10287/473)
(1/14,-18/7)
(304704/63836857,-510003373139/35237945064)
(36/1393,51337/8358)
(1/14,18/7)
(2601/48922,-4785620/1247511)
(304704/63836857,510003373139/35237945064)
(2601/48922,4785620/1247511)
(9/106,-184/159)
(36/1393,-51337/8358)
(9/106,184/159)
(1/473,10287/473)
#
# (a,b,c,d) = (1,7,5,7) and D = 5792:
#
(3688/9553,23945/66871)
(-29/28,9/28)
(10/7,-1/7)
(-1/2,1/2)
(-11/40,153/280)
(115,-18)
(1,0)
#
# (a,b,c,d) = (181,0,2,0) and D = 5792:
#
(2601/24461,2392810/1247511)
(609408/63836857,-510003373139/70475890128)
(72/1393,51337/16716)
(9/53,92/159)
(2/473,-10287/946)
(72/1393,-51337/16716)
(9/53,-92/159)
(609408/63836857,510003373139/70475890128)
(2601/24461,-2392810/1247511)
(1/7,-9/7)
(2/473,10287/946)
(1/7,9/7)
#
# (a,b,c,d) = (1,3,8,20) and D = 5792:
#
(-1,1/2)
(23/28,19/140)
(19/14,-5/14)
(-11/7,9/14)
(1,0)
(-1871/66871,49761/133742)
(-133,97/2)
#
# (a,b,c,d) = (1449,1,1,0) and D = 5795:
#
(484/5481,14615/120582)
(484/5481,-401/1914)
#
# (a,b,c,d) = (1449,0,1,0) and D = 5796:
#
(169/2193,-19868/9503)
(169/2193,19868/9503)
#
# (a,b,c,d) = (54,2,3,0) and D = 5796:
#
(169/731,-7355/9503)
(169/731,17671/28509)
#
# (a,b,c,d) = (1450,1,1,0) and D = 5799:
#
(81/1690,-32027/7605)
(81/1690,12665/3042)
#
# (a,b,c,d) = (1450,0,1,0) and D = 5800:
#
#
# (a,b,c,d) = (6,4,7,2) and D = 5800:
#
(1167/2492,-4105/4984)
(-1/2,7/4)
#
# (a,b,c,d) = (1451,1,1,0) and D = 5803:
#
#
# (a,b,c,d) = (1451,0,1,0) and D = 5804:
#
(1/1935,85118/1935)
(31329/449935,215563994/79638495)
(64/825,-13459/6600)
(31329/449935,-215563994/79638495)
(1/1935,-85118/1935)
(64/825,13459/6600)
#
# (a,b,c,d) = (2,6,10,13) and D = 5804:
#
(-2,1)
(118/113,-31/113)
(-159/101,83/101)
#
# (a,b,c,d) = (1452,1,1,0) and D = 5807:
#
#
# (a,b,c,d) = (1452,0,1,0) and D = 5808:
#
#
# (a,b,c,d) = (182,2,2,0) and D = 5808:
#
#
# (a,b,c,d) = (3,3,1,5) and D = 5808:
#
(213/139,-668/695)
(-3,2)
#
# (a,b,c,d) = (1453,1,1,0) and D = 5811:
#
(9/103,170/309)
(9/103,-197/309)
#
# (a,b,c,d) = (3,3,5,6) and D = 5811:
#
(5/7,-1/14)
(-1,1)
(1169/1537,-431/1537)
(-35/59,44/59)
#
# (a,b,c,d) = (1453,0,1,0) and D = 5812:
#
(1/1937,85250/1937)
(1/1937,-85250/1937)
#
# (a,b,c,d) = (1454,1,1,0) and D = 5815:
#
#
# (a,b,c,d) = (1,4,3,14) and D = 5816:
#
(1,0)
(-137975/86716,79983/173432)
(-143/49,36/49)
(-13/11,9/22)
(157/199,63/398)
#
# (a,b,c,d) = (1454,0,1,0) and D = 5816:
#
(144/1921,-52415/23052)
(144/1921,52415/23052)
(9/103,181/309)
(9/103,-181/309)
#
# (a,b,c,d) = (1,9,23,0) and D = 5819:
#
(9/5,-4/15)
(9/5,-151/345)
(1,0)
(1,-9/23)
(368/1961,80181/180412)
(368/1961,-93429/180412)
#
# (a,b,c,d) = (1455,1,1,0) and D = 5819:
#
(9/115,-692/345)
(16/1961,86773/7844)
(9/115,133/69)
(1/23,-104/23)
(1/23,103/23)
(16/1961,-86837/7844)
#
# (a,b,c,d) = (182,1,2,0) and D = 5820:
#
(9/53,167/318)
(9/53,-97/159)
#
# (a,b,c,d) = (1455,0,1,0) and D = 5820:
#
(9/106,361/318)
(9/106,-361/318)
#
# (a,b,c,d) = (54,1,3,0) and D = 5823:
#
(1/4,5/12)
(1/4,-1/2)
#
# (a,b,c,d) = (1456,1,1,0) and D = 5823:
#
(1/12,4/3)
(1/12,-17/12)
#
# (a,b,c,d) = (182,0,2,0) and D = 5824:
#
#
# (a,b,c,d) = (2,0,8,4) and D = 5824:
#
#
# (a,b,c,d) = (1456,0,1,0) and D = 5824:
#
#
# (a,b,c,d) = (23,2,4,0) and D = 5824:
#
#
# (a,b,c,d) = (1,2,10,17) and D = 5827:
#
(3260/1251,-1813/1251)
(243/284,37/284)
(451/295,-234/295)
(-1/2,1/2)
(-10/11,7/11)
(1,0)
#
# (a,b,c,d) = (1457,1,1,0) and D = 5827:
#
(2401/39083,-6346530/1915067)
(49/697,12760/4879)
(4900/138601,1604521/312970)
(1/19,-74/19)
(2401/39083,6228881/1915067)
(1/19,73/19)
(49/697,-13103/4879)
(4900/138601,-50083151/9702070)
(1/509,-11484/509)
(1/509,11483/509)
#
# (a,b,c,d) = (2,5,6,10) and D = 5828:
#
(-1,3/5)
(-11/239,113/239)
(-1/4,1/2)
(45757/76664,38127/191660)
(-1456132765471/1098440566048,383379996863/549220283024)
#
# (a,b,c,d) = (1457,0,1,0) and D = 5828:
#
(1/81,728/81)
(1/81,-728/81)
#
# (a,b,c,d) = (6,7,7,0) and D = 5831:
#
(1/6,5/6)
(1/6,-1)
(847/1500,-60761/115500)
(847/1500,-743/19250)
#
# (a,b,c,d) = (1458,1,1,0) and D = 5831:
#
(1/42,269/42)
(121/1500,-28817/16500)
(1/42,-45/7)
(121/1500,4581/2750)
#
# (a,b,c,d) = (1,6,3,8) and D = 5832:
#
(-10,7/4)
(1,0)
(-229/211,70/211)
(0,1/2)
#
# (a,b,c,d) = (2,0,9,0) and D = 5832:
#
(100/129,383/3870)
(100/129,-383/3870)
(1/3,5/9)
(1/3,-5/9)
#
# (a,b,c,d) = (1458,0,1,0) and D = 5832:
#
(100/1161,383/430)
(1/27,5)
(100/1161,-383/430)
(1/27,-5)
#
# (a,b,c,d) = (3,6,9,0) and D = 5832:
#
(100/129,-617/3870)
(1/3,-2/3)
(1/3,4/9)
(100/129,-461/1290)
#
# (a,b,c,d) = (1,10,27,0) and D = 5832:
#
(1,-10/27)
(1,0)
(100/43,-171/430)
(100/43,-5383/11610)
#
# (a,b,c,d) = (54,0,3,0) and D = 5832:
#
(1/9,-5/3)
(1/9,5/3)
(100/387,383/1290)
(100/387,-383/1290)
#
# (a,b,c,d) = (5,5,7,4) and D = 5835:
#
(3/5,-1/20)
#
# (a,b,c,d) = (1459,1,1,0) and D = 5835:
#
#
# (a,b,c,d) = (3,1,1,5) and D = 5836:
#
(1/7,4/7)
(-8229/16765,10988/16765)
#
# (a,b,c,d) = (1459,0,1,0) and D = 5836:
#
#
# (a,b,c,d) = (1460,1,1,0) and D = 5839:
#
(121/2390,-10586/2629)
(121/2390,104529/26290)
#
# (a,b,c,d) = (1460,0,1,0) and D = 5840:
#
(1/486,5357/243)
(1/486,-5357/243)
#
# (a,b,c,d) = (183,2,2,0) and D = 5840:
#
(1/243,2678/243)
(1/243,-893/81)
#
# (a,b,c,d) = (1461,1,1,0) and D = 5843:
#
#
# (a,b,c,d) = (1461,0,1,0) and D = 5844:
#
#
# (a,b,c,d) = (1462,1,1,0) and D = 5847:
#
#
# (a,b,c,d) = (1462,0,1,0) and D = 5848:
#
(25/1991,88711/9955)
(25/1991,-88711/9955)
#
# (a,b,c,d) = (1463,1,1,0) and D = 5851:
#
(1/35,-204/35)
(1/35,29/5)
(25/4812521,-10557448194/24062605)
(25/4812521,1508206867/3437515)
#
# (a,b,c,d) = (2,7,5,7) and D = 5851:
#
(-3,1)
(40/27,-11/27)
(17475/11563,-4859/11563)
#
# (a,b,c,d) = (183,1,2,0) and D = 5852:
#
#
# (a,b,c,d) = (1463,0,1,0) and D = 5852:
#
#
# (a,b,c,d) = (1464,1,1,0) and D = 5855:
#
#
# (a,b,c,d) = (1464,0,1,0) and D = 5856:
#
(1/25,119/25)
(1/25,-119/25)
(1681/19090,26362/391345)
(1681/19090,-26362/391345)
#
# (a,b,c,d) = (2,1,8,-3) and D = 5856:
#
(20/409,-267/409)
(89/112,-5/56)
(1/2,1/2)
(-5/2,-43/6)
#
# (a,b,c,d) = (1,5,1,9) and D = 5856:
#
(-781/818,287/818)
(1,0)
(-12,7/3)
(59/224,99/224)
#
# (a,b,c,d) = (183,0,2,0) and D = 5856:
#
(2/25,119/50)
(1681/9545,-13181/391345)
(2/25,-119/50)
(1681/9545,13181/391345)
#
# (a,b,c,d) = (1465,1,1,0) and D = 5859:
#
#
# (a,b,c,d) = (55,3,3,0) and D = 5859:
#
#
# (a,b,c,d) = (4,9,9,7) and D = 5859:
#
#
# (a,b,c,d) = (1465,0,1,0) and D = 5860:
#
#
# (a,b,c,d) = (1466,1,1,0) and D = 5863:
#
#
# (a,b,c,d) = (1466,0,1,0) and D = 5864:
#
#
# (a,b,c,d) = (1,5,5,14) and D = 5867:
#
(1,0)
(253/403,90/403)
#
# (a,b,c,d) = (1467,1,1,0) and D = 5867:
#
#
# (a,b,c,d) = (1,4,6,18) and D = 5868:
#
(1,0)
(211/199,-9/199)
#
# (a,b,c,d) = (1467,0,1,0) and D = 5868:
#
#
# (a,b,c,d) = (1468,1,1,0) and D = 5871:
#
#
# (a,b,c,d) = (5,2,5,3) and D = 5871:
#
(-2/5,1)
#
# (a,b,c,d) = (23,1,4,0) and D = 5872:
#
(4/13,25/52)
(4/13,-29/52)
#
# (a,b,c,d) = (1468,0,1,0) and D = 5872:
#
(1/13,27/13)
(1/13,-27/13)
#
# (a,b,c,d) = (184,2,2,0) and D = 5872:
#
(2/13,25/26)
(2/13,-29/26)
#
# (a,b,c,d) = (2,4,6,10) and D = 5872:
#
#
# (a,b,c,d) = (13,5,5,0) and D = 5875:
#
(23120/106769,-36670503/36301460)
(4/13,1/2)
(4/13,-21/26)
(23120/106769,2216131/2792420)
#
# (a,b,c,d) = (1469,1,1,0) and D = 5875:
#
(4624/106769,-2530563/558484)
(4/65,421/130)
(4624/106769,32582887/7260292)
(4/65,-33/10)
#
# (a,b,c,d) = (1469,0,1,0) and D = 5876:
#
#
# (a,b,c,d) = (1470,1,1,0) and D = 5879:
#
#
# (a,b,c,d) = (1470,0,1,0) and D = 5880:
#
#
# (a,b,c,d) = (1471,1,1,0) and D = 5883:
#
#
# (a,b,c,d) = (1471,0,1,0) and D = 5884:
#
#
# (a,b,c,d) = (184,1,2,0) and D = 5884:
#
#
# (a,b,c,d) = (2,15,29,0) and D = 5887:
#
(9/8,-11/24)
(9/8,-43/348)
#
# (a,b,c,d) = (1472,1,1,0) and D = 5887:
#
(9/232,3365/696)
(9/232,-424/87)
#
# (a,b,c,d) = (4,6,8,0) and D = 5888:
#
(2/3,-1/12)
(32/633,-16115/10128)
(32/633,15731/10128)
(2/3,-5/12)
#
# (a,b,c,d) = (4,4,8,4) and D = 5888:
#
#
# (a,b,c,d) = (3,13,16,0) and D = 5888:
#
(4/3,-5/8)
(4/3,-11/24)
(64/633,15091/20256)
(64/633,-5585/6752)
#
# (a,b,c,d) = (24,4,4,0) and D = 5888:
#
(1/3,1/6)
(16/633,15859/5064)
(1/3,-1/2)
(16/633,-5329/1688)
#
# (a,b,c,d) = (3,2,8,0) and D = 5888:
#
(2/3,-1/4)
(2/3,1/12)
(32/633,15859/10128)
(32/633,-5329/3376)
#
# (a,b,c,d) = (1472,0,1,0) and D = 5888:
#
(1/12,-4/3)
(4/633,15923/1266)
(1/12,4/3)
(4/633,-15923/1266)
#
# (a,b,c,d) = (23,0,4,0) and D = 5888:
#
(16/633,-15923/5064)
(1/3,-1/3)
(16/633,15923/5064)
(1/3,1/3)
#
# (a,b,c,d) = (184,0,2,0) and D = 5888:
#
(1/6,-2/3)
(8/633,-15923/2532)
(1/6,2/3)
(8/633,15923/2532)
#
# (a,b,c,d) = (1473,1,1,0) and D = 5891:
#
#
# (a,b,c,d) = (1473,0,1,0) and D = 5892:
#
#
# (a,b,c,d) = (1474,1,1,0) and D = 5895:
#
(1/34,97/17)
(1/34,-195/34)
(151321/1737196,-199187719/337884622)
(151321/1737196,339511569/675769244)
#
# (a,b,c,d) = (3,1,8,1) and D = 5895:
#
(0,1)
(1129/1953,170/651)
(7/19,-53/19)
#
# (a,b,c,d) = (1474,0,1,0) and D = 5896:
#
#
# (a,b,c,d) = (5,2,6,-1) and D = 5899:
#
(0,-1)
(21/85,-58/85)
(19550615/47898147,24093308/47898147)
(14/25,3/25)
(35/62,-17/62)
#
# (a,b,c,d) = (1475,1,1,0) and D = 5899:
#
(1/161,2042/161)
(25/679,-17092/3395)
(196/2881,111803/40334)
(1/161,-2043/161)
(25/679,16967/3395)
(196/2881,-114547/40334)
#
# (a,b,c,d) = (1475,0,1,0) and D = 5900:
#
#
# (a,b,c,d) = (12,2,5,0) and D = 5900:
#
#
# (a,b,c,d) = (1476,1,1,0) and D = 5903:
#
(625/7176,29433/59800)
(625/7176,-25981/44850)
#
# (a,b,c,d) = (7,2,6,0) and D = 5904:
#
(242/735,3907/6930)
(1/3,-2/3)
(242/735,-10891/16170)
(1/3,5/9)
#
# (a,b,c,d) = (55,2,3,0) and D = 5904:
#
(1/6,-23/18)
(121/735,1912/1617)
(121/735,-31342/24255)
(1/6,7/6)
#
# (a,b,c,d) = (1476,0,1,0) and D = 5904:
#
(1/18,11/3)
(121/2205,30011/8085)
(1/18,-11/3)
(121/2205,-30011/8085)
#
# (a,b,c,d) = (185,2,2,0) and D = 5904:
#
(1/9,16/9)
(1/9,-17/9)
(242/2205,87371/48510)
(242/2205,-18539/9702)
#
# (a,b,c,d) = (1477,1,1,0) and D = 5907:
#
(36/1897,82097/11382)
(36/1897,-11759/1626)
#
# (a,b,c,d) = (1477,0,1,0) and D = 5908:
#
#
# (a,b,c,d) = (1478,1,1,0) and D = 5911:
#
#
# (a,b,c,d) = (1478,0,1,0) and D = 5912:
#
(1/1359,50099/1359)
(1764/24217,2467709/1017114)
(169/2703,-112315/35139)
(121/1527,-30695/16797)
(4/57,301/114)
(4/57,-301/114)
(121/1527,30695/16797)
(169/2703,112315/35139)
(1764/24217,-2467709/1017114)
(1/1359,-50099/1359)
#
# (a,b,c,d) = (5,1,6,2) and D = 5912:
#
(-1616753/219650,1002093/43930)
(31/59,-24/59)
(3581/6412,-1781/6412)
(-1/97,78/97)
(-43/31,134/31)
(-601/700,381/140)
(1/2,-1/2)
(23/43,-16/43)
(145/1568,1111/1568)
(35744888203/49286866706,-106040345723/49286866706)
#
# (a,b,c,d) = (3,11,13,0) and D = 5915:
#
(468/841,-38375/65598)
(1/3,-8/13)
(1/33,226/143)
(468/841,7487/65598)
(1369/1263,-26135/46731)
(1/33,-53/33)
(1/3,1/3)
(25/153,2042/3315)
(1369/1263,-72476/202501)
(25/153,-577/765)
#
# (a,b,c,d) = (1,1,9,14) and D = 5915:
#
(223/418,245/836)
(1,-1/7)
(29/23,-18/23)
(53/275,103/275)
(1,-1/2)
(1,0)
(-2629/257,1813/257)
#
# (a,b,c,d) = (1479,1,1,0) and D = 5915:
#
(36/841,-23039/5046)
(1/429,-2962/143)
(1/39,-241/39)
(1/39,80/13)
(1/429,8885/429)
(25/1989,-1738/195)
(1369/16419,769799/607503)
(36/841,787/174)
(1369/16419,-273484/202501)
(25/1989,88513/9945)
#
# (a,b,c,d) = (1479,0,1,0) and D = 5916:
#
(529/12610,1336487/290030)
(139129/1981720,1949240687/739181560)
(1/52,373/52)
(9/1963,-86966/5889)
(9/1963,86966/5889)
(1/52,-373/52)
(139129/1981720,-1949240687/739181560)
(529/12610,-1336487/290030)
#
# (a,b,c,d) = (185,1,2,0) and D = 5916:
#
(1/26,93/26)
(139129/990860,5127961/3995576)
(529/6305,66216/29003)
(18/1963,86939/11778)
(18/1963,-86993/11778)
(1/26,-187/52)
(139129/990860,-500283951/369590780)
(529/6305,-674327/290030)
#
# (a,b,c,d) = (1480,1,1,0) and D = 5919:
#
#
# (a,b,c,d) = (2,5,9,12) and D = 5919:
#
#
# (a,b,c,d) = (1480,0,1,0) and D = 5920:
#
#
# (a,b,c,d) = (4,6,10,5) and D = 5920:
#
(-1/2,1)
(1117/1588,-235/794)
#
# (a,b,c,d) = (4,0,7,1) and D = 5920:
#
(0,1)
(441/794,-235/794)
#
# (a,b,c,d) = (185,0,2,0) and D = 5920:
#
#
# (a,b,c,d) = (1481,1,1,0) and D = 5923:
#
#
# (a,b,c,d) = (1481,0,1,0) and D = 5924:
#
#
# (a,b,c,d) = (1482,1,1,0) and D = 5927:
#
#
# (a,b,c,d) = (1,2,11,16) and D = 5928:
#
(59/3,-38/3)
(1,0)
(212/125,-261/250)
(372/533,437/2132)
#
# (a,b,c,d) = (1482,0,1,0) and D = 5928:
#
(4/49,151/98)
(4/49,-151/98)
#
# (a,b,c,d) = (55,1,3,0) and D = 5931:
#
(1/5,14/15)
(1/5,-1)
#
# (a,b,c,d) = (1483,1,1,0) and D = 5931:
#
(1/15,-44/15)
(1/15,43/15)
#
# (a,b,c,d) = (1483,0,1,0) and D = 5932:
#
(900/38041,7346339/1141230)
(900/38041,-7346339/1141230)
#
# (a,b,c,d) = (1,2,8,18) and D = 5932:
#
(239/179,-90/179)
(1,0)
#
# (a,b,c,d) = (1,3,10,21) and D = 5935:
#
(1027/3321,3038/9963)
(-41/37,21/37)
(20/13,-7/13)
(358/25,-147/25)
(1,0)
(-253/241,133/241)
#
# (a,b,c,d) = (1484,1,1,0) and D = 5935:
#
(361/5194,261745/98686)
(400/14616049,55878527657/292320980)
(49/1864,-19889/3262)
(49/1864,79213/13048)
(361/5194,-362/133)
(1/14,-18/7)
(400/14616049,-7982647951/41760140)
(1/14,5/2)
#
# (a,b,c,d) = (1,3,11,21) and D = 5936:
#
(1,0)
(5/3,-2/3)
#
# (a,b,c,d) = (186,2,2,0) and D = 5936:
#
(8/113,1145/452)
(8/113,-1177/452)
#
# (a,b,c,d) = (1484,0,1,0) and D = 5936:
#
(4/113,-1161/226)
(4/113,1161/226)
#
# (a,b,c,d) = (1485,1,1,0) and D = 5939:
#
#
# (a,b,c,d) = (55,0,3,0) and D = 5940:
#
(243/949,-8092/25623)
(243/949,8092/25623)
#
# (a,b,c,d) = (1485,0,1,0) and D = 5940:
#
(81/949,-8092/8541)
(81/949,8092/8541)
#
# (a,b,c,d) = (2,0,9,1) and D = 5940:
#
(0,1)
(27/56,-25/56)
#
# (a,b,c,d) = (1486,1,1,0) and D = 5943:
#
#
# (a,b,c,d) = (1486,0,1,0) and D = 5944:
#
#
# (a,b,c,d) = (1487,1,1,0) and D = 5947:
#
#
# (a,b,c,d) = (186,1,2,0) and D = 5948:
#
#
# (a,b,c,d) = (1487,0,1,0) and D = 5948:
#
#
# (a,b,c,d) = (1,5,-2,7) and D = 5951:
#
(-8/17,7/17)
(1,0)
(64/529,279/529)
(-69/73,163/511)
#
# (a,b,c,d) = (1488,1,1,0) and D = 5951:
#
(1/12,-4/3)
(1/12,5/4)
(961/163560,22040987/1690120)
(961/163560,-8269094/633795)
#
# (a,b,c,d) = (186,0,2,0) and D = 5952:
#
#
# (a,b,c,d) = (1488,0,1,0) and D = 5952:
#
#
# (a,b,c,d) = (1489,1,1,0) and D = 5955:
#
#
# (a,b,c,d) = (1489,0,1,0) and D = 5956:
#
#
# (a,b,c,d) = (1,1,8,15) and D = 5959:
#
(1,-1/3)
(1,0)
(1,-1/5)
(404/335,-207/335)
#
# (a,b,c,d) = (1490,1,1,0) and D = 5959:
#
(1/218,-3219/218)
(1/80,-143/16)
(4/2057,93289/4114)
(1/218,1609/109)
(4/2057,-93297/4114)
(1/80,357/40)
#
# (a,b,c,d) = (1490,0,1,0) and D = 5960:
#
(4/249,-3917/498)
(4/249,3917/498)
#
# (a,b,c,d) = (1,4,-1,10) and D = 5960:
#
(421/161,-86/161)
(1,0)
(103/217,171/434)
(34497/64253,23582/64253)
(-333/1084,4687/10840)
#
# (a,b,c,d) = (1491,1,1,0) and D = 5963:
#
(9/199,2593/597)
(1/17,58/17)
(9/199,-2620/597)
(1/17,-59/17)
#
# (a,b,c,d) = (1,1,11,10) and D = 5963:
#
(269/173,-288/173)
(-139/758,819/1516)
(-17/121,63/121)
(1,0)
(1,-1)
(1,-1/10)
#
# (a,b,c,d) = (1,2,7,18) and D = 5964:
#
(239/188,-153/376)
(1,0)
#
# (a,b,c,d) = (1491,0,1,0) and D = 5964:
#
#
# (a,b,c,d) = (1492,1,1,0) and D = 5967:
#
(1/222,-1654/111)
(1/222,3307/222)
#
# (a,b,c,d) = (56,3,3,0) and D = 5967:
#
(1/74,-184/37)
(1/74,367/74)
#
# (a,b,c,d) = (1,3,0,13) and D = 5967:
#
(1,0)
(4/5,1/5)
(11171/8635,-1801/8635)
#
# (a,b,c,d) = (1492,0,1,0) and D = 5968:
#
#
# (a,b,c,d) = (187,2,2,0) and D = 5968:
#
#
# (a,b,c,d) = (1493,1,1,0) and D = 5971:
#
#
# (a,b,c,d) = (1493,0,1,0) and D = 5972:
#
#
# (a,b,c,d) = (12,1,5,0) and D = 5975:
#
#
# (a,b,c,d) = (1494,1,1,0) and D = 5975:
#
#
# (a,b,c,d) = (1494,0,1,0) and D = 5976:
#
#
# (a,b,c,d) = (6,7,9,3) and D = 5979:
#
#
# (a,b,c,d) = (1495,1,1,0) and D = 5979:
#
(1/13,2)
(2809/184015,6050176/750215)
(2809/184015,-15760233/1950559)
(1/13,-27/13)
#
# (a,b,c,d) = (187,1,2,0) and D = 5980:
#
(289/3568,-144253/60656)
(1/8,25/16)
(1/8,-13/8)
(289/3568,283593/121312)
#
# (a,b,c,d) = (1495,0,1,0) and D = 5980:
#
(1/16,-51/16)
(1/16,51/16)
(289/7136,572099/121312)
(289/7136,-572099/121312)
#
# (a,b,c,d) = (1496,1,1,0) and D = 5983:
#
#
# (a,b,c,d) = (187,0,2,0) and D = 5984:
#
(841/8379,488384/242991)
(841/8379,-488384/242991)
#
# (a,b,c,d) = (1496,0,1,0) and D = 5984:
#
(841/16758,976768/242991)
(841/16758,-976768/242991)
#
# (a,b,c,d) = (1,4,2,13) and D = 5987:
#
(1,0)
(287/407,90/407)
(-3/5,2/5)
(17,-4)
#
# (a,b,c,d) = (1497,1,1,0) and D = 5987:
#
(484/8937,732305/196614)
(4/57,-101/38)
(16/393,7355/1572)
(4/57,295/114)
(16/393,-2473/524)
(484/8937,-247651/65538)
#
# (a,b,c,d) = (1497,0,1,0) and D = 5988:
#
#
# (a,b,c,d) = (1498,1,1,0) and D = 5991:
#
#
# (a,b,c,d) = (1498,0,1,0) and D = 5992:
#
#
# (a,b,c,d) = (1499,1,1,0) and D = 5995:
#
#
# (a,b,c,d) = (5,7,9,5) and D = 5996:
#
(2,-13/5)
#
# (a,b,c,d) = (1499,0,1,0) and D = 5996:
#
#
# (a,b,c,d) = (1500,1,1,0) and D = 5999:
#
(6400/107321,-29289619/8585680)
(121/1556,32657/17116)
(121/1556,-8497/4279)
(1225/69224,-18158743/2422840)
(1225/69224,4528967/605710)
(1/36,53/9)
(6400/107321,28777619/8585680)
(1/36,-71/12)
#
# (a,b,c,d) = (1,0,11,5) and D = 5999:
#
(26/47,-111/235)
(1,0)
(23/71,147/355)
(2278/3503,-1295/3503)
(1,-11/5)
#
# (a,b,c,d) = (1500,0,1,0) and D = 6000:
#
(1/40,25/4)
(1/40,-25/4)
(25/304,-1079/760)
(25/304,1079/760)
#
# (a,b,c,d) = (3,15,20,0) and D = 6000:
#
(125/76,-5227/7600)
(1/2,1/8)
(1/2,-1/2)
(125/76,-1037/1900)
#
# (a,b,c,d) = (24,3,4,0) and D = 6000:
#
(25/76,22/95)
(1/10,61/40)
(25/76,-727/1520)
(1/10,-8/5)
#
# (a,b,c,d) = (4,10,10,0) and D = 6000:
#
(1/4,-3/4)
(1/4,1/2)
(125/152,-1023/3800)
(125/152,-1051/1900)
#
# (a,b,c,d) = (12,0,5,0) and D = 6000:
#
(125/304,-1079/3800)
(125/304,1079/3800)
(1/8,-5/4)
(1/8,5/4)
#
# (a,b,c,d) = (188,2,2,0) and D = 6000:
#
(25/152,477/760)
(1/20,31/10)
(1/20,-63/20)
(25/152,-301/380)
#
# (a,b,c,d) = (1501,1,1,0) and D = 6003:
#
#
# (a,b,c,d) = (1501,0,1,0) and D = 6004:
#
#
# (a,b,c,d) = (4,1,6,-2) and D = 6004:
#
#
# (a,b,c,d) = (1502,1,1,0) and D = 6007:
#
(1/178,1187/89)
(529/6058,-2641/139334)
(1/178,-2375/178)
(529/6058,-4763/69667)
#
# (a,b,c,d) = (3,5,10,7) and D = 6007:
#
(1536/629,-12091/4403)
(-1/45,8/15)
(23/29,-16/29)
(1,-1)
(95/239,73/239)
#
# (a,b,c,d) = (2,8,9,10) and D = 6008:
#
(-1,1/2)
(-3,1)
(32489/42601,9979/426010)
(9/13,1/13)
(227/151,-123/302)
#
# (a,b,c,d) = (1502,0,1,0) and D = 6008:
#
(1/71,597/71)
(16/201,1403/804)
(7225/206711,90918459/17570435)
(7225/206711,-90918459/17570435)
(16/201,-1403/804)
(1/71,-597/71)
#
# (a,b,c,d) = (1,4,10,23) and D = 6011:
#
(1,0)
(557/389,-126/389)
#
# (a,b,c,d) = (1503,1,1,0) and D = 6011:
#
#
# (a,b,c,d) = (7,1,6,0) and D = 6012:
#
(8/5307,-669637/63684)
(8/99,-1711/1188)
(1/4,3/4)
(61347/118916,561955/7287852)
(3/14,-73/84)
(20667/48608,-799601/1729056)
(3/14,5/6)
(8/99,565/396)
(20667/48608,9479053/24206784)
(61347/118916,-16639991/102029928)
(25/764,-17261/7640)
(1/4,-19/24)
(128/1227,73637/58896)
(1/2,1/6)
(1/2,-1/4)
(128/1227,-24887/19632)
(25/764,25829/11460)
(8/5307,223207/21228)
(1369/2872,26967/106264)
(1369/2872,-212455/637584)
#
# (a,b,c,d) = (188,1,2,0) and D = 6012:
#
(128/3681,221935/58896)
(1/14,71/28)
(8/15921,2008879/63684)
(1/12,55/24)
(1/14,-18/7)
(8/15921,-2008895/63684)
(25/2292,-19403/2865)
(1369/8616,-73339/79698)
(1/12,-7/3)
(20449/118916,-1714473/4251247)
(1369/8616,536059/637584)
(6889/48608,-10622627/8068928)
(6889/48608,1256355/1008616)
(8/297,-5117/1188)
(25/2292,155099/22920)
(20449/118916,10791577/34009976)
(1/6,-2/3)
(1/6,7/12)
(128/3681,-222959/58896)
(8/297,5101/1188)
#
# (a,b,c,d) = (1503,0,1,0) and D = 6012:
#
(4/15921,669629/10614)
(4/297,1703/198)
(64/3681,-74149/9816)
(25/4584,103441/7640)
(1/12,5/4)
(4/297,-1703/198)
(1/28,143/28)
(25/4584,-103441/7640)
(1/24,37/8)
(6889/97216,20673467/8068928)
(1/24,-37/8)
(1/28,-143/28)
(1369/17232,374257/212528)
(1369/17232,-374257/212528)
(1/12,-5/4)
(64/3681,74149/9816)
(4/15921,-669629/10614)
(6889/97216,-20673467/8068928)
(20449/237832,24507361/34009976)
(20449/237832,-24507361/34009976)
#
# (a,b,c,d) = (8,5,6,0) and D = 6012:
#
(128/1227,23863/19632)
(25/764,-52033/22920)
(25/764,2142/955)
(1369/2872,3781/39849)
(8/99,-581/396)
(1/2,0)
(1/2,-5/12)
(8/5307,669589/63684)
(3/14,16/21)
(3/14,-79/84)
(1369/2872,-104587/212528)
(20667/48608,-914071/1512924)
(128/1227,-76709/58896)
(8/99,1663/1188)
(1/4,-7/8)
(1/4,2/3)
(61347/118916,-34185233/102029928)
(8/5307,-223223/21228)
(61347/118916,-1209734/12753741)
(20667/48608,6048331/24206784)
#
# (a,b,c,d) = (56,2,3,0) and D = 6012:
#
(4/99,-1711/594)
(3/28,5/3)
(3/28,-73/42)
(1/8,3/2)
(1/8,-19/12)
(4/5307,-669637/31842)
(61347/237832,-16639991/51014964)
(25/1528,-17261/3820)
(4/99,565/198)
(64/1227,-24887/9816)
(20667/97216,9479053/12103392)
(1369/5744,-212455/318792)
(25/1528,25829/5730)
(61347/237832,561955/3643926)
(20667/97216,-799601/864528)
(1369/5744,26967/53132)
(4/5307,223207/10614)
(1/4,1/3)
(1/4,-1/2)
(64/1227,73637/29448)
#
# (a,b,c,d) = (1504,1,1,0) and D = 6015:
#
#
# (a,b,c,d) = (1,5,8,19) and D = 6015:
#
(1,0)
(388/403,9/403)
#
# (a,b,c,d) = (1504,0,1,0) and D = 6016:
#
#
# (a,b,c,d) = (188,0,2,0) and D = 6016:
#
#
# (a,b,c,d) = (1505,1,1,0) and D = 6019:
#
#
# (a,b,c,d) = (1505,0,1,0) and D = 6020:
#
#
# (a,b,c,d) = (1506,1,1,0) and D = 6023:
#
#
# (a,b,c,d) = (1506,0,1,0) and D = 6024:
#
#
# (a,b,c,d) = (4,1,6,3) and D = 6024:
#
(4/7,-3/7)
#
# (a,b,c,d) = (1507,1,1,0) and D = 6027:
#
#
# (a,b,c,d) = (1507,0,1,0) and D = 6028:
#
(25/419,7072/2095)
(25/419,-7072/2095)
#
# (a,b,c,d) = (1,2,12,14) and D = 6028:
#
(185/89,-144/89)
(-53/87,395/609)
(1,0)
#
# (a,b,c,d) = (1508,1,1,0) and D = 6031:
#
#
# (a,b,c,d) = (189,2,2,0) and D = 6032:
#
#
# (a,b,c,d) = (1508,0,1,0) and D = 6032:
#
#
# (a,b,c,d) = (1509,1,1,0) and D = 6035:
#
#
# (a,b,c,d) = (1509,0,1,0) and D = 6036:
#
#
# (a,b,c,d) = (1510,1,1,0) and D = 6039:
#
(4/49,-149/98)
(4/49,141/98)
#
# (a,b,c,d) = (56,1,3,0) and D = 6039:
#
(12/49,19/42)
(12/49,-157/294)
#
# (a,b,c,d) = (1510,0,1,0) and D = 6040:
#
#
# (a,b,c,d) = (1,3,1,14) and D = 6043:
#
(573/325,-133/325)
(1,0)
(11/20,13/40)
(13/15,2/15)
#
# (a,b,c,d) = (1511,1,1,0) and D = 6043:
#
(1/73,-623/73)
(1/73,622/73)
#
# (a,b,c,d) = (1511,0,1,0) and D = 6044:
#
(1/38,-231/38)
(1/38,231/38)
(5929/70680,6177961/5442360)
(5929/70680,-6177961/5442360)
#
# (a,b,c,d) = (189,1,2,0) and D = 6044:
#
(5929/35340,1430357/2721180)
(1/19,-58/19)
(1/19,115/38)
(5929/35340,-1105749/1814120)
#
# (a,b,c,d) = (1512,1,1,0) and D = 6047:
#
(25/1974,-43816/4935)
(25/1974,4167/470)
#
# (a,b,c,d) = (56,0,3,0) and D = 6048:
#
(145200/751129,502347133/495745140)
(3/58,220/87)
(3/58,-220/87)
(145200/751129,-502347133/495745140)
#
# (a,b,c,d) = (1512,0,1,0) and D = 6048:
#
(1/58,-220/29)
(1/58,220/29)
(48400/751129,502347133/165248380)
(48400/751129,-502347133/165248380)
#
# (a,b,c,d) = (189,0,2,0) and D = 6048:
#
(96800/751129,502347133/330496760)
(1/29,-110/29)
(96800/751129,-502347133/330496760)
(1/29,110/29)
#
# (a,b,c,d) = (7,0,6,0) and D = 6048:
#
(290400/751129,502347133/991490280)
(3/29,110/87)
(290400/751129,-502347133/991490280)
(3/29,-110/87)
#
# (a,b,c,d) = (2,3,0,7) and D = 6048:
#
(-4283/2008,997/1004)
(-1/2,1/2)
(1/4,1/2)
#
# (a,b,c,d) = (1,6,6,12) and D = 6048:
#
(1,0)
(6277/2008,-2289/4016)
(1/4,3/8)
#
# (a,b,c,d) = (1513,1,1,0) and D = 6051:
#
(576/6625,34129/159000)
(576/6625,-47953/159000)
#
# (a,b,c,d) = (1513,0,1,0) and D = 6052:
#
#
# (a,b,c,d) = (1514,1,1,0) and D = 6055:
#
#
# (a,b,c,d) = (3,8,7,7) and D = 6055:
#
(-2,1)
#
# (a,b,c,d) = (1514,0,1,0) and D = 6056:
#
#
# (a,b,c,d) = (1515,1,1,0) and D = 6059:
#
#
# (a,b,c,d) = (1515,0,1,0) and D = 6060:
#
#
# (a,b,c,d) = (4,2,5,4) and D = 6060:
#
#
# (a,b,c,d) = (1516,1,1,0) and D = 6063:
#
(9/178,-2143/534)
(9/178,1058/267)
(74529/1239424,279910577/84590688)
(36/64321,16312715/385926)
(36/64321,-16312931/385926)
(74529/1239424,-1139988725/338362752)
#
# (a,b,c,d) = (3,9,8,7) and D = 6063:
#
(53/255,107/255)
(19/9,-8/9)
(1/3,1/3)
#
# (a,b,c,d) = (2,2,2,8) and D = 6064:
#
(84557/95853,-90257/383412)
(-59939/2444,137559/9776)
(-4/3,5/6)
(1/2,3/8)
(0,1/2)
(-99/199,431/796)
#
# (a,b,c,d) = (1516,0,1,0) and D = 6064:
#
(4/137,-1573/274)
(4/137,1573/274)
(1/125,-1397/125)
(1/125,1397/125)
#
# (a,b,c,d) = (190,2,2,0) and D = 6064:
#
(2/125,-1399/250)
(2/125,279/50)
(8/137,1557/548)
(8/137,-1589/548)
#
# (a,b,c,d) = (1,4,9,22) and D = 6064:
#
(7/3,-2/3)
(98749/2444,-59939/4888)
(265/199,-99/398)
(-87407/95853,84557/191706)
(1,0)
(1/2,1/4)
#
# (a,b,c,d) = (1517,1,1,0) and D = 6067:
#
(36/553,-10025/3318)
(36/553,9809/3318)
#
# (a,b,c,d) = (5,1,5,-2) and D = 6067:
#
(439/785,-39/157)
(31/71,-33/71)
(-1,-3)
#
# (a,b,c,d) = (2,4,1,7) and D = 6068:
#
(1102/1271,-129/1271)
(71/6620,3457/6620)
(-1/2,1/2)
(12,-5)
(1132457/1472446,55191/1472446)
#
# (a,b,c,d) = (1517,0,1,0) and D = 6068:
#
(1/21,-88/21)
(1/21,88/21)
(19321/239337,52614754/33267843)
(19321/239337,-52614754/33267843)
#
# (a,b,c,d) = (1,3,2,15) and D = 6071:
#
(-77639/28997,66899/86991)
(14/15,1/15)
(4787/4087,-9079/61305)
(-953/955,399/955)
(-11/9,4/9)
(1,0)
(-43573/27679,42028/83037)
(-2,3/5)
#
# (a,b,c,d) = (1518,1,1,0) and D = 6071:
#
(1/12,7/6)
(841/166440,-22636057/1608920)
(1/2024,3959/88)
(841/166440,33941891/2413380)
(16/185,-371/740)
(1/2024,-4139/92)
(817216/1152452505,-13041191807807/347272354840)
(253009/3255500,3086164151/1637516500)
(1/12,-5/4)
(817216/1152452505,39122836660157/1041817064520)
(16/185,307/740)
(253009/3255500,-1606713839/818758250)
#
# (a,b,c,d) = (3,4,9,6) and D = 6072:
#
(-5/89,103/178)
(-7/19,29/38)
(1/2,1/4)
#
# (a,b,c,d) = (1518,0,1,0) and D = 6072:
#
(36/1369,49949/8214)
(36/1369,-49949/8214)
(324/28417,4784959/511506)
(324/28417,-4784959/511506)
#
# (a,b,c,d) = (1,3,3,16) and D = 6075:
#
(1,0)
(-977/397,294/397)
#
# (a,b,c,d) = (57,3,3,0) and D = 6075:
#
(12/49,107/294)
(12/49,-179/294)
#
# (a,b,c,d) = (3,9,9,8) and D = 6075:
#
(-6,11/4)
(0,1/2)
(19893/6623,-71797/52984)
#
# (a,b,c,d) = (1519,1,1,0) and D = 6075:
#
(4/49,-3/2)
(4/49,139/98)
#
# (a,b,c,d) = (5,9,9,6) and D = 6075:
#
(7/11,-1/11)
(-1,1)
(63005/71797,-38663/71797)
#
# (a,b,c,d) = (2,3,9,9) and D = 6075:
#
(-1,1)
(11/13,-5/13)
#
# (a,b,c,d) = (2,9,14,0) and D = 6076:
#
(25/76,-431/760)
(1,-1/7)
(1,-1/2)
(25/76,473/1330)
#
# (a,b,c,d) = (1,5,14,0) and D = 6076:
#
(1,-5/14)
(1,0)
(25/76,153/380)
(25/76,-2767/5320)
#
# (a,b,c,d) = (1519,0,1,0) and D = 6076:
#
(25/1064,4909/760)
(25/1064,-4909/760)
(1/14,5/2)
(1/14,-5/2)
#
# (a,b,c,d) = (5,4,7,0) and D = 6076:
#
(25/152,4659/5320)
(1/2,-1/2)
(1/2,3/14)
(25/152,-737/760)
#
# (a,b,c,d) = (190,1,2,0) and D = 6076:
#
(25/532,901/280)
(1/7,17/14)
(1/7,-9/7)
(25/532,-4311/1330)
#
# (a,b,c,d) = (1520,1,1,0) and D = 6079:
#
(1/20,-81/20)
(1/20,4)
(4/97,899/194)
(289/3982,160199/67694)
(289/3982,-82556/33847)
(4/97,-907/194)
#
# (a,b,c,d) = (1,3,4,17) and D = 6079:
#
(-1964674/66967589,26190897/66967589)
(16/15,-1/15)
(-1/5,2/5)
(21933/4715,-6542/4715)
(1,0)
(-51777/10375,15623/10375)
(10,-3)
#
# (a,b,c,d) = (1520,0,1,0) and D = 6080:
#
#
# (a,b,c,d) = (3,1,8,0) and D = 6080:
#
#
# (a,b,c,d) = (190,0,2,0) and D = 6080:
#
#
# (a,b,c,d) = (24,2,4,0) and D = 6080:
#
#
# (a,b,c,d) = (1,4,0,11) and D = 6083:
#
(233/425,144/425)
(1,0)
#
# (a,b,c,d) = (1521,1,1,0) and D = 6083:
#
#
# (a,b,c,d) = (1,4,13,0) and D = 6084:
#
(196/181,-2435/32942)
(196/181,-657/2534)
(1,-4/13)
(25/3133,48618/15665)
(16/85,-2947/4420)
(25/3133,-632534/203645)
(16/85,207/340)
(117/985,30194/38415)
(1,0)
(117/985,-31598/38415)
#
# (a,b,c,d) = (1,4,1,12) and D = 6084:
#
(-2,1/2)
(-17/11,14/33)
(-2/3,7/18)
(95/191,196/573)
(1907/47,-434/47)
(5/8,9/32)
(1,0)
#
# (a,b,c,d) = (1521,0,1,0) and D = 6084:
#
(1/13,2)
(25/40729,-632284/15665)
(196/2353,-3053/2534)
(16/1105,2819/340)
(25/40729,632284/15665)
(9/985,30896/2955)
(9/985,-30896/2955)
(1/13,-2)
(196/2353,3053/2534)
(16/1105,-2819/340)
#
# (a,b,c,d) = (1522,1,1,0) and D = 6087:
#
#
# (a,b,c,d) = (3,9,10,9) and D = 6087:
#
(-2,1)
(2981/2891,-919/2891)
#
# (a,b,c,d) = (1522,0,1,0) and D = 6088:
#
#
# (a,b,c,d) = (1,2,4,17) and D = 6091:
#
(1,0)
(451/403,-72/403)
#
# (a,b,c,d) = (1523,1,1,0) and D = 6091:
#
#
# (a,b,c,d) = (1523,0,1,0) and D = 6092:
#
(121/1587,36040/17457)
(25/591,-13514/2955)
(25/591,13514/2955)
(4/513,11615/1026)
(121/1587,-36040/17457)
(4/513,-11615/1026)
#
# (a,b,c,d) = (5,11,11,7) and D = 6092:
#
(-6/5,1)
(1,-4/7)
(32191/15965,-4686/3193)
(7087/91225,61186/127715)
(-4,3)
#
# (a,b,c,d) = (3,1,0,5) and D = 6095:
#
#
# (a,b,c,d) = (1524,1,1,0) and D = 6095:
#
#
# (a,b,c,d) = (191,2,2,0) and D = 6096:
#
(20808/174265,-61920899/35550060)
(20808/174265,57676067/35550060)
#
# (a,b,c,d) = (1524,0,1,0) and D = 6096:
#
(10404/174265,59798483/17775030)
(10404/174265,-59798483/17775030)
#
# (a,b,c,d) = (1525,1,1,0) and D = 6099:
#
#
# (a,b,c,d) = (1525,0,1,0) and D = 6100:
#
#
# (a,b,c,d) = (13,4,5,0) and D = 6100:
#
#
# (a,b,c,d) = (1526,1,1,0) and D = 6103:
#
#
# (a,b,c,d) = (4,3,8,2) and D = 6104:
#
(-1/2,2)
(89/193,-127/193)
(615/1037,109/1037)
(-303897/1929667,2031515/1929667)
#
# (a,b,c,d) = (1526,0,1,0) and D = 6104:
#
(1/15,43/15)
(1/15,-43/15)
#
# (a,b,c,d) = (1,3,5,18) and D = 6107:
#
(5/2,-3/4)
(-2321/2164,18031/38952)
(17/15,-2/15)
(251/151,-1201/2718)
(1/3,1/3)
(1,0)
#
# (a,b,c,d) = (1527,1,1,0) and D = 6107:
#
(1/59,451/59)
(4/2033,91661/4066)
(137641/1588983,49983848/196504231)
(1/33,185/33)
(137641/1588983,-201016355/589512693)
(4/2033,-91669/4066)
(1/33,-62/11)
(1/59,-452/59)
#
# (a,b,c,d) = (1527,0,1,0) and D = 6108:
#
(169/15688,1963073/203944)
(169/15688,-1963073/203944)
#
# (a,b,c,d) = (191,1,2,0) and D = 6108:
#
(169/7844,490219/101972)
(169/7844,-982635/203944)
#
# (a,b,c,d) = (5,2,7,1) and D = 6111:
#
(0,1)
(91/155,-3/155)
(37/105,-46/21)
(387/695,-208/695)
#
# (a,b,c,d) = (1528,1,1,0) and D = 6111:
#
(1/22,-48/11)
(1/22,95/22)
#
# (a,b,c,d) = (191,0,2,0) and D = 6112:
#
#
# (a,b,c,d) = (1528,0,1,0) and D = 6112:
#
#
# (a,b,c,d) = (1529,1,1,0) and D = 6115:
#
#
# (a,b,c,d) = (1529,0,1,0) and D = 6116:
#
#
# (a,b,c,d) = (1530,1,1,0) and D = 6119:
#
#
# (a,b,c,d) = (1530,0,1,0) and D = 6120:
#
(21316/362881,-181566719/52980626)
(21316/362881,181566719/52980626)
(1/19,73/19)
(1/19,-73/19)
#
# (a,b,c,d) = (57,2,3,0) and D = 6120:
#
(3/19,-4/3)
(63948/362881,172230311/158941878)
(3/19,70/57)
(63948/362881,-10047533/8365362)
#
# (a,b,c,d) = (1531,1,1,0) and D = 6123:
#
#
# (a,b,c,d) = (2,4,4,9) and D = 6124:
#
(10/9,-31/81)
(-2,1)
#
# (a,b,c,d) = (1531,0,1,0) and D = 6124:
#
(784/15145,1654101/424060)
(784/15145,-1654101/424060)
#
# (a,b,c,d) = (1532,1,1,0) and D = 6127:
#
(25/2084,23737/2605)
(25/2084,-95073/10420)
#
# (a,b,c,d) = (24,1,4,0) and D = 6128:
#
(49/2622,89443/24472)
(1/3,-1/3)
(49/261,-659/609)
(5776/133017,48355981/20218584)
(49/261,7565/7308)
(9/76,1285/912)
(49/2622,-33584/9177)
(1/3,1/4)
(9/76,-82/57)
(5776/133017,-16191823/6739528)
#
# (a,b,c,d) = (192,2,2,0) and D = 6128:
#
(1/6,1/2)
(49/522,-1318/609)
(9/152,-164/57)
(49/5244,-67168/9177)
(49/5244,89443/12236)
(2888/133017,48355981/10109292)
(2888/133017,-16191823/3369764)
(49/522,7565/3654)
(9/152,1285/456)
(1/6,-2/3)
#
# (a,b,c,d) = (1532,0,1,0) and D = 6128:
#
(1/12,7/6)
(49/1044,15473/3654)
(49/1044,-15473/3654)
(9/304,-2597/456)
(1444/133017,-48465725/5054646)
(1444/133017,48465725/5054646)
(9/304,2597/456)
(49/10488,537001/36708)
(1/12,-7/6)
(49/10488,-537001/36708)
#
# (a,b,c,d) = (1533,1,1,0) and D = 6131:
#
#
# (a,b,c,d) = (1533,0,1,0) and D = 6132:
#
#
# (a,b,c,d) = (3,3,4,6) and D = 6132:
#
(1,-2/3)
(-539/25216,41983/75648)
#
# (a,b,c,d) = (1534,1,1,0) and D = 6135:
#
(9/165646,-67417325/496938)
(121/2146,41993/11803)
(121/2146,-85317/23606)
(9/165646,2592973/19113)
(4/289,4899/578)
(4/289,-4907/578)
(1/64,-511/64)
(1/64,255/32)
#
# (a,b,c,d) = (1,4,5,17) and D = 6135:
#
(1,0)
(1/3,1/3)
(-2173356/3577937,1446757/3577937)
(9/5,-2/5)
(395/407,9/407)
#
# (a,b,c,d) = (1534,0,1,0) and D = 6136:
#
#
# (a,b,c,d) = (1535,1,1,0) and D = 6139:
#
#
# (a,b,c,d) = (192,1,2,0) and D = 6140:
#
(169/1263,15187/10946)
(169/1263,-23879/16419)
#
# (a,b,c,d) = (1535,0,1,0) and D = 6140:
#
(169/2526,-93319/32838)
(169/2526,93319/32838)
#
# (a,b,c,d) = (1536,1,1,0) and D = 6143:
#
#
# (a,b,c,d) = (3,0,8,0) and D = 6144:
#
#
# (a,b,c,d) = (5,8,8,0) and D = 6144:
#
#
# (a,b,c,d) = (25,4,4,0) and D = 6144:
#
#
# (a,b,c,d) = (192,0,2,0) and D = 6144:
#
#
# (a,b,c,d) = (1536,0,1,0) and D = 6144:
#
#
# (a,b,c,d) = (24,0,4,0) and D = 6144:
#
#
# (a,b,c,d) = (57,1,3,0) and D = 6147:
#
#
# (a,b,c,d) = (1537,1,1,0) and D = 6147:
#
#
# (a,b,c,d) = (1537,0,1,0) and D = 6148:
#
#
# (a,b,c,d) = (1538,1,1,0) and D = 6151:
#
#
# (a,b,c,d) = (1538,0,1,0) and D = 6152:
#
#
# (a,b,c,d) = (1539,1,1,0) and D = 6155:
#
(64/1881,8757/1672)
(64/1881,-4175/792)
#
# (a,b,c,d) = (1539,0,1,0) and D = 6156:
#
(4/73,-539/146)
(1/55,-406/55)
(4/73,539/146)
(1/55,406/55)
(659344/9827785,22540669957/7980161420)
(659344/9827785,-22540669957/7980161420)
#
# (a,b,c,d) = (3,3,9,3) and D = 6156:
#
(289/591,-428/591)
(2/3,-1/3)
(4/3,-11/3)
(-13633/37269,46160/37269)
(5/9,2/9)
#
# (a,b,c,d) = (6,0,6,1) and D = 6156:
#
(0,1)
(12159/37433,21053/37433)
(273/803,-625/803)
(579/1387,607/1387)
(-39/37,241/37)
(24774/70213,-134567/70213)
(6/11,-1/11)
#
# (a,b,c,d) = (1,3,9,21) and D = 6156:
#
(3911/917,-1482/917)
(-1616/799,651/799)
(10/7,-3/7)
(5878/30667,10173/30667)
(-277/413,186/413)
(1835285036/1445871641,-455346423/1445871641)
(1,0)
#
# (a,b,c,d) = (57,0,3,0) and D = 6156:
#
(1978032/9827785,-22540669957/23940484260)
(12/73,539/438)
(12/73,-539/438)
(1978032/9827785,22540669957/23940484260)
(3/55,406/165)
(3/55,-406/165)
#
# (a,b,c,d) = (1,2,6,18) and D = 6156:
#
(5,-2)
(-19931/12423,8743/12423)
(1,0)
(239/197,-63/197)
(1/3,1/3)
#
# (a,b,c,d) = (4,6,9,6) and D = 6156:
#
(-1/20,23/40)
(-11,25/2)
(25427/53915,12091/53915)
(-23/25,29/25)
(-4413323/19307080,25570429/38614160)
(1,-1)
#
# (a,b,c,d) = (1540,1,1,0) and D = 6159:
#
(81/2296,-106597/20664)
(81/2296,3781/738)
#
# (a,b,c,d) = (1540,0,1,0) and D = 6160:
#
#
# (a,b,c,d) = (193,2,2,0) and D = 6160:
#
#
# (a,b,c,d) = (1541,1,1,0) and D = 6163:
#
#
# (a,b,c,d) = (2,4,9,11) and D = 6164:
#
#
# (a,b,c,d) = (1541,0,1,0) and D = 6164:
#
(1/93,896/93)
(1/93,-896/93)
#
# (a,b,c,d) = (4,1,7,2) and D = 6167:
#
(1/2,-1/2)
(69/236,31/59)
(-43/20,303/40)
#
# (a,b,c,d) = (1542,1,1,0) and D = 6167:
#
(17161/326988,163709395/42835428)
(1/18,65/18)
(1/18,-11/3)
(17161/326988,-27659581/7139238)
#
# (a,b,c,d) = (1542,0,1,0) and D = 6168:
#
#
# (a,b,c,d) = (3,9,11,0) and D = 6171:
#
(9/95,268/285)
(9/95,-3191/3135)
#
# (a,b,c,d) = (1543,1,1,0) and D = 6171:
#
(9/1045,-33778/3135)
(9/1045,33751/3135)
#
# (a,b,c,d) = (193,1,2,0) and D = 6172:
#
(98/1943,84237/27202)
(1/91,-614/91)
(1/91,1227/182)
(25/238,-2319/1190)
(98/1943,-84923/27202)
(25/238,4513/2380)
#
# (a,b,c,d) = (1543,0,1,0) and D = 6172:
#
(1/182,-2455/182)
(49/1943,-84580/13601)
(25/476,-9151/2380)
(25/476,9151/2380)
(1/182,2455/182)
(49/1943,84580/13601)
#
# (a,b,c,d) = (1544,1,1,0) and D = 6175:
#
(7569/142336,46726577/12383232)
(7569/142336,-5923135/1547904)
#
# (a,b,c,d) = (1,1,10,13) and D = 6175:
#
(1,0)
(350/263,-261/263)
#
# (a,b,c,d) = (1544,0,1,0) and D = 6176:
#
#
# (a,b,c,d) = (193,0,2,0) and D = 6176:
#
#
# (a,b,c,d) = (1545,1,1,0) and D = 6179:
#
(1/63,166/21)
(1/63,-499/63)
(2809/71435,-18248362/3786055)
(2809/71435,3619897/757211)
#
# (a,b,c,d) = (2,1,9,-1) and D = 6179:
#
(1281/2888,-655/1444)
(371/1804,1059/902)
(21/31,191/31)
(28/59,25/59)
(0,-1)
#
# (a,b,c,d) = (1545,0,1,0) and D = 6180:
#
(4/49,-137/98)
(4/49,137/98)
#
# (a,b,c,d) = (6,9,10,5) and D = 6180:
#
(2/3,-1/3)
(-44/23,59/23)
#
# (a,b,c,d) = (1,3,6,19) and D = 6183:
#
(3735/12859,4276/12859)
(-33/509,194/509)
(-18/13,7/13)
(2878/31,-939/31)
(31891/26623,-5277/26623)
(-177091/79715,60786/79715)
(44/263,93/263)
(-13044/22265,9299/22265)
(-431/313,168/313)
(641/449,-2991/8531)
(755/419,-219/419)
(45/19,-14/19)
(453/281,-124/281)
(-3,1)
(1,0)
(6/5,-1/5)
(-5/7,3/7)
(358/487,93/487)
(111711/10255,-36431/10255)
(32/71,21/71)
(-151/425,171/425)
(25876/2299,-8439/2299)
(-291/29,95/29)
(1341/319,-434/319)
#
# (a,b,c,d) = (1,4,-3,9) and D = 6183:
#
(-27267572/3219177,5495309/3219177)
(16/11,-7/33)
(19802/38253,16219/38253)
(73/197,278/591)
(-23563/28577,9702/28577)
(-412/207,91/207)
(-11/21,8/21)
(2/3,1/3)
(13981274/2745901,-8391599/8237703)
(-5/41,19/41)
(752431/2641775,3835292/7925325)
(-2/83,119/249)
(-472/895,1021/2685)
(179/479,225/479)
(-12314/48521,63785/145563)
(5,-1)
(2885/49,-1742/147)
(-1,1/3)
(4/5,1/5)
(1,0)
(-23/5,14/15)
(-461/299,335/897)
(-36719/85261,34110/85261)
#
# (a,b,c,d) = (5,3,6,-1) and D = 6183:
#
(65611/255783,-175768/255783)
(-3/5,-4)
(1/3,2/3)
(39/83,-41/83)
(183/895,-131/179)
(1863225/2745901,12118049/2745901)
(2/3,13/3)
(68459/114759,-9053/114759)
(3/11,13/11)
(117/197,-44/197)
(13/63,-46/63)
(7/15,1/3)
(854/1437,-317/1437)
(-139/621,-1097/621)
(5543/85731,-76232/85731)
(1529241/2641775,-155362/528355)
(17157/48521,-29471/48521)
(381/49,2504/49)
(-10781645/9657531,-71021071/9657531)
(-42/299,-419/299)
(52/123,-67/123)
(0,-1)
(5/9,1/9)
#
# (a,b,c,d) = (1546,1,1,0) and D = 6183:
#
(9/202,-2681/606)
(4/129,-1435/258)
(729/19912,2691271/537624)
(44944/519913,-19122987/110221556)
(900/11281,-569179/338430)
(1/46,309/46)
(25/354,-2279/885)
(1/46,-155/23)
(4/129,1427/258)
(1/232,3533/232)
(3025/3579456,-6772214021/196870080)
(3025/3579456,3386023823/98435040)
(1/228,-3443/228)
(1/12,13/12)
(9/202,1327/303)
(1/16,-51/16)
(3474496/72680313,-568121172557/135476103432)
(1/82,741/82)
(1/232,-1767/116)
(25/354,4433/1770)
(1/228,1721/114)
(3474496/72680313,561644712013/135476103432)
(44944/519913,9594859/110221556)
(1/82,-371/41)
(900/11281,542179/338430)
(16/921,27805/3684)
(1/12,-7/6)
(729/19912,-1355477/268812)
(1/16,25/8)
(16/921,-27869/3684)
#
# (a,b,c,d) = (58,3,3,0) and D = 6183:
#
(1/76,-383/76)
(3474496/24226771,59526541093/45158701144)
(27/202,-2789/1818)
(3/16,23/24)
(3/16,-55/48)
(3/232,-61/12)
(1/4,1/4)
(3025/1193152,-752542169/65623360)
(2187/19912,2612539/1612872)
(16/307,-3125/1228)
(134832/519913,-57235499/330664668)
(3474496/24226771,-66003001637/45158701144)
(25/118,437/590)
(16/307,3061/1228)
(25/118,-281/295)
(2700/11281,-23351/35010)
(3/46,-157/69)
(4/43,-163/86)
(4/43,155/86)
(3025/1193152,376187897/32811680)
(1/4,-1/2)
(3/232,3529/696)
(1/76,191/38)
(2187/19912,-1394843/806436)
(27/202,1273/909)
(3/46,305/138)
(3/82,737/246)
(2700/11281,434179/1015290)
(3/82,-373/123)
(134832/519913,-28517653/330664668)
#
# (a,b,c,d) = (1,3,12,21) and D = 6183:
#
(20/11,-9/11)
(-2,1)
(-179/193,111/193)
(-1305215/2256889,7562248/15798223)
(-1/5,2/5)
(68/197,57/197)
(-949/83,456/83)
(-11,37/7)
(1343/1115,-436/1115)
(73/13,-35/13)
(82/25,-39/25)
(25/37,7/37)
(2119/12427,4084/12427)
(121/109,-21/109)
(305461/266065,-79797/266065)
(611/527,-1191/3689)
(1,0)
(59/47,-21/47)
(6704/5963,-1417/5963)
(-488701/153023,237228/153023)
#
# (a,b,c,d) = (2,9,9,8) and D = 6183:
#
(1,-1/8)
(221/128,-55/128)
(2195/788,-601/788)
(-108797529/44610592,31940651/44610592)
(0,1/2)
(-3/2,1/2)
(-7/2,1)
(-1561/1430,5209/11440)
(-657/604,275/604)
(13/34,5/17)
(90/17,-101/68)
(8/11,1/22)
(-7477/19754,11255/19754)
(-3/4,1/2)
(-5438/6169,11623/24676)
(-2289/3880,1051/1940)
(-40521/107906,30743/53953)
(201/530,157/530)
(-85290139/16841768,12069865/8420884)
(-6155/3352,953/1676)
(489/796,101/796)
(-5913/6146,1415/3073)
(-91/200,113/200)
(-9552/2761,5461/5522)
(-1416891/643526,422041/643526)
(-37014/80851,182627/323404)
(103/10,-29/10)
#
# (a,b,c,d) = (1546,0,1,0) and D = 6184:
#
#
# (a,b,c,d) = (1547,1,1,0) and D = 6187:
#
(1/13,25/13)
(100/1729,-8669/2470)
(121/44603,-9420416/490633)
(1/13,-2)
(100/1729,4591/1330)
(121/44603,724545/37741)
#
# (a,b,c,d) = (1,0,10,9) and D = 6187:
#
(178/685,273/685)
(-5/8,7/8)
(1,0)
(1,-10/9)
(16/5,-19/5)
#
# (a,b,c,d) = (5,7,10,4) and D = 6188:
#
(121/184,-181/184)
(-1,2)
#
# (a,b,c,d) = (1547,0,1,0) and D = 6188:
#
#
# (a,b,c,d) = (1548,1,1,0) and D = 6191:
#
(121/1620,9547/4455)
(121/1620,-4391/1980)
#
# (a,b,c,d) = (194,2,2,0) and D = 6192:
#
#
# (a,b,c,d) = (3,7,9,9) and D = 6192:
#
(1/5,2/5)
#
# (a,b,c,d) = (1548,0,1,0) and D = 6192:
#
#
# (a,b,c,d) = (1549,1,1,0) and D = 6195:
#
#
# (a,b,c,d) = (3,1,8,2) and D = 6196:
#
(1/9,2/3)
(-1,4)
(155/244,-67/244)
(1/2,-1/2)
(1329/2488,-4969/2488)
#
# (a,b,c,d) = (1549,0,1,0) and D = 6196:
#
(1/17,58/17)
(1/17,-58/17)
#
# (a,b,c,d) = (2,1,9,4) and D = 6199:
#
(-484691/1263472,676745/631736)
(5/8,1/4)
#
# (a,b,c,d) = (1550,1,1,0) and D = 6199:
#
#
# (a,b,c,d) = (1550,0,1,0) and D = 6200:
#
#
# (a,b,c,d) = (2,3,4,9) and D = 6200:
#
#
# (a,b,c,d) = (1551,1,1,0) and D = 6203:
#
#
# (a,b,c,d) = (1551,0,1,0) and D = 6204:
#
#
# (a,b,c,d) = (194,1,2,0) and D = 6204:
#
#
# (a,b,c,d) = (1552,1,1,0) and D = 6207:
#
#
# (a,b,c,d) = (194,0,2,0) and D = 6208:
#
(242/2513,114545/55286)
(242/2513,-114545/55286)
#
# (a,b,c,d) = (1552,0,1,0) and D = 6208:
#
(121/2513,114545/27643)
(121/2513,-114545/27643)
#
# (a,b,c,d) = (1,4,8,21) and D = 6211:
#
(1,0)
(32/11,-9/11)
(1/4,9/28)
(503/407,-72/407)
#
# (a,b,c,d) = (1553,1,1,0) and D = 6211:
#
(9/271,-4346/813)
(9/583,-14050/1749)
(9/583,14023/1749)
(9/271,4319/813)
#
# (a,b,c,d) = (1553,0,1,0) and D = 6212:
#
#
# (a,b,c,d) = (5,5,8,1) and D = 6215:
#
(0,1)
(-679/89,5036/89)
(301/523,-221/523)
(441/799,-377/799)
(7/25,-26/25)
(5179678/11049175,2620571/11049175)
#
# (a,b,c,d) = (1554,1,1,0) and D = 6215:
#
(529/23604,-514379/77556)
(1/14,17/7)
(1/14,-5/2)
(529/23604,598081/90482)
#
# (a,b,c,d) = (1554,0,1,0) and D = 6216:
#
(1/67,547/67)
(1/67,-547/67)
#
# (a,b,c,d) = (2,1,8,6) and D = 6216:
#
(1/2,1/3)
#
# (a,b,c,d) = (1555,1,1,0) and D = 6219:
#
#
# (a,b,c,d) = (3,1,5,5) and D = 6220:
#
(23/37,8/37)
#
# (a,b,c,d) = (1555,0,1,0) and D = 6220:
#
#
# (a,b,c,d) = (1556,1,1,0) and D = 6223:
#
#
# (a,b,c,d) = (195,2,2,0) and D = 6224:
#
#
# (a,b,c,d) = (1556,0,1,0) and D = 6224:
#
#
# (a,b,c,d) = (2,5,7,11) and D = 6227:
#
(3832/3409,-1277/3409)
(-2,1)
#
# (a,b,c,d) = (1557,1,1,0) and D = 6227:
#
#
# (a,b,c,d) = (58,2,3,0) and D = 6228:
#
#
# (a,b,c,d) = (1557,0,1,0) and D = 6228:
#
#
# (a,b,c,d) = (1558,1,1,0) and D = 6231:
#
#
# (a,b,c,d) = (2,4,11,10) and D = 6232:
#
(-1,1)
(14557/9191,-63411/45955)
(27/31,-25/62)
(1/3,1/3)
(-349/244,3279/2440)
(1/2,1/4)
#
# (a,b,c,d) = (1558,0,1,0) and D = 6232:
#
(841/10207,-369675/296003)
(4/121,1293/242)
(1/23,103/23)
(1/23,-103/23)
(4/121,-1293/242)
(841/10207,369675/296003)
#
# (a,b,c,d) = (1559,1,1,0) and D = 6235:
#
#
# (a,b,c,d) = (3,2,0,5) and D = 6235:
#
(16,-11)
#
# (a,b,c,d) = (2,3,10,8) and D = 6236:
#
(1093/1379,-1627/2758)
(-127/1784,473/892)
(63/206,307/824)
(1651/4403,2999/8806)
(0,1/2)
(1,-1)
(13/14,-25/28)
#
# (a,b,c,d) = (2,5,2,7) and D = 6236:
#
(-181/824,433/824)
(1360/1379,-267/1379)
(-1/2,1/2)
(-674/4403,2325/4403)
(3/2,-1/2)
(19/14,-3/7)
(-2019/3568,1765/3568)
#
# (a,b,c,d) = (1,5,6,16) and D = 6236:
#
(-2,1/2)
(307/412,63/412)
(-1627/1379,1093/2758)
(-25/14,13/28)
(473/446,-127/3568)
(2999/4403,1651/8806)
(1,0)
#
# (a,b,c,d) = (1559,0,1,0) and D = 6236:
#
(1/12,13/12)
(169/42600,8792113/553800)
(169/1986,17555/25818)
(1/7110,599521/7110)
(1/7110,-599521/7110)
(169/1986,-17555/25818)
(169/42600,-8792113/553800)
(1/12,-13/12)
#
# (a,b,c,d) = (195,1,2,0) and D = 6236:
#
(1/6,1/2)
(1/6,-7/12)
(1/3555,-299761/7110)
(169/21300,-879431/110760)
(169/21300,732493/92300)
(169/993,-1646/4303)
(1/3555,9992/237)
(169/993,7679/25818)
#
# (a,b,c,d) = (1560,1,1,0) and D = 6239:
#
(1/30,-16/3)
(1/30,53/10)
#
# (a,b,c,d) = (1,5,4,13) and D = 6239:
#
(147/17,-31/17)
(1,0)
(-947/1403,7285/18239)
(-2/41,229/533)
(226/421,117/421)
#
# (a,b,c,d) = (1560,0,1,0) and D = 6240:
#
#
# (a,b,c,d) = (195,0,2,0) and D = 6240:
#
#
# (a,b,c,d) = (1561,1,1,0) and D = 6243:
#
#
# (a,b,c,d) = (1561,0,1,0) and D = 6244:
#
#
# (a,b,c,d) = (1562,1,1,0) and D = 6247:
#
#
# (a,b,c,d) = (1562,0,1,0) and D = 6248:
#
#
# (a,b,c,d) = (2,1,7,7) and D = 6251:
#
(3/4,-1/2)
(2/7,3/7)
(1,-1)
#
# (a,b,c,d) = (1563,1,1,0) and D = 6251:
#
(1/177,2354/177)
(25/291,137/485)
(1/177,-785/59)
(25/291,-536/1455)
(169/2493,-30089/10803)
(169/2493,88070/32409)
#
# (a,b,c,d) = (4,2,7,3) and D = 6252:
#
(34/55,3/55)
#
# (a,b,c,d) = (1563,0,1,0) and D = 6252:
#
#
# (a,b,c,d) = (1564,1,1,0) and D = 6255:
#
#
# (a,b,c,d) = (58,1,3,0) and D = 6255:
#
#
# (a,b,c,d) = (1564,0,1,0) and D = 6256:
#
(9/280,2281/420)
(9/280,-2281/420)
#
# (a,b,c,d) = (196,2,2,0) and D = 6256:
#
(9/140,161/60)
(9/140,-577/210)
#
# (a,b,c,d) = (25,3,4,0) and D = 6256:
#
(9/70,-1181/840)
(9/70,55/42)
#
# (a,b,c,d) = (1565,1,1,0) and D = 6259:
#
#
# (a,b,c,d) = (1565,0,1,0) and D = 6260:
#
#
# (a,b,c,d) = (1566,1,1,0) and D = 6263:
#
#
# (a,b,c,d) = (2,0,9,2) and D = 6264:
#
(1/3,-5/6)
(11789/24522,19139/49044)
#
# (a,b,c,d) = (1566,0,1,0) and D = 6264:
#
#
# (a,b,c,d) = (2,4,-1,6) and D = 6264:
#
(-1,1/2)
(5563/8174,3113/16348)
#
# (a,b,c,d) = (58,0,3,0) and D = 6264:
#
#
# (a,b,c,d) = (1567,1,1,0) and D = 6267:
#
#
# (a,b,c,d) = (3,3,7,6) and D = 6267:
#
(-181/1541,919/1541)
(1,-1)
#
# (a,b,c,d) = (196,1,2,0) and D = 6268:
#
(2/31,167/62)
(2/31,-169/62)
#
# (a,b,c,d) = (1567,0,1,0) and D = 6268:
#
(1/31,168/31)
(1/31,-168/31)
#
# (a,b,c,d) = (1568,1,1,0) and D = 6271:
#
#
# (a,b,c,d) = (5,1,4,3) and D = 6271:
#
(1/5,3/5)
#
# (a,b,c,d) = (196,0,2,0) and D = 6272:
#
#
# (a,b,c,d) = (1568,0,1,0) and D = 6272:
#
#
# (a,b,c,d) = (1569,1,1,0) and D = 6275:
#
(1/15,14/5)
(1/15,-43/15)
(289/9555,303682/54145)
(289/9555,-915959/162435)
#
# (a,b,c,d) = (13,3,5,0) and D = 6275:
#
(1/3,7/15)
(1/3,-2/3)
(289/1911,13487/12495)
(289/1911,-38014/32487)
#
# (a,b,c,d) = (1569,0,1,0) and D = 6276:
#
#
# (a,b,c,d) = (1570,1,1,0) and D = 6279:
#
#
# (a,b,c,d) = (1570,0,1,0) and D = 6280:
#
#
# (a,b,c,d) = (1,1,7,16) and D = 6283:
#
(1,0)
(431/371,-180/371)
#
# (a,b,c,d) = (1571,1,1,0) and D = 6283:
#
#
# (a,b,c,d) = (2,4,8,11) and D = 6284:
#
(168834/31595,-103847/31595)
(3/5,1/5)
#
# (a,b,c,d) = (1571,0,1,0) and D = 6284:
#
#
# (a,b,c,d) = (1572,1,1,0) and D = 6287:
#
(1/12,-13/12)
(1/12,1)
(49/638,-8819/4466)
(49/638,4238/2233)
#
# (a,b,c,d) = (2,1,3,8) and D = 6287:
#
(3/2,-1)
(0,1/2)
(19425/54694,23747/54694)
(7/8,-3/8)
(-10/61,127/244)
#
# (a,b,c,d) = (2,1,4,8) and D = 6288:
#
(3206/3753,-2959/7506)
(2,-3/2)
(34900/56481,33181/112962)
(5/6,-1/3)
(0,1/2)
(-9/103,53/103)
#
# (a,b,c,d) = (197,2,2,0) and D = 6288:
#
(5000/192049,-84266343/19204900)
(2/13,23/26)
(2/13,-27/26)
(25/173,-1089/865)
(25/173,964/865)
(5000/192049,83766343/19204900)
#
# (a,b,c,d) = (1,5,9,21) and D = 6288:
#
(-13/12,5/12)
(221/206,-9/206)
(-4,1)
(-4562/3753,1603/3753)
(1,0)
(15731/56481,17450/56481)
#
# (a,b,c,d) = (1572,0,1,0) and D = 6288:
#
(1/13,25/13)
(2500/192049,-84016343/9602450)
(2500/192049,84016343/9602450)
(1/13,-25/13)
(25/346,-2053/865)
(25/346,2053/865)
#
# (a,b,c,d) = (3,3,9,2) and D = 6291:
#
(5/7,-1/7)
#
# (a,b,c,d) = (59,3,3,0) and D = 6291:
#
#
# (a,b,c,d) = (1573,1,1,0) and D = 6291:
#
#
# (a,b,c,d) = (1573,0,1,0) and D = 6292:
#
(16/209,149/76)
(16/209,-149/76)
#
# (a,b,c,d) = (2,6,11,0) and D = 6292:
#
(16/19,-43/836)
(16/19,-31/76)
#
# (a,b,c,d) = (5,10,11,7) and D = 6295:
#
(-1/3,2/3)
(-1,1)
(20/31,-3/31)
(1/5,2/5)
(-12039/3515,10547/3515)
#
# (a,b,c,d) = (1574,1,1,0) and D = 6295:
#
(1/94,455/47)
(1/26,-127/26)
(1/26,63/13)
(1/94,-911/94)
(289/3736,-60725/31756)
(289/3736,116537/63512)
#
# (a,b,c,d) = (1,0,11,6) and D = 6296:
#
(2429/2504,-465/5008)
(-53/279,194/279)
(1,-11/6)
(37/57,-62/57)
(1,0)
(8507/29174,24153/58348)
#
# (a,b,c,d) = (1574,0,1,0) and D = 6296:
#
(121/1655,-41769/18205)
(25/25599,-4095757/127995)
(6889/241815,-116727913/20070645)
(6889/241815,116727913/20070645)
(25/25599,4095757/127995)
(121/1655,41769/18205)
(4/65,-417/130)
(4/65,417/130)
#
# (a,b,c,d) = (1575,1,1,0) and D = 6299:
#
(11236/399105,784345/134302)
(11236/399105,-248259691/42305130)
#
# (a,b,c,d) = (1575,0,1,0) and D = 6300:
#
#
# (a,b,c,d) = (197,1,2,0) and D = 6300:
#
#
# (a,b,c,d) = (3,0,7,3) and D = 6303:
#
(153511/150577,-375754/150577)
(-2,5)
#
# (a,b,c,d) = (1576,1,1,0) and D = 6303:
#
#
# (a,b,c,d) = (197,0,2,0) and D = 6304:
#
#
# (a,b,c,d) = (1576,0,1,0) and D = 6304:
#
#
# (a,b,c,d) = (1577,1,1,0) and D = 6307:
#
(400/4769,-90897/95380)
(400/4769,4363/5020)
#
# (a,b,c,d) = (1577,0,1,0) and D = 6308:
#
(25/2061,-93434/10305)
(25/2061,93434/10305)
#
# (a,b,c,d) = (1578,1,1,0) and D = 6311:
#
#
# (a,b,c,d) = (1578,0,1,0) and D = 6312:
#
#
# (a,b,c,d) = (1579,1,1,0) and D = 6315:
#
#
# (a,b,c,d) = (4,6,7,6) and D = 6316:
#
(-1,1)
(37/59,1/177)
(419/586,-235/1172)
(-672071/409452,3689837/2456712)
(-17/26,41/52)
#
# (a,b,c,d) = (1579,0,1,0) and D = 6316:
#
(40401/471295,-23616386/94730295)
(1/527,12098/527)
(1/527,-12098/527)
(40401/471295,23616386/94730295)
#
# (a,b,c,d) = (1580,1,1,0) and D = 6319:
#
#
# (a,b,c,d) = (1580,0,1,0) and D = 6320:
#
#
# (a,b,c,d) = (4,4,6,5) and D = 6320:
#
(-52/347,223/347)
(1,-1)
#
# (a,b,c,d) = (198,2,2,0) and D = 6320:
#
#
# (a,b,c,d) = (1581,1,1,0) and D = 6323:
#
(256/3473,-126023/55568)
(29929/371583,91899166/64283859)
(1/1751,4310/103)
(1/41,-260/41)
(1/41,259/41)
(1/57,-143/19)
(256/3473,121927/55568)
(1/1751,-73271/1751)
(1/57,428/57)
(29929/371583,-32358961/21427953)
#
# (a,b,c,d) = (5,4,6,-1) and D = 6323:
#
(-397/5476,-6443/5476)
(3/7,-4/7)
(1/2,-1/2)
(16/29,3/29)
(0,-1)
(427/335,572/67)
(2998821/11170874,11267611/11170874)
#
# (a,b,c,d) = (1581,0,1,0) and D = 6324:
#
#
# (a,b,c,d) = (1582,1,1,0) and D = 6327:
#
#
# (a,b,c,d) = (1582,0,1,0) and D = 6328:
#
#
# (a,b,c,d) = (1583,1,1,0) and D = 6331:
#
(1/77,674/77)
(6241/78575,-10265391/6207425)
(1/25,-119/25)
(1/25,118/25)
(6241/78575,9772352/6207425)
(1/77,-675/77)
#
# (a,b,c,d) = (1,3,7,20) and D = 6331:
#
(-94/311,247/622)
(3,-1)
(1,0)
(2/5,3/10)
(19/15,-4/15)
(-244741/28877,417183/144385)
#
# (a,b,c,d) = (198,1,2,0) and D = 6332:
#
#
# (a,b,c,d) = (1583,0,1,0) and D = 6332:
#
#
# (a,b,c,d) = (1584,1,1,0) and D = 6335:
#
(169/2844,-125029/36972)
(169/2844,3412/1027)
#
# (a,b,c,d) = (1,2,12,0) and D = 6336:
#
(1/25,-217/150)
(1,-1/6)
(1/25,36/25)
(1,0)
#
# (a,b,c,d) = (59,2,3,0) and D = 6336:
#
(1/4,-5/12)
(1/4,1/4)
(1/100,-1733/300)
(1/100,577/100)
#
# (a,b,c,d) = (1584,0,1,0) and D = 6336:
#
(1/12,-1)
(1/12,1)
(1/300,-433/25)
(1/300,433/25)
#
# (a,b,c,d) = (8,4,6,0) and D = 6336:
#
(1/2,0)
(1/50,72/25)
(1/50,-217/75)
(1/2,-1/3)
#
# (a,b,c,d) = (198,0,2,0) and D = 6336:
#
(1/6,-1/2)
(1/6,1/2)
(1/150,-433/50)
(1/150,433/50)
#
# (a,b,c,d) = (25,2,4,0) and D = 6336:
#
(1/3,1/6)
(1/75,-13/3)
(1/3,-1/3)
(1/75,649/150)
#
# (a,b,c,d) = (3,10,12,0) and D = 6336:
#
(1,-1/3)
(1/25,107/75)
(1/25,-73/50)
(1,-1/2)
#
# (a,b,c,d) = (1585,1,1,0) and D = 6339:
#
(36/2185,-101881/13110)
(36/2185,20333/2622)
#
# (a,b,c,d) = (1585,0,1,0) and D = 6340:
#
#
# (a,b,c,d) = (3,2,7,-2) and D = 6340:
#
#
# (a,b,c,d) = (4,3,7,4) and D = 6343:
#
(2/3,-5/6)
#
# (a,b,c,d) = (1586,1,1,0) and D = 6343:
#
#
# (a,b,c,d) = (1586,0,1,0) and D = 6344:
#
(1/2115,97267/2115)
(1/2115,-97267/2115)
#
# (a,b,c,d) = (1587,1,1,0) and D = 6347:
#
#
# (a,b,c,d) = (1587,0,1,0) and D = 6348:
#
(8100/105049,-17772157/9454410)
(8100/105049,17772157/9454410)
#
# (a,b,c,d) = (3,6,4,6) and D = 6348:
#
(-1,2/3)
(287/493,236/1479)
#
# (a,b,c,d) = (1588,1,1,0) and D = 6351:
#
#
# (a,b,c,d) = (1588,0,1,0) and D = 6352:
#
(1/14,17/7)
(1/2117,-97405/2117)
(25/446,3997/1115)
(324/11977,-1289989/215586)
(9/142,-653/213)
(1/2117,97405/2117)
(9/982,15377/1473)
(25/446,-3997/1115)
(324/11977,1289989/215586)
(1/29,-151/29)
(1/14,-17/7)
(1/29,151/29)
(9/142,653/213)
(49/758,7885/2653)
(49/758,-7885/2653)
(1/2933,158843/2933)
(9/982,-15377/1473)
(1/2933,-158843/2933)
#
# (a,b,c,d) = (1,1,12,4) and D = 6352:
#
(5/9,-4/9)
(215/283,119/566)
(8243/8500,469/8500)
(17179/31439,19435/62878)
(20663/15741,-60562/15741)
(-1/5,9/10)
(-1/3,7/6)
(125/271,-637/542)
(1/2,-1/2)
(3865/23736,11839/23736)
(11/17,9/34)
(-59/561,845/1122)
(107/2,-315/2)
(2731/6567,-12313/13134)
(1,0)
(2126107/2210034,143317/2210034)
#
# (a,b,c,d) = (3,10,10,8) and D = 6352:
#
(8/9,-1/6)
(-7/3,1)
(12313/6567,-1597/2189)
(1,-1/4)
(-143317/1105017,804247/1473356)
(-19435/31439,18307/31439)
(-469/4250,9181/17000)
(315,-523/4)
(-119/283,167/283)
(121124/15741,-33487/10494)
(-9/17,10/17)
(-845/561,131/187)
(0,1/2)
(637/271,-256/271)
(-9/5,4/5)
(-11839/11868,9181/15824)
#
# (a,b,c,d) = (199,2,2,0) and D = 6352:
#
(2/2933,158841/5866)
(2/29,-153/58)
(25/223,-2061/1115)
(25/223,1936/1115)
(9/491,-7702/1473)
(9/71,-340/213)
(49/379,3771/2653)
(49/379,-4114/2653)
(648/11977,1278325/431172)
(2/29,149/58)
(9/71,313/213)
(648/11977,-1301653/431172)
(2/2117,97403/4234)
(2/2117,-97407/4234)
(2/2933,-158845/5866)
(1/7,8/7)
(1/7,-9/7)
(9/491,7675/1473)
#
# (a,b,c,d) = (1589,1,1,0) and D = 6355:
#
#
# (a,b,c,d) = (1589,0,1,0) and D = 6356:
#
#
# (a,b,c,d) = (1590,1,1,0) and D = 6359:
#
#
# (a,b,c,d) = (1590,0,1,0) and D = 6360:
#
#
# (a,b,c,d) = (1591,1,1,0) and D = 6363:
#
(1/37,-6)
(1/37,221/37)
#
# (a,b,c,d) = (59,1,3,0) and D = 6363:
#
(3/37,220/111)
(3/37,-223/111)
#
# (a,b,c,d) = (1591,0,1,0) and D = 6364:
#
(1/110,1153/110)
(1/110,-1153/110)
#
# (a,b,c,d) = (199,1,2,0) and D = 6364:
#
(1/55,-577/110)
(1/55,288/55)
#
# (a,b,c,d) = (1592,1,1,0) and D = 6367:
#
#
# (a,b,c,d) = (199,0,2,0) and D = 6368:
#
#
# (a,b,c,d) = (1592,0,1,0) and D = 6368:
#
#
# (a,b,c,d) = (4,1,7,-1) and D = 6371:
#
(31/52,-3/13)
(0,-1)
(578813/2063048,872679/515762)
(-1816587/2871407,-13237355/2871407)
(163/473,1091/473)
(497/1612,307/403)
(3007/8477,-4597/8477)
(288727657/1030223012,434864123/257555753)
(-7/11,-51/11)
(8179/23504,-3223/5876)
(24615/79768,15173/19942)
#
# (a,b,c,d) = (1593,1,1,0) and D = 6371:
#
(24336/312625,85269833/48769500)
(1/87,-811/87)
(1/27,-5)
(16/2145,33093/2860)
(1/27,134/27)
(9409/789591,233406567/25530109)
(4096/89505,24518159/5728320)
(1/87,270/29)
(16/2145,-99343/8580)
(4096/89505,-917789/212160)
(9409/789591,-701132374/76590327)
(225/2911,79091/43665)
(225/2911,-82466/43665)
(24336/312625,-89066249/48769500)
#
# (a,b,c,d) = (59,0,3,0) and D = 6372:
#
#
# (a,b,c,d) = (1593,0,1,0) and D = 6372:
#
#
# (a,b,c,d) = (5,6,9,2) and D = 6372:
#
#
# (a,b,c,d) = (1594,1,1,0) and D = 6375:
#
(441/5170,17041/54285)
(441/5170,-43343/108570)
#
# (a,b,c,d) = (1,1,12,3) and D = 6375:
#
(1,0)
(-16/5,63/5)
#
# (a,b,c,d) = (3,2,7,5) and D = 6375:
#
(3/5,1/5)
(-12,17)
#
# (a,b,c,d) = (14,5,5,0) and D = 6375:
#
(441/1034,-6179/21714)
(441/1034,-1541/10857)
#
# (a,b,c,d) = (1594,0,1,0) and D = 6376:
#
#
# (a,b,c,d) = (1595,1,1,0) and D = 6379:
#
#
# (a,b,c,d) = (1595,0,1,0) and D = 6380:
#
(16/489,-10507/1956)
(2601/52891,10949624/2697441)
(1/531,-12236/531)
(2601/52891,-10949624/2697441)
(16/489,10507/1956)
(1/531,12236/531)
#
# (a,b,c,d) = (1,5,-3,7) and D = 6380:
#
(44/53,7/53)
(1,0)
(3456884/2643929,-354949/2643929)
(32/287,153/287)
(19/55,28/55)
#
# (a,b,c,d) = (1596,1,1,0) and D = 6383:
#
(1/12,-1)
(1/12,11/12)
#
# (a,b,c,d) = (1,1,12,5) and D = 6383:
#
(134/29,-315/29)
(-8/7,19/7)
(1,0)
(17/11,-199/55)
(773/851,494/4255)
#
# (a,b,c,d) = (25,1,4,0) and D = 6384:
#
(1/4,3/4)
(324/1885,-77941/67860)
(361/37417,-14478763/2843692)
(361/37417,3617976/710923)
(625/4216,129243/105400)
(324/1885,15005/13572)
(625/4216,-532597/421600)
(961/4267,456521/529108)
(961/4267,-121578/132277)
(1/4,-13/16)
#
# (a,b,c,d) = (1596,0,1,0) and D = 6384:
#
(625/16864,-1049569/210800)
(361/149668,-28950667/1421846)
(81/1885,76483/16965)
(1/16,25/8)
(81/1885,-76483/16965)
(961/17068,-942833/264554)
(361/149668,28950667/1421846)
(961/17068,942833/264554)
(625/16864,1049569/210800)
(1/16,-25/8)
#
# (a,b,c,d) = (200,2,2,0) and D = 6384:
#
(1/8,-13/8)
(1/8,3/2)
(625/8432,-532597/210800)
(162/1885,15005/6786)
(961/8534,456521/264554)
(162/1885,-77941/33930)
(625/8432,129243/52700)
(961/8534,-243156/132277)
(361/74834,-14478763/1421846)
(361/74834,7235952/710923)
#
# (a,b,c,d) = (3,0,8,1) and D = 6387:
#
(0,1)
(-7/26,61/26)
(1/3,-2/3)
(576/1105,-431/1105)
(3121/5002,-1195/5002)
#
# (a,b,c,d) = (1597,1,1,0) and D = 6387:
#
(1/13,24/13)
(1/13,-25/13)
#
# (a,b,c,d) = (1597,0,1,0) and D = 6388:
#
(63001/5273213,12092630200/1323576463)
(63001/5273213,-12092630200/1323576463)
#
# (a,b,c,d) = (5,8,11,5) and D = 6391:
#
#
# (a,b,c,d) = (1598,1,1,0) and D = 6391:
#
#
# (a,b,c,d) = (1598,0,1,0) and D = 6392:
#
#
# (a,b,c,d) = (1599,1,1,0) and D = 6395:
#
#
# (a,b,c,d) = (200,1,2,0) and D = 6396:
#
(9800/67201,10397449/9408140)
(9800/67201,-11083449/9408140)
#
# (a,b,c,d) = (1599,0,1,0) and D = 6396:
#
(4900/67201,-10740449/4704070)
(4900/67201,10740449/4704070)
#
# (a,b,c,d) = (60,3,3,0) and D = 6399:
#
#
# (a,b,c,d) = (3,0,3,5) and D = 6399:
#
(1,-1)
(-22/95,61/95)
#
# (a,b,c,d) = (1600,1,1,0) and D = 6399:
#
#
# (a,b,c,d) = (2,12,20,0) and D = 6400:
#
(45/2701,-140779/81030)
(45/2701,139969/81030)
(16/13,-55/104)
(1,-1/2)
(1,-1/10)
(16/13,-109/520)
#
# (a,b,c,d) = (200,0,2,0) and D = 6400:
#
(1/10,-2)
(1/10,2)
(9/5402,140374/8103)
(9/5402,-140374/8103)
(8/65,-83/52)
(8/65,83/52)
#
# (a,b,c,d) = (26,4,4,0) and D = 6400:
#
(16/65,27/40)
(16/65,-479/520)
(1/5,9/10)
(9/2701,140347/16206)
(9/2701,-140401/16206)
(1/5,-11/10)
#
# (a,b,c,d) = (1600,0,1,0) and D = 6400:
#
(4/65,83/26)
(9/10804,-280748/8103)
(1/20,-4)
(9/10804,280748/8103)
(1/20,4)
(4/65,-83/26)
#
# (a,b,c,d) = (1,8,20,0) and D = 6400:
#
(1,-2/5)
(16/13,-9/104)
(45/2701,-70322/40515)
(45/2701,70052/40515)
(1,0)
(16/13,-211/520)
#
# (a,b,c,d) = (2,4,10,0) and D = 6400:
#
(45/5402,-280883/81030)
(45/5402,280613/81030)
(1/2,3/10)
(1/2,-1/2)
(8/13,51/260)
(8/13,-23/52)
#
# (a,b,c,d) = (25,0,4,0) and D = 6400:
#
(16/65,-83/104)
(9/2701,-70187/8103)
(9/2701,70187/8103)
(16/65,83/104)
(1/5,1)
(1/5,-1)
#
# (a,b,c,d) = (13,2,5,0) and D = 6400:
#
(45/10804,1122857/162060)
(1/4,3/4)
(1/4,-17/20)
(4/13,15/26)
(45/10804,-1123127/162060)
(4/13,-7/10)
#
# (a,b,c,d) = (1601,1,1,0) and D = 6403:
#
#
# (a,b,c,d) = (1601,0,1,0) and D = 6404:
#
#
# (a,b,c,d) = (1602,1,1,0) and D = 6407:
#
(121/1692,-22729/9306)
(121/1692,4903/2068)
#
# (a,b,c,d) = (1602,0,1,0) and D = 6408:
#
#
# (a,b,c,d) = (1603,1,1,0) and D = 6411:
#
(1/97,954/97)
(169/2005,-19098/26065)
(619113924/7977644185,49884820022417/28357106087310)
(1/19,72/19)
(1/19,-73/19)
(1/97,-955/97)
(169/2005,16901/26065)
(619113924/7977644185,-364598532813887/198499742611170)
(60516/757057,39011387/26605146)
(36/2065,13333/1770)
(60516/757057,-287966645/186236022)
(36/2065,-93547/12390)
#
# (a,b,c,d) = (1,2,12,15) and D = 6411:
#
(520173206/365935401,-363172945/365935401)
(-5803/502,4303/502)
(397/205,-288/205)
(749/778,-377/778)
(98/75,-67/75)
(1603/5863,1962/5863)
(45911/44416,-4355/44416)
(1,0)
(-79/160,91/160)
(44/45,-13/45)
#
# (a,b,c,d) = (1,6,7,14) and D = 6412:
#
(1,0)
(3/8,5/16)
(21516261/9797776,-7485485/19595552)
#
# (a,b,c,d) = (1603,0,1,0) and D = 6412:
#
#
# (a,b,c,d) = (1604,1,1,0) and D = 6415:
#
(49/2024,-90187/14168)
(49/2024,22461/3542)
#
# (a,b,c,d) = (1604,0,1,0) and D = 6416:
#
#
# (a,b,c,d) = (201,2,2,0) and D = 6416:
#
#
# (a,b,c,d) = (1,5,-1,8) and D = 6419:
#
(-325/97,61/97)
(13/11,-1/11)
(-306/149,247/596)
(13/73,36/73)
(1084824/1246807,225637/2493614)
(1,0)
(0,1/2)
(-112824/89947,58621/179894)
#
# (a,b,c,d) = (1605,1,1,0) and D = 6419:
#
(1/21,29/7)
(169/2835,121538/36855)
(625/9471,-684394/236775)
(625/9471,222923/78925)
(1/21,-88/21)
(169/2835,-8249/2457)
(1/1113,-37132/1113)
(1/1113,12377/371)
#
# (a,b,c,d) = (5,3,7,0) and D = 6419:
#
(1/3,-2/3)
(625/1353,-17156/33825)
(1/159,-758/159)
(1/159,5303/1113)
(625/1353,73217/236775)
(1/3,11/21)
(169/405,-4163/7371)
(169/405,2032/5265)
#
# (a,b,c,d) = (1605,0,1,0) and D = 6420:
#
#
# (a,b,c,d) = (1606,1,1,0) and D = 6423:
#
#
# (a,b,c,d) = (1606,0,1,0) and D = 6424:
#
#
# (a,b,c,d) = (3,1,5,-4) and D = 6427:
#
(17/25,2/25)
(91914569/157535275,82995464/157535275)
(3,5)
#
# (a,b,c,d) = (1607,1,1,0) and D = 6427:
#
(1/17,57/17)
(1/17,-58/17)
(13225/302039,153634413/34734485)
(13225/302039,-155155288/34734485)
#
# (a,b,c,d) = (1607,0,1,0) and D = 6428:
#
(1521/43306,-8692633/1688934)
(729/38998,-7660763/1052946)
(1/12,-11/12)
(11449/164832,45461455/17637024)
(4/369,-7081/738)
(11449/164832,-45461455/17637024)
(4/369,7081/738)
(1/12,11/12)
(729/38998,7660763/1052946)
(1521/43306,8692633/1688934)
(625/88086,-26135791/2202150)
(4225/84096,21760981/5466240)
(121/1422,-5339/15642)
(1/51,362/51)
(1/18,-65/18)
(9/184,2249/552)
(1089/107188,-35063317/3537204)
(1089/107188,35063317/3537204)
(1/51,-362/51)
(9/184,-2249/552)
(1/18,65/18)
(121/1422,5339/15642)
(4225/84096,-21760981/5466240)
(625/88086,26135791/2202150)
#
# (a,b,c,d) = (201,1,2,0) and D = 6428:
#
(2/51,-121/34)
(121/711,-3335/15642)
(1521/21653,4316657/1688934)
(729/19499,-3840223/1052946)
(625/44043,-6537854/1101075)
(11449/82416,11059103/8818512)
(1089/53594,-17549627/3537204)
(2/51,361/102)
(1/9,16/9)
(121/711,334/2607)
(8/369,7073/1476)
(9/92,1111/552)
(4225/42048,-3672601/1822080)
(1/6,-1/2)
(1/6,5/12)
(729/19499,1910270/526473)
(1089/53594,8756845/1768602)
(4225/42048,5371589/2733120)
(1/9,-11/6)
(11449/82416,-7781083/5879008)
(1521/21653,-2187988/844467)
(9/92,-569/276)
(625/44043,4353361/734050)
(8/369,-2363/492)
#
# (a,b,c,d) = (4,3,8,1) and D = 6428:
#
(0,1)
(1/4,-5/4)
(312093/75880,-2395889/75880)
(487/1052,83/263)
(-405207/743290,3153511/743290)
(19/26,-145/26)
(341/832,-521/832)
(37/16,-71/4)
(-206/337,1597/337)
(9/14,-1/14)
(9/32,17/32)
(495/916,-101/229)
(-341/1990,3343/1990)
(13825/51256,27931/51256)
(-1/20,23/20)
(1/2,-1/2)
(20006/58981,27361/58981)
#
# (a,b,c,d) = (2,7,10,13) and D = 6428:
#
(15/16,-1/8)
(-7/4,3/4)
(4527663/743290,-1779359/743290)
(17/10,-3/5)
(-47/64,431/832)
(48809/51256,-7053/51256)
(3/14,5/14)
(-815/32,321/32)
(-1/2,1/2)
(-3437787/75880,1353991/75880)
(4585/674,-1803/674)
(2422/995,-921/995)
(1483/2104,155/2104)
(3/2,-1/2)
(7853/9074,-7355/117962)
(-8,41/13)
(-717/1832,899/1832)
#
# (a,b,c,d) = (1,4,7,20) and D = 6428:
#
(-3/2,1/2)
(2,-1/2)
(-4373/6407,10439/25628)
(-62077/117962,47367/117962)
(-493287/74329,687076/371645)
(119/104,-45/416)
(-7/4,11/20)
(93747/1897,-520949/37940)
(-4997/674,1391/674)
(227/26,-63/26)
(-21/32,13/32)
(-509/2104,819/2104)
(3/7,2/7)
(1,0)
(-1037/398,1501/1990)
(889/32,-247/32)
(1707/1832,91/1832)
#
# (a,b,c,d) = (1608,1,1,0) and D = 6431:
#
(89401/37264304,-28436112899/1392753362)
(89401/37264304,227462172293/11142026896)
(169/1988,2182/6461)
(169/1988,-10925/25844)
(4/105,341/70)
(4/105,-1031/210)
#
# (a,b,c,d) = (1,6,5,11) and D = 6431:
#
(-229/11,42/11)
(1,0)
(3/17,7/17)
(-263/257,91/257)
#
# (a,b,c,d) = (1608,0,1,0) and D = 6432:
#
#
# (a,b,c,d) = (201,0,2,0) and D = 6432:
#
#
# (a,b,c,d) = (1609,1,1,0) and D = 6435:
#
#
# (a,b,c,d) = (1609,0,1,0) and D = 6436:
#
#
# (a,b,c,d) = (1610,1,1,0) and D = 6439:
#
#
# (a,b,c,d) = (1610,0,1,0) and D = 6440:
#
#
# (a,b,c,d) = (1611,1,1,0) and D = 6443:
#
#
# (a,b,c,d) = (2,4,10,11) and D = 6444:
#
(5032/2471,-40497/27181)
(1024/927,-635/927)
(-580/483,473/483)
(-4,3)
(1/3,1/3)
(197/279,29/279)
#
# (a,b,c,d) = (60,2,3,0) and D = 6444:
#
(1/5,13/15)
(784/9035,-98677/50596)
(1/5,-1)
(784/9035,1436251/758940)
#
# (a,b,c,d) = (1611,0,1,0) and D = 6444:
#
(1/15,14/5)
(1/15,-14/5)
(784/27105,-1458203/252980)
(784/27105,1458203/252980)
#
# (a,b,c,d) = (1,2,10,18) and D = 6444:
#
(239/161,-117/161)
(-172775/81543,95849/81543)
(-799/927,553/927)
(13/3,-7/3)
(199/279,56/279)
(1,0)
#
# (a,b,c,d) = (2,8,8,9) and D = 6444:
#
(-217340/81543,70207/81543)
(-3/31,47/93)
(824/483,-229/483)
(16/3,-5/3)
(1/3,1/3)
(-132/103,157/309)
#
# (a,b,c,d) = (3,4,7,7) and D = 6447:
#
(-1,1)
(1142/1465,-431/1465)
#
# (a,b,c,d) = (1612,1,1,0) and D = 6447:
#
#
# (a,b,c,d) = (3,2,8,4) and D = 6448:
#
(-1,2)
(53/85,-83/85)
#
# (a,b,c,d) = (202,2,2,0) and D = 6448:
#
#
# (a,b,c,d) = (1612,0,1,0) and D = 6448:
#
#
# (a,b,c,d) = (1613,1,1,0) and D = 6451:
#
#
# (a,b,c,d) = (1,1,12,2) and D = 6452:
#
(1,0)
(-53/52,315/52)
#
# (a,b,c,d) = (1613,0,1,0) and D = 6452:
#
#
# (a,b,c,d) = (1,2,11,17) and D = 6455:
#
(1,0)
(243/181,-133/181)
(-32976/35705,24217/35705)
(-40/133,61/133)
(451/277,-261/277)
#
# (a,b,c,d) = (1614,1,1,0) and D = 6455:
#
(7569/149896,25662785/6520476)
(1/24,55/12)
(1/24,-37/8)
(7569/149896,-51984073/13040952)
#
# (a,b,c,d) = (1614,0,1,0) and D = 6456:
#
#
# (a,b,c,d) = (1615,1,1,0) and D = 6459:
#
(27556/3567025,1346418247/118425230)
(16/385,7071/1540)
(16/385,-1427/308)
(27556/3567025,-396274443/34830950)
#
# (a,b,c,d) = (3,1,7,4) and D = 6459:
#
(3649/5805,-718/1935)
(183507/511435,222574/511435)
(3/5,-4/5)
(4183110187/1367788955,-7672060378/1367788955)
(43/65,8/65)
#
# (a,b,c,d) = (1615,0,1,0) and D = 6460:
#
#
# (a,b,c,d) = (202,1,2,0) and D = 6460:
#
#
# (a,b,c,d) = (1616,1,1,0) and D = 6463:
#
(1/32,-177/32)
(124609/1462208,-28034769/516159424)
(1/32,11/2)
(124609/1462208,-997013/32259964)
#
# (a,b,c,d) = (3,7,6,7) and D = 6463:
#
(11/17,1/17)
(2,-1)
(146/1545,253/515)
(-3859/4183,2663/4183)
#
# (a,b,c,d) = (202,0,2,0) and D = 6464:
#
#
# (a,b,c,d) = (1616,0,1,0) and D = 6464:
#
#
# (a,b,c,d) = (1617,1,1,0) and D = 6467:
#
#
# (a,b,c,d) = (6,6,7,0) and D = 6468:
#
(1/43,-107/43)
(2226064/23942959,-319343320813/250060263796)
(121/271,-1855/2981)
(1/43,743/301)
(4/7,-41/98)
(121/271,4999/20867)
(4/7,-1/14)
(2226064/23942959,42773656555/35722894828)
#
# (a,b,c,d) = (1617,0,1,0) and D = 6468:
#
(1/301,746/43)
(2226064/167600713,-309379458349/35722894828)
(4/49,-17/14)
(121/1897,8992/2981)
(4/49,17/14)
(2226064/167600713,309379458349/35722894828)
(1/301,-746/43)
(121/1897,-8992/2981)
#
# (a,b,c,d) = (1,1,12,6) and D = 6468:
#
(98453/103522,-17311/103522)
(-1,2)
(1295/813,-2522/813)
(23/8,-45/8)
(5/6,1/6)
(1,0)
#
# (a,b,c,d) = (60,1,3,0) and D = 6471:
#
(1/4,1/4)
(49/6520,60779/9128)
(1/4,-1/3)
(49/6520,-228007/34230)
#
# (a,b,c,d) = (1618,1,1,0) and D = 6471:
#
(1/12,-11/12)
(49/19560,-2735741/136920)
(1/12,5/6)
(49/19560,1367699/68460)
#
# (a,b,c,d) = (7,8,9,2) and D = 6472:
#
#
# (a,b,c,d) = (1618,0,1,0) and D = 6472:
#
#
# (a,b,c,d) = (1619,1,1,0) and D = 6475:
#
(1/65,522/65)
(1/65,-523/65)
#
# (a,b,c,d) = (13,1,5,0) and D = 6475:
#
(1/13,8/5)
(1/13,-21/13)
#
# (a,b,c,d) = (1619,0,1,0) and D = 6476:
#
(1369/19043,-1658844/704591)
(1369/19043,1658844/704591)
#
# (a,b,c,d) = (4,1,2,4) and D = 6476:
#
(1,-1)
(-23/88,15/22)
#
# (a,b,c,d) = (2,1,5,8) and D = 6479:
#
(18/1673,3331/6692)
(0,1/2)
#
# (a,b,c,d) = (1620,1,1,0) and D = 6479:
#
#
# (a,b,c,d) = (5,6,9,4) and D = 6480:
#
#
# (a,b,c,d) = (60,0,3,0) and D = 6480:
#
#
# (a,b,c,d) = (9,6,6,0) and D = 6480:
#
#
# (a,b,c,d) = (1620,0,1,0) and D = 6480:
#
#
# (a,b,c,d) = (3,0,6,4) and D = 6480:
#
#
# (a,b,c,d) = (4,8,9,0) and D = 6480:
#
#
# (a,b,c,d) = (203,2,2,0) and D = 6480:
#
#
# (a,b,c,d) = (3,14,18,0) and D = 6480:
#
#
# (a,b,c,d) = (1621,1,1,0) and D = 6483:
#
#
# (a,b,c,d) = (3,7,11,10) and D = 6483:
#
(1817/3854,1675/7708)
(1,-1/2)
#
# (a,b,c,d) = (1,2,5,18) and D = 6484:
#
(199/214,37/428)
(-1,1/2)
(-23/17,10/17)
(741/581,-592/1743)
(1,0)
(239/206,-99/412)
#
# (a,b,c,d) = (1621,0,1,0) and D = 6484:
#
(1/13,24/13)
(1/13,-24/13)
(256/21905,3237817/350480)
(256/21905,-3237817/350480)
#
# (a,b,c,d) = (1622,1,1,0) and D = 6487:
#
(4489/220052,-51331535/7371742)
(1/14,-17/7)
(1/14,33/14)
(4489/220052,102362307/14743484)
#
# (a,b,c,d) = (4,1,3,4) and D = 6487:
#
#
# (a,b,c,d) = (2,2,9,7) and D = 6488:
#
(4/5,-1/5)
#
# (a,b,c,d) = (1622,0,1,0) and D = 6488:
#
#
# (a,b,c,d) = (1623,1,1,0) and D = 6491:
#
#
# (a,b,c,d) = (203,1,2,0) and D = 6492:
#
(162/2407,-115109/43326)
(1/11,47/22)
(25/158,591/790)
(162/2407,3919/1494)
(9025/64988,2200609/1763960)
(9025/64988,-8130819/6173860)
(1/11,-24/11)
(25/158,-1307/1580)
#
# (a,b,c,d) = (1623,0,1,0) and D = 6492:
#
(25/316,-2489/1580)
(9025/129976,31665901/12347720)
(1/22,-95/22)
(1/22,95/22)
(81/2407,114380/21663)
(9025/129976,-31665901/12347720)
(25/316,2489/1580)
(81/2407,-114380/21663)
#
# (a,b,c,d) = (1624,1,1,0) and D = 6495:
#
#
# (a,b,c,d) = (1624,0,1,0) and D = 6496:
#
(169/2006,7640/13039)
(169/2006,-7640/13039)
#
# (a,b,c,d) = (203,0,2,0) and D = 6496:
#
(169/1003,3820/13039)
(169/1003,-3820/13039)
#
# (a,b,c,d) = (1625,1,1,0) and D = 6499:
#
#
# (a,b,c,d) = (1625,0,1,0) and D = 6500:
#
#
# (a,b,c,d) = (13,0,5,0) and D = 6500:
#
#
# (a,b,c,d) = (1626,1,1,0) and D = 6503:
#
#
# (a,b,c,d) = (1626,0,1,0) and D = 6504:
#
#
# (a,b,c,d) = (61,3,3,0) and D = 6507:
#
#
# (a,b,c,d) = (3,3,9,4) and D = 6507:
#
(1,-2)
(-121/329,332/329)
#
# (a,b,c,d) = (1627,1,1,0) and D = 6507:
#
#
# (a,b,c,d) = (2,2,10,3) and D = 6508:
#
(-11/35,43/35)
#
# (a,b,c,d) = (1627,0,1,0) and D = 6508:
#
#
# (a,b,c,d) = (1628,1,1,0) and D = 6511:
#
#
# (a,b,c,d) = (1628,0,1,0) and D = 6512:
#
(25/11064,581881/27660)
(25/11064,-581881/27660)
(1/12,-5/6)
(1/12,5/6)
#
# (a,b,c,d) = (26,3,4,0) and D = 6512:
#
(1/3,1/12)
(1/3,-1/3)
(25/2766,-36391/6915)
(25/2766,290753/55320)
#
# (a,b,c,d) = (204,2,2,0) and D = 6512:
#
(1/6,-1/2)
(25/5532,145439/13830)
(1/6,1/3)
(25/5532,-97001/9220)
#
# (a,b,c,d) = (1629,1,1,0) and D = 6515:
#
#
# (a,b,c,d) = (1629,0,1,0) and D = 6516:
#
#
# (a,b,c,d) = (1630,1,1,0) and D = 6519:
#
#
# (a,b,c,d) = (1630,0,1,0) and D = 6520:
#
#
# (a,b,c,d) = (1631,1,1,0) and D = 6523:
#
(100/1841,-68389/18410)
(100/1841,9627/2630)
#
# (a,b,c,d) = (1631,0,1,0) and D = 6524:
#
(361/4698,-164191/89262)
(361/4698,164191/89262)
(1/60,-463/60)
(1/60,463/60)
#
# (a,b,c,d) = (204,1,2,0) and D = 6524:
#
(361/2349,-85525/89262)
(361/2349,13111/14877)
(1/30,77/20)
(1/30,-58/15)
#
# (a,b,c,d) = (1632,1,1,0) and D = 6527:
#
#
# (a,b,c,d) = (204,0,2,0) and D = 6528:
#
#
# (a,b,c,d) = (1632,0,1,0) and D = 6528:
#
#
# (a,b,c,d) = (1633,1,1,0) and D = 6531:
#
(540144081/6506268175,-6124736901589/6574442550225)
(53361/1176319,1168410662/271729689)
(2304/180433,-76568167/8660784)
(9/253,3860/759)
(81/1045,16172/9405)
(9/253,-169/33)
(53361/1176319,-1180737053/271729689)
(2304/180433,76457575/8660784)
(540144081/6506268175,128315460150026/151212178655175)
(81/1045,-16901/9405)
#
# (a,b,c,d) = (1,5,3,12) and D = 6531:
#
(-55/71,27/71)
(1,0)
(22,-9/2)
(199/439,144/439)
#
# (a,b,c,d) = (1633,0,1,0) and D = 6532:
#
#
# (a,b,c,d) = (1634,1,1,0) and D = 6535:
#
(9/106,-17/318)
(9/106,-5/159)
#
# (a,b,c,d) = (7,9,10,3) and D = 6535:
#
(1163/1927,-734/1927)
(11/25,4/25)
(2,-5)
#
# (a,b,c,d) = (1634,0,1,0) and D = 6536:
#
#
# (a,b,c,d) = (1635,1,1,0) and D = 6539:
#
#
# (a,b,c,d) = (1635,0,1,0) and D = 6540:
#
(1521/39751,7553746/1550289)
(1521/39751,-7553746/1550289)
#
# (a,b,c,d) = (1,1,9,15) and D = 6540:
#
(1,0)
(202/163,-117/163)
#
# (a,b,c,d) = (1636,1,1,0) and D = 6543:
#
#
# (a,b,c,d) = (1636,0,1,0) and D = 6544:
#
#
# (a,b,c,d) = (205,2,2,0) and D = 6544:
#
#
# (a,b,c,d) = (1637,1,1,0) and D = 6547:
#
#
# (a,b,c,d) = (1637,0,1,0) and D = 6548:
#
#
# (a,b,c,d) = (6,7,9,2) and D = 6551:
#
#
# (a,b,c,d) = (1638,1,1,0) and D = 6551:
#
(1/12,3/4)
(1/12,-5/6)
#
# (a,b,c,d) = (61,2,3,0) and D = 6552:
#
(3/79,-704/237)
(3/79,698/237)
#
# (a,b,c,d) = (1638,0,1,0) and D = 6552:
#
(1/79,-701/79)
(1/79,701/79)
#
# (a,b,c,d) = (1,5,7,18) and D = 6555:
#
(361/421,36/421)
(101/41,-196/369)
(-1/5,2/5)
(-205305/143863,183472/431589)
(3,-2/3)
(-39/31,38/93)
(1,0)
(-2195/3841,1548/3841)
#
# (a,b,c,d) = (1639,1,1,0) and D = 6555:
#
(4/49,109/98)
(4/169,-2177/338)
(16/841,24219/3364)
(4/121,117/22)
(1600/57961,91809/15560)
(4/49,-117/98)
(144/2761,-11633/3012)
(16/841,-24283/3364)
(4/121,-1295/242)
(4/169,2169/338)
(1600/57961,-13743541/2318440)
(144/2761,126235/33132)
#
# (a,b,c,d) = (205,1,2,0) and D = 6556:
#
(9/134,2111/804)
(9/134,-1069/402)
#
# (a,b,c,d) = (1639,0,1,0) and D = 6556:
#
(9/268,4249/804)
(9/268,-4249/804)
#
# (a,b,c,d) = (1640,1,1,0) and D = 6559:
#
#
# (a,b,c,d) = (1640,0,1,0) and D = 6560:
#
(121/1434,-3296/7887)
(121/1434,3296/7887)
#
# (a,b,c,d) = (205,0,2,0) and D = 6560:
#
(121/717,-1648/7887)
(121/717,1648/7887)
#
# (a,b,c,d) = (1641,1,1,0) and D = 6563:
#
#
# (a,b,c,d) = (1641,0,1,0) and D = 6564:
#
#
# (a,b,c,d) = (1642,1,1,0) and D = 6567:
#
#
# (a,b,c,d) = (1642,0,1,0) and D = 6568:
#
#
# (a,b,c,d) = (1,7,7,10) and D = 6571:
#
(1,0)
(-73/515,252/515)
(30377/32925,1141/32925)
#
# (a,b,c,d) = (1643,1,1,0) and D = 6571:
#
(49/1565,60159/10955)
(49/1565,-60502/10955)
#
# (a,b,c,d) = (1643,0,1,0) and D = 6572:
#
#
# (a,b,c,d) = (6,8,10,3) and D = 6572:
#
(1/3,1/3)
#
# (a,b,c,d) = (1,3,8,21) and D = 6575:
#
(1,0)
(4/3,-1/3)
(3869/9141,2617/9141)
#
# (a,b,c,d) = (1644,1,1,0) and D = 6575:
#
(1/86,398/43)
(1/86,-797/86)
#
# (a,b,c,d) = (1644,0,1,0) and D = 6576:
#
#
# (a,b,c,d) = (206,2,2,0) and D = 6576:
#
#
# (a,b,c,d) = (3,4,3,6) and D = 6576:
#
(1,-1/2)
#
# (a,b,c,d) = (2,2,10,4) and D = 6576:
#
(1/2,-3/4)
#
# (a,b,c,d) = (61,1,3,0) and D = 6579:
#
(3/13,22/39)
(3/13,-25/39)
(6627/199615,88929392/28145715)
(6627/199615,-89240861/28145715)
#
# (a,b,c,d) = (1645,1,1,0) and D = 6579:
#
(1/13,-24/13)
(1/13,23/13)
(2209/199615,17806643/1876381)
(2209/199615,-89137038/9381905)
#
# (a,b,c,d) = (1645,0,1,0) and D = 6580:
#
#
# (a,b,c,d) = (2,5,3,8) and D = 6583:
#
(-73403/42660,15593/21330)
(-2808/551,2225/1102)
(555/134,-109/67)
(-373/114,149/114)
(13/36,113/288)
(2,-3/4)
(0,1/2)
(-54194/146583,296971/586332)
(817/194,-321/194)
(693/676,-157/676)
(-1/2,1/2)
(62453/235216,818553/1881728)
(2606000642/4066106095,2903705709/16264424380)
(21/38,5/19)
(25112/34445,5387/68890)
(7/6,-1/3)
(-3/4,1/2)
(57/146,55/146)
(-195/1432,731/1432)
(851/1300,213/1300)
(-13/10,3/5)
(48/61,1/122)
(-74/45,127/180)
(119/8,-47/8)
(-488/515,537/1030)
(3435/2152,-1219/2152)
(463/550,-31/550)
(-1737/1264,785/1264)
(-1629/788,5375/6304)
(-2525043/2797124,1439947/2797124)
(-246435/10252,48673/5126)
(1861/172,-5879/1376)
(903/1384,115/692)
(98153/104400,-16561/104400)
(-1657/6764,3457/6764)
(45571/53290,-1901/26645)
(-551/88,109/44)
#
# (a,b,c,d) = (1646,1,1,0) and D = 6583:
#
(25/296,-531/1480)
(25/326,-3051/1630)
(36/697,-16289/4182)
(529/30562,-5326081/702926)
(1089/30688,5156497/1012704)
(1/16,49/16)
(9/238,-1759/357)
(25/326,1463/815)
(1/212,-3087/212)
(16/257,3167/1028)
(9/238,3491/714)
(4/49,-115/98)
(1/62,-487/62)
(529/30562,2656957/351463)
(36/697,16073/4182)
(1089/20458,-2555063/675114)
(1/62,243/31)
(4/49,107/98)
(1/92,881/92)
(1/586,-7093/293)
(25/296,203/740)
(1/212,1543/106)
(1/28,-143/28)
(841/11866,-843955/344114)
(1089/20458,1259563/337557)
(1089/30688,-2596217/506352)
(1/28,71/14)
(1/586,14185/586)
(841/11866,409783/172057)
(3108169/72850568,-583442668853/128435551384)
(1444/31313,5046741/1189894)
(16/257,-3231/1028)
(1444/31313,-5101613/1189894)
(1/136,-793/68)
(3108169/72850568,288981483453/64217775692)
(1/136,1585/136)
(1/92,-441/46)
(1/16,-25/8)
#
# (a,b,c,d) = (1,6,1,7) and D = 6583:
#
(19/7,-3/7)
(-1991/403,333/403)
(317561/369761,29850/369761)
(41/389,199/389)
(5386/10057,22719/70399)
(-13322/16213,5505/16213)
(2971/1435,-439/1435)
(-38/135,67/135)
(1281346/1445745,91561/1445745)
(-47/169,84/169)
(-3/5,2/5)
(-1/21,11/21)
(30/49,13/49)
(-1685/1681,527/1681)
(-5/3,1/3)
(6382/3751,-849/3751)
(4939/3075,-626/3075)
(-6,1)
(-15123/37715,122699/264005)
(113/377,172/377)
(-12702253/4293779,15301878/30056453)
(128/29,-21/29)
(-1325/1107,2368/7749)
(-4483/269,744/269)
(1,0)
(316401/105329,-50626/105329)
(-466753762/26175627,77459627/26175627)
(181587193/117417255,-22148087/117417255)
(73/55,-7/55)
(-262/365,133/365)
(-683129/1086151,424365/1086151)
(-8/7,15/49)
(-101/43,18/43)
(-80832/191915,88013/191915)
#
# (a,b,c,d) = (1,1,12,1) and D = 6583:
#
(-26/79,315/79)
(44294/212201,119133/212201)
(-15/47,182/47)
(40449/74429,-29404/74429)
(2289/12931,-23273/12931)
(21973/114453,-234560/114453)
(9/11,2/11)
(28/45,13/45)
(2365395/4138657,-1574498/4138657)
(2/3,-1/3)
(1308/3293,-1603/3293)
(437203/2104925,-1623937/2104925)
(3/13,7/13)
(2278/5595,2263/5595)
(2721/7141,3004/7141)
(105/107,-13/107)
(1,0)
(0,1)
(19022/20467,-3665/20467)
(559/705,139/705)
(340194/1048499,481391/1048499)
(219/449,161/449)
(21/59,-247/59)
(13/3,-155/3)
(1/5,-4/5)
(47/125,-63/125)
(2800590/2787857,-47803/2787857)
(1228065/1347631,-261479/1347631)
#
# (a,b,c,d) = (1,2,3,17) and D = 6583:
#
(-9536/8229,4085/8229)
(-154695/132641,66052/132641)
(-633816/2495753,997873/2495753)
(-1305/359,448/359)
(-9/17,7/17)
(698/1485,487/1485)
(-345/151,122/151)
(-1405363/45385,477503/45385)
(4/3,-1/3)
(3/11,4/11)
(628097/667897,53450/667897)
(4/5,1/5)
(375/521,127/521)
(-24709/6705,8479/6705)
(-1/23,9/23)
(-12893/3987,4445/3987)
(-32/23,215/391)
(1,0)
(-594/17,3431/289)
(8077/61149,23192/61149)
(23081/33465,8614/33465)
(-115644703/63313185,42334543/63313185)
(-127849/7935,43444/7935)
(3,-1)
(257/169,-73/169)
(-1080/71,367/71)
(2291/5175,1729/5175)
(451/421,-45/421)
(-2370/979,833/979)
(53/5,-18/5)
#
# (a,b,c,d) = (1646,0,1,0) and D = 6584:
#
#
# (a,b,c,d) = (1647,1,1,0) and D = 6587:
#
#
# (a,b,c,d) = (206,1,2,0) and D = 6588:
#
(1/276,1621/138)
(1/6,-5/12)
(1/6,1/3)
(1/276,-6485/552)
#
# (a,b,c,d) = (61,0,3,0) and D = 6588:
#
(1/4,-1/4)
(1/4,1/4)
(1/184,1441/184)
(1/184,-1441/184)
#
# (a,b,c,d) = (8,3,6,0) and D = 6588:
#
(1/2,0)
(1/2,-1/4)
(1/92,-721/184)
(1/92,90/23)
#
# (a,b,c,d) = (1647,0,1,0) and D = 6588:
#
(1/12,-3/4)
(1/12,3/4)
(1/552,4323/184)
(1/552,-4323/184)
#
# (a,b,c,d) = (4,13,13,0) and D = 6591:
#
#
# (a,b,c,d) = (1648,1,1,0) and D = 6591:
#
#
# (a,b,c,d) = (1648,0,1,0) and D = 6592:
#
#
# (a,b,c,d) = (206,0,2,0) and D = 6592:
#
#
# (a,b,c,d) = (26,2,4,0) and D = 6592:
#
#
# (a,b,c,d) = (4,5,8,0) and D = 6592:
#
#
# (a,b,c,d) = (1649,1,1,0) and D = 6595:
#
(4/2201,103255/4402)
(4/2201,-103263/4402)
#
# (a,b,c,d) = (2,2,1,8) and D = 6596:
#
(0,1/2)
#
# (a,b,c,d) = (1649,0,1,0) and D = 6596:
#
#
# (a,b,c,d) = (1650,1,1,0) and D = 6599:
#
#
# (a,b,c,d) = (1650,0,1,0) and D = 6600:
#
#
# (a,b,c,d) = (14,4,5,0) and D = 6600:
#
#
# (a,b,c,d) = (6,3,7,1) and D = 6603:
#
(0,1)
(52/449,349/449)
(52/93,-7/93)
#
# (a,b,c,d) = (1651,1,1,0) and D = 6603:
#
(16/11041,-1160175/44164)
(16/11041,1160111/44164)
(16/361,-6379/1444)
(16/361,6315/1444)
#
# (a,b,c,d) = (1651,0,1,0) and D = 6604:
#
(1089/47239,-10162810/1558887)
(4/545,12719/1090)
(1089/47239,10162810/1558887)
(4/545,-12719/1090)
#
# (a,b,c,d) = (1,4,-2,10) and D = 6604:
#
(-139/1557,3551/7785)
(1,0)
(783/463,-134/463)
(103/235,99/235)
#
# (a,b,c,d) = (1,1,12,7) and D = 6607:
#
(1,0)
(25/37,9/37)
(-5/7,9/7)
(188/83,-315/83)
#
# (a,b,c,d) = (1652,1,1,0) and D = 6607:
#
(9/1168,-9979/876)
(9/118,11/6)
(9/1168,39889/3504)
(9/118,-338/177)
#
# (a,b,c,d) = (207,2,2,0) and D = 6608:
#
#
# (a,b,c,d) = (1652,0,1,0) and D = 6608:
#
#
# (a,b,c,d) = (1653,1,1,0) and D = 6611:
#
(1/119,-1298/119)
(64/2033,-89527/16264)
(1/15,41/15)
(64/2033,4685/856)
(1/119,1297/119)
(1/15,-14/5)
#
# (a,b,c,d) = (1,3,11,22) and D = 6611:
#
(-1141/1082,1227/2164)
(-21269/181168,136203/362336)
(1,0)
(7,-3)
(21/13,-8/13)
(1/2,1/4)
#
# (a,b,c,d) = (1653,0,1,0) and D = 6612:
#
#
# (a,b,c,d) = (1654,1,1,0) and D = 6615:
#
#
# (a,b,c,d) = (62,3,3,0) and D = 6615:
#
#
# (a,b,c,d) = (3,3,0,5) and D = 6615:
#
#
# (a,b,c,d) = (1654,0,1,0) and D = 6616:
#
#
# (a,b,c,d) = (1655,1,1,0) and D = 6619:
#
#
# (a,b,c,d) = (207,1,2,0) and D = 6620:
#
(1/7,-17/14)
(121/3108,-244205/68376)
(1/7,8/7)
(121/3108,40479/11396)
#
# (a,b,c,d) = (1655,0,1,0) and D = 6620:
#
(1/14,-33/14)
(1/14,33/14)
(121/6216,-487079/68376)
(121/6216,487079/68376)
#
# (a,b,c,d) = (2,3,7,10) and D = 6623:
#
(275841/36328,-947161/181640)
(16229/18506,-2309/9253)
(622007/267472,-210331/133736)
(359/382,-155/382)
(-9/13,17/26)
(1,-1/2)
(-139/4,191/8)
(-127/238,71/119)
(1817/4862,3403/9724)
(-9/34,89/170)
#
# (a,b,c,d) = (1656,1,1,0) and D = 6623:
#
(1/12,2/3)
(676/26001,-459995/75114)
(16/201,-1189/804)
(1/12,-3/4)
(16/201,375/268)
(676/26001,4122379/676026)
(1/2208,-4511/96)
(1/2208,4323/92)
#
# (a,b,c,d) = (207,0,2,0) and D = 6624:
#
#
# (a,b,c,d) = (1656,0,1,0) and D = 6624:
#
#
# (a,b,c,d) = (1657,1,1,0) and D = 6627:
#
#
# (a,b,c,d) = (1657,0,1,0) and D = 6628:
#
#
# (a,b,c,d) = (1658,1,1,0) and D = 6631:
#
(1/2210,103893/2210)
(1/2210,-51947/1105)
#
# (a,b,c,d) = (2,0,7,6) and D = 6632:
#
(7/9,-1/9)
#
# (a,b,c,d) = (1658,0,1,0) and D = 6632:
#
#
# (a,b,c,d) = (2,5,11,13) and D = 6635:
#
(-3/2,1)
(-8,5)
(7/5,-51/65)
#
# (a,b,c,d) = (1659,1,1,0) and D = 6635:
#
(1/159,-2005/159)
(1/159,668/53)
(2209/117549,-40131641/5524803)
(2209/117549,13342606/1841601)
#
# (a,b,c,d) = (1659,0,1,0) and D = 6636:
#
#
# (a,b,c,d) = (6,6,8,1) and D = 6636:
#
(0,1)
(207/377,-175/377)
#
# (a,b,c,d) = (1660,1,1,0) and D = 6639:
#
(9/130,-1007/390)
(9/130,98/39)
#
# (a,b,c,d) = (1,4,3,15) and D = 6639:
#
(-112/5,27/5)
(1,0)
(341/425,63/425)
(-16/23,9/23)
(-533813/161197,131499/161197)
#
# (a,b,c,d) = (1660,0,1,0) and D = 6640:
#
#
# (a,b,c,d) = (26,1,4,0) and D = 6640:
#
#
# (a,b,c,d) = (208,2,2,0) and D = 6640:
#
#
# (a,b,c,d) = (1661,1,1,0) and D = 6643:
#
(1/23,102/23)
(1/23,-103/23)
#
# (a,b,c,d) = (3,4,6,7) and D = 6643:
#
(-202217/439301,284554/439301)
(5/8,1/8)
(4/3,-1)
#
# (a,b,c,d) = (1661,0,1,0) and D = 6644:
#
#
# (a,b,c,d) = (4,3,8,3) and D = 6644:
#
#
# (a,b,c,d) = (1662,1,1,0) and D = 6647:
#
(121/1772,-51853/19492)
(121/1772,25261/9746)
#
# (a,b,c,d) = (1,0,11,7) and D = 6647:
#
(1,-11/7)
(1,0)
#
# (a,b,c,d) = (1662,0,1,0) and D = 6648:
#
#
# (a,b,c,d) = (1663,1,1,0) and D = 6651:
#
#
# (a,b,c,d) = (1663,0,1,0) and D = 6652:
#
(1/44,289/44)
(1/44,-289/44)
#
# (a,b,c,d) = (208,1,2,0) and D = 6652:
#
(1/22,-145/44)
(1/22,36/11)
#
# (a,b,c,d) = (4,11,11,0) and D = 6655:
#
#
# (a,b,c,d) = (1664,1,1,0) and D = 6655:
#
#
# (a,b,c,d) = (2,4,2,8) and D = 6656:
#
(7/2,-3/2)
(-122227/544921,1102611/2179684)
(-207/181,431/724)
(1,-1/4)
(287/386,29/386)
(37/166,307/664)
(-1/2,1/2)
(-2812/1639,2589/3278)
(0,1/2)
(16/13,-11/26)
(379/202,-155/202)
#
# (a,b,c,d) = (208,0,2,0) and D = 6656:
#
(25/838,8553/2095)
(1/6,-1/3)
(2/705,-18719/1410)
(1/70,207/35)
(1681/31062,-1903355/636771)
(1681/31062,1903355/636771)
(2888/34425,5982157/2616300)
(1/70,-207/35)
(2/17,57/34)
(25/838,-8553/2095)
(2/705,18719/1410)
(2888/34425,-5982157/2616300)
(2/17,-57/34)
(1/6,1/3)
#
# (a,b,c,d) = (2,2,10,2) and D = 6656:
#
(-1/52,43/52)
(1/8,5/8)
(3/4,-1/4)
(2818925/4359368,-1591519/4359368)
(2143/6556,-8213/6556)
(1069/1328,-159/1328)
(1/2,-1/2)
(465/1448,-1259/1448)
(187/386,129/386)
(-1/2,5/2)
(-43/202,267/202)
#
# (a,b,c,d) = (1,6,8,16) and D = 6656:
#
(-5,1)
(-129/193,79/193)
(1591519/2179684,613703/4359368)
(8213/3278,-3035/6556)
(-267/101,56/101)
(-43/26,21/52)
(-5/4,3/8)
(1259/724,-397/1448)
(1,0)
(159/664,455/1328)
(1/2,1/4)
#
# (a,b,c,d) = (1,1,8,16) and D = 6656:
#
(-155/101,379/404)
(307/332,37/332)
(1,-1/4)
(-3,7/4)
(-11/13,8/13)
(-1/2,1/2)
(2589/1639,-1406/1639)
(29/193,287/772)
(431/362,-207/362)
(1,0)
(1102611/1089842,-122227/1089842)
#
# (a,b,c,d) = (1664,0,1,0) and D = 6656:
#
(1/12,2/3)
(1/705,-18719/705)
(1/140,414/35)
(1/140,-414/35)
(25/1676,-17106/2095)
(1/17,57/17)
(25/1676,17106/2095)
(1681/62124,3806710/636771)
(1/17,-57/17)
(1/12,-2/3)
(1681/62124,-3806710/636771)
(1/705,18719/705)
(1444/34425,-5982157/1308150)
(1444/34425,5982157/1308150)
#
# (a,b,c,d) = (27,4,4,0) and D = 6656:
#
(1/3,-1/3)
(4/17,49/68)
(4/17,-65/68)
(4/705,6237/940)
(5776/34425,205303/193800)
(25/419,-4339/2095)
(1/3,0)
(1681/15531,-986138/636771)
(5776/34425,-6421133/5232600)
(1681/15531,305739/212257)
(1/35,103/35)
(1/35,-104/35)
(4/705,-18727/2820)
(25/419,4214/2095)
#
# (a,b,c,d) = (26,0,4,0) and D = 6656:
#
(1/3,1/6)
(4/705,-18719/2820)
(1/35,207/70)
(25/419,8553/4190)
(5776/34425,5982157/5232600)
(1681/15531,1903355/1273542)
(1681/15531,-1903355/1273542)
(4/17,57/68)
(25/419,-8553/4190)
(4/17,-57/68)
(1/35,-207/70)
(5776/34425,-5982157/5232600)
(4/705,18719/2820)
(1/3,-1/6)
#
# (a,b,c,d) = (1665,1,1,0) and D = 6659:
#
#
# (a,b,c,d) = (1665,0,1,0) and D = 6660:
#
(1/189,866/63)
(1/189,-866/63)
(2999824/142056369,559935724381/82013877036)
(2999824/142056369,-559935724381/82013877036)
#
# (a,b,c,d) = (62,2,3,0) and D = 6660:
#
(1/63,865/189)
(2999824/47352123,184913343071/82013877036)
(1/63,-289/63)
(2999824/47352123,-565131419549/246041631108)
#
# (a,b,c,d) = (1666,1,1,0) and D = 6663:
#
#
# (a,b,c,d) = (2,7,9,12) and D = 6663:
#
(-1/2,1/2)
#
# (a,b,c,d) = (1666,0,1,0) and D = 6664:
#
(169/3787,30729/7033)
(1/35,-29/5)
(400/107849,-5059501/308140)
(4/49,15/14)
(3364/40145,161377/332630)
(4/49,-15/14)
(3364/40145,-161377/332630)
(400/107849,5059501/308140)
(169/3787,-30729/7033)
(1/35,29/5)
(16/56833,-1935543/32476)
(1/43,279/43)
(16/56833,1935543/32476)
(1/43,-279/43)
#
# (a,b,c,d) = (5,2,7,0) and D = 6664:
#
(1/5,-6/7)
(4/7,1/14)
(7/43,-286/301)
(16/8119,-1935607/227332)
(169/541,-32926/49231)
(400/15407,721643/308140)
(169/541,4076/7033)
(3364/5735,-6747/465682)
(16/8119,276497/32476)
(4/7,-23/98)
(7/43,272/301)
(3364/5735,-50927/332630)
(1/5,4/5)
(400/15407,-5067501/2156980)
#
# (a,b,c,d) = (1,3,10,22) and D = 6664:
#
(263/158,-93/158)
(-145/81,62/81)
(-5431/8468,3813/8468)
(3/188,733/2068)
(-4547/9168,3913/9168)
(-1142567645/4301628052,1695915479/4301628052)
(3/2,-1/2)
(-1/8,3/8)
(1,0)
(-5,2)
#
# (a,b,c,d) = (1667,1,1,0) and D = 6667:
#
(12100/445889,292075963/49047790)
(12100/445889,-293406963/49047790)
#
# (a,b,c,d) = (1667,0,1,0) and D = 6668:
#
#
# (a,b,c,d) = (5,4,8,2) and D = 6668:
#
#
# (a,b,c,d) = (1668,1,1,0) and D = 6671:
#
#
# (a,b,c,d) = (3,4,10,4) and D = 6672:
#
(13827/12425,-59699/24850)
(457/807,-347/538)
(5/7,-2/7)
(2549/369,-3739/246)
(10303/33888,9157/22592)
(3/5,-11/10)
(-1/3,1)
(93/191,50/191)
(5,-11)
(5309/7263,-404/2421)
(11373/20191,-13280/20191)
(128467/232379,-399743/464758)
(1/2,1/4)
(-93/730,1091/1460)
#
# (a,b,c,d) = (3,6,7,8) and D = 6672:
#
(7733/14526,2885/14526)
(6883/369,-4334/369)
(9/14,1/14)
(27/2,-17/2)
(-7/6,5/6)
(264105/232379,-135638/232379)
(-296/365,499/730)
(749/807,-292/807)
(-7/382,193/382)
(7/5,-4/5)
(-1073/4236,18887/33888)
(0,1/2)
(36763/12425,-22936/12425)
(37933/40382,-15187/40382)
#
# (a,b,c,d) = (1668,0,1,0) and D = 6672:
#
(121/12274,679363/67507)
(16/913,-27463/3652)
(16/913,27463/3652)
(225/3349,-136243/50235)
(1681/1074034,556539073/22017697)
(1/13,23/13)
(1/34,97/17)
(9/538,-6215/807)
(1681/1074034,-556539073/22017697)
(81/1042,-7825/4689)
(49/946,12751/3311)
(1/13,-23/13)
(49/946,-12751/3311)
(121/12274,-679363/67507)
(225/3349,136243/50235)
(9/538,6215/807)
(177241/2595514,-1431598673/546355697)
(81/1042,7825/4689)
(177241/2595514,1431598673/546355697)
(1/34,-97/17)
#
# (a,b,c,d) = (209,2,2,0) and D = 6672:
#
(49/473,564/301)
(121/6137,339016/67507)
(49/473,-6547/3311)
(9/269,-3121/807)
(1/17,-49/17)
(9/269,3094/807)
(81/521,-4277/4689)
(2/13,21/26)
(1/17,48/17)
(450/3349,129493/100470)
(2/13,-25/26)
(81/521,3548/4689)
(121/6137,-17913/3553)
(177241/1297757,-39637293/28755563)
(32/913,2485/664)
(450/3349,-142993/100470)
(1681/537017,278235076/22017697)
(32/913,-27591/7304)
(177241/1297757,678490106/546355697)
(1681/537017,-278303997/22017697)
#
# (a,b,c,d) = (1669,1,1,0) and D = 6675:
#
(144/6889,566549/82668)
(144/6889,-568277/82668)
#
# (a,b,c,d) = (1,2,8,19) and D = 6675:
#
(101/77,-36/77)
(1,0)
#
# (a,b,c,d) = (1669,0,1,0) and D = 6676:
#
#
# (a,b,c,d) = (1670,1,1,0) and D = 6679:
#
#
# (a,b,c,d) = (1670,0,1,0) and D = 6680:
#
#
# (a,b,c,d) = (1671,1,1,0) and D = 6683:
#
#
# (a,b,c,d) = (1671,0,1,0) and D = 6684:
#
#
# (a,b,c,d) = (209,1,2,0) and D = 6684:
#
#
# (a,b,c,d) = (1,5,0,9) and D = 6687:
#
(-716/951,1021/2853)
(2,-1/3)
(-42461/352093,502189/1056279)
(968/1143,365/3429)
(-23/3,13/9)
(16063/28305,9103/28305)
(40/17,-7/17)
(-1,1/3)
(118/493,225/493)
(898/999,67/999)
(-227/555,238/555)
(305/191,-133/573)
(-1/3,4/9)
(11977127/11199521,-1307666/33598563)
(-1/5,7/15)
(1,0)
(18493/5439,-3398/5439)
(-530/199,313/597)
#
# (a,b,c,d) = (1,5,-4,7) and D = 6687:
#
(2/3,1/3)
(-4817/84915,43372/84915)
(-101/51,19/51)
(3/5,2/5)
(439/1479,793/1479)
(-6740/2331,8299/16317)
(-1571/3429,1333/3429)
(-743/573,172/573)
(1168/1665,487/1665)
(-8420640/11199521,3556487/11199521)
(-5/3,1/3)
(2453/2853,305/2853)
(-1595/2997,1099/2997)
(-2/3,1/3)
(1,0)
(59/9,-10/9)
(83873/150897,459728/1056279)
(1373/597,-217/597)
#
# (a,b,c,d) = (3,8,9,9) and D = 6687:
#
(11977127/11199521,-13284793/33598563)
(305/191,-146/191)
(-23/3,4)
(-227/555,941/1665)
(2,-1)
(898/999,-697/2997)
(-1,2/3)
(-1/5,8/15)
(-1/3,5/9)
(40/17,-61/51)
(-716/951,193/317)
(18493/5439,-28687/16317)
(1,-1/3)
(-42461/352093,181550/352093)
(-530/199,281/199)
(968/1143,-67/381)
(118/493,557/1479)
(16063/28305,11246/84915)
#
# (a,b,c,d) = (62,1,3,0) and D = 6687:
#
(1/4,1/6)
(1/38,135/38)
(361/2388,175775/136116)
(49/194,-397/4074)
(37249/298034,4203811/2783253)
(521667/2866168,3732503383/3585576168)
(16875/196174,-85791907/44139150)
(1849/12804,-1151597/825858)
(1/38,-203/57)
(16/83,315/332)
(31827/6337336,-15955228015/1958236824)
(3/2014,-90385/6042)
(1/4,-1/4)
(16875/196174,42263141/22069575)
(12/241,3715/1446)
(521667/2866168,-1975019261/1792788084)
(1/6,7/6)
(3/88,-413/132)
(12/241,-3739/1446)
(1/6,-11/9)
(169/1426,-89431/55614)
(361/2388,-30439/22686)
(1849/12804,741229/550572)
(31827/6337336,7975974917/979118412)
(3/2014,45191/3021)
(16/83,-1009/996)
(49/194,9/679)
(37249/298034,-89275113/57520562)
(169/1426,469/299)
(361/23616,-6288673/1346112)
(3/88,823/264)
(100/1843,45287/18430)
(361/23616,1046969/224352)
(100/1843,-136861/55290)
#
# (a,b,c,d) = (1672,1,1,0) and D = 6687:
#
(361/7164,-541043/136116)
(1/18,32/9)
(361/70848,18852301/1346112)
(4/241,3723/482)
(10609/6337336,-1994266911/81593201)
(37249/894102,71736173/15687426)
(1/18,-65/18)
(100/5529,408583/55290)
(173889/2866168,-3877526809/1195192056)
(37249/894102,-20954920/4541097)
(100/5529,-21557/2910)
(1/2014,4757/106)
(16/249,2899/996)
(10609/6337336,839633819/34355032)
(361/7164,133546/34029)
(1/12,7/12)
(49/582,505/4074)
(4/241,-3731/482)
(1849/38412,-6830075/1651716)
(173889/2866168,475626887/149399007)
(169/4278,263899/55614)
(16/249,-2963/996)
(1/2014,-45192/1007)
(5625/196174,84948157/14713050)
(5625/196174,-3880456/668775)
(1/88,-75/8)
(1849/38412,153422/37539)
(49/582,-424/2037)
(1/88,103/11)
(1/114,32/3)
(1/114,-1217/114)
(361/70848,-2357395/168264)
(169/4278,-133048/27807)
(1/12,-2/3)
#
# (a,b,c,d) = (1672,0,1,0) and D = 6688:
#
#
# (a,b,c,d) = (209,0,2,0) and D = 6688:
#
#
# (a,b,c,d) = (1673,1,1,0) and D = 6691:
#
(16/265,3397/1060)
(16/265,-3461/1060)
(36/817,21509/4902)
(36/180649,76780817/1083894)
(36/817,-21725/4902)
(4/73,-535/146)
(4/73,527/146)
(36/180649,-10968719/154842)
#
# (a,b,c,d) = (1,4,6,19) and D = 6691:
#
(-3859/9845,3906/9845)
(-3/5,2/5)
(214349/28565,-57042/28565)
(373413/685,-99554/685)
(449/425,-18/425)
(1,0)
(-15,4)
#
# (a,b,c,d) = (1673,0,1,0) and D = 6692:
#
#
# (a,b,c,d) = (1674,1,1,0) and D = 6695:
#
#
# (a,b,c,d) = (2,6,3,7) and D = 6696:
#
(-5/12,43/84)
(-1/2,1/2)
#
# (a,b,c,d) = (62,0,3,0) and D = 6696:
#
(4/5291,222201/10582)
(4/5291,-222201/10582)
#
# (a,b,c,d) = (1674,0,1,0) and D = 6696:
#
(4/15873,666603/10582)
(4/15873,-666603/10582)
#
# (a,b,c,d) = (2,2,5,9) and D = 6696:
#
(5/6,-1/6)
(23/28,-3/28)
#
# (a,b,c,d) = (3,6,10,9) and D = 6699:
#
(-5,4)
#
# (a,b,c,d) = (1675,1,1,0) and D = 6699:
#
#
# (a,b,c,d) = (1,6,4,10) and D = 6700:
#
(1/9,4/9)
(-1/3,7/15)
(-71/21,13/21)
(457/277,-63/277)
(-6026539/1886261,1108656/1886261)
(-2677459/1850421,3171988/9252105)
(1,0)
#
# (a,b,c,d) = (4,2,7,-1) and D = 6700:
#
(1/4,5/4)
(0,-1)
(4/7,29/7)
(819/3688,-2497/3688)
(99/184,47/184)
#
# (a,b,c,d) = (1,0,10,10) and D = 6700:
#
(1357/1837,-916/1837)
(-73/407,217/407)
(8977/10057,-2061/10057)
(-57593/73087,69597/73087)
(1,0)
(1,-1)
#
# (a,b,c,d) = (1,5,5,15) and D = 6700:
#
(-408779/429641,163564/429641)
(-1832/203,397/203)
(-8/17,7/17)
(28/43,9/43)
(131/31,-28/31)
(1,0)
#
# (a,b,c,d) = (1675,0,1,0) and D = 6700:
#
(1089/13891,-719164/458403)
(9/1819,-77572/5457)
(1089/13891,719164/458403)
(1/19,72/19)
(9/1819,77572/5457)
(1/19,-72/19)
#
# (a,b,c,d) = (1676,1,1,0) and D = 6703:
#
#
# (a,b,c,d) = (1676,0,1,0) and D = 6704:
#
#
# (a,b,c,d) = (210,2,2,0) and D = 6704:
#
#
# (a,b,c,d) = (4,4,7,5) and D = 6704:
#
#
# (a,b,c,d) = (4,2,6,-2) and D = 6704:
#
#
# (a,b,c,d) = (1677,1,1,0) and D = 6707:
#
#
# (a,b,c,d) = (1677,0,1,0) and D = 6708:
#
#
# (a,b,c,d) = (1678,1,1,0) and D = 6711:
#
#
# (a,b,c,d) = (1678,0,1,0) and D = 6712:
#
#
# (a,b,c,d) = (1679,1,1,0) and D = 6715:
#
(16/1769,74325/7076)
(4/89,769/178)
(4/281,-4703/562)
(4/281,4695/562)
(16/1769,-74389/7076)
(4/89,-777/178)
#
# (a,b,c,d) = (4,7,9,7) and D = 6715:
#
(-1,1)
(1/3,1/3)
(-1/5,3/5)
(-9768025/308853,8647271/308853)
#
# (a,b,c,d) = (210,1,2,0) and D = 6716:
#
(49/22740,323291/21224)
(1/6,1/4)
(1/6,-1/3)
(49/22740,-1212427/79590)
#
# (a,b,c,d) = (1679,0,1,0) and D = 6716:
#
(1/12,-7/12)
(1/12,7/12)
(49/45480,9699073/318360)
(49/45480,-9699073/318360)
#
# (a,b,c,d) = (1,5,2,11) and D = 6719:
#
(-41/37,13/37)
(1,0)
(-5,1)
(172/457,171/457)
(-1544/6319,2821/6319)
#
# (a,b,c,d) = (1680,1,1,0) and D = 6719:
#
(169/2012,4987/26156)
(3249/188272,81245863/10731504)
(1/20,79/20)
(2809/47640,-212354/63123)
(1/20,-4)
(169/2012,-1796/6539)
(2809/47640,2781761/841640)
(3249/188272,-727063/95817)
#
# (a,b,c,d) = (1680,0,1,0) and D = 6720:
#
#
# (a,b,c,d) = (210,0,2,0) and D = 6720:
#
#
# (a,b,c,d) = (1681,1,1,0) and D = 6723:
#
#
# (a,b,c,d) = (3,5,9,0) and D = 6723:
#
#
# (a,b,c,d) = (3,3,3,6) and D = 6723:
#
#
# (a,b,c,d) = (63,3,3,0) and D = 6723:
#
#
# (a,b,c,d) = (1681,0,1,0) and D = 6724:
#
(9/697,448/51)
(9/697,-448/51)
#
# (a,b,c,d) = (2,18,41,0) and D = 6724:
#
(9/17,5/51)
(9/17,-691/2091)
#
# (a,b,c,d) = (1682,1,1,0) and D = 6727:
#
#
# (a,b,c,d) = (1,1,10,14) and D = 6728:
#
(1,0)
(13/10,-9/10)
#
# (a,b,c,d) = (1682,0,1,0) and D = 6728:
#
(9/187,2305/561)
(9/187,-2305/561)
#
# (a,b,c,d) = (1683,1,1,0) and D = 6731:
#
#
# (a,b,c,d) = (2,2,6,9) and D = 6732:
#
(16/13,-11/13)
#
# (a,b,c,d) = (1683,0,1,0) and D = 6732:
#
#
# (a,b,c,d) = (1684,1,1,0) and D = 6735:
#
(9/2236,105713/6708)
(9/2236,-26435/1677)
#
# (a,b,c,d) = (211,2,2,0) and D = 6736:
#
#
# (a,b,c,d) = (1684,0,1,0) and D = 6736:
#
#
# (a,b,c,d) = (1685,1,1,0) and D = 6739:
#
#
# (a,b,c,d) = (4,5,9,5) and D = 6739:
#
(-2,3)
#
# (a,b,c,d) = (1685,0,1,0) and D = 6740:
#
#
# (a,b,c,d) = (1,2,7,19) and D = 6743:
#
(1,0)
(-29/17,13/17)
(-396/151,169/151)
(505/403,-153/403)
#
# (a,b,c,d) = (1686,1,1,0) and D = 6743:
#
(1/12,-7/12)
(1/12,1/2)
#
# (a,b,c,d) = (1686,0,1,0) and D = 6744:
#
#
# (a,b,c,d) = (1687,1,1,0) and D = 6747:
#
#
# (a,b,c,d) = (211,1,2,0) and D = 6748:
#
#
# (a,b,c,d) = (1687,0,1,0) and D = 6748:
#
#
# (a,b,c,d) = (3,1,8,-1) and D = 6751:
#
(54389996/236335819,264442757/236335819)
(19/29,4/29)
(603/1177,431/1177)
(-281998/843319,-2404435/843319)
(1007/5589,-1280/1863)
(0,-1)
(181/591,137/197)
#
# (a,b,c,d) = (1688,1,1,0) and D = 6751:
#
(1/14,16/7)
(1/14,-33/14)
#
# (a,b,c,d) = (1688,0,1,0) and D = 6752:
#
#
# (a,b,c,d) = (211,0,2,0) and D = 6752:
#
#
# (a,b,c,d) = (1689,1,1,0) and D = 6755:
#
#
# (a,b,c,d) = (1689,0,1,0) and D = 6756:
#
#
# (a,b,c,d) = (2,4,7,11) and D = 6756:
#
#
# (a,b,c,d) = (1690,1,1,0) and D = 6759:
#
#
# (a,b,c,d) = (3,2,-1,5) and D = 6759:
#
#
# (a,b,c,d) = (1690,0,1,0) and D = 6760:
#
#
# (a,b,c,d) = (2,8,13,0) and D = 6760:
#
#
# (a,b,c,d) = (2,3,8,10) and D = 6760:
#
#
# (a,b,c,d) = (1691,1,1,0) and D = 6763:
#
(2500/43921,7573469/2196050)
(1/13,22/13)
(9/367,6929/1101)
(25/1189,40613/5945)
(2500/43921,-7698469/2196050)
(9/367,-6956/1101)
(1/13,-23/13)
(25/1189,-40738/5945)
#
# (a,b,c,d) = (1,1,11,12) and D = 6763:
#
(-1,1)
(113/137,-63/137)
(2/7,5/14)
(1,0)
(323/227,-288/227)
(247/277,-315/1108)
(2054/421,-3793/842)
#
# (a,b,c,d) = (1691,0,1,0) and D = 6764:
#
(169/2987,-135972/38831)
(169/2987,135972/38831)
#
# (a,b,c,d) = (6,1,6,-1) and D = 6764:
#
(0,-1)
(13/24,1/12)
(31141669/100006224,80715385/50003112)
#
# (a,b,c,d) = (1692,1,1,0) and D = 6767:
#
#
# (a,b,c,d) = (8,2,6,0) and D = 6768:
#
(1/2,-1/6)
(1/212,315/53)
(3025/6896,81263/284460)
(1/8,9/8)
(27/332,1057/747)
(2/7,-31/42)
(1/2,0)
(27/122,871/1098)
(2/7,9/14)
(3025/6896,-163809/379280)
(27/122,-476/549)
(6728/17731,900909/2056796)
(1/8,-7/6)
(6728/17731,-3483175/6170388)
(4418/309631,-99541269/29105314)
(1/212,-3781/636)
(27/332,-4309/2988)
(4418/309631,298208515/87315942)
#
# (a,b,c,d) = (212,2,2,0) and D = 6768:
#
(1/636,11341/636)
(3025/20688,1141531/1137840)
(2/21,85/42)
(1/636,-107/6)
(1/24,41/12)
(9/332,-2141/498)
(9/332,4255/996)
(1/6,1/6)
(6728/53193,8888629/6170388)
(2/21,-89/42)
(9/122,449/183)
(3025/20688,-653953/568920)
(1/24,-83/24)
(4418/928893,895040837/87315942)
(4418/928893,-895456129/87315942)
(1/6,-1/3)
(9/122,-925/366)
(6728/53193,-9669077/6170388)
#
# (a,b,c,d) = (63,2,3,0) and D = 6768:
#
(27/664,16993/5976)
(1/7,4/3)
(27/244,3565/2196)
(1/16,109/48)
(1/16,-37/16)
(2209/309631,99437446/14552657)
(1/4,1/12)
(1/424,15121/1272)
(3364/17731,-1096021/1028398)
(1/4,-1/4)
(3364/17731,413977/440742)
(2209/309631,-42645712/6236853)
(3025/13792,488861/758560)
(1/7,-10/7)
(3025/13792,-1799333/2275680)
(1/424,-5041/424)
(27/244,-3727/2196)
(27/664,-17155/5976)
#
# (a,b,c,d) = (1,1,12,0) and D = 6768:
#
(27/61,871/2196)
(1/106,315/106)
(4/7,9/28)
(27/166,-4309/5976)
(8836/309631,-99541269/58210628)
(3025/3448,-163809/758560)
(1/106,-3781/1272)
(3025/3448,81263/568920)
(1,-1/12)
(1/4,9/16)
(27/166,1057/1494)
(27/61,-238/549)
(1/4,-7/12)
(8836/309631,298208515/174631884)
(1,0)
(4/7,-31/84)
(13456/17731,-3483175/12340776)
(13456/17731,900909/4113592)
#
# (a,b,c,d) = (2,7,12,0) and D = 6768:
#
(1/4,1/2)
(4/7,5/28)
(1,-1/4)
(1/4,-31/48)
(27/61,-1195/2196)
(3025/3448,-41273/94820)
(1/106,1259/424)
(4/7,-43/84)
(27/166,-569/747)
(8836/309631,-99956561/58210628)
(13456/17731,-5824519/12340776)
(27/166,3985/5976)
(1/106,-473/159)
(1,-1/3)
(27/61,157/549)
(3025/3448,-174073/2275680)
(8836/309631,296962639/174631884)
(13456/17731,120461/4113592)
#
# (a,b,c,d) = (1692,0,1,0) and D = 6768:
#
(1/21,29/7)
(1/1272,7561/212)
(1/1272,-7561/212)
(9/664,-8537/996)
(1/12,1/2)
(9/664,8537/996)
(1/21,-29/7)
(2209/928893,298416161/14552657)
(1/48,-55/8)
(1/48,55/8)
(9/244,1823/366)
(1/12,-1/2)
(3364/53193,-3092951/1028398)
(2209/928893,-298416161/14552657)
(3364/53193,3092951/1028398)
(9/244,-1823/366)
(3025/41376,-816479/379280)
(3025/41376,816479/379280)
#
# (a,b,c,d) = (27,3,4,0) and D = 6768:
#
(3025/10344,-491427/758560)
(8836/928893,-298623807/58210628)
(4/21,27/28)
(9/166,-4309/1992)
(13456/53193,2702727/4113592)
(1/12,27/16)
(8836/928893,298208515/58210628)
(1/3,0)
(1/318,-3781/424)
(13456/53193,-3483175/4113592)
(4/21,-31/28)
(9/61,-238/183)
(9/166,1057/498)
(1/318,945/106)
(3025/10344,81263/189640)
(1/3,-1/4)
(9/61,871/732)
(1/12,-7/4)
#
# (a,b,c,d) = (1693,1,1,0) and D = 6771:
#
#
# (a,b,c,d) = (1693,0,1,0) and D = 6772:
#
#
# (a,b,c,d) = (1694,1,1,0) and D = 6775:
#
#
# (a,b,c,d) = (14,3,5,0) and D = 6775:
#
#
# (a,b,c,d) = (1694,0,1,0) and D = 6776:
#
(1/15,-41/15)
(1/15,41/15)
#
# (a,b,c,d) = (2,8,7,8) and D = 6776:
#
(-234/5,283/20)
(0,1/2)
(-103/49,33/49)
(763/379,-215/379)
#
# (a,b,c,d) = (1695,1,1,0) and D = 6779:
#
(4/57,91/38)
(4/57,-281/114)
(64/945,3947/1512)
(1227664/60015585,153624804101/22165756060)
(64/945,-6749/2520)
(1227664/60015585,-92446932803/13299453636)
#
# (a,b,c,d) = (1,5,1,10) and D = 6779:
#
(29/95,198/475)
(7688138463/2395456939,-1443542348/2395456939)
(-9/5,2/5)
(1391499/1440485,30278/1440485)
(-37/19,8/19)
(1,0)
#
# (a,b,c,d) = (212,1,2,0) and D = 6780:
#
(2178/14239,799471/939774)
(1/8,-25/16)
(1/8,3/2)
(2178/14239,-871345/939774)
#
# (a,b,c,d) = (1695,0,1,0) and D = 6780:
#
(1089/14239,835408/469887)
(1089/14239,-835408/469887)
(1/16,49/16)
(1/16,-49/16)
#
# (a,b,c,d) = (1696,1,1,0) and D = 6783:
#
#
# (a,b,c,d) = (1696,0,1,0) and D = 6784:
#
#
# (a,b,c,d) = (4,1,4,4) and D = 6784:
#
(-127857/192172,50545/48043)
(3/2,-2)
#
# (a,b,c,d) = (212,0,2,0) and D = 6784:
#
#
# (a,b,c,d) = (6,8,10,4) and D = 6784:
#
(-127857/192172,532217/384344)
(3/2,-11/4)
#
# (a,b,c,d) = (1697,1,1,0) and D = 6787:
#
(1/113,1200/113)
(1/113,-1201/113)
#
# (a,b,c,d) = (2,3,-1,7) and D = 6787:
#
(24/85,43/85)
(-27281/35457,17525/35457)
(-1/4,1/2)
(-2939/15656,27773/54796)
#
# (a,b,c,d) = (1697,0,1,0) and D = 6788:
#
#
# (a,b,c,d) = (1,2,9,19) and D = 6791:
#
(-4/17,7/17)
(1,0)
(505/367,-207/367)
(-5449/1751,2653/1751)
(-2,1)
#
# (a,b,c,d) = (1698,1,1,0) and D = 6791:
#
(49/1278,-21809/4473)
(4761/171190,69360409/11812110)
(49/1278,14425/2982)
(1/12,-1/2)
(4761/171190,-34844459/5906055)
(1/12,5/12)
#
# (a,b,c,d) = (1698,0,1,0) and D = 6792:
#
#
# (a,b,c,d) = (63,1,3,0) and D = 6795:
#
#
# (a,b,c,d) = (1699,1,1,0) and D = 6795:
#
#
# (a,b,c,d) = (2,0,8,5) and D = 6796:
#
(2/3,-1/3)
(12916/17385,-3299/17385)
#
# (a,b,c,d) = (1699,0,1,0) and D = 6796:
#
#
# (a,b,c,d) = (1700,1,1,0) and D = 6799:
#
#
# (a,b,c,d) = (213,2,2,0) and D = 6800:
#
(1/13,-32/13)
(1/13,31/13)
(882/5629,161911/236418)
(882/5629,-198955/236418)
#
# (a,b,c,d) = (1,6,2,8) and D = 6800:
#
(-63/11,43/44)
(1,0)
(0,1/2)
#
# (a,b,c,d) = (1700,0,1,0) and D = 6800:
#
(1/26,63/13)
(1/26,-63/13)
(441/5629,-180433/118209)
(441/5629,180433/118209)
#
# (a,b,c,d) = (1,1,12,8) and D = 6800:
#
(0,1/2)
(43/22,-63/22)
(1,0)
#
# (a,b,c,d) = (1701,1,1,0) and D = 6803:
#
(3204100/50726529,4289409459/1441277570)
(3204100/50726529,-275968134917/90800486910)
#
# (a,b,c,d) = (2,3,6,10) and D = 6804:
#
(9/7,-5/7)
(-3/2,1)
(111/116,-109/290)
(-27/5,17/5)
(-9327/41720,10537/20860)
#
# (a,b,c,d) = (63,0,3,0) and D = 6804:
#
(3/253,4024/759)
(3/25,-118/75)
(167088/730825,310569083/517424100)
(3/25,118/75)
(3/253,-4024/759)
(167088/730825,-310569083/517424100)
#
# (a,b,c,d) = (1701,0,1,0) and D = 6804:
#
(1/253,4024/253)
(1/25,-118/25)
(1/25,118/25)
(1/253,-4024/253)
(55696/730825,-310569083/172474700)
(55696/730825,310569083/172474700)
#
# (a,b,c,d) = (1,3,0,14) and D = 6804:
#
(967/409,-234/409)
(13/16,3/16)
(1/94,39/94)
(1,0)
(505/34,-129/34)
(-5199489040187/5004806974012,1966379063691/5004806974012)
#
# (a,b,c,d) = (1,3,12,22) and D = 6804:
#
(1,0)
(-2741/6424,2793/6424)
(7135/5713,-2394/5713)
(7/4,-3/4)
(2395/2158,-399/2158)
#
# (a,b,c,d) = (2,0,9,3) and D = 6804:
#
(45795613/104292764,41860811/104292764)
(22/53,-43/53)
(73/92,-1/92)
(16/23,5/23)
(-1660/667,5101/667)
(1/2,-1/2)
#
# (a,b,c,d) = (1702,1,1,0) and D = 6807:
#
#
# (a,b,c,d) = (1702,0,1,0) and D = 6808:
#
#
# (a,b,c,d) = (5,1,7,0) and D = 6811:
#
(28/65,-87/182)
(28/65,379/910)
#
# (a,b,c,d) = (1703,1,1,0) and D = 6811:
#
(4/65,-411/130)
(4/65,31/10)
#
# (a,b,c,d) = (1703,0,1,0) and D = 6812:
#
(1/12,-5/12)
(25/46056,-9883921/230280)
(625/7479,-50692/186975)
(25/46056,9883921/230280)
(625/7479,50692/186975)
(1/12,5/12)
#
# (a,b,c,d) = (213,1,2,0) and D = 6812:
#
(25/23028,2470949/115140)
(1/6,-1/4)
(1/6,1/6)
(1250/7479,11689/124650)
(1250/7479,-66317/373950)
(25/23028,-1647341/76760)
#
# (a,b,c,d) = (1704,1,1,0) and D = 6815:
#
#
# (a,b,c,d) = (213,0,2,0) and D = 6816:
#
(441/22661,2410252/475881)
(441/22661,-2410252/475881)
#
# (a,b,c,d) = (1,4,10,24) and D = 6816:
#
(73/52,-63/208)
(1,0)
#
# (a,b,c,d) = (3,5,8,8) and D = 6816:
#
(0,1/2)
(-63/104,73/104)
#
# (a,b,c,d) = (1704,0,1,0) and D = 6816:
#
(441/45322,4820504/475881)
(441/45322,-4820504/475881)
#
# (a,b,c,d) = (1705,1,1,0) and D = 6819:
#
#
# (a,b,c,d) = (1705,0,1,0) and D = 6820:
#
#
# (a,b,c,d) = (2,1,9,-2) and D = 6823:
#
#
# (a,b,c,d) = (1706,1,1,0) and D = 6823:
#
#
# (a,b,c,d) = (1706,0,1,0) and D = 6824:
#
#
# (a,b,c,d) = (1707,1,1,0) and D = 6827:
#
#
# (a,b,c,d) = (1707,0,1,0) and D = 6828:
#
(225/46339,9974188/695085)
(225/46339,-9974188/695085)
#
# (a,b,c,d) = (1,4,2,14) and D = 6828:
#
(1,0)
(157/217,45/217)
#
# (a,b,c,d) = (1,7,6,9) and D = 6831:
#
(-1072/83,171/83)
(23,-11/3)
(-1,1/3)
(-1/19,28/57)
(-100/551,279/551)
(1,0)
(3223180/109421,-1541593/328263)
(32/37,7/111)
#
# (a,b,c,d) = (64,3,3,0) and D = 6831:
#
(16/163,-1197/652)
(1849/23956,-537280/257527)
(27/280,-584/315)
(121/1600,-37107/17600)
(27/280,4429/2520)
(1849/23956,2069613/1030108)
(1/4,-1/4)
(1/4,0)
(1/760,-12097/760)
(16/163,1133/652)
(121/1600,559/275)
(1/760,1512/95)
#
# (a,b,c,d) = (1,6,3,9) and D = 6831:
#
(-1,1/3)
(100/551,737/1653)
(1/19,9/19)
(1072/83,-559/249)
(-32/37,13/37)
(-23,4)
(1,0)
(-3223180/109421,560529/109421)
#
# (a,b,c,d) = (1708,1,1,0) and D = 6831:
#
(1/12,-5/12)
(1/12,1/3)
(16/489,10453/1956)
(121/4800,81827/13200)
(9/280,-163/30)
(121/4800,-328639/52800)
(16/489,-10517/1956)
(1849/71868,-4756013/772581)
(1/2280,27217/570)
(1/2280,-108869/2280)
(9/280,4537/840)
(1849/71868,18944545/3090324)
#
# (a,b,c,d) = (214,2,2,0) and D = 6832:
#
#
# (a,b,c,d) = (1708,0,1,0) and D = 6832:
#
#
# (a,b,c,d) = (3,5,5,7) and D = 6832:
#
(4/5,-1/5)
#
# (a,b,c,d) = (3,5,9,8) and D = 6835:
#
(-1,1)
(3/7,2/7)
(1115/1393,-431/1393)
(0,1/2)
(-26/63,55/84)
(13711/19885,136/19885)
#
# (a,b,c,d) = (1709,1,1,0) and D = 6835:
#
(1/179,-2395/179)
(1/49,340/49)
(1/49,-341/49)
(1/179,2394/179)
(25/541,11411/2705)
(25/541,-11536/2705)
#
# (a,b,c,d) = (5,2,5,-2) and D = 6836:
#
#
# (a,b,c,d) = (1709,0,1,0) and D = 6836:
#
#
# (a,b,c,d) = (7,7,8,1) and D = 6839:
#
(0,1)
#
# (a,b,c,d) = (1710,1,1,0) and D = 6839:
#
(16641/264160,-10380709/3407664)
(16641/264160,101660401/34076640)
#
# (a,b,c,d) = (1710,0,1,0) and D = 6840:
#
#
# (a,b,c,d) = (1711,1,1,0) and D = 6843:
#
#
# (a,b,c,d) = (3,0,4,5) and D = 6843:
#
(24604/36267,4951/36267)
(2/3,-1/3)
#
# (a,b,c,d) = (214,1,2,0) and D = 6844:
#
(9/56,185/336)
(9/56,-53/84)
#
# (a,b,c,d) = (1711,0,1,0) and D = 6844:
#
(9/112,397/336)
(9/112,-397/336)
#
# (a,b,c,d) = (1712,1,1,0) and D = 6847:
#
#
# (a,b,c,d) = (1,5,8,20) and D = 6848:
#
(-183/94,97/188)
(12911/28942,15539/57884)
(-47823/10643,57146/53215)
(-21/4,5/4)
(-21/166,127/332)
(3/2,-1/4)
(135071/44002,-61849/88004)
(269/70,-313/350)
(83/86,9/430)
(1/2,1/4)
(-1331/94,315/94)
(-23/14,13/28)
(1,0)
(11361/10382,-1159/20764)
(-1,2/5)
(-29/34,27/68)
(-101/127,252/635)
(-19/2,9/4)
(-3/16,31/80)
(197/58,-91/116)
(1969/346,-927/692)
(789/2164,635/2164)
#
# (a,b,c,d) = (27,2,4,0) and D = 6848:
#
(2809/8487,-105070/449811)
(121/3939,-247787/86658)
(4/33,181/132)
(100/369,483/820)
(4/33,-63/44)
(81/319,3907/5742)
(9/61,221/183)
(1156/13137,490761/297772)
(100/2241,105461/44820)
(9/37,163/222)
(16/57,-307/456)
(22201/82179,807828/1360519)
(2809/8487,6807/99958)
(9/37,-95/111)
(1/39,81/26)
(1/39,-122/39)
(1/9,-3/2)
(9/61,-469/366)
(81/319,-2318/2871)
(16/57,81/152)
(81/5359,-392653/96462)
(1/33,63/22)
(1681/46953,-10202291/3850146)
(1/723,-19441/1446)
(100/2241,-3943/1660)
(1156/13137,-1511587/893316)
(22201/82179,-17848853/24489342)
(1/33,-95/33)
(1/723,3240/241)
(100/369,-5347/7380)
(81/5359,195962/48231)
(1681/46953,187655/71299)
(121/3939,41076/14443)
(1/3,0)
(1/3,-1/6)
(1/9,13/9)
#
# (a,b,c,d) = (1712,0,1,0) and D = 6848:
#
(9/244,-911/183)
(22201/328716,-32389757/12244671)
(121/15756,494243/43329)
(81/21436,784577/48231)
(1/12,-1/3)
(25/2241,105961/11205)
(1/36,53/9)
(81/1276,-8543/2871)
(1/132,-379/33)
(25/2241,-105961/11205)
(4/57,275/114)
(1/156,-487/39)
(1681/187812,-20335661/1925073)
(25/369,-4847/1845)
(1/33,185/33)
(1/12,1/3)
(289/13137,1491935/223329)
(1681/187812,20335661/1925073)
(4/57,-275/114)
(1/2892,-38881/723)
(1/156,487/39)
(1/132,379/33)
(2809/33948,271403/449811)
(81/1276,8543/2871)
(1/36,-53/9)
(2809/33948,-271403/449811)
(81/21436,-784577/48231)
(121/15756,-494243/43329)
(22201/328716,32389757/12244671)
(1/33,-185/33)
(289/13137,-1491935/223329)
(9/244,911/183)
(9/148,353/111)
(1/2892,38881/723)
(25/369,4847/1845)
(9/148,-353/111)
#
# (a,b,c,d) = (2,6,4,8) and D = 6848:
#
(-397/860,433/860)
(-1971/700,719/700)
(1961/188,-701/188)
(9/7,-5/14)
(0,1/2)
(657/14471,14225/28942)
(14/17,-1/34)
(-3130/5191,5101/10382)
(31/8,-11/8)
(-1/2,1/2)
(7,-5/2)
(-72/29,53/58)
(70/47,-43/94)
(353407/106430,-124823/106430)
(-49230/22001,36611/44002)
(9/10,-1/10)
(-1,1/2)
(77/160,47/160)
(37/83,53/166)
(-724/173,521/346)
(1009/1270,-1/1270)
(481/4328,2059/4328)
#
# (a,b,c,d) = (1,2,12,16) and D = 6848:
#
(433/430,-397/1720)
(-701/94,1961/376)
(53/29,-36/29)
(53/83,37/166)
(-5,7/2)
(36611/22001,-24615/22001)
(14225/14471,657/28942)
(-43/47,35/47)
(-1/17,7/17)
(1,-1/4)
(-5/7,9/14)
(-1/635,1009/2540)
(5101/5191,-1565/5191)
(521/173,-362/173)
(2059/2164,481/8656)
(719/350,-1971/1400)
(1,-1/2)
(1,0)
(-124823/53215,353407/212860)
(47/80,77/320)
(-1/5,9/20)
(-11/4,31/16)
#
# (a,b,c,d) = (1,8,8,8) and D = 6848:
#
(-14/17,13/34)
(1971/700,-533/1400)
(0,1/2)
(-37/83,45/83)
(-1961/188,559/376)
(397/860,469/1720)
(-1009/1270,1007/2540)
(-70/47,27/94)
(-9/7,2/7)
(-657/14471,7441/14471)
(72/29,-19/58)
(-353407/106430,103761/212860)
(49230/22001,-12619/44002)
(1,0)
(-481/4328,4599/8656)
(1/2,1/4)
(3130/5191,1971/10382)
(-9/10,7/20)
(-31/8,9/16)
(-7,1)
(724/173,-203/346)
(-77/160,171/320)
#
# (a,b,c,d) = (214,0,2,0) and D = 6848:
#
(8/57,-275/228)
(9/122,-911/366)
(1/6,1/6)
(578/13137,-1491935/446658)
(1/78,487/78)
(1/66,-379/66)
(2809/16974,271403/899622)
(81/638,-8543/5742)
(50/369,4847/3690)
(2809/16974,-271403/899622)
(1/66,379/66)
(1/78,-487/78)
(578/13137,1491935/446658)
(50/2241,-105961/22410)
(50/369,-4847/3690)
(2/33,-185/66)
(50/2241,105961/22410)
(8/57,275/228)
(81/638,8543/5742)
(2/33,185/66)
(1681/93906,20335661/3850146)
(22201/164358,-32389757/24489342)
(1/18,53/18)
(1/6,-1/6)
(1/1446,-38881/1446)
(9/74,353/222)
(121/7878,-494243/86658)
(121/7878,494243/86658)
(9/122,911/366)
(9/74,-353/222)
(1/1446,38881/1446)
(81/10718,784577/96462)
(1/18,-53/18)
(22201/164358,32389757/24489342)
(1681/93906,-20335661/3850146)
(81/10718,-784577/96462)
#
# (a,b,c,d) = (2,1,9,5) and D = 6851:
#
#
# (a,b,c,d) = (1713,1,1,0) and D = 6851:
#
#
# (a,b,c,d) = (2,5,10,13) and D = 6852:
#
#
# (a,b,c,d) = (1713,0,1,0) and D = 6852:
#
(1/13,-22/13)
(1/13,22/13)
#
# (a,b,c,d) = (1,4,-1,11) and D = 6855:
#
(1,0)
(199/99,-38/99)
(233/461,171/461)
#
# (a,b,c,d) = (1714,1,1,0) and D = 6855:
#
(4/361,6847/722)
(4/361,-6855/722)
#
# (a,b,c,d) = (1714,0,1,0) and D = 6856:
#
#
# (a,b,c,d) = (5,19,19,0) and D = 6859:
#
#
# (a,b,c,d) = (1715,1,1,0) and D = 6859:
#
#
# (a,b,c,d) = (5,1,7,1) and D = 6860:
#
(0,1)
(207/379,-104/379)
#
# (a,b,c,d) = (5,0,7,0) and D = 6860:
#
#
# (a,b,c,d) = (1715,0,1,0) and D = 6860:
#
#
# (a,b,c,d) = (2,2,10,5) and D = 6860:
#
(4/7,-5/7)
(1447/2653,727/2653)
#
# (a,b,c,d) = (1716,1,1,0) and D = 6863:
#
(64/1329,-43817/10632)
(121/6516,43535/5973)
(1/12,1/4)
(121/6516,-523751/71676)
(1/12,-1/3)
(64/1329,14435/3544)
#
# (a,b,c,d) = (1,4,11,25) and D = 6863:
#
(-3,1)
(1,0)
(-13/19,8/19)
(611/407,-153/407)
#
# (a,b,c,d) = (215,2,2,0) and D = 6864:
#
#
# (a,b,c,d) = (1716,0,1,0) and D = 6864:
#
#
# (a,b,c,d) = (1717,1,1,0) and D = 6867:
#
#
# (a,b,c,d) = (1717,0,1,0) and D = 6868:
#
#
# (a,b,c,d) = (1718,1,1,0) and D = 6871:
#
(1/22,47/11)
(16/55297,-13003295/221188)
(12321/236170,-100482497/26214870)
(1/22,-95/22)
(3969/59620,-10348633/3756060)
(12321/236170,49557433/13107435)
(16/55297,13003231/221188)
(3969/59620,5049293/1878030)
#
# (a,b,c,d) = (1,7,4,7) and D = 6871:
#
(-22/89,333/623)
(-90421/24089,98505/168623)
(1,0)
(-2/13,7/13)
#
# (a,b,c,d) = (1718,0,1,0) and D = 6872:
#
#
# (a,b,c,d) = (1719,1,1,0) and D = 6875:
#
#
# (a,b,c,d) = (15,5,5,0) and D = 6875:
#
#
# (a,b,c,d) = (3,17,25,0) and D = 6875:
#
#
# (a,b,c,d) = (215,1,2,0) and D = 6876:
#
(1/2580,185329/5160)
(1/15,79/30)
(2809/16980,-59041/179988)
(9/8534,-557467/25602)
(81/1055,4568/1899)
(81/1055,-46409/18990)
(1/6,1/12)
(1/6,-1/6)
(51200/316641,-58011439/101325120)
(1/2580,-431/12)
(1/15,-8/3)
(9/8534,1114907/51204)
(2/39,239/78)
(9/149,-1262/447)
(2/39,-241/78)
(51200/316641,49819439/101325120)
(2809/16980,441533/1799880)
(9/149,2497/894)
#
# (a,b,c,d) = (9,5,6,0) and D = 6876:
#
(1/2,-1/6)
(1/5,-29/30)
(27/149,1154/1341)
(2809/5660,-33367/299980)
(1/860,30887/2580)
(243/1055,-25756/28485)
(2/13,25/26)
(51200/105547,-12817271/33775040)
(27/8534,-1115123/153612)
(51200/105547,-2508187/101325120)
(1/860,-20593/1720)
(243/1055,40577/56970)
(27/8534,557359/76806)
(2809/5660,-544183/1799880)
(1/2,-1/4)
(2/13,-85/78)
(1/5,4/5)
(27/149,-2713/2682)
#
# (a,b,c,d) = (8,1,6,0) and D = 6876:
#
(1/5,-9/10)
(27/149,-2551/2682)
(1/860,-61777/5160)
(27/149,1235/1341)
(27/8534,278720/38403)
(1/2,0)
(2/13,-27/26)
(27/8534,-1114961/153612)
(1/5,13/15)
(2/13,79/78)
(2809/5660,-82143/599960)
(1/2,-1/12)
(51200/105547,4625271/33775040)
(51200/105547,-22067813/101325120)
(2809/5660,12194/224985)
(243/1055,44951/56970)
(243/1055,-23569/28485)
(1/860,2574/215)
#
# (a,b,c,d) = (64,2,3,0) and D = 6876:
#
(27/298,-2551/1341)
(1/1720,5148/215)
(27/17068,557440/38403)
(243/2110,-47138/28485)
(1/4,-1/6)
(27/17068,-1114961/76806)
(1/13,-27/13)
(25600/105547,4625271/16887520)
(1/1720,-61777/2580)
(243/2110,44951/28485)
(25600/105547,-22067813/50662560)
(1/4,0)
(1/10,26/15)
(2809/11320,24388/224985)
(1/10,-9/5)
(27/298,2470/1341)
(2809/11320,-82143/299980)
(1/13,79/39)
#
# (a,b,c,d) = (1719,0,1,0) and D = 6876:
#
(1/39,80/13)
(25600/316641,-17971813/16887520)
(2809/33960,343981/599960)
(81/2110,92089/18990)
(1/39,-80/13)
(9/17068,-2229841/51204)
(2809/33960,-343981/599960)
(1/12,-1/4)
(1/12,1/4)
(1/30,53/10)
(9/298,-5021/894)
(25600/316641,17971813/16887520)
(9/17068,2229841/51204)
(1/30,-53/10)
(81/2110,-92089/18990)
(1/5160,-123553/1720)
(1/5160,123553/1720)
(9/298,5021/894)
#
# (a,b,c,d) = (1720,1,1,0) and D = 6879:
#
(441/5380,86059/112980)
(441/5380,-4766/5649)
#
# (a,b,c,d) = (1,3,1,15) and D = 6880:
#
(4391/2984,-2653/8952)
(-3791/479,3010/1437)
(-4956317/3328372,1552677/3328372)
(-11/4,3/4)
(26599/39248,51877/196240)
(7/8,1/8)
(-1519/939,1382/2817)
(1,0)
(-1,2/5)
(-217/332,129/332)
#
# (a,b,c,d) = (2,5,4,9) and D = 6880:
#
(151/166,-11/83)
(11/10,-3/10)
(967/626,-3175/5634)
(-1/4,1/2)
(-1/2,1/2)
(-1761/1492,1315/2238)
(5/2,-1)
(2403587/1664186,-425455/832093)
(5659/98120,23109/49060)
(6801/958,-8363/2874)
#
# (a,b,c,d) = (1720,0,1,0) and D = 6880:
#
(1/14,-16/7)
(1/14,16/7)
(1/574,-6876/287)
(4/49,-87/98)
(1/574,6876/287)
(4/49,87/98)
#
# (a,b,c,d) = (215,0,2,0) and D = 6880:
#
(8/49,87/196)
(1/7,-8/7)
(8/49,-87/196)
(1/287,3438/287)
(1/7,8/7)
(1/287,-3438/287)
#
# (a,b,c,d) = (1721,1,1,0) and D = 6883:
#
(121/8651,802074/95161)
(1/17,56/17)
(289/15179,-1861418/258043)
(9/109,-215/327)
(9/109,188/327)
(1/17,-57/17)
(100/1961,-76791/19610)
(121/8651,-803405/95161)
(100/1961,75791/19610)
(289/15179,1856505/258043)
#
# (a,b,c,d) = (4,3,7,-1) and D = 6883:
#
(0,-1)
(111923/305000,-43741/76250)
(130/201,-31/201)
(3007/4683,-289/4683)
(52/193,-125/193)
(63/131,43/131)
(-184547/121230,-690002/60615)
(1/4,1)
(17/9,127/9)
(-189/3154,-1838/1577)
#
# (a,b,c,d) = (1721,0,1,0) and D = 6884:
#
#
# (a,b,c,d) = (1,4,9,23) and D = 6887:
#
(-33062/29353,13505/29353)
(-157/65,49/65)
(-52453/51887,23030/51887)
(-116/55,37/55)
(1,0)
(557/425,-99/425)
#
# (a,b,c,d) = (1722,1,1,0) and D = 6887:
#
(1/12,1/6)
(25/186024,-26744381/310040)
(1/12,-1/4)
(25/186024,40116509/465060)
#
# (a,b,c,d) = (1722,0,1,0) and D = 6888:
#
#
# (a,b,c,d) = (2,5,0,6) and D = 6888:
#
(1/40,11/20)
#
# (a,b,c,d) = (1723,1,1,0) and D = 6891:
#
#
# (a,b,c,d) = (1723,0,1,0) and D = 6892:
#
#
# (a,b,c,d) = (2,2,4,9) and D = 6892:
#
#
# (a,b,c,d) = (1724,1,1,0) and D = 6895:
#
#
# (a,b,c,d) = (2,1,8,-4) and D = 6896:
#
(1401/1763,-155/1763)
(327/586,1219/1172)
(1/2,3/4)
(-1/2,-5/4)
(259709/327262,465/654524)
(-15/16,-17/8)
(31/233,-129/233)
(-391/508,-1803/1016)
(2967/5219,-1847/5219)
(635/868,69/434)
(3/4,1/8)
(863/2092,-1803/4184)
(1471/2144,6051/4288)
(1/4,-1/2)
(-76075/39296,-337913/78592)
(849103/1594684,3011525/3189368)
(11/14,1/28)
(129/436,-419/872)
#
# (a,b,c,d) = (216,2,2,0) and D = 6896:
#
(1/5820,-313957/5820)
(1/12,9/4)
(32/537,12029/4296)
(1/5820,26163/485)
(2/45,-301/90)
(225/3422,135457/51330)
(13225/129618,-1652028/828115)
(442225/397445472,-5602897346093/264301238880)
(9/230,2437/690)
(130321/821502,173243447/296562222)
(529/8910,-21749/7590)
(9/230,-1232/345)
(2/1749,24381/1166)
(13225/129618,28215629/14906070)
(289/133860,-2886093/189635)
(37249/226320,-4668127/10919940)
(1/6,-1/6)
(289/133860,34628203/2275620)
(2/1749,-73147/3498)
(225/3422,-69416/25665)
(81/500,-2653/4500)
(81/500,481/1125)
(130321/821502,-4079432/5491893)
(1/6,0)
(529/8910,287528/102465)
(1/12,-7/3)
(32/537,-4095/1432)
(2/45,33/10)
(442225/397445472,155627868513/7341701080)
(37249/226320,3827817/14559920)
#
# (a,b,c,d) = (4,2,6,4) and D = 6896:
#
(353/254,-1097/508)
(5/14,3/7)
(-1145/1072,3761/2144)
(-223/293,773/586)
(137/218,-145/436)
(5/8,-3/8)
(289/466,-227/466)
(1711/3526,1091/3526)
(-1081211/1594684,965157/797342)
(64811/163631,130087/327262)
(359/1736,911/1736)
(6661/10438,-727/10438)
(-1/2,1)
(53/32,-83/32)
(1333/2092,-235/1046)
(1,-3/2)
(130919/39296,-103497/19648)
(1/4,1/2)
#
# (a,b,c,d) = (4,8,11,8) and D = 6896:
#
(1/7,3/7)
(-1,1)
(2331/7052,1091/3526)
(-1665/1172,773/586)
(392/523,-235/1046)
(14651/2456,-103497/19648)
(14049/20876,-727/10438)
(13/16,-3/8)
(7/4,-3/2)
(805/932,-227/466)
(-8341/4288,3761/2144)
(-193/3472,911/1736)
(129157/654524,130087/327262)
(2509/1016,-1097/508)
(-511592/398671,965157/797342)
(0,1/2)
(693/872,-145/436)
(189/64,-83/32)
#
# (a,b,c,d) = (27,1,4,0) and D = 6896:
#
(13225/64809,28215629/29812140)
(81/250,481/2250)
(9/115,-616/345)
(37249/113160,-4668127/21839880)
(4/1749,24381/2332)
(13225/64809,-826014/828115)
(1/6,-7/6)
(442225/198722736,-5602897346093/528602477760)
(289/66930,34628203/4551240)
(1/2910,26163/970)
(289/66930,-2886093/379270)
(130321/410751,173243447/593124444)
(81/250,-2653/9000)
(9/115,2437/1380)
(1/3,-1/12)
(4/45,33/20)
(225/1711,-34708/25665)
(1/2910,-313957/11640)
(4/1749,-73147/6996)
(225/1711,135457/102660)
(1/6,9/8)
(442225/198722736,155627868513/14683402160)
(64/537,12029/8592)
(529/4455,-21749/15180)
(64/537,-4095/2864)
(130321/410751,-2039716/5491893)
(529/4455,143764/102465)
(37249/113160,3827817/29119840)
(1/3,0)
(4/45,-301/180)
#
# (a,b,c,d) = (1724,0,1,0) and D = 6896:
#
(37249/452640,-30155959/43679760)
(289/267720,69261319/2275620)
(1/11640,627913/5820)
(529/17820,1162279/204930)
(13225/259236,57952133/14906070)
(130321/1643004,393532775/296562222)
(16/537,12157/2148)
(16/537,-12157/2148)
(1/11640,-627913/5820)
(13225/259236,-57952133/14906070)
(1/12,-1/6)
(529/17820,-1162279/204930)
(289/267720,-69261319/2275620)
(1/12,1/6)
(37249/452640,30155959/43679760)
(442225/794890944,11205500612561/264301238880)
(1/1749,73145/1749)
(1/24,-55/12)
(1/45,299/45)
(130321/1643004,-393532775/296562222)
(225/6844,-274289/51330)
(81/1000,4577/4500)
(9/460,4901/690)
(9/460,-4901/690)
(81/1000,-4577/4500)
(225/6844,274289/51330)
(1/45,-299/45)
(1/24,55/12)
(1/1749,-73145/1749)
(442225/794890944,-11205500612561/264301238880)
#
# (a,b,c,d) = (7,10,11,4) and D = 6896:
#
(-113/64,219/64)
(-186/127,725/254)
(-2/109,141/218)
(3893/7052,-471/7052)
(-1,2)
(17/28,-1/4)
(-283069/78592,544907/78592)
(2779417/3189368,-705977/455624)
(-1/16,11/16)
(3/4,-5/4)
(2181/3472,-209/496)
(393/4184,2273/4184)
(97449/163631,-32638/163631)
(-165/932,743/932)
(275/293,-498/293)
(5207/20876,8115/20876)
(5/8,-3/8)
(327/268,-2453/1072)
#
# (a,b,c,d) = (1725,1,1,0) and D = 6899:
#
#
# (a,b,c,d) = (1725,0,1,0) and D = 6900:
#
(2916/39865,-907369/430542)
(2916/39865,907369/430542)
#
# (a,b,c,d) = (14,2,5,0) and D = 6900:
#
(2916/7973,149981/430542)
(2916/7973,-152119/307530)
#
# (a,b,c,d) = (1726,1,1,0) and D = 6903:
#
(1/12,1/12)
(1/12,-1/6)
#
# (a,b,c,d) = (64,1,3,0) and D = 6903:
#
(1/4,-1/12)
(1/4,0)
#
# (a,b,c,d) = (2,6,5,9) and D = 6904:
#
(103/76,-31/76)
(-3385/6908,3457/6908)
(-1/2,1/2)
(857/542,-281/542)
#
# (a,b,c,d) = (1726,0,1,0) and D = 6904:
#
(36/433,-809/2598)
(36/433,809/2598)
(2304/27745,497681/1331760)
(2304/27745,-497681/1331760)
#
# (a,b,c,d) = (1727,1,1,0) and D = 6907:
#
#
# (a,b,c,d) = (1727,0,1,0) and D = 6908:
#
(3481/389156,242614653/22960204)
(1/12,1/12)
(1/27,-134/27)
(63001/1043696,839671197/261967696)
(1/46632,10069921/46632)
(4/89,771/178)
(1/2303,110520/2303)
(1/42,-269/42)
(1/27,134/27)
(71824/904473,316290563/242398764)
(1/2303,-110520/2303)
(1/46632,-10069921/46632)
(3481/389156,-242614653/22960204)
(841/10286,247017/298294)
(1/278,-4635/278)
(841/10286,-247017/298294)
(72361/922992,-363271499/248284848)
(1/56,-417/56)
(1/12,-1/12)
(4/89,-771/178)
(49/674,10149/4718)
(49/674,-10149/4718)
(1/42,269/42)
(63001/1043696,-839671197/261967696)
(1/56,417/56)
(72361/922992,363271499/248284848)
(71824/904473,-316290563/242398764)
(1/278,4635/278)
#
# (a,b,c,d) = (2,1,6,8) and D = 6908:
#
(-10108/1243,18461/2486)
(-1,1)
(1/8,15/32)
(133/374,75/187)
(105469/132890,-210797/531560)
(-3555/1018,1627/509)
(57/61,-43/61)
(1027/1475,587/2950)
(1981/2504,-473/1252)
(3493/2120,-6217/4240)
(-193/526,645/1052)
(21/23,-31/46)
(0,1/2)
(-3,11/4)
(203/190,-83/95)
(4/5,-1/10)
(3/4,1/8)
#
# (a,b,c,d) = (216,1,2,0) and D = 6908:
#
(49/337,-2623/2359)
(1/21,67/21)
(2/27,133/54)
(8/89,763/356)
(1/28,-209/56)
(841/5143,-135703/298294)
(49/337,4903/4718)
(72361/461496,-11960519/15517803)
(3481/194578,121204637/22960204)
(2/2303,110519/4606)
(143648/904473,297041731/484797528)
(1/139,2317/278)
(3481/194578,-30352504/5740051)
(63001/521848,411928973/261967696)
(8/89,-779/356)
(1/21,-45/14)
(72361/461496,57301065/82761616)
(143648/904473,-12427385/17955464)
(63001/521848,-26733889/16372981)
(2/2303,-110521/4606)
(1/139,-1159/139)
(841/5143,55657/149147)
(1/6,0)
(1/28,26/7)
(2/27,-5/2)
(1/6,-1/12)
(1/23316,209790/1943)
(1/23316,-5034961/46632)
#
# (a,b,c,d) = (1,3,2,16) and D = 6908:
#
(-166/95,203/380)
(2,-1/2)
(1/4,3/8)
(-31/23,21/46)
(3254/509,-3555/2036)
(645/526,-193/1052)
(15/16,1/16)
(-1/5,2/5)
(18461/1243,-5054/1243)
(11/2,-3/2)
(-86/61,57/122)
(150/187,133/748)
(1,0)
(-6217/2120,3493/4240)
(587/1475,1027/2950)
(-473/626,1981/5008)
(-210797/265780,105469/265780)
#
# (a,b,c,d) = (5,2,7,2) and D = 6908:
#
(1/2,1/4)
(17/32,-13/32)
(8353/2486,-28569/2486)
(-5/23,26/23)
(3/10,1/2)
(433/748,-167/748)
(1/2,-3/2)
(141/531560,84347/106312)
(113/263,-419/526)
(1/2,-1/2)
(89/5008,3873/5008)
(-29/122,143/122)
(-129/380,107/76)
(5/4,-17/4)
(2953/2036,-10063/2036)
(807/1475,44/295)
(-681/1060,971/424)
#
# (a,b,c,d) = (2,3,1,8) and D = 6911:
#
(1801/7348,3455/7348)
(259/142,-115/142)
(27/22,-83/176)
(-1/4,1/2)
(139/74,-31/37)
(589/472,-229/472)
(72/73,-41/146)
(134505/31901,-500881/255208)
(-1/2,1/2)
(310943/365792,-38567/365792)
(0,1/2)
(1197313/86203798,43047839/86203798)
(209/214,-29/107)
(506977/128768,-117889/64384)
#
# (a,b,c,d) = (1728,1,1,0) and D = 6911:
#
(1/186600,-80606017/186600)
(1/570,2268/95)
(144/2185,-73477/26220)
(1/582,-14041/582)
(1/144,-12)
(121/1860,57421/20460)
(281065225/3372927576,-5595669339301/56547130811640)
(281065225/3372927576,36817118424/2356130450485)
(519841/271388322,4470600806279/195670980162)
(1/570,-13609/570)
(361/4590,2236/1615)
(1/582,2340/97)
(1/12,-1/12)
(519841/271388322,-248387533980/10870610009)
(144/2185,71749/26220)
(900/11521,505819/345630)
(121/1860,-4896/1705)
(361/4590,-127603/87210)
(900/11521,-532819/345630)
(1/144,1727/144)
(1/12,0)
(1/186600,3358584/7775)
#
# (a,b,c,d) = (1,3,3,17) and D = 6912:
#
(-3/2,1/2)
(1,0)
#
# (a,b,c,d) = (2,6,6,10) and D = 6912:
#
(-1/2,1/2)
(3/2,-1/2)
#
# (a,b,c,d) = (3,3,9,1) and D = 6912:
#
(0,1)
(1/2,-1/2)
#
# (a,b,c,d) = (4,12,12,0) and D = 6912:
#
(1,-1/2)
#
# (a,b,c,d) = (1,0,12,0) and D = 6912:
#
(1,0)
#
# (a,b,c,d) = (216,0,2,0) and D = 6912:
#
(1/6,0)
#
# (a,b,c,d) = (28,4,4,0) and D = 6912:
#
(1/3,-1/6)
#
# (a,b,c,d) = (64,0,3,0) and D = 6912:
#
(1/4,0)
#
# (a,b,c,d) = (1728,0,1,0) and D = 6912:
#
(1/12,0)
#
# (a,b,c,d) = (27,0,4,0) and D = 6912:
#
(1/3,0)
#
# (a,b,c,d) = (8,0,6,0) and D = 6912:
#
(1/2,0)
#
# (a,b,c,d) = (1729,1,1,0) and D = 6915:
#
(144/1729,1/12)
(144/1729,-3457/20748)
#
# (a,b,c,d) = (1,3,4,18) and D = 6916:
#
(1,0)
(17/16,-1/16)
#
# (a,b,c,d) = (1729,0,1,0) and D = 6916:
#
(1/2305,110664/2305)
(4/233,-3541/466)
(4/233,3541/466)
(1/2305,-110664/2305)
#
# (a,b,c,d) = (1730,1,1,0) and D = 6919:
#
(49/2192,-50901/7672)
(49/2192,101459/15344)
#
# (a,b,c,d) = (1730,0,1,0) and D = 6920:
#
#
# (a,b,c,d) = (2,6,7,11) and D = 6920:
#
(-1/2,1/2)
(-3383/6916,3455/6916)
#
# (a,b,c,d) = (1731,1,1,0) and D = 6923:
#
#
# (a,b,c,d) = (1731,0,1,0) and D = 6924:
#
(144/46609,-10062215/559308)
(36/433,649/2598)
(324/4465,173609/80370)
(324/4465,-173609/80370)
(36/433,-649/2598)
(144/46609,10062215/559308)
#
# (a,b,c,d) = (1,2,4,18) and D = 6924:
#
(1,0)
(239/215,-36/215)
(-331/185,126/185)
#
# (a,b,c,d) = (1732,1,1,0) and D = 6927:
#
#
# (a,b,c,d) = (5,4,6,4) and D = 6928:
#
(-1,3/2)
#
# (a,b,c,d) = (217,2,2,0) and D = 6928:
#
#
# (a,b,c,d) = (4,0,1,4) and D = 6928:
#
(1,-1)
#
# (a,b,c,d) = (1732,0,1,0) and D = 6928:
#
#
# (a,b,c,d) = (1733,1,1,0) and D = 6931:
#
#
# (a,b,c,d) = (4,1,5,-3) and D = 6931:
#
#
# (a,b,c,d) = (1733,0,1,0) and D = 6932:
#
#
# (a,b,c,d) = (1734,1,1,0) and D = 6935:
#
#
# (a,b,c,d) = (6,5,8,2) and D = 6936:
#
(1/4,1/2)
#
# (a,b,c,d) = (1734,0,1,0) and D = 6936:
#
#
# (a,b,c,d) = (65,3,3,0) and D = 6939:
#
(27/355,-1343/639)
(1/311,-3167/311)
(1/41,-152/41)
(3468/21361,2481517/2178822)
(12/265,-4337/1590)
(3/745,4066/447)
(1/5,-1)
(243/1765,-14186/9531)
(243/1765,64369/47655)
(25/107,-334/535)
(3/31,-172/93)
(4/83,431/166)
(3468/21361,-2835253/2178822)
(48/193,1/2316)
(1/5,4/5)
(1083/832663,-759838879/47461791)
(27/355,6472/3195)
(48/193,-577/2316)
(3/31,163/93)
(1/41,151/41)
(1/311,3166/311)
(4/83,-439/166)
(12/265,853/318)
(25/107,209/535)
(1083/832663,58444396/3650907)
(3/745,-20339/2235)
(3/13,-2/3)
(3/13,17/39)
#
# (a,b,c,d) = (2,3,3,9) and D = 6939:
#
(-17/14,5/7)
(1,-1/3)
(1/2,1/3)
(-5/11,17/33)
(-1/4,1/2)
(5219/4432,-1091/2216)
(2,-1)
(-20/23,41/69)
(-68821/54338,59939/81507)
(-2/89,43/89)
(2273013121/1883759273,-2906749819/5651277819)
(8693/1084,-6751/1626)
(-5128/1909,2693/1909)
(-3821/522,2971/783)
(-3065/1991,1699/1991)
(131/187,29/187)
(11/3,-17/9)
(8/9,-5/27)
(76225/77393,-24503/77393)
(47419/562,-36845/843)
(-103/456,341/684)
#
# (a,b,c,d) = (1,7,5,8) and D = 6939:
#
(7/3,-1/3)
(-11227/5973,2032/5973)
(28088/281,-8757/562)
(-37/57,193/456)
(-2/3,5/12)
(1,0)
(-42920/27169,17019/54338)
(0,1/2)
(7/9,1/9)
(175/561,218/561)
(-27/23,7/23)
(-9/11,4/11)
(-18335/5727,2951/5727)
(-133/267,127/267)
(2484258687/1883759273,-211245566/1883759273)
(-2264/261,707/522)
(225959/232179,2716/232179)
(-32/21,13/42)
(2574/271,-1603/1084)
(13/3,-2/3)
(2123/1662,-1327/13296)
#
# (a,b,c,d) = (1,0,12,1) and D = 6939:
#
(0,1)
(16/43,-21/43)
(2/11,-21/11)
(129/134,-13/134)
(1763/2987,978/2987)
(129/217,-74/217)
(3782/7751,2919/7751)
(6/31,-65/31)
(3/4,1/4)
(427/1336,633/1336)
(1,-12)
(185/194,-21/194)
(-13/122,201/122)
(1,0)
(9/56,-61/56)
(67/148,-63/148)
#
# (a,b,c,d) = (1,3,9,22) and D = 6939:
#
(-1267/49997,36027/99994)
(167/190,37/380)
(-1/5,21/55)
(3149/445,-1168/445)
(-7/5,3/5)
(-19421/9175,7572/9175)
(-10867/7453,4595/7453)
(-2104529/4440335,20206859/48843685)
(-47/8,35/16)
(883/815,-877/8965)
(-1141/170,849/340)
(43/400,273/800)
(35,-13)
(1,0)
(2450269/18235,-10011213/200585)
(7/5,-2/5)
(20899/26999,4225/26999)
(-5285087/7692475,3405882/7692475)
(-1,1/2)
(43/35,-19/70)
(67/125,31/125)
(1145/362,-837/724)
(-3259/1145,1236/1145)
(569/521,-57/521)
(731/365,-507/730)
#
# (a,b,c,d) = (1,6,6,13) and D = 6939:
#
(28/667,279/667)
(-7/8,3/8)
(-32/47,19/47)
(-103927/115588,42995/115588)
(1049/836,-93/836)
(1177321/615569,-187772/615569)
(58/71,7/71)
(872168/438857,-141771/438857)
(-4003/3077,1092/3077)
(-5/2,1/2)
(-38371/117124,51983/117124)
(384230/482651,53283/482651)
(-23669/67024,29673/67024)
(16,-3)
(1,0)
(4207/968,-779/968)
(-22/13,5/13)
(211/71,-38/71)
(5/17,6/17)
(-1706/973,381/973)
(-11669/10387,3684/10387)
(1/2,7/26)
(-33161/101171,44902/101171)
(169421/138496,-13729/138496)
#
# (a,b,c,d) = (1735,1,1,0) and D = 6939:
#
(16/193,257/772)
(9/355,1316/213)
(1/15,-41/15)
(1156/21361,-2678037/726274)
(25/321,2381/1605)
(1/13,21/13)
(1/31,167/31)
(25/321,-2506/1605)
(1/933,-28499/933)
(1/123,-1364/123)
(1/13,-22/13)
(361/832663,759804584/15820597)
(4/265,4297/530)
(9/355,-6607/1065)
(1/933,28498/933)
(1/745,20334/745)
(4/265,-861/106)
(1/31,-168/31)
(361/832663,-759811443/15820597)
(1156/21361,2638733/726274)
(4/249,3911/498)
(1/745,-4067/149)
(4/249,-3919/498)
(1/15,8/3)
(81/1765,13457/3177)
(1/123,1363/123)
(16/193,-321/772)
(81/1765,-68014/15885)
#
# (a,b,c,d) = (1735,0,1,0) and D = 6940:
#
(1/986,30961/986)
(1/986,-30961/986)
#
# (a,b,c,d) = (217,1,2,0) and D = 6940:
#
(1/493,-15481/986)
(1/493,7740/493)
#
# (a,b,c,d) = (1,4,1,13) and D = 6943:
#
(21563/25715,3357/25715)
(-29/13,7/13)
(287/443,117/443)
(-37649072/60976651,23457679/60976651)
(-7/5,2/5)
(1,0)
#
# (a,b,c,d) = (1736,1,1,0) and D = 6943:
#
(1521/189658,41264464/3698331)
(9/4774,760/33)
(49/688,10849/4816)
(4/49,-85/98)
(49/688,-1399/602)
(9/4774,-329867/14322)
(1521/189658,-380591/34086)
(4/49,11/14)
#
# (a,b,c,d) = (1736,0,1,0) and D = 6944:
#
(5363856/775139905,21574721474207/1795224019980)
(1/18,-32/9)
(1024/22185,-3009131/709920)
(1/18,32/9)
(1024/22185,3009131/709920)
(1/578,-6948/289)
(5363856/775139905,-21574721474207/1795224019980)
(1/578,6948/289)
#
# (a,b,c,d) = (1,3,5,19) and D = 6944:
#
(9/8,-1/8)
(-227/43,70/43)
(-29/52,21/52)
(1,0)
(-107/467,182/467)
(127/4,-39/4)
#
# (a,b,c,d) = (217,0,2,0) and D = 6944:
#
(1/9,-16/9)
(1/9,16/9)
(10727712/775139905,-21574721474207/3590448039960)
(1/289,-3474/289)
(2048/22185,-3009131/1419840)
(1/289,3474/289)
(2048/22185,3009131/1419840)
(10727712/775139905,21574721474207/3590448039960)
#
# (a,b,c,d) = (2,7,8,11) and D = 6944:
#
(-3/4,1/2)
(-1/2,1/2)
(437/86,-157/86)
(23/26,-1/13)
(-61/2,11)
(653/934,75/934)
#
# (a,b,c,d) = (1737,1,1,0) and D = 6947:
#
(16/2337,112913/9348)
(16/2337,-37659/3116)
#
# (a,b,c,d) = (1737,0,1,0) and D = 6948:
#
#
# (a,b,c,d) = (1738,1,1,0) and D = 6951:
#
(729/8878,-172673/239706)
(729/8878,76495/119853)
#
# (a,b,c,d) = (1738,0,1,0) and D = 6952:
#
#
# (a,b,c,d) = (1739,1,1,0) and D = 6955:
#
(1/29,-151/29)
(1/29,150/29)
#
# (a,b,c,d) = (3,4,10,5) and D = 6955:
#
#
# (a,b,c,d) = (2,8,6,7) and D = 6956:
#
#
# (a,b,c,d) = (1739,0,1,0) and D = 6956:
#
#
# (a,b,c,d) = (1740,1,1,0) and D = 6959:
#
#
# (a,b,c,d) = (1,4,0,12) and D = 6960:
#
(-41/7,9/7)
(1,0)
(-23/25,9/25)
(65/113,36/113)
#
# (a,b,c,d) = (1740,0,1,0) and D = 6960:
#
(9/109,-163/327)
(9/109,163/327)
(9/181,-2159/543)
(9/181,2159/543)
#
# (a,b,c,d) = (218,2,2,0) and D = 6960:
#
(18/109,-217/654)
(18/181,-2213/1086)
(18/181,2105/1086)
(18/109,1/6)
#
# (a,b,c,d) = (1741,1,1,0) and D = 6963:
#
(4/49,75/98)
(4/49,-83/98)
#
# (a,b,c,d) = (3,2,8,-1) and D = 6963:
#
(0,-1)
(14/33,5/11)
#
# (a,b,c,d) = (1741,0,1,0) and D = 6964:
#
(121/2765,-134368/30415)
(121/2765,134368/30415)
#
# (a,b,c,d) = (1742,1,1,0) and D = 6967:
#
(52441/1085204,-509663333/124255858)
(1/38,115/19)
(1/38,-231/38)
(52441/1085204,1007317677/248511716)
#
# (a,b,c,d) = (2,3,11,6) and D = 6967:
#
(337/471,307/2826)
(7/16,5/16)
(-1/2,1)
(19423/28300,-6427/14150)
(3865/3434,-37241/20604)
#
# (a,b,c,d) = (1742,0,1,0) and D = 6968:
#
#
# (a,b,c,d) = (1,2,6,19) and D = 6971:
#
(-109/716,279/716)
(6/7,1/7)
(-50588/7987,19809/7987)
(3/2,-1/2)
(505/421,-126/421)
(1,0)
(53738/22673,-20313/22673)
#
# (a,b,c,d) = (1743,1,1,0) and D = 6971:
#
(1764/185473,-79854013/7789866)
(1764/185473,79779925/7789866)
(1/47,319/47)
(9/241,3554/723)
(9/241,-3581/723)
(1/47,-320/47)
(1/425,8761/425)
(1/425,-8762/425)
#
# (a,b,c,d) = (1743,0,1,0) and D = 6972:
#
(16/193,-223/772)
(16/193,223/772)
#
# (a,b,c,d) = (218,1,2,0) and D = 6972:
#
(32/193,-287/1544)
(32/193,159/1544)
#
# (a,b,c,d) = (14,1,5,0) and D = 6975:
#
(5/16,23/40)
(5/16,-51/80)
#
# (a,b,c,d) = (1744,1,1,0) and D = 6975:
#
(1/16,3)
(1/16,-49/16)
#
# (a,b,c,d) = (218,0,2,0) and D = 6976:
#
(2/137,-1603/274)
(2/137,1603/274)
(128/7505,649817/120080)
(128/7505,-649817/120080)
#
# (a,b,c,d) = (2,6,8,12) and D = 6976:
#
(-395/868,431/868)
(-59/52,31/52)
(4735/65272,82087/195816)
(-1/2,1/2)
(17/142,173/426)
#
# (a,b,c,d) = (1744,0,1,0) and D = 6976:
#
(1/137,1603/137)
(64/7505,649817/60040)
(1/137,-1603/137)
(64/7505,-649817/60040)
#
# (a,b,c,d) = (1,4,5,18) and D = 6976:
#
(19/13,-7/26)
(39/71,56/213)
(1,0)
(211/217,9/434)
(9669/16318,24073/97908)
#
# (a,b,c,d) = (1745,1,1,0) and D = 6979:
#
#
# (a,b,c,d) = (1745,0,1,0) and D = 6980:
#
#
# (a,b,c,d) = (1746,1,1,0) and D = 6983:
#
(1/162,-1031/81)
(1/162,229/18)
(16999129/691010028,8945990074543/1424517172722)
(16999129/691010028,-1995785284217/316559371716)
#
# (a,b,c,d) = (3,1,8,3) and D = 6983:
#
#
# (a,b,c,d) = (65,2,3,0) and D = 6984:
#
#
# (a,b,c,d) = (1746,0,1,0) and D = 6984:
#
#
# (a,b,c,d) = (3,5,3,6) and D = 6987:
#
(259/487,122/487)
(251/112,-281/224)
(-17/41,47/82)
(7/61,32/61)
(7789/11985,307/3995)
(301091/325005,-37117/108335)
(-5/3,1)
(7,-4)
#
# (a,b,c,d) = (1747,1,1,0) and D = 6987:
#
(1/103,1044/103)
(1/19,71/19)
(1/103,-1045/103)
(20449/395827,-218444472/56603261)
(1/19,-72/19)
(20449/395827,215520265/56603261)
#
# (a,b,c,d) = (5,8,10,6) and D = 6988:
#
(1,-1)
(-1/19,11/19)
#
# (a,b,c,d) = (1747,0,1,0) and D = 6988:
#
#
# (a,b,c,d) = (1748,1,1,0) and D = 6991:
#
#
# (a,b,c,d) = (1748,0,1,0) and D = 6992:
#
(100/149121,57584831/1491210)
(100/149121,-57584831/1491210)
#
# (a,b,c,d) = (219,2,2,0) and D = 6992:
#
(200/149121,-57586831/2982420)
(200/149121,19194277/994140)
#
# (a,b,c,d) = (1749,1,1,0) and D = 6995:
#
#
# (a,b,c,d) = (1749,0,1,0) and D = 6996:
#
#
# (a,b,c,d) = (3,6,11,9) and D = 6999:
#
(191/109,-166/109)
(-1,1)
(3,-8/3)
#
# (a,b,c,d) = (1750,1,1,0) and D = 6999:
#
(1/40,-25/4)
(47961/577990,1030333/63289905)
(1/40,249/40)
(625/17554,2224217/438850)
(625/17554,-1119921/219425)
(47961/577990,-358975/3616566)
#
# (a,b,c,d) = (14,0,5,0) and D = 7000:
#
(1/19,-37/19)
(1/19,37/19)
#
# (a,b,c,d) = (1750,0,1,0) and D = 7000:
#
(1/95,-185/19)
(1/95,185/19)
#
# (a,b,c,d) = (1751,1,1,0) and D = 7003:
#
#
# (a,b,c,d) = (1751,0,1,0) and D = 7004:
#
(1/135,1568/135)
(1/135,-1568/135)
#
# (a,b,c,d) = (219,1,2,0) and D = 7004:
#
(2/135,1567/270)
(2/135,-523/90)
#
# (a,b,c,d) = (1752,1,1,0) and D = 7007:
#
(9/532,12205/1596)
(16/1169,39847/4676)
(1/14,-16/7)
(9/322,5653/966)
(9/532,-3058/399)
(16/1169,-39911/4676)
(49/848,-2533/742)
(49/848,19921/5936)
(9/322,-2840/483)
(1/14,31/14)
#
# (a,b,c,d) = (6,5,7,0) and D = 7007:
#
(9/46,-877/966)
(9/76,-259/228)
(16/167,791/668)
(343/848,7045/20776)
(9/76,839/798)
(9/46,53/69)
(1/2,1/7)
(343/848,-26095/41552)
(16/167,-5857/4676)
(1/2,-1/2)
#
# (a,b,c,d) = (1,2,13,13) and D = 7007:
#
(1693/65455,27279/65455)
(-1,1)
(-3421/5959,4123/5959)
(5/13,4/13)
(49/19,-45/19)
(1,0)
(25607347/24898075,-2760534/24898075)
(22/25,-9/25)
(16/19,-9/19)
(100/53,-91/53)
(-632475403/766845605,662870466/766845605)
#
# (a,b,c,d) = (219,0,2,0) and D = 7008:
#
#
# (a,b,c,d) = (1752,0,1,0) and D = 7008:
#
#
# (a,b,c,d) = (1753,1,1,0) and D = 7011:
#
(529/7683,-446590/176709)
(529/7683,434423/176709)
#
# (a,b,c,d) = (65,1,3,0) and D = 7011:
#
(529/2561,140752/176709)
(529/2561,-3921/4531)
#
# (a,b,c,d) = (1753,0,1,0) and D = 7012:
#
#
# (a,b,c,d) = (1754,1,1,0) and D = 7015:
#
#
# (a,b,c,d) = (1754,0,1,0) and D = 7016:
#
#
# (a,b,c,d) = (1755,1,1,0) and D = 7019:
#
#
# (a,b,c,d) = (5,0,6,2) and D = 7020:
#
(-1/15,13/15)
(5/9,-2/9)
(-1/3,4/3)
#
# (a,b,c,d) = (1,0,12,2) and D = 7020:
#
(1,-6)
(1,0)
(16837/19375,3459/19375)
(295/1177,-1281/1177)
#
# (a,b,c,d) = (65,0,3,0) and D = 7020:
#
(3/259,4168/777)
(12/49,-73/294)
(255792/49794241,351371685599/43619755116)
(3/259,-4168/777)
(255792/49794241,-351371685599/43619755116)
(12/49,73/294)
#
# (a,b,c,d) = (2,2,10,1) and D = 7020:
#
(0,1)
(2/3,-1/3)
(1/5,3/5)
#
# (a,b,c,d) = (1,3,6,20) and D = 7020:
#
(19/16,-3/16)
(-3941/2581,1446/2581)
(-3514807/242282,1124319/242282)
(1,0)
(-47/19,78/95)
(-521/634,273/634)
#
# (a,b,c,d) = (2,0,6,7) and D = 7020:
#
(1,-1)
(-10/53,31/53)
(11/65,31/65)
(11305352/15576401,-5518361/15576401)
(76/103,-55/103)
#
# (a,b,c,d) = (1755,0,1,0) and D = 7020:
#
(85264/49794241,-351371685599/14539918372)
(4/49,-73/98)
(1/259,4168/259)
(4/49,73/98)
(85264/49794241,351371685599/14539918372)
(1/259,-4168/259)
#
# (a,b,c,d) = (1756,1,1,0) and D = 7023:
#
#
# (a,b,c,d) = (28,3,4,0) and D = 7024:
#
(784/23465,3576133/1314040)
(4/13,15/52)
(4/13,-27/52)
(784/23465,-3609061/1314040)
#
# (a,b,c,d) = (1756,0,1,0) and D = 7024:
#
(1/13,21/13)
(1/13,-21/13)
(196/23465,-3592597/328510)
(196/23465,3592597/328510)
#
# (a,b,c,d) = (220,2,2,0) and D = 7024:
#
(2/13,-23/26)
(392/23465,-719617/131404)
(392/23465,3587109/657020)
(2/13,19/26)
#
# (a,b,c,d) = (2,4,-2,6) and D = 7024:
#
#
# (a,b,c,d) = (1757,1,1,0) and D = 7027:
#
(64/2513,-124391/20104)
(64/2513,17697/2872)
#
# (a,b,c,d) = (1757,0,1,0) and D = 7028:
#
#
# (a,b,c,d) = (1758,1,1,0) and D = 7031:
#
(1485961/27886320,62631062677/16996712040)
(1/72,-305/36)
(1485961/27886320,-42357837271/11331141360)
(1/72,203/24)
#
# (a,b,c,d) = (3,1,6,5) and D = 7031:
#
(2/3,-1/3)
(13/15,-16/15)
(1291/2697,320/899)
(4927/7089,-4177/35445)
#
# (a,b,c,d) = (1758,0,1,0) and D = 7032:
#
#
# (a,b,c,d) = (1759,1,1,0) and D = 7035:
#
#
# (a,b,c,d) = (1,2,11,18) and D = 7036:
#
(-3/4,7/12)
(239/152,-261/304)
(-1/2,1/2)
(373698035/383431148,12541249/383431148)
(1231/698,-6181/6282)
(1,0)
(1025/1112,91/1112)
#
# (a,b,c,d) = (1759,0,1,0) and D = 7036:
#
(1/20,79/20)
(49/806,-17795/5642)
(49/806,17795/5642)
(1/20,-79/20)
(6241/110360,30274081/8718440)
(6241/110360,-30274081/8718440)
#
# (a,b,c,d) = (4,9,10,8) and D = 7036:
#
(-261/152,739/608)
(91/556,467/1112)
(12541249/191715574,180578393/383431148)
(1,-1/2)
(-6181/3141,4315/3141)
(7/6,-2/3)
(0,1/2)
#
# (a,b,c,d) = (220,1,2,0) and D = 7036:
#
(1/10,-2)
(6241/55180,-384589/217961)
(6241/55180,14890521/8718440)
(49/403,-9069/5642)
(49/403,4363/2821)
(1/10,39/20)
#
# (a,b,c,d) = (1,5,-2,8) and D = 7036:
#
(-6181/3141,2449/6282)
(-261/152,217/608)
(7/6,-1/12)
(12541249/191715574,96559821/191715574)
(91/556,279/556)
(0,1/2)
(1,0)
#
# (a,b,c,d) = (1760,1,1,0) and D = 7039:
#
#
# (a,b,c,d) = (220,0,2,0) and D = 7040:
#
#
# (a,b,c,d) = (1760,0,1,0) and D = 7040:
#
#
# (a,b,c,d) = (5,5,8,4) and D = 7040:
#
#
# (a,b,c,d) = (4,0,2,4) and D = 7040:
#
#
# (a,b,c,d) = (1761,1,1,0) and D = 7043:
#
#
# (a,b,c,d) = (1761,0,1,0) and D = 7044:
#
#
# (a,b,c,d) = (66,3,3,0) and D = 7047:
#
#
# (a,b,c,d) = (1762,1,1,0) and D = 7047:
#
#
# (a,b,c,d) = (3,6,9,9) and D = 7047:
#
(-1648/411,1187/411)
(1/3,1/3)
#
# (a,b,c,d) = (1,1,12,9) and D = 7047:
#
(1,0)
(242/137,-315/137)
#
# (a,b,c,d) = (1762,0,1,0) and D = 7048:
#
(1/83,755/83)
(1/83,-755/83)
#
# (a,b,c,d) = (2,2,7,9) and D = 7048:
#
(-149/86,127/86)
(-2/5,3/5)
(215147/327610,65967/327610)
#
# (a,b,c,d) = (1763,1,1,0) and D = 7051:
#
#
# (a,b,c,d) = (3,2,4,6) and D = 7052:
#
(-1,1)
(83/109,-41/109)
(29/39,-4/13)
(203/201,-160/201)
(-11/3,10/3)
(-2173/53293,29803/53293)
(-185/153,178/153)
(1/3,4/9)
(42145/103871,42101/103871)
(2219/4029,386/1343)
(55/233,113/233)
(23/25,-17/25)
#
# (a,b,c,d) = (1,1,7,17) and D = 7052:
#
(711/281,-362/281)
(-3086/15695,6541/15695)
(-99856/599059,246995/599059)
(26198/21253,-11137/21253)
(2,-1)
(-89/113,62/113)
(229/199,-90/199)
(5608/5723,259/5723)
(-2943/3925,2108/3925)
(-6147/55,3182/55)
(4/5,1/5)
(28701/17861,-13832/17861)
(1,0)
(-580/949,473/949)
#
# (a,b,c,d) = (1,4,8,22) and D = 7052:
#
(265/217,-36/217)
(-43977/136535,52568/136535)
(-3/5,2/5)
(68169327/125898815,30325532/125898815)
(79/61,-13/61)
(-10105/8153,41531/89683)
(-8491205/9390241,3956447/9390241)
(67/13,-19/13)
(269/287,13/287)
(-7,2)
(1,0)
(-4205/217,1199/217)
#
# (a,b,c,d) = (1763,0,1,0) and D = 7052:
#
(1/203,-2892/203)
(4624/67137,11327329/4565316)
(4624/67137,-11327329/4565316)
(1/23,-102/23)
(4/81,-647/162)
(1/203,2892/203)
(1/23,102/23)
(4/57,269/114)
(4/57,-269/114)
(1/4379,-289776/4379)
(4/81,647/162)
(1157776/62007393,-485465966063/66719954868)
(1/4379,289776/4379)
(1157776/62007393,485465966063/66719954868)
#
# (a,b,c,d) = (1,0,11,8) and D = 7052:
#
(136/209,-301/418)
(665/461,-942/461)
(1,0)
(2178/2195,397/8780)
(585/703,1117/5624)
(323/515,-312/515)
(1,-11/8)
(57421/43549,-80988/43549)
(7/8,-13/64)
(-163/353,294/353)
(0,1/2)
(-1/11,6/11)
#
# (a,b,c,d) = (1764,1,1,0) and D = 7055:
#
(49/2466,-60890/8631)
(49/2466,13493/1918)
#
# (a,b,c,d) = (221,2,2,0) and D = 7056:
#
#
# (a,b,c,d) = (1764,0,1,0) and D = 7056:
#
#
# (a,b,c,d) = (1765,1,1,0) and D = 7059:
#
#
# (a,b,c,d) = (1765,0,1,0) and D = 7060:
#
#
# (a,b,c,d) = (1766,1,1,0) and D = 7063:
#
#
# (a,b,c,d) = (1766,0,1,0) and D = 7064:
#
#
# (a,b,c,d) = (1767,1,1,0) and D = 7067:
#
#
# (a,b,c,d) = (1767,0,1,0) and D = 7068:
#
#
# (a,b,c,d) = (221,1,2,0) and D = 7068:
#
#
# (a,b,c,d) = (1768,1,1,0) and D = 7071:
#
#
# (a,b,c,d) = (221,0,2,0) and D = 7072:
#
(25/253,-2524/1265)
(25/253,2524/1265)
#
# (a,b,c,d) = (1768,0,1,0) and D = 7072:
#
(25/506,5048/1265)
(25/506,-5048/1265)
#
# (a,b,c,d) = (3,7,7,8) and D = 7075:
#
(0,1/2)
#
# (a,b,c,d) = (1769,1,1,0) and D = 7075:
#
#
# (a,b,c,d) = (1769,0,1,0) and D = 7076:
#
#
# (a,b,c,d) = (1770,1,1,0) and D = 7079:
#
#
# (a,b,c,d) = (1770,0,1,0) and D = 7080:
#
#
# (a,b,c,d) = (1771,1,1,0) and D = 7083:
#
#
# (a,b,c,d) = (2,4,0,7) and D = 7084:
#
(16/13,-5/13)
#
# (a,b,c,d) = (1771,0,1,0) and D = 7084:
#
#
# (a,b,c,d) = (1,5,6,17) and D = 7087:
#
(334/439,63/439)
(-12/13,5/13)
(1,0)
(-9,2)
#
# (a,b,c,d) = (1772,1,1,0) and D = 7087:
#
(49/1688,-17001/2954)
(4/73,521/146)
(25/346,1822/865)
(4/73,-529/146)
(49/1688,67661/11816)
(25/346,-3769/1730)
#
# (a,b,c,d) = (222,2,2,0) and D = 7088:
#
#
# (a,b,c,d) = (1772,0,1,0) and D = 7088:
#
#
# (a,b,c,d) = (4,4,4,5) and D = 7088:
#
(-1,1)
(299/427,-101/427)
#
# (a,b,c,d) = (1773,1,1,0) and D = 7091:
#
(64/2193,-33555/5848)
(64/2193,100153/17544)
#
# (a,b,c,d) = (1773,0,1,0) and D = 7092:
#
(16/873,-8551/1164)
(16/873,8551/1164)
#
# (a,b,c,d) = (66,2,3,0) and D = 7092:
#
(16/291,943/388)
(16/291,-8615/3492)
#
# (a,b,c,d) = (1774,1,1,0) and D = 7095:
#
#
# (a,b,c,d) = (1774,0,1,0) and D = 7096:
#
#
# (a,b,c,d) = (1775,1,1,0) and D = 7099:
#
#
# (a,b,c,d) = (3,7,10,0) and D = 7100:
#
(2/3,1/30)
(512/2109,-16165/22496)
(2/3,-1/2)
(512/2109,185131/337440)
#
# (a,b,c,d) = (222,1,2,0) and D = 7100:
#
(512/10545,-29003/9120)
(2/15,-41/30)
(2/15,13/10)
(512/10545,354973/112480)
#
# (a,b,c,d) = (1775,0,1,0) and D = 7100:
#
(1/15,-8/3)
(1/15,8/3)
(256/10545,213803/33744)
(256/10545,-213803/33744)
#
# (a,b,c,d) = (2,3,10,0) and D = 7100:
#
(2/3,-11/30)
(512/2109,40303/67488)
(512/2109,-226091/337440)
(2/3,1/6)
#
# (a,b,c,d) = (15,4,5,0) and D = 7100:
#
(1/3,2/5)
(256/2109,-44399/33744)
(1/3,-2/3)
(256/2109,68537/56240)
#
# (a,b,c,d) = (1776,1,1,0) and D = 7103:
#
#
# (a,b,c,d) = (222,0,2,0) and D = 7104:
#
(9/56,-83/168)
(9/56,83/168)
#
# (a,b,c,d) = (1776,0,1,0) and D = 7104:
#
(9/112,-83/84)
(9/112,83/84)
#
# (a,b,c,d) = (5,7,8,0) and D = 7104:
#
(9/14,-53/336)
(9/14,-17/42)
#
# (a,b,c,d) = (28,2,4,0) and D = 7104:
#
(9/28,-55/168)
(9/28,1/6)
#
# (a,b,c,d) = (5,2,6,3) and D = 7107:
#
(1,-2)
(92/817,507/817)
(25/54,17/54)
(-2663/7081,7414/7081)
#
# (a,b,c,d) = (1777,1,1,0) and D = 7107:
#
(1/13,20/13)
(1/13,-21/13)
#
# (a,b,c,d) = (1,5,4,14) and D = 7108:
#
(39/50,7/50)
(-11735/298,2457/298)
(253/448,117/448)
(-97903/147,20498/147)
(-20721/25654,9695/25654)
(-1943/1665,616/1665)
(-523/623,234/623)
(-33/8,7/8)
(1,0)
(-395/744,301/744)
(89/111,14/111)
#
# (a,b,c,d) = (1777,0,1,0) and D = 7108:
#
(36/481,5327/2886)
(1/461,-9898/461)
(1/17,56/17)
(12544/325193,-175732283/36421616)
(1/461,9898/461)
(3969/93613,26631998/5897619)
(12544/325193,175732283/36421616)
(3969/93613,-26631998/5897619)
(1/17,-56/17)
(36/481,-5327/2886)
#
# (a,b,c,d) = (1778,1,1,0) and D = 7111:
#
#
# (a,b,c,d) = (1778,0,1,0) and D = 7112:
#
#
# (a,b,c,d) = (1,2,10,19) and D = 7115:
#
(1,0)
(2,-1)
(9/10,1/10)
(505/349,-234/349)
(-6165/13612,6283/13612)
#
# (a,b,c,d) = (1779,1,1,0) and D = 7115:
#
(121/1989,22673/7293)
(29929/493311,266416708/85342803)
(1/21,86/21)
(1/879,26060/879)
(6084/174529,-70348933/13613262)
(1/879,-8687/293)
(121/1989,-69350/21879)
(29929/493311,-90531475/28447601)
(1/21,-29/7)
(6084/174529,69874381/13613262)
#
# (a,b,c,d) = (3,0,8,2) and D = 7116:
#
(491832577/1352011899,-1493086960/1352011899)
(-11/21,47/21)
#
# (a,b,c,d) = (1779,0,1,0) and D = 7116:
#
#
# (a,b,c,d) = (66,1,3,0) and D = 7119:
#
(4/19,85/114)
(4/19,-31/38)
(126736/2314675,6043872991/2472072900)
(126736/2314675,-184514879/74911300)
#
# (a,b,c,d) = (1780,1,1,0) and D = 7119:
#
(126736/6944025,-3644371001/494414580)
(126736/6944025,18176736989/2472072900)
(4/57,-271/114)
(4/57,263/114)
#
# (a,b,c,d) = (1780,0,1,0) and D = 7120:
#
#
# (a,b,c,d) = (223,2,2,0) and D = 7120:
#
#
# (a,b,c,d) = (1781,1,1,0) and D = 7123:
#
#
# (a,b,c,d) = (1781,0,1,0) and D = 7124:
#
#
# (a,b,c,d) = (1782,1,1,0) and D = 7127:
#
(25/2334,112573/11670)
(25/2334,-18783/1945)
#
# (a,b,c,d) = (1782,0,1,0) and D = 7128:
#
(4/16897,2196415/33794)
(4/16897,-2196415/33794)
#
# (a,b,c,d) = (66,0,3,0) and D = 7128:
#
(12/16897,2196415/101382)
(12/16897,-2196415/101382)
#
# (a,b,c,d) = (2,6,9,13) and D = 7128:
#
(-1/2,1/2)
(-103/260,127/260)
#
# (a,b,c,d) = (1783,1,1,0) and D = 7131:
#
#
# (a,b,c,d) = (223,1,2,0) and D = 7132:
#
(1/7,15/14)
(1/7,-8/7)
#
# (a,b,c,d) = (1783,0,1,0) and D = 7132:
#
(1/14,-31/14)
(1/14,31/14)
#
# (a,b,c,d) = (1784,1,1,0) and D = 7135:
#
#
# (a,b,c,d) = (223,0,2,0) and D = 7136:
#
#
# (a,b,c,d) = (1784,0,1,0) and D = 7136:
#
#
# (a,b,c,d) = (1785,1,1,0) and D = 7139:
#
#
# (a,b,c,d) = (1,5,9,22) and D = 7139:
#
(1,0)
(469/439,-18/439)
#
# (a,b,c,d) = (1785,0,1,0) and D = 7140:
#
#
# (a,b,c,d) = (1786,1,1,0) and D = 7143:
#
#
# (a,b,c,d) = (1786,0,1,0) and D = 7144:
#
#
# (a,b,c,d) = (1787,1,1,0) and D = 7147:
#
#
# (a,b,c,d) = (1787,0,1,0) and D = 7148:
#
#
# (a,b,c,d) = (5,3,7,3) and D = 7148:
#
(5/9,-8/9)
#
# (a,b,c,d) = (1788,1,1,0) and D = 7151:
#
#
# (a,b,c,d) = (224,2,2,0) and D = 7152:
#
(5041/31724,-365724/563101)
(1/14,-18/7)
(1/14,5/2)
(5041/31724,157855/321772)
#
# (a,b,c,d) = (28,1,4,0) and D = 7152:
#
(5041/15862,157855/643544)
(1/7,5/4)
(1/7,-9/7)
(5041/15862,-182862/563101)
#
# (a,b,c,d) = (1788,0,1,0) and D = 7152:
#
(1/28,71/14)
(5041/63448,-2567881/2252404)
(1/28,-71/14)
(5041/63448,2567881/2252404)
#
# (a,b,c,d) = (1,0,12,3) and D = 7155:
#
(1,0)
(1,-4)
(-4093/8579,17164/8579)
#
# (a,b,c,d) = (1789,1,1,0) and D = 7155:
#
(16/201,-923/804)
(16/201,859/804)
#
# (a,b,c,d) = (67,3,3,0) and D = 7155:
#
(16/67,-131/268)
(16/67,1/4)
#
# (a,b,c,d) = (1789,0,1,0) and D = 7156:
#
#
# (a,b,c,d) = (1790,1,1,0) and D = 7159:
#
#
# (a,b,c,d) = (1790,0,1,0) and D = 7160:
#
#
# (a,b,c,d) = (1791,1,1,0) and D = 7163:
#
#
# (a,b,c,d) = (1791,0,1,0) and D = 7164:
#
(4/49,55/98)
(4/49,-55/98)
#
# (a,b,c,d) = (224,1,2,0) and D = 7164:
#
(8/49,47/196)
(8/49,-9/28)
#
# (a,b,c,d) = (1792,1,1,0) and D = 7167:
#
(225/3514,-153287/52710)
(225/3514,10708/3765)
#
# (a,b,c,d) = (1792,0,1,0) and D = 7168:
#
(1/32,-11/2)
(1/16,-3)
(1/148,-450/37)
(1/16,3)
(1/32,11/2)
(121/1472,241/1012)
(1/148,450/37)
(121/1472,-241/1012)
#
# (a,b,c,d) = (2,10,16,0) and D = 7168:
#
(1,-1/8)
(121/92,-431/1012)
(121/92,-3207/8096)
(1/2,-1/2)
(1/2,3/16)
(1,-1/2)
(4/37,-235/296)
(4/37,215/296)
#
# (a,b,c,d) = (1,11,32,0) and D = 7168:
#
(1,-11/32)
(121/46,-225/506)
(2,-7/16)
(8/37,-247/592)
(8/37,203/592)
(121/46,-7441/16192)
(1,0)
(2,-1/4)
#
# (a,b,c,d) = (29,4,4,0) and D = 7168:
#
(1/37,-113/37)
(121/368,-849/8096)
(1/4,-7/8)
(1/4,5/8)
(121/368,-1813/8096)
(1/37,112/37)
(1/8,21/16)
(1/8,-23/16)
#
# (a,b,c,d) = (1,6,16,0) and D = 7168:
#
(1,-3/8)
(4/37,-231/296)
(1/2,-7/16)
(121/92,-2117/8096)
(1,0)
(1/2,1/4)
(4/37,219/296)
(121/92,-469/2024)
#
# (a,b,c,d) = (28,0,4,0) and D = 7168:
#
(1/4,3/4)
(121/368,241/4048)
(1/4,-3/4)
(1/8,11/8)
(1/8,-11/8)
(121/368,-241/4048)
(1/37,-225/74)
(1/37,225/74)
#
# (a,b,c,d) = (224,0,2,0) and D = 7168:
#
(1/74,225/37)
(1/8,3/2)
(121/736,241/2024)
(121/736,-241/2024)
(1/74,-225/37)
(1/8,-3/2)
(1/16,-11/4)
(1/16,11/4)
#
# (a,b,c,d) = (4,4,8,0) and D = 7168:
#
(2/37,-227/148)
(1/4,5/8)
(121/184,-545/4048)
(1/4,-3/4)
(1/2,-1/2)
(2/37,223/148)
(1/2,1/4)
(121/184,-393/2024)
#
# (a,b,c,d) = (1793,1,1,0) and D = 7171:
#
#
# (a,b,c,d) = (1793,0,1,0) and D = 7172:
#
#
# (a,b,c,d) = (2,4,11,11) and D = 7172:
#
(6/7,-1/7)
#
# (a,b,c,d) = (1794,1,1,0) and D = 7175:
#
#
# (a,b,c,d) = (2,5,5,10) and D = 7175:
#
(-1/2,1/2)
(-331/1412,691/1412)
#
# (a,b,c,d) = (1794,0,1,0) and D = 7176:
#
(81/2635,-131689/23715)
(81/2635,131689/23715)
#
# (a,b,c,d) = (1795,1,1,0) and D = 7179:
#
#
# (a,b,c,d) = (1795,0,1,0) and D = 7180:
#
(49/2279,-107822/15953)
(49/2279,107822/15953)
#
# (a,b,c,d) = (3,8,10,10) and D = 7180:
#
(9/19,4/19)
(73/67,-29/67)
(2683/3225,-176/1075)
#
# (a,b,c,d) = (1796,1,1,0) and D = 7183:
#
#
# (a,b,c,d) = (1796,0,1,0) and D = 7184:
#
#
# (a,b,c,d) = (225,2,2,0) and D = 7184:
#
#
# (a,b,c,d) = (1797,1,1,0) and D = 7187:
#
#
# (a,b,c,d) = (3,3,8,6) and D = 7188:
#
(913/1280,-467/1280)
(-1,4/3)
(139/200,-1/200)
(64547/89080,-157019/267240)
#
# (a,b,c,d) = (1797,0,1,0) and D = 7188:
#
(1/13,-20/13)
(1/13,20/13)
#
# (a,b,c,d) = (1798,1,1,0) and D = 7191:
#
#
# (a,b,c,d) = (1798,0,1,0) and D = 7192:
#
#
# (a,b,c,d) = (1799,1,1,0) and D = 7195:
#
#
# (a,b,c,d) = (1799,0,1,0) and D = 7196:
#
(1/50,-351/50)
(1/50,351/50)
(13689/193600,51396337/22651200)
(13689/193600,-51396337/22651200)
#
# (a,b,c,d) = (225,1,2,0) and D = 7196:
#
(1/25,-88/25)
(1/25,7/2)
(13689/96800,-1059959/906048)
(13689/96800,12448681/11325600)
#
# (a,b,c,d) = (4,11,11,8) and D = 7199:
#
(1,-3/8)
(344551/310474,-144483/310474)
(-1501/12314,3378/6157)
(-9/34,10/17)
(40/41,-29/82)
(-7/4,1)
(-203/538,327/538)
(0,1/2)
(-9/4,5/4)
(-2574/431,5581/1724)
#
# (a,b,c,d) = (1800,1,1,0) and D = 7199:
#
(630436/13265121,-14548785519/3510835358)
(1/18,-32/9)
(1/2400,-4899/100)
(4/105,-205/42)
(121/1956,5406/1793)
(4/105,339/70)
(9/4432,-36883/1662)
(1/18,7/2)
(9/4432,295037/13296)
(16129/364140,-50711902/11561445)
(169/3132,147347/40716)
(1/2400,4703/96)
(9/142,-1259/426)
(16129/364140,4462205/1027684)
(841/196176,10858931/711138)
(121/1956,-66203/21516)
(630436/13265121,43145790373/10532506074)
(169/3132,-4154/1131)
(9/142,616/213)
(841/196176,-28965279/1896368)
#
# (a,b,c,d) = (9,4,6,0) and D = 7200:
#
#
# (a,b,c,d) = (67,2,3,0) and D = 7200:
#
#
# (a,b,c,d) = (1800,0,1,0) and D = 7200:
#
#
# (a,b,c,d) = (225,0,2,0) and D = 7200:
#
#
# (a,b,c,d) = (7,7,7,0) and D = 7203:
#
(16/3031,63039/12124)
(16/3031,-63103/12124)
(4/7,-3/14)
(4/7,-5/14)
#
# (a,b,c,d) = (7,37,49,0) and D = 7203:
#
(16/433,-64255/84868)
(16/433,1263/1732)
(4,-149/98)
(4,-3/2)
#
# (a,b,c,d) = (1801,1,1,0) and D = 7203:
#
(4/49,-53/98)
(16/21217,3090447/84868)
(4/49,45/98)
(16/21217,-3090511/84868)
#
# (a,b,c,d) = (1801,0,1,0) and D = 7204:
#
#
# (a,b,c,d) = (1802,1,1,0) and D = 7207:
#
#
# (a,b,c,d) = (1802,0,1,0) and D = 7208:
#
#
# (a,b,c,d) = (1803,1,1,0) and D = 7211:
#
#
# (a,b,c,d) = (1803,0,1,0) and D = 7212:
#
(9/583,14030/1749)
(9/583,-14030/1749)
(36/457,-3365/2742)
(36/457,3365/2742)
#
# (a,b,c,d) = (5,1,5,3) and D = 7212:
#
(-2/17,13/17)
(-1,2)
(11/19,-4/19)
(2416/3959,-3707/3959)
#
# (a,b,c,d) = (1804,1,1,0) and D = 7215:
#
(4/49,43/98)
(4/49,-51/98)
#
# (a,b,c,d) = (3,6,5,7) and D = 7215:
#
(-3/7,4/7)
(23/21,-10/21)
(2477/1415,-9179/9905)
#
# (a,b,c,d) = (1804,0,1,0) and D = 7216:
#
#
# (a,b,c,d) = (226,2,2,0) and D = 7216:
#
#
# (a,b,c,d) = (4,0,7,2) and D = 7216:
#
#
# (a,b,c,d) = (4,6,10,6) and D = 7216:
#
#
# (a,b,c,d) = (1,1,9,16) and D = 7219:
#
(1,0)
(1/3,1/3)
(431/353,-234/353)
(-4,5/2)
(-14165/34689,16939/34689)
#
# (a,b,c,d) = (1805,1,1,0) and D = 7219:
#
(169/3197,-155904/41561)
(1/53,383/53)
(1/53,-384/53)
(25/311,1309/1555)
(588289/8655695,16538980002/6638918065)
(25/311,-1434/1555)
(588289/8655695,-3398039533/1327783613)
(169/3197,153707/41561)
#
# (a,b,c,d) = (1805,0,1,0) and D = 7220:
#
#
# (a,b,c,d) = (1806,1,1,0) and D = 7223:
#
(80586529/11404015908,-1217803803737791/102373850806116)
(80586529/11404015908,202846729744493/17062308467686)
(1/566,-6733/283)
(1/66,-535/66)
(1/66,89/11)
(1/152,-937/76)
(1/566,13465/566)
(1/152,1873/152)
#
# (a,b,c,d) = (2,7,7,10) and D = 7223:
#
(-5023/3592,1023/1796)
(9/34,127/340)
(-1,1/2)
(-1/4,1/2)
(-1/2,1/2)
(-5113/7052,3457/7052)
#
# (a,b,c,d) = (1806,0,1,0) and D = 7224:
#
#
# (a,b,c,d) = (67,1,3,0) and D = 7227:
#
(9042049/205871029,-1705113634647/619054184203)
(9042049/205871029,5088151462598/1857162552609)
(1/91,501/91)
(1/91,-1504/273)
#
# (a,b,c,d) = (1807,1,1,0) and D = 7227:
#
(9042049/617613087,-15318833270480/1857162552609)
(1/273,-347/21)
(9042049/617613087,1176280294549/142858657893)
(1/273,4510/273)
#
# (a,b,c,d) = (226,1,2,0) and D = 7228:
#
(2/107,-1107/214)
(2/107,1105/214)
#
# (a,b,c,d) = (1807,0,1,0) and D = 7228:
#
(1/107,-1106/107)
(1/107,1106/107)
#
# (a,b,c,d) = (1808,1,1,0) and D = 7231:
#
#
# (a,b,c,d) = (226,0,2,0) and D = 7232:
#
#
# (a,b,c,d) = (1808,0,1,0) and D = 7232:
#
#
# (a,b,c,d) = (1809,1,1,0) and D = 7235:
#
(4/2409,39411/1606)
(4/2409,-118241/4818)
#
# (a,b,c,d) = (1809,0,1,0) and D = 7236:
#
(86436/12621457,44826830567/3710708358)
(86436/12621457,-44826830567/3710708358)
#
# (a,b,c,d) = (67,0,3,0) and D = 7236:
#
(259308/12621457,44826830567/11132125074)
(259308/12621457,-44826830567/11132125074)
#
# (a,b,c,d) = (2,4,3,9) and D = 7236:
#
(-1/2,1/2)
#
# (a,b,c,d) = (4,9,12,9) and D = 7236:
#
(-1/2,2/3)
#
# (a,b,c,d) = (3,4,5,7) and D = 7239:
#
(3/17,8/17)
#
# (a,b,c,d) = (1810,1,1,0) and D = 7239:
#
#
# (a,b,c,d) = (1810,0,1,0) and D = 7240:
#
#
# (a,b,c,d) = (1811,1,1,0) and D = 7243:
#
#
# (a,b,c,d) = (1811,0,1,0) and D = 7244:
#
(4/609,-15025/1218)
(4/609,15025/1218)
#
# (a,b,c,d) = (1,1,11,13) and D = 7244:
#
(119/169,38/169)
(1,0)
(-309/41,266/41)
(175/127,-144/127)
#
# (a,b,c,d) = (1812,1,1,0) and D = 7247:
#
#
# (a,b,c,d) = (1812,0,1,0) and D = 7248:
#
(1/22,47/11)
(2209/34573,-4668287/1624931)
(1/37,-221/37)
(4/49,-41/98)
(9/622,-7735/933)
(81/2173,96425/19557)
(195364/2410513,-703794937/1065446746)
(9/622,7735/933)
(195364/2410513,703794937/1065446746)
(81/2173,-96425/19557)
(121/4141,-260383/45551)
(1/22,-47/11)
(1/37,221/37)
(1/382,-3733/191)
(2209/34573,4668287/1624931)
(4/49,41/98)
(1/382,3733/191)
(121/4141,260383/45551)
#
# (a,b,c,d) = (4,4,9,3) and D = 7248:
#
(17/26,-3/13)
(1/2,-1)
(2/3,-5/3)
(359/56398,38747/56398)
(484/771,5/771)
(60797/121218,13745/60609)
(170/31,-457/31)
(61/96,-31/96)
(-1/2,3/2)
(-61/54,83/27)
(40715/67348,-27961/67348)
(-7463/5538,10105/2769)
(80/247,101/247)
(1355282/2522585,-3040683/2522585)
(1/10,3/5)
#
# (a,b,c,d) = (4,2,8,1) and D = 7248:
#
(0,1)
(1/4,-3/2)
(-117/62,457/31)
(-1/6,5/3)
(2/5,-3/5)
(37271/60609,-13745/60609)
(11/27,-83/27)
(7/13,3/13)
(39465/112796,-38747/56398)
(973/1542,-5/771)
(1321/2769,-10105/2769)
(-330119/5045170,3040683/2522585)
(261/494,-101/247)
(53469/134696,27961/67348)
(91/192,31/96)
#
# (a,b,c,d) = (227,2,2,0) and D = 7248:
#
(8/49,25/196)
(162/2173,94967/39114)
(242/4141,257721/91102)
(1/191,1866/191)
(390728/2410513,531093161/2130893492)
(8/49,-57/196)
(242/4141,-263045/91102)
(162/2173,-97883/39114)
(1/11,23/11)
(9/311,3854/933)
(1/191,-1867/191)
(4418/34573,4460641/3249862)
(2/37,219/74)
(2/37,-223/74)
(9/311,-3881/933)
(1/11,-24/11)
(4418/34573,-4875933/3249862)
(390728/2410513,-3861219/9387196)
#
# (a,b,c,d) = (1813,1,1,0) and D = 7251:
#
#
# (a,b,c,d) = (1813,0,1,0) and D = 7252:
#
#
# (a,b,c,d) = (1814,1,1,0) and D = 7255:
#
(1/14,15/7)
(1/14,-31/14)
#
# (a,b,c,d) = (2,3,5,10) and D = 7255:
#
(3229/1410,-1831/1410)
(-13193/113336,27305/56668)
(-1/4,1/2)
(27/29,-17/58)
#
# (a,b,c,d) = (1814,0,1,0) and D = 7256:
#
#
# (a,b,c,d) = (1,4,4,17) and D = 7259:
#
(1,0)
(-27/28,11/28)
(-4,1)
(395/443,36/443)
(-3573/4784,1861/4784)
#
# (a,b,c,d) = (1815,1,1,0) and D = 7259:
#
(289/18327,-2474672/311559)
(289/18327,823253/103853)
(121/1611,-31748/17721)
(1/15,-8/3)
(121/1611,10139/5907)
(1/15,13/5)
#
# (a,b,c,d) = (227,1,2,0) and D = 7260:
#
#
# (a,b,c,d) = (1815,0,1,0) and D = 7260:
#
#
# (a,b,c,d) = (1816,1,1,0) and D = 7263:
#
#
# (a,b,c,d) = (68,3,3,0) and D = 7263:
#
#
# (a,b,c,d) = (2,3,9,10) and D = 7263:
#
(-3,5/2)
#
# (a,b,c,d) = (1816,0,1,0) and D = 7264:
#
#
# (a,b,c,d) = (227,0,2,0) and D = 7264:
#
#
# (a,b,c,d) = (1817,1,1,0) and D = 7267:
#
(49/611,3618/4277)
(1/3289,-188624/3289)
(1/13,-20/13)
(4/913,-27589/1826)
(1/3289,8201/143)
(1681/30719,4477573/1259479)
(4/913,27581/1826)
(1/13,19/13)
(1681/30719,-4546494/1259479)
(49/611,-3961/4277)
(1/143,1709/143)
(1/143,-1710/143)
#
# (a,b,c,d) = (1,3,13,0) and D = 7267:
#
(52/913,27429/23738)
(49/47,-223/4277)
(1,-3/13)
(1/253,-14511/3289)
(49/47,-62/329)
(52/913,-27741/23738)
(1/253,1116/253)
(1/11,-133/143)
(1/11,10/11)
(1,0)
(1681/2363,18746/96883)
(1681/2363,-450461/1259479)
#
# (a,b,c,d) = (5,4,8,1) and D = 7267:
#
(0,1)
(-1573/3010,2417/602)
(36/67,-29/67)
(-1/19,22/19)
(-1/3,8/3)
(13/41,-34/41)
(7/20,-3/4)
(1/2,-1/2)
(973/3656,1947/3656)
(1090/1799,-241/1799)
#
# (a,b,c,d) = (1817,0,1,0) and D = 7268:
#
#
# (a,b,c,d) = (1818,1,1,0) and D = 7271:
#
#
# (a,b,c,d) = (2,2,3,9) and D = 7272:
#
(2/11,5/11)
(-5/2,3/2)
#
# (a,b,c,d) = (1818,0,1,0) and D = 7272:
#
(1/19,71/19)
(1/19,-71/19)
#
# (a,b,c,d) = (15,3,5,0) and D = 7275:
#
(1620/4369,103013/393210)
(720/1849,16883/110940)
(1/23,-248/115)
(1/5,22/25)
(1/17,-158/85)
(1620/4369,-190493/393210)
(2209/6035,405356/1418225)
(2209/6035,-28673/56729)
(720/1849,-42803/110940)
(1/23,49/23)
(1/17,31/17)
(1/5,-1)
#
# (a,b,c,d) = (1819,1,1,0) and D = 7275:
#
(1/25,-118/25)
(1/115,1232/115)
(144/1849,-30707/22188)
(2209/30175,161973/83425)
(1/25,117/25)
(2209/30175,-2857364/1418225)
(324/4369,-149669/78642)
(324/4369,8461/4626)
(1/85,46/5)
(144/1849,28979/22188)
(1/85,-783/85)
(1/115,-1233/115)
#
# (a,b,c,d) = (6,2,6,-1) and D = 7276:
#
(0,-1)
(7/13,1/13)
#
# (a,b,c,d) = (1819,0,1,0) and D = 7276:
#
(49/835,-19188/5845)
(49/835,19188/5845)
#
# (a,b,c,d) = (1820,1,1,0) and D = 7279:
#
#
# (a,b,c,d) = (29,3,4,0) and D = 7280:
#
#
# (a,b,c,d) = (1820,0,1,0) and D = 7280:
#
#
# (a,b,c,d) = (228,2,2,0) and D = 7280:
#
#
# (a,b,c,d) = (1821,1,1,0) and D = 7283:
#
#
# (a,b,c,d) = (3,2,3,6) and D = 7284:
#
(595/1881,292/627)
#
# (a,b,c,d) = (1821,0,1,0) and D = 7284:
#
#
# (a,b,c,d) = (1,4,7,21) and D = 7287:
#
(617/899,171/899)
(1,0)
(503/443,-45/443)
#
# (a,b,c,d) = (1822,1,1,0) and D = 7287:
#
#
# (a,b,c,d) = (1822,0,1,0) and D = 7288:
#
#
# (a,b,c,d) = (1823,1,1,0) and D = 7291:
#
#
# (a,b,c,d) = (2,3,11,7) and D = 7291:
#
#
# (a,b,c,d) = (228,1,2,0) and D = 7292:
#
(18050/120351,-6978533/7622230)
(18050/120351,19220849/22866690)
#
# (a,b,c,d) = (1823,0,1,0) and D = 7292:
#
(9025/120351,-20078224/11433345)
(9025/120351,20078224/11433345)
#
# (a,b,c,d) = (1824,1,1,0) and D = 7295:
#
#
# (a,b,c,d) = (1824,0,1,0) and D = 7296:
#
#
# (a,b,c,d) = (228,0,2,0) and D = 7296:
#
#
# (a,b,c,d) = (1825,1,1,0) and D = 7299:
#
#
# (a,b,c,d) = (1,2,13,14) and D = 7300:
#
(37/16,-63/32)
(1,0)
#
# (a,b,c,d) = (1825,0,1,0) and D = 7300:
#
(441/6169,-279728/129549)
(441/6169,279728/129549)
#
# (a,b,c,d) = (1,6,7,15) and D = 7303:
#
(7/17,5/17)
(2,-1/3)
(-2/7,3/7)
(5437/12533,3577/12533)
(-12193/5887,13072/29435)
(8923/19,-1713/19)
(1,0)
#
# (a,b,c,d) = (1826,1,1,0) and D = 7303:
#
(1/26,125/26)
(1/26,-63/13)
(1/106,545/53)
(1/106,-1091/106)
#
# (a,b,c,d) = (1826,0,1,0) and D = 7304:
#
#
# (a,b,c,d) = (1827,1,1,0) and D = 7307:
#
#
# (a,b,c,d) = (68,2,3,0) and D = 7308:
#
#
# (a,b,c,d) = (1827,0,1,0) and D = 7308:
#
#
# (a,b,c,d) = (1828,1,1,0) and D = 7311:
#
#
# (a,b,c,d) = (1828,0,1,0) and D = 7312:
#
#
# (a,b,c,d) = (229,2,2,0) and D = 7312:
#
#
# (a,b,c,d) = (1829,1,1,0) and D = 7315:
#
#
# (a,b,c,d) = (1829,0,1,0) and D = 7316:
#
#
# (a,b,c,d) = (1830,1,1,0) and D = 7319:
#
#
# (a,b,c,d) = (3,7,10,10) and D = 7320:
#
#
# (a,b,c,d) = (1830,0,1,0) and D = 7320:
#
(4/49,23/98)
(4/49,-23/98)
#
# (a,b,c,d) = (3,5,7,8) and D = 7323:
#
(-413/69,100/23)
(7/11,1/11)
(0,1/2)
(17976907/19242909,-3031100/6414303)
(-1278/1675,4841/6700)
#
# (a,b,c,d) = (1831,1,1,0) and D = 7323:
#
(900601/14739247,-43609987056/13987545403)
(1/61,474/61)
(900601/14739247,42755316707/13987545403)
(1/61,-475/61)
#
# (a,b,c,d) = (229,1,2,0) and D = 7324:
#
#
# (a,b,c,d) = (1831,0,1,0) and D = 7324:
#
#
# (a,b,c,d) = (1832,1,1,0) and D = 7327:
#
#
# (a,b,c,d) = (229,0,2,0) and D = 7328:
#
#
# (a,b,c,d) = (1832,0,1,0) and D = 7328:
#
#
# (a,b,c,d) = (1833,1,1,0) and D = 7331:
#
(1/17,55/17)
(25/1899,27506/3165)
(1369/36975,-2265482/456025)
(25/1899,-82643/9495)
(484/5993,-91625/131846)
(1/17,-56/17)
(1369/36975,6745793/1368075)
(484/5993,6229/10142)
#
# (a,b,c,d) = (4,7,11,7) and D = 7331:
#
(16,-127/7)
(82/199,51/199)
(187359/256168,-17477/64042)
(-1/43,23/43)
(181303/233602,-60926/116801)
(-3/4,1)
(1,-1)
#
# (a,b,c,d) = (4,7,6,6) and D = 7332:
#
(1/8,1/2)
(-178613/272620,46491/68155)
(-1/5,3/5)
(-139/123,109/123)
#
# (a,b,c,d) = (1833,0,1,0) and D = 7332:
#
(1/277,4610/277)
(1/277,-4610/277)
#
# (a,b,c,d) = (1,2,5,19) and D = 7335:
#
(505/439,-99/439)
(-1684/951,665/951)
(11/3,-4/3)
(-2/9,67/171)
(137/465,158/465)
(210631/187293,-36673/187293)
(377525/373869,-5629/373869)
(-111301/63309,44015/63309)
(-9/11,5/11)
(-60370/78231,34979/78231)
(1/3,1/3)
(-5/3,2/3)
(251/75,-91/75)
(1,0)
#
# (a,b,c,d) = (5,7,10,5) and D = 7335:
#
(2/3,-1/3)
(2,-3)
(911/1317,-901/1317)
(83269/124623,-44449/124623)
(1/3,1/3)
(384589/561879,-357323/561879)
(-901/951,1448/951)
(-19843/21103,31929/21103)
(48/155,11/31)
(-13/33,29/33)
(-1/57,34/57)
(137/75,-41/15)
(-9529/26077,22254/26077)
(-8/9,13/9)
#
# (a,b,c,d) = (1,1,10,15) and D = 7335:
#
(166/171,-35/171)
(11/9,-7/9)
(80273/63309,-51772/63309)
(1/3,1/3)
(110831/373869,127718/373869)
(-82753/561879,247304/561879)
(31/33,-14/33)
(-287/1317,604/1317)
(73154/78231,-31783/78231)
(467/465,-7/465)
(-53/25,38/25)
(1,0)
(-7/3,5/3)
(404/317,-261/317)
#
# (a,b,c,d) = (68,1,3,0) and D = 7335:
#
(13872/51769921,372490930751/10561063884)
(1/8,3/2)
(1/8,-37/24)
(2209/34798,11093245/4906518)
(1/18,-22/9)
(16/123,-737/492)
(16/123,2147/1476)
(25/102,-2/45)
(2209/34798,-1866178/817753)
(25/1702,-20278/4255)
(25/1702,121543/25530)
(69169/344268,-243577427/271627452)
(4/67,-947/402)
(22707/173656,65658167/45324216)
(12/49,-29/294)
(69169/344268,18782165/22635621)
(1/18,131/54)
(25/102,-19/510)
(75/364,4237/5460)
(4/67,313/134)
(75/364,-1153/1365)
(12/49,5/294)
(13872/51769921,-372491874047/10561063884)
(22707/173656,-16908419/11331054)
#
# (a,b,c,d) = (1834,1,1,0) and D = 7335:
#
(1/54,197/27)
(2209/104394,16691779/2453259)
(4624/51769921,-53213079945/502907804)
(25/306,-23/765)
(69169/1032804,-356270417/135813726)
(7569/173656,4736905/1079148)
(4/49,13/98)
(25/364,-641/260)
(4/201,2825/402)
(16/369,-6569/1476)
(25/5106,182377/12765)
(25/364,2181/910)
(1/24,-55/12)
(4/201,-2833/402)
(69169/1032804,5300377/2073492)
(16/369,6505/1476)
(25/306,-79/1530)
(7569/173656,-66975173/15108072)
(25/5106,-364879/25530)
(2209/104394,-33487381/4906518)
(1/54,-395/54)
(1/24,109/24)
(4624/51769921,372491245183/3520354628)
(4/49,-3/14)
#
# (a,b,c,d) = (2,1,8,7) and D = 7336:
#
(51/16,-31/8)
(146/61,-177/61)
(-4/3,5/3)
#
# (a,b,c,d) = (1834,0,1,0) and D = 7336:
#
(49/7163,-606059/50141)
(49/7163,606059/50141)
#
# (a,b,c,d) = (1,2,12,17) and D = 7339:
#
(-170997/44719,113618/44719)
(1951/1239,-1228/1239)
(3/7,2/7)
(-3,2)
(1,0)
(451/259,-288/259)
#
# (a,b,c,d) = (1835,1,1,0) and D = 7339:
#
(4/337,-6181/674)
(4/49,-19/98)
(67831696/1468276985,-51198239074771/12092729248460)
(16/305,-4599/1220)
(4/49,11/98)
(67831696/1468276985,10127915445303/2418545849692)
(4/337,6173/674)
(9216/165385,11024543/3175392)
(9216/165385,-56007451/15876960)
(16/305,907/244)
(400/5755001,13806003501/115100020)
(400/5755001,-13806011501/115100020)
#
# (a,b,c,d) = (1,3,11,23) and D = 7340:
#
(1,0)
(11/7,-4/7)
#
# (a,b,c,d) = (1835,0,1,0) and D = 7340:
#
#
# (a,b,c,d) = (1836,1,1,0) and D = 7343:
#
#
# (a,b,c,d) = (4,0,6,3) and D = 7344:
#
#
# (a,b,c,d) = (4,0,3,4) and D = 7344:
#
#
# (a,b,c,d) = (4,8,8,7) and D = 7344:
#
(16/3,-11/3)
(1/3,1/3)
#
# (a,b,c,d) = (230,2,2,0) and D = 7344:
#
(2/13,17/26)
(2/13,-21/26)
(2888/219505,-102923943/16682380)
(2888/219505,20540891/3336476)
#
# (a,b,c,d) = (1,0,12,4) and D = 7344:
#
(1,-3)
(1,0)
#
# (a,b,c,d) = (4,6,6,6) and D = 7344:
#
#
# (a,b,c,d) = (10,6,6,0) and D = 7344:
#
(6/13,1/78)
(8664/219505,101826503/50047140)
(8664/219505,-20760379/10009428)
(6/13,-37/78)
#
# (a,b,c,d) = (1836,0,1,0) and D = 7344:
#
(1444/219505,102814199/8341190)
(1444/219505,-102814199/8341190)
(1/13,19/13)
(1/13,-19/13)
#
# (a,b,c,d) = (3,3,9,5) and D = 7344:
#
#
# (a,b,c,d) = (68,0,3,0) and D = 7344:
#
(3/13,19/39)
(3/13,-19/39)
(4332/219505,102814199/25023570)
(4332/219505,-102814199/25023570)
#
# (a,b,c,d) = (1837,1,1,0) and D = 7347:
#
#
# (a,b,c,d) = (1837,0,1,0) and D = 7348:
#
(4/49,-9/98)
(4/49,9/98)
#
# (a,b,c,d) = (1,1,12,10) and D = 7348:
#
(-1143/311,1358/311)
(-153/53,182/53)
(1,0)
(269/164,-315/164)
#
# (a,b,c,d) = (1838,1,1,0) and D = 7351:
#
(841/10580,289717/306820)
(162409/12445226,21890767737/2507713039)
(25/2936,-159059/14680)
(25/2936,79467/7340)
(841/10580,-157053/153410)
(1/20,-79/20)
(162409/12445226,-43846986301/5015426078)
(1/20,39/10)
#
# (a,b,c,d) = (6,7,9,4) and D = 7351:
#
(1/6,1/2)
(3181/47684,13817/23842)
(2465/4312,-131/2156)
(5/8,-17/32)
(43/26,-37/13)
(-319/36,185/12)
(-2,7/2)
(82907/131482,-41909/65741)
(-94/341,581/682)
#
# (a,b,c,d) = (1838,0,1,0) and D = 7352:
#
(121/2007,69485/22077)
(121/2007,-69485/22077)
#
# (a,b,c,d) = (1839,1,1,0) and D = 7355:
#
(121/8001,-714062/88011)
(625/8379,-127039/69825)
(121/8001,237577/29337)
(625/8379,365492/209475)
#
# (a,b,c,d) = (5,0,4,3) and D = 7355:
#
(-5/6,29/18)
(5/9,2/9)
(4/27,17/27)
#
# (a,b,c,d) = (1839,0,1,0) and D = 7356:
#
#
# (a,b,c,d) = (230,1,2,0) and D = 7356:
#
#
# (a,b,c,d) = (6,3,7,2) and D = 7359:
#
(29/582,859/1164)
(1/2,-1/2)
(-3/2,5)
#
# (a,b,c,d) = (1840,1,1,0) and D = 7359:
#
(1/16,-3)
(9025/301024,-438699/77710)
(9025/301024,160583857/28597280)
(1/16,47/16)
#
# (a,b,c,d) = (29,2,4,0) and D = 7360:
#
(4/41,-263/164)
(4/41,255/164)
#
# (a,b,c,d) = (2,2,10,6) and D = 7360:
#
#
# (a,b,c,d) = (1840,0,1,0) and D = 7360:
#
(1/41,259/41)
(1/41,-259/41)
#
# (a,b,c,d) = (230,0,2,0) and D = 7360:
#
(2/41,-259/82)
(2/41,259/82)
#
# (a,b,c,d) = (1841,1,1,0) and D = 7363:
#
#
# (a,b,c,d) = (1841,0,1,0) and D = 7364:
#
#
# (a,b,c,d) = (1842,1,1,0) and D = 7367:
#
#
# (a,b,c,d) = (1842,0,1,0) and D = 7368:
#
#
# (a,b,c,d) = (1,6,0,7) and D = 7371:
#
(1,0)
(-1/23,12/23)
(-5950223/2492809,1028748/2492809)
#
# (a,b,c,d) = (1843,1,1,0) and D = 7371:
#
(16/337,-5575/1348)
(16/337,5511/1348)
#
# (a,b,c,d) = (69,3,3,0) and D = 7371:
#
(48/337,-5831/4044)
(48/337,5255/4044)
#
# (a,b,c,d) = (1843,0,1,0) and D = 7372:
#
#
# (a,b,c,d) = (7,9,10,4) and D = 7372:
#
(-1/5,4/5)
#
# (a,b,c,d) = (1844,1,1,0) and D = 7375:
#
#
# (a,b,c,d) = (16,5,5,0) and D = 7375:
#
#
# (a,b,c,d) = (1,6,5,12) and D = 7376:
#
(-11/6,7/18)
(1975/394,-357/394)
(1,0)
(2/9,7/18)
(-13/18,7/18)
#
# (a,b,c,d) = (3,1,7,-3) and D = 7376:
#
(-1/3,-10/9)
(2/9,-5/9)
(25/36,-1/12)
(1/2,1/2)
(226/197,583/197)
#
# (a,b,c,d) = (1844,0,1,0) and D = 7376:
#
(1/14,-15/7)
(25/1701,69949/8505)
(49/2573,129681/18011)
(289/13230,753521/112455)
(49/2573,-129681/18011)
(289/13230,-753521/112455)
(25/1701,-69949/8505)
(1/14,15/7)
(1369/20790,-1031351/384615)
(1369/20790,1031351/384615)
#
# (a,b,c,d) = (231,2,2,0) and D = 7376:
#
(98/2573,128995/36022)
(98/2573,-130367/36022)
(1/7,1)
(50/1701,3319/810)
(1/7,-8/7)
(289/6615,-379217/112455)
(289/6615,17824/5355)
(50/1701,-70199/17010)
(1369/10395,490349/384615)
(1369/10395,-2342/1665)
#
# (a,b,c,d) = (1845,1,1,0) and D = 7379:
#
(256/3825,3469/1360)
(256/3825,-160201/61200)
#
# (a,b,c,d) = (1845,0,1,0) and D = 7380:
#
#
# (a,b,c,d) = (1846,1,1,0) and D = 7383:
#
#
# (a,b,c,d) = (1846,0,1,0) and D = 7384:
#
#
# (a,b,c,d) = (1847,1,1,0) and D = 7387:
#
#
# (a,b,c,d) = (231,1,2,0) and D = 7388:
#
#
# (a,b,c,d) = (1847,0,1,0) and D = 7388:
#
#
# (a,b,c,d) = (1848,1,1,0) and D = 7391:
#
(4/153,619/102)
(289/8700,781063/147900)
(4/153,-1865/306)
(289/8700,-65498/12325)
#
# (a,b,c,d) = (5,6,7,5) and D = 7391:
#
(1,-1)
(-208/1325,173/265)
(-349751/149075,396013/149075)
(3/5,-1/25)
(106/191,13/191)
#
# (a,b,c,d) = (231,0,2,0) and D = 7392:
#
#
# (a,b,c,d) = (1848,0,1,0) and D = 7392:
#
#
# (a,b,c,d) = (1849,1,1,0) and D = 7395:
#
#
# (a,b,c,d) = (1849,0,1,0) and D = 7396:
#
#
# (a,b,c,d) = (1850,1,1,0) and D = 7399:
#
#
# (a,b,c,d) = (15,2,5,0) and D = 7400:
#
(9/23,56/345)
(9/23,-22/69)
#
# (a,b,c,d) = (1850,0,1,0) and D = 7400:
#
(9/115,-83/69)
(9/115,83/69)
#
# (a,b,c,d) = (1851,1,1,0) and D = 7403:
#
#
# (a,b,c,d) = (5,1,3,-3) and D = 7404:
#
(-1/11,-8/11)
#
# (a,b,c,d) = (1851,0,1,0) and D = 7404:
#
#
# (a,b,c,d) = (1,1,8,17) and D = 7407:
#
(458/389,-207/389)
(70632/65131,-28453/65131)
(1,0)
(-9,5)
(1/3,1/3)
#
# (a,b,c,d) = (1852,1,1,0) and D = 7407:
#
(1/52,-373/52)
(25/334,-1474/835)
(1/52,93/13)
(25/334,2823/1670)
#
# (a,b,c,d) = (1852,0,1,0) and D = 7408:
#
(9/124,-373/186)
(9/124,373/186)
#
# (a,b,c,d) = (29,1,4,0) and D = 7408:
#
(9/31,-50/93)
(9/31,173/372)
#
# (a,b,c,d) = (232,2,2,0) and D = 7408:
#
(9/62,173/186)
(9/62,-100/93)
#
# (a,b,c,d) = (1853,1,1,0) and D = 7411:
#
#
# (a,b,c,d) = (1,3,8,22) and D = 7412:
#
(1,0)
(1267/335,-436/335)
(21/16,-5/16)
#
# (a,b,c,d) = (1853,0,1,0) and D = 7412:
#
(16/353,6033/1412)
(16/353,-6033/1412)
(25/2429,119592/12145)
(25/2429,-119592/12145)
#
# (a,b,c,d) = (1854,1,1,0) and D = 7415:
#
#
# (a,b,c,d) = (1854,0,1,0) and D = 7416:
#
(676/30345,1743863/262990)
(676/30345,-1743863/262990)
(1/15,13/5)
(1/15,-13/5)
#
# (a,b,c,d) = (69,2,3,0) and D = 7416:
#
(1/5,-14/15)
(676/10115,575429/262990)
(1/5,4/5)
(676/10115,-1761439/788970)
#
# (a,b,c,d) = (1855,1,1,0) and D = 7419:
#
(121/2491,2069/517)
(121/2491,-110988/27401)
(1/145,-1746/145)
(1/13,-19/13)
(144/1897,35029/22764)
(144/1897,-5251/3252)
(1/13,18/13)
(1/145,349/29)
(6084/160657,-8757517/1790178)
(6084/160657,60828067/12531246)
#
# (a,b,c,d) = (5,4,8,3) and D = 7419:
#
(20/37,-67/111)
(1/20,13/20)
(51353/86110,-4387/86110)
(2/3,-13/9)
(5,-12)
(-1943/4190,1097/838)
(2/5,1/3)
#
# (a,b,c,d) = (232,1,2,0) and D = 7420:
#
(1/23,-155/46)
(10609/71668,12961977/14763608)
(1/23,77/23)
(10609/71668,-1756838/1845451)
#
# (a,b,c,d) = (1855,0,1,0) and D = 7420:
#
(1/46,309/46)
(1/46,-309/46)
(10609/143336,27016681/14763608)
(10609/143336,-27016681/14763608)
#
# (a,b,c,d) = (1856,1,1,0) and D = 7423:
#
(289/4112,9676/4369)
(289/4112,-159729/69904)
#
# (a,b,c,d) = (1856,0,1,0) and D = 7424:
#
(9/12532,-350728/9399)
(9/12532,350728/9399)
#
# (a,b,c,d) = (4,4,9,2) and D = 7424:
#
(5/14,11/28)
(1/4,1/2)
#
# (a,b,c,d) = (1,5,7,19) and D = 7424:
#
(1,0)
(97/112,9/112)
#
# (a,b,c,d) = (4,2,8,2) and D = 7424:
#
(1/2,-1/2)
(31/56,-11/28)
#
# (a,b,c,d) = (2,6,10,14) and D = 7424:
#
(-1/2,1/2)
(-5/16,53/112)
#
# (a,b,c,d) = (232,0,2,0) and D = 7424:
#
(9/6266,-175364/9399)
(9/6266,175364/9399)
#
# (a,b,c,d) = (30,4,4,0) and D = 7424:
#
(9/3133,-175391/18798)
(9/3133,175337/18798)
#
# (a,b,c,d) = (29,0,4,0) and D = 7424:
#
(9/3133,87682/9399)
(9/3133,-87682/9399)
#
# (a,b,c,d) = (1857,1,1,0) and D = 7427:
#
#
# (a,b,c,d) = (1857,0,1,0) and D = 7428:
#
#
# (a,b,c,d) = (1858,1,1,0) and D = 7431:
#
#
# (a,b,c,d) = (1858,0,1,0) and D = 7432:
#
#
# (a,b,c,d) = (1859,1,1,0) and D = 7435:
#
#
# (a,b,c,d) = (1,5,3,13) and D = 7436:
#
(113/233,72/233)
(1,0)
#
# (a,b,c,d) = (1859,0,1,0) and D = 7436:
#
#
# (a,b,c,d) = (1860,1,1,0) and D = 7439:
#
#
# (a,b,c,d) = (233,2,2,0) and D = 7440:
#
#
# (a,b,c,d) = (1860,0,1,0) and D = 7440:
#
#
# (a,b,c,d) = (1861,1,1,0) and D = 7443:
#
(1/27,133/27)
(7921/103707,13454237/9229923)
(1/27,-134/27)
(7921/103707,-14159206/9229923)
#
# (a,b,c,d) = (69,1,3,0) and D = 7443:
#
(7921/34569,184772/401301)
(1/9,-5/3)
(1/9,44/27)
(7921/34569,-550525/1025547)
#
# (a,b,c,d) = (1861,0,1,0) and D = 7444:
#
#
# (a,b,c,d) = (1,3,10,23) and D = 7447:
#
(-967/203,8658/4669)
(37/21,-13/21)
(1,0)
(22/15,-7/15)
(-16/99,37/99)
#
# (a,b,c,d) = (1862,1,1,0) and D = 7447:
#
(49/2368,57053/8288)
(1/34,193/34)
(1/34,-97/17)
(49/2368,-114449/16576)
#
# (a,b,c,d) = (1862,0,1,0) and D = 7448:
#
#
# (a,b,c,d) = (6,4,7,0) and D = 7448:
#
#
# (a,b,c,d) = (1863,1,1,0) and D = 7451:
#
#
# (a,b,c,d) = (9,3,6,0) and D = 7452:
#
(49/192,613/896)
(1/3,-2/3)
(1/3,1/2)
(49/192,-1091/1344)
#
# (a,b,c,d) = (1863,0,1,0) and D = 7452:
#
(49/1152,4021/896)
(49/1152,-4021/896)
(1/18,-7/2)
(1/18,7/2)
#
# (a,b,c,d) = (1,7,18,0) and D = 7452:
#
(49/64,45/448)
(1,0)
(1,-7/18)
(49/64,-3211/8064)
#
# (a,b,c,d) = (233,1,2,0) and D = 7452:
#
(1/9,-16/9)
(49/576,17923/8064)
(1/9,31/18)
(49/576,-9133/4032)
#
# (a,b,c,d) = (3,4,9,0) and D = 7452:
#
(1/2,5/18)
(49/128,3335/8064)
(1/2,-1/2)
(49/128,-523/896)
#
# (a,b,c,d) = (2,11,18,0) and D = 7452:
#
(1,-1/9)
(49/64,-433/896)
(1,-1/2)
(49/64,31/2016)
#
# (a,b,c,d) = (69,0,3,0) and D = 7452:
#
(49/384,4021/2688)
(1/6,-7/6)
(49/384,-4021/2688)
(1/6,7/6)
#
# (a,b,c,d) = (1864,1,1,0) and D = 7455:
#
#
# (a,b,c,d) = (233,0,2,0) and D = 7456:
#
#
# (a,b,c,d) = (1864,0,1,0) and D = 7456:
#
#
# (a,b,c,d) = (1865,1,1,0) and D = 7459:
#
(1/23,-102/23)
(81/4771,327673/42939)
(49/3077,-170211/21539)
(16/2465,122321/9860)
(1/23,101/23)
(16/2465,-24477/1972)
(49/3077,169868/21539)
(81/4771,-328402/42939)
#
# (a,b,c,d) = (5,3,5,-2) and D = 7459:
#
(-17/15,-11/3)
(-1/19,-16/19)
(-1445/3339,-5188/3339)
(753/1687,1559/3374)
(43/158,-199/316)
(3/5,-1/5)
(11/25,-13/25)
#
# (a,b,c,d) = (2,3,-2,7) and D = 7460:
#
#
# (a,b,c,d) = (1865,0,1,0) and D = 7460:
#
(1/21,-86/21)
(1/21,86/21)
#
# (a,b,c,d) = (4,1,5,4) and D = 7463:
#
#
# (a,b,c,d) = (1866,1,1,0) and D = 7463:
#
#
# (a,b,c,d) = (1866,0,1,0) and D = 7464:
#
#
# (a,b,c,d) = (1867,1,1,0) and D = 7467:
#
#
# (a,b,c,d) = (1867,0,1,0) and D = 7468:
#
(25/539,11288/2695)
(25/539,-11288/2695)
(1/623,15550/623)
(1/623,-15550/623)
#
# (a,b,c,d) = (1,5,-1,9) and D = 7468:
#
(24/19,-7/57)
(59/269,126/269)
(1,0)
(-2/73,35/73)
#
# (a,b,c,d) = (1868,1,1,0) and D = 7471:
#
#
# (a,b,c,d) = (234,2,2,0) and D = 7472:
#
#
# (a,b,c,d) = (1868,0,1,0) and D = 7472:
#
#
# (a,b,c,d) = (1,2,8,20) and D = 7472:
#
(1,0)
(133/103,-45/103)
#
# (a,b,c,d) = (1869,1,1,0) and D = 7475:
#
(729/8995,-71434/242865)
(729/8995,7393/34695)
(1/35,202/35)
(1/35,-29/5)
#
# (a,b,c,d) = (15,1,5,0) and D = 7475:
#
(1/7,-41/35)
(1/7,8/7)
(729/1799,-4432/48573)
(729/1799,2477/242865)
#
# (a,b,c,d) = (1869,0,1,0) and D = 7476:
#
#
# (a,b,c,d) = (70,3,3,0) and D = 7479:
#
(27/250,-1949/1125)
(27/250,731/450)
#
# (a,b,c,d) = (1870,1,1,0) and D = 7479:
#
(9/250,-379/75)
(9/250,3763/750)
#
# (a,b,c,d) = (1,3,12,23) and D = 7479:
#
(1,0)
(22/13,-9/13)
#
# (a,b,c,d) = (1870,0,1,0) and D = 7480:
#
#
# (a,b,c,d) = (1871,1,1,0) and D = 7483:
#
#
# (a,b,c,d) = (1871,0,1,0) and D = 7484:
#
(4/89,-765/178)
(4/89,765/178)
(1040400/16444441,48371995261/16773329820)
(1040400/16444441,-48371995261/16773329820)
#
# (a,b,c,d) = (234,1,2,0) and D = 7484:
#
(2080800/16444441,47310787261/33546659640)
(8/89,-773/356)
(8/89,757/356)
(2080800/16444441,-3802554097/2580512280)
#
# (a,b,c,d) = (1872,1,1,0) and D = 7487:
#
#
# (a,b,c,d) = (1872,0,1,0) and D = 7488:
#
#
# (a,b,c,d) = (234,0,2,0) and D = 7488:
#
#
# (a,b,c,d) = (1873,1,1,0) and D = 7491:
#
(36/2425,118943/14550)
(36/2425,-119159/14550)
#
# (a,b,c,d) = (2,2,9,8) and D = 7492:
#
(22/67,101/268)
(-37/290,1277/2320)
(27/31,-25/31)
(2664/5929,3823/11858)
(0,1/2)
(1,-1)
#
# (a,b,c,d) = (1873,0,1,0) and D = 7492:
#
(4/8881,-836937/17762)
(144/24817,-3908809/297804)
(144/24817,3908809/297804)
(1/13,18/13)
(4/8881,836937/17762)
(1/13,-18/13)
#
# (a,b,c,d) = (7,11,12,5) and D = 7495:
#
#
# (a,b,c,d) = (1874,1,1,0) and D = 7495:
#
(1/14,29/14)
(1/14,-15/7)
#
# (a,b,c,d) = (1874,0,1,0) and D = 7496:
#
(1/2499,-124925/2499)
(1/2499,124925/2499)
#
# (a,b,c,d) = (2,5,9,13) and D = 7499:
#
(-7/4,25/26)
(-2954/3629,2143/3629)
(2,-1)
(1507/71,-785/71)
#
# (a,b,c,d) = (1875,1,1,0) and D = 7499:
#
(9/307,5237/921)
(9/307,-5264/921)
#
# (a,b,c,d) = (3,2,6,6) and D = 7500:
#
(-7/41,25/41)
(1,-1)
(8744071/26134999,10950827/26134999)
#
# (a,b,c,d) = (15,0,5,0) and D = 7500:
#
(180/481,4879/14430)
(180/481,-4879/14430)
#
# (a,b,c,d) = (1875,0,1,0) and D = 7500:
#
(36/481,4879/2886)
(36/481,-4879/2886)
#
# (a,b,c,d) = (1876,1,1,0) and D = 7503:
#
#
# (a,b,c,d) = (235,2,2,0) and D = 7504:
#
(2/2501,125073/5002)
(2/2501,-125077/5002)
#
# (a,b,c,d) = (1876,0,1,0) and D = 7504:
#
(1/2501,125075/2501)
(1/2501,-125075/2501)
#
# (a,b,c,d) = (1877,1,1,0) and D = 7507:
#
#
# (a,b,c,d) = (1877,0,1,0) and D = 7508:
#
#
# (a,b,c,d) = (1,0,11,9) and D = 7511:
#
(1/7,3/7)
(1,0)
(33886/41811,8705/41811)
(1,-11/9)
(-1/3,2/3)
#
# (a,b,c,d) = (1878,1,1,0) and D = 7511:
#
(121/2060,-37127/11330)
(4/65,-397/130)
(4/65,389/130)
(121/2060,72923/22660)
(25/4544,306197/22720)
(1/30,-53/10)
(1/30,79/15)
(25/4544,-153161/11360)
#
# (a,b,c,d) = (3,3,2,6) and D = 7512:
#
#
# (a,b,c,d) = (1878,0,1,0) and D = 7512:
#
#
# (a,b,c,d) = (1879,1,1,0) and D = 7515:
#
#
# (a,b,c,d) = (2,5,1,7) and D = 7515:
#
#
# (a,b,c,d) = (3,2,9,2) and D = 7516:
#
(557/904,-305/904)
(1/2,-1/2)
#
# (a,b,c,d) = (1,4,3,16) and D = 7516:
#
(1,0)
(92/113,63/452)
#
# (a,b,c,d) = (2,5,6,11) and D = 7516:
#
(-179/904,431/904)
(-1/2,1/2)
#
# (a,b,c,d) = (235,1,2,0) and D = 7516:
#
(882/203275,389951/36330)
(882/203275,-91657007/8537550)
#
# (a,b,c,d) = (1879,0,1,0) and D = 7516:
#
(441/203275,91647746/4268775)
(441/203275,-91647746/4268775)
#
# (a,b,c,d) = (1880,1,1,0) and D = 7519:
#
#
# (a,b,c,d) = (235,0,2,0) and D = 7520:
#
#
# (a,b,c,d) = (1880,0,1,0) and D = 7520:
#
#
# (a,b,c,d) = (1881,1,1,0) and D = 7523:
#
#
# (a,b,c,d) = (1881,0,1,0) and D = 7524:
#
(16/201,-215/268)
(16/201,215/268)
#
# (a,b,c,d) = (70,2,3,0) and D = 7524:
#
(16/67,-93/268)
(16/67,151/804)
#
# (a,b,c,d) = (1882,1,1,0) and D = 7527:
#
(81/2752,-141227/24768)
(81/2752,70249/12384)
#
# (a,b,c,d) = (6,2,7,1) and D = 7528:
#
(0,1)
(-1/2,7/2)
(4849/15972,-9301/5324)
(8/23,-17/23)
(387/722,-181/722)
#
# (a,b,c,d) = (1882,0,1,0) and D = 7528:
#
(1/91,867/91)
(1/91,-867/91)
(64/793,2307/6344)
(64/793,-2307/6344)
#
# (a,b,c,d) = (1883,1,1,0) and D = 7531:
#
#
# (a,b,c,d) = (5,6,8,5) and D = 7531:
#
(2/3,-1/3)
(24518/36525,-13231/36525)
#
# (a,b,c,d) = (2,4,6,11) and D = 7532:
#
(29/7,-15/7)
(-29/23,17/23)
(2,-1)
#
# (a,b,c,d) = (1883,0,1,0) and D = 7532:
#
(3364/152553,-58979605/8848074)
(25/711,18166/3555)
(25/711,-18166/3555)
(1/627,15700/627)
(1/627,-15700/627)
(3364/152553,58979605/8848074)
#
# (a,b,c,d) = (5,0,7,1) and D = 7535:
#
(0,1)
(5246/19027,-29759/19027)
(38/65,-1/65)
#
# (a,b,c,d) = (1884,1,1,0) and D = 7535:
#
(4/81,637/162)
(4/81,-215/54)
#
# (a,b,c,d) = (236,2,2,0) and D = 7536:
#
#
# (a,b,c,d) = (30,3,4,0) and D = 7536:
#
#
# (a,b,c,d) = (1884,0,1,0) and D = 7536:
#
#
# (a,b,c,d) = (1885,1,1,0) and D = 7539:
#
#
# (a,b,c,d) = (1885,0,1,0) and D = 7540:
#
#
# (a,b,c,d) = (3,4,9,7) and D = 7543:
#
(-22/233,919/1631)
(1,-1)
(152/199,-103/199)
(4735/14229,1721/4743)
(43145/14127,-16022/4709)
#
# (a,b,c,d) = (1886,1,1,0) and D = 7543:
#
(1/176,-2335/176)
(1/176,1167/88)
#
# (a,b,c,d) = (1886,0,1,0) and D = 7544:
#
#
# (a,b,c,d) = (1,6,8,17) and D = 7547:
#
(9/17,4/17)
(1,0)
(8/23,7/23)
(307/262,-21/262)
(2063/970,-361/970)
#
# (a,b,c,d) = (1887,1,1,0) and D = 7547:
#
(16/2537,-127787/10148)
(16/2537,127723/10148)
(1/1413,53114/1413)
(1/89,-839/89)
(1/89,838/89)
(1/1413,-17705/471)
#
# (a,b,c,d) = (236,1,2,0) and D = 7548:
#
(1/8,-3/2)
(1/8,23/16)
#
# (a,b,c,d) = (1887,0,1,0) and D = 7548:
#
(1/16,-47/16)
(1/16,47/16)
#
# (a,b,c,d) = (70,1,3,0) and D = 7551:
#
(3/112,-593/168)
(3/112,169/48)
#
# (a,b,c,d) = (1888,1,1,0) and D = 7551:
#
(1/112,74/7)
(1/112,-1185/112)
#
# (a,b,c,d) = (4,8,10,8) and D = 7552:
#
(331/334,-807/1336)
(0,1/2)
(-13/3,41/12)
(-207/197,739/788)
(1833740/1547241,-2538509/3094482)
#
# (a,b,c,d) = (1,2,9,20) and D = 7552:
#
(266/197,-207/394)
(1,0)
(-119/167,331/668)
(14/3,-13/6)
(-1621639/1547241,916870/1547241)
#
# (a,b,c,d) = (236,0,2,0) and D = 7552:
#
(9522/191737,-82735075/26459706)
(3200/186521,80506819/14921680)
(24200/340289,-189893663/74863580)
(24200/340289,189893663/74863580)
(3200/186521,-80506819/14921680)
(9522/191737,82735075/26459706)
(2/17,-55/34)
(2/17,55/34)
#
# (a,b,c,d) = (1888,0,1,0) and D = 7552:
#
(1/17,55/17)
(4761/191737,-82735075/13229853)
(12100/340289,189893663/37431790)
(12100/340289,-189893663/37431790)
(1600/186521,80506819/7460840)
(4761/191737,82735075/13229853)
(1600/186521,-80506819/7460840)
(1/17,-55/17)
#
# (a,b,c,d) = (1889,1,1,0) and D = 7555:
#
(25/401,5851/2005)
(1/19,70/19)
(25/401,-5976/2005)
(1/19,-71/19)
#
# (a,b,c,d) = (1,5,-3,8) and D = 7555:
#
(26714631/118410325,59845058/118410325)
(0,1/2)
(15/13,-1/13)
(1,0)
(-74/51,65/204)
#
# (a,b,c,d) = (6,10,11,6) and D = 7556:
#
(1/2,1/12)
(307/451,-139/451)
(-101/48,233/96)
(-204918121/370176444,215095615/246784296)
(-1/18,7/12)
(1,-1)
#
# (a,b,c,d) = (1889,0,1,0) and D = 7556:
#
(361/4805,148554/91295)
(64/4953,-347869/39624)
(1/29,150/29)
(10000/127281,13153321/12728100)
(1/29,-150/29)
(55696/1370217,1498736053/323371212)
(55696/1370217,-1498736053/323371212)
(10000/127281,-13153321/12728100)
(64/4953,347869/39624)
(361/4805,-148554/91295)
#
# (a,b,c,d) = (1890,1,1,0) and D = 7559:
#
#
# (a,b,c,d) = (70,0,3,0) and D = 7560:
#
#
# (a,b,c,d) = (2,0,9,4) and D = 7560:
#
#
# (a,b,c,d) = (1890,0,1,0) and D = 7560:
#
#
# (a,b,c,d) = (1891,1,1,0) and D = 7563:
#
(49/1537,58211/10759)
(9025/2387671,-3689691156/226828745)
(49/1537,-58554/10759)
(25/391,5436/1955)
(25/391,-5561/1955)
(9025/2387671,3688833781/226828745)
(1/13,17/13)
(1/13,-18/13)
#
# (a,b,c,d) = (6,9,11,5) and D = 7563:
#
(-39/155,599/775)
(2/3,-7/15)
(-11831061/8031449,92599601/40157245)
(489/667,-2849/3335)
(44/87,7/87)
(-1/2,1)
(8/9,-11/9)
(47/368,449/920)
(3,-23/5)
(-3189/3053,5143/3053)
#
# (a,b,c,d) = (3,5,11,7) and D = 7564:
#
(-2/3,1)
(5692/7599,-6719/17731)
#
# (a,b,c,d) = (1891,0,1,0) and D = 7564:
#
#
# (a,b,c,d) = (1892,1,1,0) and D = 7567:
#
#
# (a,b,c,d) = (1892,0,1,0) and D = 7568:
#
#
# (a,b,c,d) = (237,2,2,0) and D = 7568:
#
#
# (a,b,c,d) = (1,4,6,20) and D = 7568:
#
(1,0)
(119/113,-9/226)
#
# (a,b,c,d) = (2,7,4,7) and D = 7568:
#
(-64/113,55/113)
(-1/2,1/2)
#
# (a,b,c,d) = (1,4,-2,11) and D = 7571:
#
(-30/17,7/17)
(1441536/472961,-287525/472961)
(-3335/1976,791/1976)
(233/497,198/497)
(1,0)
(-193/538,217/538)
#
# (a,b,c,d) = (1893,1,1,0) and D = 7571:
#
(1/15,38/15)
(1/15,-13/5)
#
# (a,b,c,d) = (1893,0,1,0) and D = 7572:
#
#
# (a,b,c,d) = (3,0,5,5) and D = 7575:
#
(3,-4)
#
# (a,b,c,d) = (1894,1,1,0) and D = 7575:
#
#
# (a,b,c,d) = (1,2,7,20) and D = 7576:
#
(266/215,-153/430)
(1,0)
#
# (a,b,c,d) = (1894,0,1,0) and D = 7576:
#
#
# (a,b,c,d) = (1895,1,1,0) and D = 7579:
#
#
# (a,b,c,d) = (1895,0,1,0) and D = 7580:
#
(9/139,1142/417)
(9/139,-1142/417)
#
# (a,b,c,d) = (237,1,2,0) and D = 7580:
#
(18/139,-1169/834)
(18/139,1115/834)
#
# (a,b,c,d) = (1896,1,1,0) and D = 7583:
#
(931225/30041856,19936910687/3623798880)
(1/128,-181/16)
(1/78,229/26)
(931225/30041856,-53464639207/9663463680)
(1/128,1447/128)
(25/626,-14749/3130)
(1/78,-344/39)
(25/626,7312/1565)
#
# (a,b,c,d) = (2,7,5,8) and D = 7583:
#
(-5/4,1/2)
(0,1/2)
(-1/2,1/2)
(-169/268,129/268)
#
# (a,b,c,d) = (1896,0,1,0) and D = 7584:
#
#
# (a,b,c,d) = (237,0,2,0) and D = 7584:
#
#
# (a,b,c,d) = (1,5,5,16) and D = 7587:
#
(89/15,-19/15)
(-20/291,469/1164)
(-129/139,52/139)
(4/3,-1/6)
(12947/5694,-40879/91104)
(-2059/219,442/219)
(-196340/147117,113939/294234)
(1/3,1/3)
(1,0)
(307/457,90/457)
#
# (a,b,c,d) = (1897,1,1,0) and D = 7587:
#
(1/339,-6242/339)
(1/33,184/33)
(1/33,-185/33)
(1/339,6241/339)
(16/217,-1597/868)
(1/69,-572/69)
(1/69,571/69)
(16/217,219/124)
#
# (a,b,c,d) = (1,0,12,5) and D = 7587:
#
(2/3,-1/3)
(1357/98078,56291/98078)
(347/388,61/388)
(1,-12/5)
(-1024/657,2501/657)
(106/417,181/417)
(14239/30368,-27559/30368)
(1244/1371,-217/1371)
(1/2,-1/2)
(1,0)
#
# (a,b,c,d) = (71,3,3,0) and D = 7587:
#
(1/11,20/11)
(1/23,-64/23)
(48/217,-1853/2604)
(1/113,693/113)
(1/113,-694/113)
(1/23,63/23)
(1/11,-21/11)
(48/217,1277/2604)
#
# (a,b,c,d) = (1897,0,1,0) and D = 7588:
#
#
# (a,b,c,d) = (1898,1,1,0) and D = 7591:
#
#
# (a,b,c,d) = (1898,0,1,0) and D = 7592:
#
#
# (a,b,c,d) = (1899,1,1,0) and D = 7595:
#
#
# (a,b,c,d) = (4,11,12,9) and D = 7596:
#
(-5/6,2/3)
#
# (a,b,c,d) = (1899,0,1,0) and D = 7596:
#
#
# (a,b,c,d) = (1900,1,1,0) and D = 7599:
#
#
# (a,b,c,d) = (2,2,10,0) and D = 7600:
#
#
# (a,b,c,d) = (238,2,2,0) and D = 7600:
#
#
# (a,b,c,d) = (1900,0,1,0) and D = 7600:
#
#
# (a,b,c,d) = (16,4,5,0) and D = 7600:
#
#
# (a,b,c,d) = (1901,1,1,0) and D = 7603:
#
#
# (a,b,c,d) = (4,7,8,7) and D = 7604:
#
(-5/2,2)
(278231/213484,-50545/53371)
#
# (a,b,c,d) = (1901,0,1,0) and D = 7604:
#
#
# (a,b,c,d) = (1902,1,1,0) and D = 7607:
#
#
# (a,b,c,d) = (2,4,9,12) and D = 7608:
#
(-20542/11715,27199/23430)
(38/29,-43/58)
(-7297/103680,188243/414720)
(5/431,187/431)
(1/3,1/3)
(31226/2475,-39797/4950)
(-1,3/4)
(-23/11,15/11)
(199/487,587/1948)
(41/43,-15/43)
#
# (a,b,c,d) = (1902,0,1,0) and D = 7608:
#
(4/73,517/146)
(289/4399,198031/74783)
(9/2527,127025/7581)
(289/4399,-198031/74783)
(8100/131929,-35853283/11873610)
(9/2527,-127025/7581)
(8100/131929,35853283/11873610)
(4/73,-517/146)
(1/31,167/31)
(1/31,-167/31)
#
# (a,b,c,d) = (1903,1,1,0) and D = 7611:
#
#
# (a,b,c,d) = (1903,0,1,0) and D = 7612:
#
(9/256,-3923/768)
(1/14,-29/14)
(169/3782,211921/49166)
(169/3782,-211921/49166)
(1/14,29/14)
(9/256,3923/768)
#
# (a,b,c,d) = (238,1,2,0) and D = 7612:
#
(169/1891,52431/24583)
(1/7,1)
(9/128,-1975/768)
(1/7,-15/14)
(169/1891,-107059/49166)
(9/128,487/192)
#
# (a,b,c,d) = (1904,1,1,0) and D = 7615:
#
#
# (a,b,c,d) = (30,2,4,0) and D = 7616:
#
#
# (a,b,c,d) = (238,0,2,0) and D = 7616:
#
#
# (a,b,c,d) = (1904,0,1,0) and D = 7616:
#
#
# (a,b,c,d) = (4,3,8,0) and D = 7616:
#
#
# (a,b,c,d) = (1905,1,1,0) and D = 7619:
#
#
# (a,b,c,d) = (2,1,10,2) and D = 7620:
#
#
# (a,b,c,d) = (1905,0,1,0) and D = 7620:
#
#
# (a,b,c,d) = (1906,1,1,0) and D = 7623:
#
(1/22,93/22)
(289/4708,-122011/40018)
(1/22,-47/11)
(289/4708,239109/80036)
#
# (a,b,c,d) = (2,5,11,0) and D = 7623:
#
(1/2,3/11)
(1/2,-1/2)
(289/428,4839/40018)
(289/428,-3113/7276)
#
# (a,b,c,d) = (1906,0,1,0) and D = 7624:
#
#
# (a,b,c,d) = (1907,1,1,0) and D = 7627:
#
#
# (a,b,c,d) = (1907,0,1,0) and D = 7628:
#
(1764/56977,13209895/2393034)
(1764/56977,-13209895/2393034)
#
# (a,b,c,d) = (1,7,7,11) and D = 7628:
#
(1,0)
(-23/271,126/271)
#
# (a,b,c,d) = (1908,1,1,0) and D = 7631:
#
#
# (a,b,c,d) = (1908,0,1,0) and D = 7632:
#
(1/13,-17/13)
(1/13,17/13)
#
# (a,b,c,d) = (71,2,3,0) and D = 7632:
#
(3/13,-20/39)
(3/13,14/39)
#
# (a,b,c,d) = (9,2,6,0) and D = 7632:
#
(6/13,-23/78)
(6/13,11/78)
#
# (a,b,c,d) = (239,2,2,0) and D = 7632:
#
(2/13,15/26)
(2/13,-19/26)
#
# (a,b,c,d) = (1909,1,1,0) and D = 7635:
#
#
# (a,b,c,d) = (1909,0,1,0) and D = 7636:
#
#
# (a,b,c,d) = (1910,1,1,0) and D = 7639:
#
#
# (a,b,c,d) = (1910,0,1,0) and D = 7640:
#
#
# (a,b,c,d) = (1911,1,1,0) and D = 7643:
#
#
# (a,b,c,d) = (239,1,2,0) and D = 7644:
#
#
# (a,b,c,d) = (1911,0,1,0) and D = 7644:
#
#
# (a,b,c,d) = (1,2,13,15) and D = 7647:
#
(1,-2/3)
(1,0)
(1,-1/5)
(397/187,-315/187)
#
# (a,b,c,d) = (1912,1,1,0) and D = 7647:
#
(1/208,-375/26)
(11025/163594,-21598664/8588685)
(1/208,2999/208)
(11025/163594,42039703/17177370)
(49/2662,-136695/18634)
(49/2662,68176/9317)
(4/97,-893/194)
(4/97,885/194)
#
# (a,b,c,d) = (239,0,2,0) and D = 7648:
#
#
# (a,b,c,d) = (1912,0,1,0) and D = 7648:
#
#
# (a,b,c,d) = (1913,1,1,0) and D = 7651:
#
#
# (a,b,c,d) = (2,1,10,1) and D = 7652:
#
(0,1)
(-1/2,5)
(14/61,-51/61)
(873/1964,-473/982)
#
# (a,b,c,d) = (1913,0,1,0) and D = 7652:
#
(1/153,1892/153)
(1/153,-1892/153)
(196/4089,-232301/57246)
(196/4089,232301/57246)
#
# (a,b,c,d) = (1914,1,1,0) and D = 7655:
#
#
# (a,b,c,d) = (1914,0,1,0) and D = 7656:
#
#
# (a,b,c,d) = (2,4,-3,6) and D = 7656:
#
#
# (a,b,c,d) = (71,1,3,0) and D = 7659:
#
(121/515,5068/16995)
(121/515,-2133/5665)
#
# (a,b,c,d) = (1915,1,1,0) and D = 7659:
#
(121/1545,-17866/16995)
(121/1545,3307/3399)
#
# (a,b,c,d) = (1915,0,1,0) and D = 7660:
#
#
# (a,b,c,d) = (1,5,2,12) and D = 7660:
#
(199/484,171/484)
(1,0)
#
# (a,b,c,d) = (1916,1,1,0) and D = 7663:
#
#
# (a,b,c,d) = (30,1,4,0) and D = 7664:
#
(169/810,-337/351)
(1/5,19/20)
(1/5,-1)
(169/810,38243/42120)
#
# (a,b,c,d) = (240,2,2,0) and D = 7664:
#
(169/1620,-674/351)
(169/1620,38243/21060)
(1/10,-2)
(1/10,19/10)
#
# (a,b,c,d) = (1916,0,1,0) and D = 7664:
#
(1/20,-39/10)
(1/20,39/10)
(169/3240,-78683/21060)
(169/3240,78683/21060)
#
# (a,b,c,d) = (1917,1,1,0) and D = 7667:
#
(3364/155433,-60778711/9015114)
(3364/155433,20194533/3005038)
#
# (a,b,c,d) = (6,3,6,-1) and D = 7668:
#
(0,-1)
(15/28,1/14)
#
# (a,b,c,d) = (1917,0,1,0) and D = 7668:
#
(25/409,-6202/2045)
(25/409,6202/2045)
#
# (a,b,c,d) = (71,0,3,0) and D = 7668:
#
(75/409,6202/6135)
(75/409,-6202/6135)
#
# (a,b,c,d) = (1918,1,1,0) and D = 7671:
#
(7569/182728,-36460679/7948668)
(7569/182728,10323265/2271048)
#
# (a,b,c,d) = (1,2,11,19) and D = 7671:
#
(505/331,-261/331)
(1,0)
#
# (a,b,c,d) = (1918,0,1,0) and D = 7672:
#
#
# (a,b,c,d) = (1,4,10,25) and D = 7675:
#
(611/443,-126/443)
(-3/5,2/5)
(-52131/285605,103754/285605)
(-6680427/4174309,2335012/4174309)
(1,0)
(-13/3,4/3)
#
# (a,b,c,d) = (1919,1,1,0) and D = 7675:
#
(4/89,-767/178)
(16/209,1095/836)
(4/89,759/178)
(16/209,-61/44)
#
# (a,b,c,d) = (1919,0,1,0) and D = 7676:
#
(1/492,10913/492)
(36481/1499430,1810520411/286391130)
(9/226,-3185/678)
(121/2115,-77854/23265)
(121/2115,77854/23265)
(9/226,3185/678)
(36481/1499430,-1810520411/286391130)
(1/492,-10913/492)
#
# (a,b,c,d) = (240,1,2,0) and D = 7676:
#
(242/2115,76523/46530)
(242/2115,-5279/3102)
(9/113,-803/339)
(9/113,1579/678)
(1/246,1364/123)
(36481/749715,-908744141/286391130)
(1/246,-1819/164)
(36481/749715,30059209/9546371)
#
# (a,b,c,d) = (1920,1,1,0) and D = 7679:
#
#
# (a,b,c,d) = (30,0,4,0) and D = 7680:
#
(9/31,89/186)
(9/31,-89/186)
#
# (a,b,c,d) = (240,0,2,0) and D = 7680:
#
(9/62,89/93)
(9/62,-89/93)
#
# (a,b,c,d) = (31,4,4,0) and D = 7680:
#
(9/31,-58/93)
(9/31,1/3)
#
# (a,b,c,d) = (1920,0,1,0) and D = 7680:
#
(9/124,178/93)
(9/124,-178/93)
#
# (a,b,c,d) = (1921,1,1,0) and D = 7683:
#
#
# (a,b,c,d) = (2,1,9,-3) and D = 7683:
#
#
# (a,b,c,d) = (1921,0,1,0) and D = 7684:
#
#
# (a,b,c,d) = (1922,1,1,0) and D = 7687:
#
#
# (a,b,c,d) = (1922,0,1,0) and D = 7688:
#
#
# (a,b,c,d) = (1923,1,1,0) and D = 7691:
#
#
# (a,b,c,d) = (2,2,8,9) and D = 7692:
#
(-1,1)
(977/1207,-473/1207)
#
# (a,b,c,d) = (1923,0,1,0) and D = 7692:
#
#
# (a,b,c,d) = (1,3,0,15) and D = 7695:
#
(4,-1)
(14/17,3/17)
(79/337,133/337)
(1662239/1332341,-242841/1332341)
(-1/5,2/5)
(-5039/487,1274/487)
(1,0)
(-10591/8303,3431/8303)
#
# (a,b,c,d) = (1924,1,1,0) and D = 7695:
#
(4/81,635/162)
(49/666,110/63)
(49/666,-8483/4662)
(80656/1516401,-1585471063/430657884)
(1/36,211/36)
(1/286,-4837/286)
(1/286,186/11)
(4/81,-643/162)
(2209/27576,107765/324018)
(2209/27576,-534883/1296072)
(80656/1516401,1562564759/430657884)
(1/36,-53/9)
#
# (a,b,c,d) = (4,7,9,0) and D = 7695:
#
(49/74,-118/259)
(49/74,-277/4662)
(9/286,4805/2574)
(1/4,5/9)
(1/4,-3/4)
(4/9,-11/18)
(80656/168489,-28340327/47850876)
(4/9,43/162)
(80656/168489,94718815/430657884)
(2209/3064,-104261/324018)
(2209/3064,-34413/144008)
(9/286,-2434/1287)
#
# (a,b,c,d) = (72,3,3,0) and D = 7695:
#
(4/27,-25/18)
(49/222,376/777)
(2209/9192,-105575/432024)
(49/222,-365/518)
(1/12,23/12)
(80656/505467,-62114677/47850876)
(80656/505467,163437727/143552628)
(3/286,-4841/858)
(1/12,-2)
(2209/9192,73/18001)
(4/27,67/54)
(3/286,2416/429)
#
# (a,b,c,d) = (241,2,2,0) and D = 7696:
#
#
# (a,b,c,d) = (1924,0,1,0) and D = 7696:
#
#
# (a,b,c,d) = (1,6,4,11) and D = 7699:
#
(-83/22,15/22)
(1,0)
(-95/118,43/118)
(3/19,8/19)
(-4/3,1/3)
#
# (a,b,c,d) = (1925,1,1,0) and D = 7699:
#
(1/13,-17/13)
(25/509,-10152/2545)
(64/2737,-20239/3128)
(64/2737,141161/21896)
(25/509,10027/2545)
(1/13,16/13)
(121/25415,4050594/279565)
(121/25415,-810385/55913)
#
# (a,b,c,d) = (1,5,0,10) and D = 7700:
#
(1,0)
(29/104,45/104)
#
# (a,b,c,d) = (1925,0,1,0) and D = 7700:
#
#
# (a,b,c,d) = (1926,1,1,0) and D = 7703:
#
(100/2289,33279/7630)
(9/112,19/336)
(1/18,31/9)
(15625/382284,-24583547/5309500)
(25/324,-227/180)
(324/68257,-17833931/1228626)
(25/2526,-126899/12630)
(1/1068,-34903/1068)
(1/1068,5817/178)
(25/324,959/810)
(15625/382284,109649399/23892750)
(25/2526,21129/2105)
(100/9129,290211/30430)
(1/18,-7/2)
(324/68257,17828099/1228626)
(100/2289,-100837/22890)
(49/2682,68953/9387)
(49/2682,-15361/2086)
(100/9129,-871633/91290)
(9/112,-23/168)
#
# (a,b,c,d) = (1,1,12,11) and D = 7703:
#
(1,-1/11)
(-58/47,65/47)
(-703/4187,2170/4187)
(-6442/54683,27125/54683)
(-41753/15247,45423/15247)
(257/467,130/467)
(1487/1937,378/1937)
(90547/115747,-44107/115747)
(-58/17,63/17)
(296/191,-315/191)
(1,0)
(1,-1)
#
# (a,b,c,d) = (1926,0,1,0) and D = 7704:
#
(2601/203095,91341593/10357845)
(1/151,-1855/151)
(1/151,1855/151)
(2601/203095,-91341593/10357845)
(394384/389562937,-7688931877907/244645524436)
(394384/389562937,7688931877907/244645524436)
#
# (a,b,c,d) = (1,4,11,26) and D = 7704:
#
(1,0)
(153/292,133/584)
(319/217,-153/434)
#
# (a,b,c,d) = (1927,1,1,0) and D = 7707:
#
#
# (a,b,c,d) = (241,1,2,0) and D = 7708:
#
(8/209,2993/836)
(8/209,-3009/836)
#
# (a,b,c,d) = (1927,0,1,0) and D = 7708:
#
(4/209,-3001/418)
(4/209,3001/418)
#
# (a,b,c,d) = (1928,1,1,0) and D = 7711:
#
#
# (a,b,c,d) = (1928,0,1,0) and D = 7712:
#
(14161/1124082,594741620/66882879)
(14161/1124082,-594741620/66882879)
#
# (a,b,c,d) = (241,0,2,0) and D = 7712:
#
(14161/562041,-297370810/66882879)
(14161/562041,297370810/66882879)
#
# (a,b,c,d) = (4,3,5,5) and D = 7715:
#
(1,-1)
(8437/1280,-2339/320)
(312/449,-179/449)
#
# (a,b,c,d) = (1929,1,1,0) and D = 7715:
#
(1/129,-1465/129)
(1/129,488/43)
#
# (a,b,c,d) = (1929,0,1,0) and D = 7716:
#
(81/2329,-107740/20961)
(81/2329,107740/20961)
#
# (a,b,c,d) = (1930,1,1,0) and D = 7719:
#
(1/28,141/28)
(1/28,-71/14)
#
# (a,b,c,d) = (2,1,9,6) and D = 7719:
#
(7/11,-15/22)
(-130361/187048,110179/93524)
(-7/6,11/6)
#
# (a,b,c,d) = (1930,0,1,0) and D = 7720:
#
#
# (a,b,c,d) = (1931,1,1,0) and D = 7723:
#
(16/4553,-307237/18212)
(4/257,-4109/514)
(4/257,4101/514)
(16/4553,307173/18212)
(900/209521,95884181/6285630)
(900/209521,-95911181/6285630)
#
# (a,b,c,d) = (1,4,2,15) and D = 7723:
#
(1,0)
(67/51,-28/153)
(17/41,14/41)
(341/461,90/461)
#
# (a,b,c,d) = (3,4,2,6) and D = 7724:
#
#
# (a,b,c,d) = (1931,0,1,0) and D = 7724:
#
(1/15,38/15)
(1/15,-38/15)
#
# (a,b,c,d) = (3,4,10,6) and D = 7724:
#
#
# (a,b,c,d) = (3,2,2,6) and D = 7724:
#
#
# (a,b,c,d) = (3,1,6,-4) and D = 7724:
#
#
# (a,b,c,d) = (3,2,9,1) and D = 7727:
#
(0,1)
(1/3,-2/3)
(-6/31,61/31)
(25/51,-8/17)
(157/243,-67/243)
#
# (a,b,c,d) = (1932,1,1,0) and D = 7727:
#
(625/7784,-863/48650)
(1/14,2)
(4/1281,-45851/2562)
(4/1281,2183/122)
(625/7784,-1739/27800)
(361/28308,169637/19209)
(361/28308,-1585565/179284)
(1/14,-29/14)
#
# (a,b,c,d) = (4,4,8,5) and D = 7728:
#
(2/3,-1/3)
#
# (a,b,c,d) = (1932,0,1,0) and D = 7728:
#
#
# (a,b,c,d) = (242,2,2,0) and D = 7728:
#
#
# (a,b,c,d) = (1933,1,1,0) and D = 7731:
#
#
# (a,b,c,d) = (2,8,9,11) and D = 7732:
#
(103756/77875,-25339/77875)
(-1/2,1/2)
(488/119,-155/119)
(-6841/7196,3457/7196)
#
# (a,b,c,d) = (1933,0,1,0) and D = 7732:
#
(9/121,602/363)
(9/121,-602/363)
#
# (a,b,c,d) = (1,5,8,21) and D = 7735:
#
(442/457,9/457)
(-55133/6989,12913/6989)
(1,0)
(-260/41,61/41)
(-83/95,37/95)
#
# (a,b,c,d) = (1934,1,1,0) and D = 7735:
#
(1/16,-47/16)
(1/16,23/8)
#
# (a,b,c,d) = (1934,0,1,0) and D = 7736:
#
#
# (a,b,c,d) = (1935,1,1,0) and D = 7739:
#
#
# (a,b,c,d) = (10,5,6,0) and D = 7740:
#
#
# (a,b,c,d) = (1935,0,1,0) and D = 7740:
#
#
# (a,b,c,d) = (9,1,6,0) and D = 7740:
#
#
# (a,b,c,d) = (242,1,2,0) and D = 7740:
#
#
# (a,b,c,d) = (72,2,3,0) and D = 7740:
#
#
# (a,b,c,d) = (1936,1,1,0) and D = 7743:
#
#
# (a,b,c,d) = (1,6,1,8) and D = 7744:
#
(-234/59,157/236)
(1,0)
(0,1/2)
#
# (a,b,c,d) = (2,4,10,12) and D = 7744:
#
(-779/236,1093/472)
(1,-1/2)
(1/2,1/4)
#
# (a,b,c,d) = (242,0,2,0) and D = 7744:
#
(2/25,117/50)
(2/25,-117/50)
#
# (a,b,c,d) = (1936,0,1,0) and D = 7744:
#
(1/25,-117/25)
(1/25,117/25)
#
# (a,b,c,d) = (1937,1,1,0) and D = 7747:
#
(196/3497,166503/48958)
(196/3497,-13019/3766)
#
# (a,b,c,d) = (1937,0,1,0) and D = 7748:
#
#
# (a,b,c,d) = (6,1,6,2) and D = 7748:
#
(-1/6,1)
#
# (a,b,c,d) = (1938,1,1,0) and D = 7751:
#
#
# (a,b,c,d) = (1938,0,1,0) and D = 7752:
#
#
# (a,b,c,d) = (1939,1,1,0) and D = 7755:
#
#
# (a,b,c,d) = (1,5,1,11) and D = 7756:
#
(1,0)
(555/329,-86/329)
(86/251,99/251)
#
# (a,b,c,d) = (1939,0,1,0) and D = 7756:
#
#
# (a,b,c,d) = (1940,1,1,0) and D = 7759:
#
#
# (a,b,c,d) = (1940,0,1,0) and D = 7760:
#
#
# (a,b,c,d) = (243,2,2,0) and D = 7760:
#
#
# (a,b,c,d) = (1941,1,1,0) and D = 7763:
#
#
# (a,b,c,d) = (1941,0,1,0) and D = 7764:
#
(1/13,-16/13)
(1/13,16/13)
#
# (a,b,c,d) = (1,4,9,24) and D = 7764:
#
(-160/103,109/206)
(146/113,-99/452)
(-32/9,19/18)
(-357659/243033,124478/243033)
(1,0)
(-6043/7897,3230/7897)
#
# (a,b,c,d) = (1942,1,1,0) and D = 7767:
#
(9/2242,53069/3363)
(9/2242,-106165/6726)
#
# (a,b,c,d) = (72,1,3,0) and D = 7767:
#
(27/2242,106111/20178)
(27/2242,-53096/10089)
#
# (a,b,c,d) = (1942,0,1,0) and D = 7768:
#
#
# (a,b,c,d) = (1,3,1,16) and D = 7771:
#
(-5,21/16)
(-127/287,111/287)
(-341/459,175/459)
(15/17,2/17)
(1,0)
(7156/187,-3737/374)
#
# (a,b,c,d) = (1943,1,1,0) and D = 7771:
#
(625/8671,14264/7475)
(1/17,-55/17)
(625/8671,-429281/216775)
(1/17,54/17)
#
# (a,b,c,d) = (243,1,2,0) and D = 7772:
#
(1/12,-55/24)
(1/12,9/4)
#
# (a,b,c,d) = (1943,0,1,0) and D = 7772:
#
(1/24,109/24)
(1/24,-109/24)
#
# (a,b,c,d) = (1944,1,1,0) and D = 7775:
#
#
# (a,b,c,d) = (16,3,5,0) and D = 7775:
#
#
# (a,b,c,d) = (243,0,2,0) and D = 7776:
#
(1/35,-146/35)
(1/35,146/35)
#
# (a,b,c,d) = (1944,0,1,0) and D = 7776:
#
(1/70,292/35)
(1/70,-292/35)
#
# (a,b,c,d) = (1,3,9,23) and D = 7776:
#
(1,0)
(11/8,-3/8)
#
# (a,b,c,d) = (9,0,6,0) and D = 7776:
#
(3/35,146/105)
(3/35,-146/105)
#
# (a,b,c,d) = (72,0,3,0) and D = 7776:
#
(3/70,292/105)
(3/70,-292/105)
#
# (a,b,c,d) = (2,3,0,8) and D = 7776:
#
(0,1/2)
(-3/4,1/2)
#
# (a,b,c,d) = (1945,1,1,0) and D = 7779:
#
(25/319,-1503/1595)
(9216/177265,63180809/17017440)
(576/7201,-48817/172824)
(1/55,81/11)
(25/319,1378/1595)
(576/7201,34993/172824)
(1/55,-406/55)
(1/43,278/43)
(1/3151,176877/3151)
(9216/177265,-12813109/3403488)
(1/3151,-176878/3151)
(1/43,-279/43)
#
# (a,b,c,d) = (1,1,11,14) and D = 7779:
#
(-3/2,5/4)
(-14381011/1919079,11607245/1919079)
(377/281,-288/281)
(123/122,-13/244)
(5001/5336,-2479/10672)
(-2899/3161,2628/3161)
(165/808,589/1616)
(1/3,1/3)
(1,0)
(71/81,-37/81)
(125/111,-91/111)
#
# (a,b,c,d) = (1945,0,1,0) and D = 7780:
#
#
# (a,b,c,d) = (1946,1,1,0) and D = 7783:
#
#
# (a,b,c,d) = (1946,0,1,0) and D = 7784:
#
#
# (a,b,c,d) = (1947,1,1,0) and D = 7787:
#
#
# (a,b,c,d) = (2,2,2,9) and D = 7788:
#
(-3,5/3)
(17/19,-43/171)
#
# (a,b,c,d) = (1947,0,1,0) and D = 7788:
#
(36/793,20195/4758)
(36/793,-20195/4758)
#
# (a,b,c,d) = (1948,1,1,0) and D = 7791:
#
#
# (a,b,c,d) = (3,2,9,3) and D = 7791:
#
#
# (a,b,c,d) = (6,3,7,0) and D = 7791:
#
#
# (a,b,c,d) = (1948,0,1,0) and D = 7792:
#
#
# (a,b,c,d) = (244,2,2,0) and D = 7792:
#
#
# (a,b,c,d) = (31,3,4,0) and D = 7792:
#
#
# (a,b,c,d) = (1949,1,1,0) and D = 7795:
#
#
# (a,b,c,d) = (1949,0,1,0) and D = 7796:
#
#
# (a,b,c,d) = (1,3,2,17) and D = 7799:
#
(45/89,28/89)
(1,0)
(11341/18163,4953/18163)
(100/67,-21/67)
(16/17,1/17)
#
# (a,b,c,d) = (1950,1,1,0) and D = 7799:
#
(1/2600,5099/100)
(1/108,-187/18)
(1/2600,-5303/104)
(1/108,1121/108)
#
# (a,b,c,d) = (1950,0,1,0) and D = 7800:
#
#
# (a,b,c,d) = (2,4,1,8) and D = 7800:
#
(0,1/2)
(-342/317,691/1268)
#
# (a,b,c,d) = (3,2,8,5) and D = 7803:
#
(2/3,-1/3)
(29/3,-46/3)
(1/6,1/2)
(-169049/34989,268264/34989)
(389/6996,6481/11660)
#
# (a,b,c,d) = (1951,1,1,0) and D = 7803:
#
(1/21,-86/21)
(361/6447,416317/122493)
(361/6447,-423176/122493)
(1/21,85/21)
#
# (a,b,c,d) = (73,3,3,0) and D = 7803:
#
(1/7,-10/7)
(361/2149,43209/40831)
(361/2149,-50068/40831)
(1/7,9/7)
#
# (a,b,c,d) = (1,3,3,18) and D = 7803:
#
(-145771/11663,40831/11663)
(1,0)
(-8749/17490,40831/104940)
(-1/3,7/18)
(25,-7)
#
# (a,b,c,d) = (2,1,10,3) and D = 7804:
#
(1/2,1/3)
(-23/356,275/356)
(14426/18231,-5177/54693)
(47/66,-25/99)
(773/976,-89/976)
(11/16,3/16)
(1/2,-3/2)
(-103/32,509/48)
(1/2,-1/2)
(-3413/6842,11981/6842)
(32/81,-215/243)
(59/94,-33/94)
(-32140/60377,335113/181131)
#
# (a,b,c,d) = (2,3,2,9) and D = 7804:
#
(253/976,431/976)
(-2,1)
(401/356,-149/356)
(-10/47,23/47)
(3/4,1/12)
(915/64,-1327/192)
(5/8,1/4)
(-1/2,1/2)
(-1/44,191/396)
(-61/54,311/486)
(3083/12154,48455/109386)
(302973/120754,-431533/362262)
(16265/6842,-7697/6842)
#
# (a,b,c,d) = (1951,0,1,0) and D = 7804:
#
(144/5185,365471/62220)
(15625/215696,50918869/26962000)
(25/446,7631/2230)
(1/26,125/26)
(1/68,-559/68)
(247009/4315922,-7140742237/2145013234)
(312481/5610680,-10820986847/3136370120)
(312481/5610680,10820986847/3136370120)
(1/476,-10385/476)
(1/26,-125/26)
(25/446,-7631/2230)
(15625/215696,-50918869/26962000)
(144/5185,-365471/62220)
(289/50720,-11420641/862240)
(4489/290360,-155895659/19454120)
(9/115,-314/345)
(247009/4315922,7140742237/2145013234)
(2025/88051,25815826/3962295)
(2025/88051,-25815826/3962295)
(1/68,559/68)
(9/115,314/345)
(4489/290360,155895659/19454120)
(289/50720,11420641/862240)
(1/476,10385/476)
#
# (a,b,c,d) = (244,1,2,0) and D = 7804:
#
(18/115,-341/690)
(15625/107848,3060359/3370250)
(289/25360,-5712777/862240)
(312481/2805340,-5497831863/3136370120)
(288/5185,-367199/124440)
(25/223,3753/2230)
(1/34,279/68)
(247009/2157961,1754494691/1072506617)
(289/25360,713483/107780)
(312481/2805340,665394373/392046265)
(1/13,-63/26)
(18/115,287/690)
(1/34,-70/17)
(15625/107848,-433377/442000)
(1/13,31/13)
(4489/145180,159421/39865)
(4050/88051,25724701/7924590)
(25/223,-1939/1115)
(247009/2157961,-3631752855/2145013234)
(1/238,1298/119)
(4489/145180,-78098211/19454120)
(4050/88051,-25906951/7924590)
(1/238,-5193/476)
(288/5185,5963/2040)
#
# (a,b,c,d) = (1,4,-1,12) and D = 7804:
#
(247/162,-119/486)
(-106/89,63/178)
(-1121/64,709/192)
(-367253/120754,238693/362262)
(-1/4,5/12)
(79/94,13/94)
(1/16,7/16)
(5/2,-1/2)
(1,0)
(97/132,91/396)
(19603/36462,38101/109386)
(65/122,171/488)
(-9839/3421,2142/3421)
#
# (a,b,c,d) = (1,3,4,19) and D = 7807:
#
(18/17,-1/17)
(17945093/6334331,-5067398/6334331)
(3020/16637,5943/16637)
(-59545/15369,17486/15369)
(11/5,-3/5)
(1/3,1/3)
(1,0)
#
# (a,b,c,d) = (1952,1,1,0) and D = 7807:
#
(196/2809,-87793/39326)
(196/2809,85049/39326)
(1/44,72/11)
(1/58,-220/29)
(1/58,439/58)
(85849/1358012,-1139318397/397897516)
(1/44,-289/44)
(85849/1358012,278541160/99474379)
#
# (a,b,c,d) = (244,0,2,0) and D = 7808:
#
#
# (a,b,c,d) = (1952,0,1,0) and D = 7808:
#
#
# (a,b,c,d) = (1,2,4,19) and D = 7811:
#
(505/457,-72/457)
(1,0)
#
# (a,b,c,d) = (1953,1,1,0) and D = 7811:
#
#
# (a,b,c,d) = (1953,0,1,0) and D = 7812:
#
#
# (a,b,c,d) = (1954,1,1,0) and D = 7815:
#
#
# (a,b,c,d) = (1954,0,1,0) and D = 7816:
#
#
# (a,b,c,d) = (1955,1,1,0) and D = 7819:
#
#
# (a,b,c,d) = (1955,0,1,0) and D = 7820:
#
#
# (a,b,c,d) = (5,4,7,4) and D = 7820:
#
#
# (a,b,c,d) = (1956,1,1,0) and D = 7823:
#
(4/57,-83/38)
(34225/587946,-356487869/108770010)
(34225/587946,58359374/18128335)
(4/57,241/114)
#
# (a,b,c,d) = (3,7,8,9) and D = 7823:
#
(3,-5/3)
(151/297,20/99)
(52147/5691,-29258/5691)
(1/3,1/3)
#
# (a,b,c,d) = (1956,0,1,0) and D = 7824:
#
#
# (a,b,c,d) = (245,2,2,0) and D = 7824:
#
#
# (a,b,c,d) = (1957,1,1,0) and D = 7827:
#
(1/13,-16/13)
(1/13,15/13)
#
# (a,b,c,d) = (4,1,7,3) and D = 7827:
#
(140093/247036,38917/185277)
(-173/925,807/925)
(40/421,263/421)
(1/2,-2/3)
#
# (a,b,c,d) = (1957,0,1,0) and D = 7828:
#
#
# (a,b,c,d) = (1958,1,1,0) and D = 7831:
#
(49/8360,-69491/5320)
(49/8360,382029/29260)
#
# (a,b,c,d) = (2,3,11,8) and D = 7831:
#
(91/116,1/58)
(0,1/2)
(-91/186,149/186)
#
# (a,b,c,d) = (1958,0,1,0) and D = 7832:
#
#
# (a,b,c,d) = (1959,1,1,0) and D = 7835:
#
(229441/2924571,-1219179443/1400869509)
(229441/2924571,369759068/466956503)
(1/39,239/39)
(1/39,-80/13)
#
# (a,b,c,d) = (1,3,5,20) and D = 7835:
#
(2401/1045,-687/1045)
(2/29,21/58)
(257/59,-77/59)
(19/17,-2/17)
(1,0)
(15393/40592,51067/162368)
#
# (a,b,c,d) = (1959,0,1,0) and D = 7836:
#
(1/19,70/19)
(1/19,-70/19)
#
# (a,b,c,d) = (245,1,2,0) and D = 7836:
#
(2/19,69/38)
(2/19,-71/38)
#
# (a,b,c,d) = (1960,1,1,0) and D = 7839:
#
#
# (a,b,c,d) = (1,4,14,0) and D = 7840:
#
(50/47,-181/3290)
(50/47,-117/470)
(6174/6721,-627409/1975974)
(63/533,-8885/11193)
(8/47,-883/1316)
(8/47,117/188)
(1/211,-5735/1477)
(1,-2/7)
(1,0)
(1/211,819/211)
(6174/6721,108793/1975974)
(63/533,8507/11193)
#
# (a,b,c,d) = (245,0,2,0) and D = 7840:
#
(50/329,-319/470)
(50/329,319/470)
(1/1477,-5734/211)
(1/7,1)
(882/6721,-368101/282282)
(8/329,-851/188)
(1/7,-1)
(882/6721,368101/282282)
(1/1477,5734/211)
(9/533,8696/1599)
(8/329,851/188)
(9/533,-8696/1599)
#
# (a,b,c,d) = (7,6,7,0) and D = 7840:
#
(1/2,1/14)
(1/422,-3277/422)
(63/1066,-35351/22386)
(3087/6721,-562582/987987)
(4/47,827/658)
(3087/6721,173620/987987)
(4/47,-125/94)
(25/47,-8/235)
(63/1066,34217/22386)
(1/2,-1/2)
(1/422,22933/2954)
(25/47,-694/1645)
#
# (a,b,c,d) = (1960,0,1,0) and D = 7840:
#
(1/2954,-11468/211)
(25/329,-319/235)
(1/14,2)
(9/1066,-17392/1599)
(1/2954,11468/211)
(1/14,-2)
(441/6721,368101/141141)
(9/1066,17392/1599)
(441/6721,-368101/141141)
(4/329,-851/94)
(25/329,319/235)
(4/329,851/94)
#
# (a,b,c,d) = (6,5,8,1) and D = 7840:
#
(0,1)
(129155/279954,-26671/46659)
(-1/18,7/6)
(43/150,-49/50)
(63/118,-25/59)
(1/2,-1/2)
(5/16,-7/8)
(927/3170,1517/3170)
(354239/984714,-411067/164119)
(-2/3,5)
#
# (a,b,c,d) = (1,2,6,20) and D = 7840:
#
(289181/279954,-30871/559908)
(-59/317,611/1585)
(113/118,13/236)
(-1,1/2)
(19/16,-9/32)
(2820641/984714,-2112163/1969428)
(-17/3,13/6)
(19/15,-26/75)
(1,0)
(-11/9,5/9)
#
# (a,b,c,d) = (1961,1,1,0) and D = 7843:
#
#
# (a,b,c,d) = (1961,0,1,0) and D = 7844:
#
#
# (a,b,c,d) = (1962,1,1,0) and D = 7847:
#
(121/2172,40811/11946)
(121/2172,-27651/7964)
#
# (a,b,c,d) = (73,2,3,0) and D = 7848:
#
(256/4491,171223/71856)
(256/4491,-521861/215568)
#
# (a,b,c,d) = (1962,0,1,0) and D = 7848:
#
(256/13473,517765/71856)
(256/13473,-517765/71856)
#
# (a,b,c,d) = (1963,1,1,0) and D = 7851:
#
#
# (a,b,c,d) = (4,2,5,-3) and D = 7852:
#
(1/2,1/2)
(193/316,-87/316)
#
# (a,b,c,d) = (1963,0,1,0) and D = 7852:
#
#
# (a,b,c,d) = (1964,1,1,0) and D = 7855:
#
#
# (a,b,c,d) = (1,4,1,14) and D = 7856:
#
(3/2,-1/4)
(157/235,117/470)
(1,0)
(1/5,2/5)
#
# (a,b,c,d) = (2,4,4,10) and D = 7856:
#
(1/2,3/10)
(-1/2,1/2)
(-9/8,5/8)
(37/940,431/940)
#
# (a,b,c,d) = (246,2,2,0) and D = 7856:
#
(2/165,-707/110)
(8/153,-625/204)
(2/165,2117/330)
(8/153,1843/612)
#
# (a,b,c,d) = (1964,0,1,0) and D = 7856:
#
(1/165,2119/165)
(1/165,-2119/165)
(4/153,-1859/306)
(4/153,1859/306)
#
# (a,b,c,d) = (1965,1,1,0) and D = 7859:
#
#
# (a,b,c,d) = (1965,0,1,0) and D = 7860:
#
(15129/622909,-484658612/76617807)
(15129/622909,484658612/76617807)
#
# (a,b,c,d) = (1966,1,1,0) and D = 7863:
#
#
# (a,b,c,d) = (4,5,8,6) and D = 7864:
#
(49/88,3/22)
(-37/227,141/227)
(83/122,-10/61)
(-139/142,254/213)
(205/194,-314/291)
(1,-1)
(643/1111,113/1111)
#
# (a,b,c,d) = (1966,0,1,0) and D = 7864:
#
(1/18095,2434097/18095)
(1/23,-101/23)
(9/415,-8369/1245)
(1/18095,-2434097/18095)
(9/415,8369/1245)
(1/23,101/23)
#
# (a,b,c,d) = (1967,1,1,0) and D = 7867:
#
#
# (a,b,c,d) = (1967,0,1,0) and D = 7868:
#
(9/163,1702/489)
(9/163,-1702/489)
#
# (a,b,c,d) = (246,1,2,0) and D = 7868:
#
(18/163,-1729/978)
(18/163,1675/978)
#
# (a,b,c,d) = (1,4,5,19) and D = 7871:
#
(-2/13,5/13)
(-21377/14893,6669/14893)
(-598687/442637,192798/442637)
(449/461,9/461)
(1,0)
(4,-1)
#
# (a,b,c,d) = (1968,1,1,0) and D = 7871:
#
(13689/172480,-621391/1261260)
(36/457,-2015/2742)
(1/32,-11/2)
(1/32,175/32)
(25/746,9772/1865)
(36/457,1799/2742)
(25/746,-19669/3730)
(13689/172480,8340643/20180160)
#
# (a,b,c,d) = (246,0,2,0) and D = 7872:
#
#
# (a,b,c,d) = (1968,0,1,0) and D = 7872:
#
#
# (a,b,c,d) = (31,2,4,0) and D = 7872:
#
#
# (a,b,c,d) = (2,4,8,12) and D = 7872:
#
#
# (a,b,c,d) = (73,1,3,0) and D = 7875:
#
(1/17,40/17)
(1/5,-13/15)
(1/5,4/5)
(1/17,-121/51)
#
# (a,b,c,d) = (1969,1,1,0) and D = 7875:
#
(1/51,-362/51)
(1/15,37/15)
(1/15,-38/15)
(1/51,361/51)
#
# (a,b,c,d) = (1,5,15,0) and D = 7875:
#
(1,-1/3)
(1,0)
(5/17,-133/255)
(5/17,36/85)
#
# (a,b,c,d) = (17,5,5,0) and D = 7875:
#
(1/3,-2/3)
(5/51,349/255)
(5/51,-22/15)
(1/3,1/3)
#
# (a,b,c,d) = (1969,0,1,0) and D = 7876:
#
#
# (a,b,c,d) = (1970,1,1,0) and D = 7879:
#
#
# (a,b,c,d) = (1970,0,1,0) and D = 7880:
#
#
# (a,b,c,d) = (1971,1,1,0) and D = 7883:
#
#
# (a,b,c,d) = (1971,0,1,0) and D = 7884:
#
(9/319,-5570/957)
(1/75,-216/25)
(4/57,-81/38)
(9/127,-782/381)
(9/127,782/381)
(4/57,81/38)
(1/75,216/25)
(9/319,5570/957)
#
# (a,b,c,d) = (1,2,12,18) and D = 7884:
#
(-173/151,362/453)
(-1/23,9/23)
(-13/11,9/11)
(1,-1/3)
(239/143,-144/143)
(1,0)
(395/71,-746/213)
#
# (a,b,c,d) = (6,12,12,7) and D = 7884:
#
(-1,1)
(-8,7)
(10/17,-1/17)
(-44593/169333,109501/169333)
(106817/72463,-88529/72463)
(1,-5/7)
(669986/678691,-473795/678691)
#
# (a,b,c,d) = (1,6,6,14) and D = 7884:
#
(629/71,-117/71)
(1103/429,-193/429)
(-299/151,63/151)
(-55/69,26/69)
(-67/33,14/33)
(1/3,1/3)
(1,0)
#
# (a,b,c,d) = (1,6,3,10) and D = 7884:
#
(-1091/1780,1413/3560)
(-3/5,2/5)
(-317/214,711/2140)
(1/10,9/20)
(3,-1/2)
(2145517/49660,-742347/99320)
(1,0)
(-501/331,554/1655)
#
# (a,b,c,d) = (73,0,3,0) and D = 7884:
#
(27/319,-5570/2871)
(27/127,-782/1143)
(1/25,72/25)
(4/19,27/38)
(4/19,-27/38)
(27/127,782/1143)
(1/25,-72/25)
(27/319,5570/2871)
#
# (a,b,c,d) = (1,0,12,6) and D = 7884:
#
(-821839/10541489,6404976/10541489)
(41/59,-19/59)
(14321/13511,-28737/13511)
(191/353,-171/353)
(25/43,13/43)
(-253/611,614/611)
(1,-2)
(-49/113,117/113)
(1,0)
(95271791/104396783,-16153678/104396783)
(61255/107911,33156/107911)
#
# (a,b,c,d) = (1972,1,1,0) and D = 7887:
#
#
# (a,b,c,d) = (3,8,11,11) and D = 7887:
#
(-5/3,1)
#
# (a,b,c,d) = (1,3,13,23) and D = 7888:
#
(-2,1)
(3701/2822,-1443/2822)
(39283/35773,-6510/35773)
(11/6,-5/6)
(-1/8,3/8)
(-12,133/23)
(1,0)
#
# (a,b,c,d) = (5,11,12,8) and D = 7888:
#
(3/4,-1/4)
(-5/3,4/3)
(266/23,-409/46)
(2,-3/2)
(-13020/35773,45793/71546)
(-1443/1411,1286/1411)
(0,1/2)
#
# (a,b,c,d) = (247,2,2,0) and D = 7888:
#
(1/19,3)
(2/13,1/2)
(2/13,-17/26)
(25/287,-3208/1435)
(1/19,-58/19)
(25/287,3083/1435)
#
# (a,b,c,d) = (1972,0,1,0) and D = 7888:
#
(1/13,15/13)
(1/38,115/19)
(1/38,-115/19)
(25/574,-6291/1435)
(1/13,-15/13)
(25/574,6291/1435)
#
# (a,b,c,d) = (1,4,0,13) and D = 7891:
#
(1,0)
(287/479,144/479)
#
# (a,b,c,d) = (1973,1,1,0) and D = 7891:
#
#
# (a,b,c,d) = (1973,0,1,0) and D = 7892:
#
#
# (a,b,c,d) = (6,4,7,3) and D = 7892:
#
(17/30,-1/10)
#
# (a,b,c,d) = (1974,1,1,0) and D = 7895:
#
#
# (a,b,c,d) = (1974,0,1,0) and D = 7896:
#
#
# (a,b,c,d) = (1975,1,1,0) and D = 7899:
#
#
# (a,b,c,d) = (1975,0,1,0) and D = 7900:
#
(4/65,-77/26)
(4/65,77/26)
#
# (a,b,c,d) = (2,1,10,0) and D = 7900:
#
(8/13,69/260)
(8/13,-17/52)
#
# (a,b,c,d) = (247,1,2,0) and D = 7900:
#
(8/65,-393/260)
(8/65,29/20)
#
# (a,b,c,d) = (4,9,10,0) and D = 7900:
#
(8/13,-149/260)
(8/13,1/52)
#
# (a,b,c,d) = (16,2,5,0) and D = 7900:
#
(4/13,-17/26)
(4/13,69/130)
#
# (a,b,c,d) = (1976,1,1,0) and D = 7903:
#
#
# (a,b,c,d) = (247,0,2,0) and D = 7904:
#
#
# (a,b,c,d) = (1976,0,1,0) and D = 7904:
#
#
# (a,b,c,d) = (1,6,2,9) and D = 7907:
#
(1,0)
(83/66,-7/66)
(1/21,10/21)
(-22/131,63/131)
#
# (a,b,c,d) = (1977,1,1,0) and D = 7907:
#
(9/193,-2411/579)
(9/193,2384/579)
#
# (a,b,c,d) = (3,1,8,-2) and D = 7908:
#
#
# (a,b,c,d) = (1977,0,1,0) and D = 7908:
#
#
# (a,b,c,d) = (1,3,6,21) and D = 7911:
#
(1,0)
(20/17,-3/17)
#
# (a,b,c,d) = (1978,1,1,0) and D = 7911:
#
(1/292,4989/292)
(1/292,-2495/146)
#
# (a,b,c,d) = (74,3,3,0) and D = 7911:
#
(3/292,4985/876)
(3/292,-2497/438)
#
# (a,b,c,d) = (2,6,11,15) and D = 7912:
#
(-2,1)
(761/662,-1277/3310)
(2/3,1/9)
(-1/2,1/2)
(-1531/7412,3331/7412)
#
# (a,b,c,d) = (1978,0,1,0) and D = 7912:
#
(1/59,451/59)
(1/59,-451/59)
(49/1691,67843/11837)
(49/1691,-67843/11837)
#
# (a,b,c,d) = (1979,1,1,0) and D = 7915:
#
#
# (a,b,c,d) = (1979,0,1,0) and D = 7916:
#
(64/1001,22005/8008)
(64/1001,-22005/8008)
#
# (a,b,c,d) = (6,4,6,-1) and D = 7916:
#
(0,-1)
(8/15,1/15)
#
# (a,b,c,d) = (1980,1,1,0) and D = 7919:
#
#
# (a,b,c,d) = (248,2,2,0) and D = 7920:
#
(529/9968,684493/229264)
(1/8,11/8)
(1/8,-3/2)
(529/9968,-174165/57316)
#
# (a,b,c,d) = (31,1,4,0) and D = 7920:
#
(1/4,11/16)
(1/4,-3/4)
(529/4984,-174165/114632)
(529/4984,684493/458528)
#
# (a,b,c,d) = (1980,0,1,0) and D = 7920:
#
(1/16,23/8)
(529/19936,-1381153/229264)
(529/19936,1381153/229264)
(1/16,-23/8)
#
# (a,b,c,d) = (1981,1,1,0) and D = 7923:
#
#
# (a,b,c,d) = (1981,0,1,0) and D = 7924:
#
#
# (a,b,c,d) = (1982,1,1,0) and D = 7927:
#
(25/2684,138877/13420)
(25/2684,-69501/6710)
#
# (a,b,c,d) = (2,3,4,10) and D = 7928:
#
(27/23,-59/115)
#
# (a,b,c,d) = (1982,0,1,0) and D = 7928:
#
#
# (a,b,c,d) = (1983,1,1,0) and D = 7931:
#
#
# (a,b,c,d) = (248,1,2,0) and D = 7932:
#
#
# (a,b,c,d) = (1983,0,1,0) and D = 7932:
#
#
# (a,b,c,d) = (1984,1,1,0) and D = 7935:
#
(1/184,2495/184)
(1/184,-312/23)
#
# (a,b,c,d) = (2,13,23,0) and D = 7935:
#
(1/8,-5/8)
(1/8,51/92)
#
# (a,b,c,d) = (32,4,4,0) and D = 7936:
#
#
# (a,b,c,d) = (5,6,8,0) and D = 7936:
#
#
# (a,b,c,d) = (4,0,4,4) and D = 7936:
#
#
# (a,b,c,d) = (31,0,4,0) and D = 7936:
#
#
# (a,b,c,d) = (1984,0,1,0) and D = 7936:
#
#
# (a,b,c,d) = (4,2,8,0) and D = 7936:
#
#
# (a,b,c,d) = (248,0,2,0) and D = 7936:
#
#
# (a,b,c,d) = (4,15,16,0) and D = 7936:
#
#
# (a,b,c,d) = (1985,1,1,0) and D = 7939:
#
#
# (a,b,c,d) = (1985,0,1,0) and D = 7940:
#
#
# (a,b,c,d) = (1986,1,1,0) and D = 7943:
#
#
# (a,b,c,d) = (5,8,11,6) and D = 7944:
#
(5,-13/2)
(7/5,-53/30)
(-187/184,519/368)
#
# (a,b,c,d) = (1986,0,1,0) and D = 7944:
#
(16/5473,404881/21892)
(16/5473,-404881/21892)
#
# (a,b,c,d) = (1,4,8,23) and D = 7947:
#
(16161/16700,397/16700)
(557/461,-72/461)
(-34/21,11/21)
(-3/2,1/2)
(79360/63729,-11513/63729)
(1,0)
#
# (a,b,c,d) = (1987,1,1,0) and D = 7947:
#
(841/235183,-114060585/6820307)
(1/13,-15/13)
(841/235183,114036196/6820307)
(1/13,14/13)
#
# (a,b,c,d) = (1987,0,1,0) and D = 7948:
#
(3600/69649,-15657607/4178940)
(3600/69649,15657607/4178940)
#
# (a,b,c,d) = (1,7,3,7) and D = 7948:
#
(1,0)
(-11/49,180/343)
#
# (a,b,c,d) = (1988,1,1,0) and D = 7951:
#
(49/928,-5987/1624)
(484/170065,-10019531/534490)
(1/14,-2)
(1/14,27/14)
(484/170065,70126069/3741430)
(49/928,23605/6496)
(121/4690,-158162/25795)
(121/4690,44999/7370)
#
# (a,b,c,d) = (2,5,7,12) and D = 7951:
#
(1,-1/4)
(643/1178,1069/4712)
(-110477/73114,27931/36557)
(-1/2,1/2)
(-13/92,127/276)
(13/2,-3)
#
# (a,b,c,d) = (249,2,2,0) and D = 7952:
#
(1/9,-16/9)
(1922/24453,-3645289/1516086)
(32/249,31/24)
(1/897,-18997/897)
(1/9,5/3)
(1922/24453,1175375/505362)
(32/249,-943/664)
(1/897,6332/299)
#
# (a,b,c,d) = (1,1,9,17) and D = 7952:
#
(229/190,-117/190)
(2117/788,-1249/788)
(-1/2,1/2)
(-5/7,4/7)
(1,0)
(73/76,91/1292)
#
# (a,b,c,d) = (1988,0,1,0) and D = 7952:
#
(1/18,-31/9)
(1/1794,-37993/897)
(16/249,2701/996)
(961/24453,-3585707/758043)
(16/249,-2701/996)
(1/1794,37993/897)
(1/18,31/9)
(961/24453,3585707/758043)
#
# (a,b,c,d) = (1,5,-4,8) and D = 7952:
#
(-117/95,28/95)
(91/646,333/646)
(0,1/2)
(8/7,-1/14)
(1,0)
(-1249/394,217/394)
#
# (a,b,c,d) = (1989,1,1,0) and D = 7955:
#
(13924/550329,400806431/64938822)
(13924/550329,-10319217/1665098)
#
# (a,b,c,d) = (1989,0,1,0) and D = 7956:
#
#
# (a,b,c,d) = (74,2,3,0) and D = 7956:
#
#
# (a,b,c,d) = (1990,1,1,0) and D = 7959:
#
(81/2410,11339/2169)
(81/2410,-114119/21690)
#
# (a,b,c,d) = (1,7,6,10) and D = 7960:
#
(9/14,13/70)
(1,0)
(141/541,208/541)
(-73/578,279/578)
(49917929/82452132,85541653/412260660)
#
# (a,b,c,d) = (1990,0,1,0) and D = 7960:
#
(256/15529,-1926507/248464)
(256/15529,1926507/248464)
(1/271,4461/271)
(1/271,-4461/271)
#
# (a,b,c,d) = (1991,1,1,0) and D = 7963:
#
#
# (a,b,c,d) = (1991,0,1,0) and D = 7964:
#
#
# (a,b,c,d) = (249,1,2,0) and D = 7964:
#
#
# (a,b,c,d) = (1992,1,1,0) and D = 7967:
#
#
# (a,b,c,d) = (249,0,2,0) and D = 7968:
#
#
# (a,b,c,d) = (1992,0,1,0) and D = 7968:
#
#
# (a,b,c,d) = (1993,1,1,0) and D = 7971:
#
#
# (a,b,c,d) = (3,6,8,9) and D = 7971:
#
#
# (a,b,c,d) = (1993,0,1,0) and D = 7972:
#
#
# (a,b,c,d) = (6,8,9,5) and D = 7972:
#
(1/2,1/10)
(853019/432724,-5409181/2163620)
#
# (a,b,c,d) = (1994,1,1,0) and D = 7975:
#
(1/20,77/20)
(961/19160,-1154649/296980)
(961/19160,2279507/593960)
(1/20,-39/10)
#
# (a,b,c,d) = (16,1,5,0) and D = 7975:
#
(961/3832,-59222/74245)
(1/4,-4/5)
(1/4,3/4)
(961/3832,88797/118792)
#
# (a,b,c,d) = (1994,0,1,0) and D = 7976:
#
(1/27,-133/27)
(1/27,133/27)
#
# (a,b,c,d) = (6,5,8,3) and D = 7976:
#
(-2/3,5/3)
(59/92,-179/138)
(863/2838,197/473)
#
# (a,b,c,d) = (1995,1,1,0) and D = 7979:
#
#
# (a,b,c,d) = (1995,0,1,0) and D = 7980:
#
#
# (a,b,c,d) = (5,5,9,3) and D = 7980:
#
(2/7,3/7)
#
# (a,b,c,d) = (74,1,3,0) and D = 7983:
#
(1/14,89/42)
(1/14,-15/7)
#
# (a,b,c,d) = (1996,1,1,0) and D = 7983:
#
(1/42,-269/42)
(1/42,134/21)
#
# (a,b,c,d) = (1996,0,1,0) and D = 7984:
#
#
# (a,b,c,d) = (250,2,2,0) and D = 7984:
#
#
# (a,b,c,d) = (2,0,8,6) and D = 7984:
#
(1264183/1952524,-1393505/1952524)
(11/14,-1/14)
#
# (a,b,c,d) = (2,1,4,9) and D = 7984:
#
(-729083/976262,332211/488131)
(2/7,3/7)
#
# (a,b,c,d) = (1997,1,1,0) and D = 7987:
#
#
# (a,b,c,d) = (4,1,8,1) and D = 7988:
#
(0,1)
(1/4,-1)
(16,-127)
(549/1060,-101/265)
#
# (a,b,c,d) = (1997,0,1,0) and D = 7988:
#
(1296/39457,-7555249/1420452)
(1296/39457,7555249/1420452)
(1/17,-54/17)
(441/28681,-4839598/602301)
(441/28681,4839598/602301)
(1/17,54/17)
#
# (a,b,c,d) = (1998,1,1,0) and D = 7991:
#
#
# (a,b,c,d) = (1998,0,1,0) and D = 7992:
#
#
# (a,b,c,d) = (74,0,3,0) and D = 7992:
#
#
# (a,b,c,d) = (4,3,6,5) and D = 7992:
#
(2/3,-1/3)
(911/1398,-86/699)
#
# (a,b,c,d) = (1,5,6,18) and D = 7992:
#
(1,0)
(361/466,63/466)
#
# (a,b,c,d) = (1999,1,1,0) and D = 7995:
#
#
# (a,b,c,d) = (2,5,2,8) and D = 7996:
#
(13/14,-1/7)
(1285787/50086,-239615/25043)
(-261/172,431/688)
(1/3,5/12)
(28756/11111,-20947/22222)
(-1,1/2)
(-547/298,433/596)
(-1/4,1/2)
(-26639/3686,39757/14744)
(19/32,15/64)
(41587/20582,-59001/82328)
(-4,3/2)
(-169/289,137/289)
(1577/237,-587/237)
(0,1/2)
(-2977/4344,1025/2172)
(63/34,-11/17)
(-23639/27318,26317/54636)
#
# (a,b,c,d) = (6,5,6,-1) and D = 7996:
#
(105/578,-443/578)
(403/474,917/158)
(-91/688,-953/688)
(327327/100172,2244247/100172)
(17/32,1/16)
(7/12,-1/4)
(1123/8688,-2359/2896)
(1/2,-1/2)
(19/68,107/68)
(-1/2,-7/2)
(7809/22222,49703/22222)
(-57/298,-245/149)
(0,-1)
(1339/27318,-4163/4553)
(24173/82328,142175/82328)
(-13521/14744,-93035/14744)
(9/28,17/28)
(3/8,-5/8)
#
# (a,b,c,d) = (250,1,2,0) and D = 7996:
#
(578/4303,-182177/146302)
(2/299,-5171/598)
(1/20,31/10)
(6889/44440,639725/1475408)
(1/37,-159/37)
(1/20,-25/8)
(1/281,6661/562)
(1/50,499/100)
(1/281,-3331/281)
(6889/44440,-942603/1844260)
(578/4303,172351/146302)
(119072/10841545,7135395775/1058134792)
(1/50,-5)
(29282/644059,509002049/155862278)
(8/65,-391/260)
(1/37,317/74)
(338/2183,25267/56758)
(29282/644059,-512545171/155862278)
(338/2183,-29661/56758)
(8/65,75/52)
(9025/69782,-4524811/3314645)
(1/11,23/11)
(9/59,101/177)
(119072/10841545,-35706032443/5290673960)
(9/59,-229/354)
(338/638083,-509703511/16590158)
(1/11,-47/22)
(961/8140,195521/126170)
(961/8140,-162375/100936)
(338/638083,509699117/16590158)
(110889/1411100,22037315/9397926)
(25/3658,312807/36580)
(9025/69782,17241869/13258580)
(110889/1411100,-2240657537/939792600)
(25/3658,-78233/9145)
(2/299,5169/598)
#
# (a,b,c,d) = (1999,0,1,0) and D = 7996:
#
(9025/139564,35341113/13258580)
(1/562,-13323/562)
(1/299,5170/299)
(110889/2822200,4444389037/939792600)
(1/40,249/40)
(59536/10841545,35691505659/2645336980)
(4/65,383/130)
(4/65,-383/130)
(1/299,-5170/299)
(59536/10841545,-35691505659/2645336980)
(1/40,-249/40)
(110889/2822200,-4444389037/939792600)
(9/118,431/354)
(9025/139564,-35341113/13258580)
(14641/644059,510773610/77931139)
(1/100,999/100)
(6889/88880,6969037/7377040)
(1/74,635/74)
(961/16280,-1593959/504680)
(169/638083,509701314/8295079)
(25/7316,-625739/36580)
(1/22,-93/22)
(9/118,-431/354)
(169/638083,-509701314/8295079)
(1/74,-635/74)
(169/2183,27464/28379)
(1/22,93/22)
(25/7316,625739/36580)
(14641/644059,-510773610/77931139)
(289/4303,177264/73151)
(1/562,13323/562)
(961/16280,1593959/504680)
(169/2183,-27464/28379)
(289/4303,-177264/73151)
(6889/88880,-6969037/7377040)
(1/100,-999/100)
#
# (a,b,c,d) = (1,1,10,16) and D = 7996:
#
(1,-1/8)
(-2/7,13/28)
(431/344,-261/344)
(-59001/41164,41587/41164)
(-20947/11111,14378/11111)
(-479230/25043,1285787/100172)
(-22/17,63/68)
(1025/1086,-2977/8688)
(3,-2)
(15/32,19/64)
(5/6,1/6)
(-1174/237,1577/474)
(1,-1/2)
(26317/27318,-23639/54636)
(39757/7372,-26639/7372)
(1,0)
(433/298,-547/596)
(274/289,-169/578)
#
# (a,b,c,d) = (2000,1,1,0) and D = 7999:
#
(49/2552,-16022/2233)
(49/2552,127833/17864)
#
# (a,b,c,d) = (2,0,10,0) and D = 8000:
#
(73960/197169,82800553/169565340)
(2/21,-43/42)
(73960/197169,-82800553/169565340)
(2/21,43/42)
#
# (a,b,c,d) = (16,0,5,0) and D = 8000:
#
(36980/197169,-82800553/84782670)
(36980/197169,82800553/84782670)
(1/21,43/21)
(1/21,-43/21)
#
# (a,b,c,d) = (2000,0,1,0) and D = 8000:
#
(7396/197169,-82800553/16956534)
(7396/197169,82800553/16956534)
(1/105,215/21)
(1/105,-215/21)
#
# (a,b,c,d) = (250,0,2,0) and D = 8000:
#
(14792/197169,82800553/33913068)
(14792/197169,-82800553/33913068)
(2/105,-215/42)
(2/105,215/42)
#
# (a,b,c,d) = (2001,1,1,0) and D = 8003:
#
#
# (a,b,c,d) = (2001,0,1,0) and D = 8004:
#
(16/265,-3227/1060)
(16/265,3227/1060)
(784/236665,115129139/6626620)
(784/236665,-115129139/6626620)
(1/13,14/13)
(1/13,-14/13)
#
# (a,b,c,d) = (3,0,7,4) and D = 8004:
#
(93/1007,584/1007)
(2/3,-1/6)
(1973/3262,-12643/13048)
(-1,2)
(86/7,-335/14)
(1385/1219,-2644/1219)
(50399/84303,88327/337212)
#
# (a,b,c,d) = (2002,1,1,0) and D = 8007:
#
#
# (a,b,c,d) = (2002,0,1,0) and D = 8008:
#
#
# (a,b,c,d) = (2003,1,1,0) and D = 8011:
#
#
# (a,b,c,d) = (2003,0,1,0) and D = 8012:
#
#
# (a,b,c,d) = (4,5,10,4) and D = 8012:
#
(-43/275,213/275)
#
# (a,b,c,d) = (2004,1,1,0) and D = 8015:
#
#
# (a,b,c,d) = (2004,0,1,0) and D = 8016:
#
#
# (a,b,c,d) = (251,2,2,0) and D = 8016:
#
#
# (a,b,c,d) = (5,9,9,0) and D = 8019:
#
#
# (a,b,c,d) = (2005,1,1,0) and D = 8019:
#
#
# (a,b,c,d) = (75,3,3,0) and D = 8019:
#
#
# (a,b,c,d) = (5,23,27,0) and D = 8019:
#
#
# (a,b,c,d) = (3,3,9,0) and D = 8019:
#
#
# (a,b,c,d) = (2,9,9,9) and D = 8019:
#
#
# (a,b,c,d) = (2005,0,1,0) and D = 8020:
#
#
# (a,b,c,d) = (2006,1,1,0) and D = 8023:
#
#
# (a,b,c,d) = (2006,0,1,0) and D = 8024:
#
(43264/36848057,223676924973/7664395856)
(1/15,37/15)
(49/4727,-324633/33089)
(121/2231,86895/24541)
(121/2231,-86895/24541)
(4/137,-1563/274)
(49/4727,324633/33089)
(1/15,-37/15)
(4/137,1563/274)
(43264/36848057,-223676924973/7664395856)
#
# (a,b,c,d) = (1,0,11,10) and D = 8024:
#
(1/5,2/5)
(659/347,-1533/694)
(7047/8860,-5173/17720)
(296213/411209,-164058/411209)
(1,0)
(1,-11/10)
(-1/2,3/4)
#
# (a,b,c,d) = (2007,1,1,0) and D = 8027:
#
#
# (a,b,c,d) = (251,1,2,0) and D = 8028:
#
(1/986,-21893/986)
(1/986,43785/1972)
#
# (a,b,c,d) = (2007,0,1,0) and D = 8028:
#
(1/1972,-87571/1972)
(1/1972,87571/1972)
#
# (a,b,c,d) = (2008,1,1,0) and D = 8031:
#
#
# (a,b,c,d) = (1,5,4,15) and D = 8031:
#
(1,0)
(56/95,117/475)
#
# (a,b,c,d) = (2008,0,1,0) and D = 8032:
#
#
# (a,b,c,d) = (251,0,2,0) and D = 8032:
#
#
# (a,b,c,d) = (2009,1,1,0) and D = 8035:
#
#
# (a,b,c,d) = (2,0,7,7) and D = 8036:
#
#
# (a,b,c,d) = (2009,0,1,0) and D = 8036:
#
(1/57,-428/57)
(1/57,428/57)
#
# (a,b,c,d) = (6,2,7,0) and D = 8036:
#
(7/57,-145/133)
(7/57,421/399)
#
# (a,b,c,d) = (2010,1,1,0) and D = 8039:
#
#
# (a,b,c,d) = (2010,0,1,0) and D = 8040:
#
#
# (a,b,c,d) = (2011,1,1,0) and D = 8043:
#
#
# (a,b,c,d) = (2011,0,1,0) and D = 8044:
#
(16/713,18821/2852)
(16/713,-18821/2852)
#
# (a,b,c,d) = (1,5,9,23) and D = 8044:
#
(116908/37469,-27233/37469)
(1,0)
(248/233,-9/233)
(-109/2703,964/2703)
#
# (a,b,c,d) = (2012,1,1,0) and D = 8047:
#
#
# (a,b,c,d) = (4,10,10,8) and D = 8048:
#
(0,1/2)
(-315/107,739/428)
#
# (a,b,c,d) = (32,3,4,0) and D = 8048:
#
#
# (a,b,c,d) = (4,4,3,5) and D = 8048:
#
(-1781/856,739/428)
(1/4,1/2)
#
# (a,b,c,d) = (252,2,2,0) and D = 8048:
#
#
# (a,b,c,d) = (2012,0,1,0) and D = 8048:
#
#
# (a,b,c,d) = (1,2,13,16) and D = 8048:
#
(212/107,-315/214)
(1,0)
#
# (a,b,c,d) = (4,3,8,4) and D = 8048:
#
(-521/428,1999/856)
(1/2,1/4)
#
# (a,b,c,d) = (2013,1,1,0) and D = 8051:
#
#
# (a,b,c,d) = (2013,0,1,0) and D = 8052:
#
#
# (a,b,c,d) = (2014,1,1,0) and D = 8055:
#
#
# (a,b,c,d) = (2014,0,1,0) and D = 8056:
#
(16/377,6733/1508)
(16/377,-6733/1508)
#
# (a,b,c,d) = (5,1,6,-2) and D = 8056:
#
(-43/230,-241/230)
(1/2,3/2)
(10445/11568,34639/11568)
#
# (a,b,c,d) = (1,3,7,22) and D = 8059:
#
(21/17,-4/17)
(-105/71,79/142)
(-3,1)
(-7/11,9/22)
(14673/9083,-4069/9083)
(1,0)
#
# (a,b,c,d) = (2015,1,1,0) and D = 8059:
#
(16/2665,-10583/820)
(9/169,1819/507)
(9/169,-142/39)
(81/26455,66191/3663)
(169/9595,933583/124735)
(16/2665,27503/2132)
(81/26455,-4303144/238095)
(1/13,-14/13)
(169/9595,-187156/24947)
(1/13,1)
#
# (a,b,c,d) = (2015,0,1,0) and D = 8060:
#
(1/14,-27/14)
(1/14,27/14)
(81/7336,-627479/66024)
(81/7336,627479/66024)
#
# (a,b,c,d) = (252,1,2,0) and D = 8060:
#
(1/7,13/14)
(81/3668,-5609/1179)
(81/3668,313375/66024)
(1/7,-1)
#
# (a,b,c,d) = (2016,1,1,0) and D = 8063:
#
(1369/19572,-221467/103452)
(1369/19572,124968/60347)
#
# (a,b,c,d) = (2016,0,1,0) and D = 8064:
#
(4/57,79/38)
(4/57,-79/38)
#
# (a,b,c,d) = (75,2,3,0) and D = 8064:
#
(4/19,71/114)
(4/19,-29/38)
#
# (a,b,c,d) = (252,0,2,0) and D = 8064:
#
(8/57,-79/76)
(8/57,79/76)
#
# (a,b,c,d) = (10,4,6,0) and D = 8064:
#
(8/19,-37/76)
(8/19,47/228)
#
# (a,b,c,d) = (2017,1,1,0) and D = 8067:
#
#
# (a,b,c,d) = (2,4,-1,7) and D = 8068:
#
(-3777/6572,20933/46004)
(2,-5/7)
(25087/50688,141637/354816)
(-8/11,5/11)
(3/2,-1/2)
(-81527/89612,296403/627284)
#
# (a,b,c,d) = (2017,0,1,0) and D = 8068:
#
#
# (a,b,c,d) = (2018,1,1,0) and D = 8071:
#
#
# (a,b,c,d) = (2,5,11,14) and D = 8071:
#
(-5/2,3/2)
#
# (a,b,c,d) = (2018,0,1,0) and D = 8072:
#
(163216/10677537,-34764487375/4313724948)
(163216/10677537,34764487375/4313724948)
#
# (a,b,c,d) = (2019,1,1,0) and D = 8075:
#
#
# (a,b,c,d) = (5,10,10,7) and D = 8075:
#
(19/16,-13/16)
(-613801/2120288,9328897/14842016)
#
# (a,b,c,d) = (2019,0,1,0) and D = 8076:
#
#
# (a,b,c,d) = (2,2,10,7) and D = 8076:
#
#
# (a,b,c,d) = (2020,1,1,0) and D = 8079:
#
#
# (a,b,c,d) = (2020,0,1,0) and D = 8080:
#
(1/674,-8749/337)
(1/674,8749/337)
#
# (a,b,c,d) = (253,2,2,0) and D = 8080:
#
(1/337,-4375/337)
(1/337,4374/337)
#
# (a,b,c,d) = (2021,1,1,0) and D = 8083:
#
#
# (a,b,c,d) = (2021,0,1,0) and D = 8084:
#
#
# (a,b,c,d) = (1,6,-1,7) and D = 8087:
#
(-11/13,4/13)
(-1/25,13/25)
(1,0)
(724/1807,5547/12649)
(19,-3)
#
# (a,b,c,d) = (2022,1,1,0) and D = 8087:
#
(16/209,889/836)
(16/209,-953/836)
(1/48,329/48)
(1/48,-55/8)
#
# (a,b,c,d) = (4,5,10,3) and D = 8088:
#
(29/44,-1/11)
(1/2,-2/3)
#
# (a,b,c,d) = (2022,0,1,0) and D = 8088:
#
(4/193,-2657/386)
(4/193,2657/386)
#
# (a,b,c,d) = (75,1,3,0) and D = 8091:
#
(1/15,-20/9)
(1/15,11/5)
#
# (a,b,c,d) = (2023,1,1,0) and D = 8091:
#
(1/45,298/45)
(1/45,-299/45)
#
# (a,b,c,d) = (253,1,2,0) and D = 8092:
#
#
# (a,b,c,d) = (2023,0,1,0) and D = 8092:
#
#
# (a,b,c,d) = (2024,1,1,0) and D = 8095:
#
#
# (a,b,c,d) = (253,0,2,0) and D = 8096:
#
#
# (a,b,c,d) = (2024,0,1,0) and D = 8096:
#
#
# (a,b,c,d) = (2025,1,1,0) and D = 8099:
#
#
# (a,b,c,d) = (2025,0,1,0) and D = 8100:
#
#
# (a,b,c,d) = (3,12,15,0) and D = 8100:
#
#
# (a,b,c,d) = (17,4,5,0) and D = 8100:
#
#
# (a,b,c,d) = (75,0,3,0) and D = 8100:
#
#
# (a,b,c,d) = (5,2,3,-3) and D = 8103:
#
#
# (a,b,c,d) = (2026,1,1,0) and D = 8103:
#
(1/16,45/16)
(1/16,-23/8)
#
# (a,b,c,d) = (2026,0,1,0) and D = 8104:
#
#
# (a,b,c,d) = (5,3,5,4) and D = 8107:
#
(-3/5,1)
(-5/17,13/17)
(5/9,1/9)
#
# (a,b,c,d) = (2027,1,1,0) and D = 8107:
#
(16/257,2913/1028)
(16/257,-2977/1028)
(100/2369,105653/23690)
(100/2369,-106653/23690)
#
# (a,b,c,d) = (2,0,10,1) and D = 8108:
#
(0,1)
(143/283,-113/283)
(13/223,187/223)
(450/1027,-473/1027)
#
# (a,b,c,d) = (2027,0,1,0) and D = 8108:
#
(1/2703,-140530/2703)
(121/1563,-15080/17193)
(121/1563,15080/17193)
(1/2703,140530/2703)
#
# (a,b,c,d) = (2028,1,1,0) and D = 8111:
#
#
# (a,b,c,d) = (2028,0,1,0) and D = 8112:
#
(121/2509,8497/2123)
(4/481,-811/74)
(1/13,1)
(1296/62377,15436565/2245572)
(4/1417,-4103/218)
(64/44161,713861/27176)
(11025/176149,-52420607/18495645)
(64/44161,-713861/27176)
(9/133,935/399)
(4/1417,4103/218)
(1296/62377,-15436565/2245572)
(4/481,811/74)
(11025/176149,52420607/18495645)
(121/2509,-8497/2123)
(9/133,-935/399)
(1/13,-1)
#
# (a,b,c,d) = (254,2,2,0) and D = 8112:
#
(8/481,10527/1924)
(2/13,11/26)
(242/2509,107799/55198)
(18/133,881/798)
(2592/62377,-15529877/4491144)
(22050/176149,-430991/291270)
(22050/176149,50105357/36991290)
(2592/62377,15343253/4491144)
(128/44161,9279169/706576)
(8/1417,-53355/5668)
(8/481,-10559/1924)
(242/2509,-113123/55198)
(128/44161,-9281217/706576)
(8/1417,53323/5668)
(2/13,-15/26)
(18/133,-989/798)
#
# (a,b,c,d) = (2,14,26,0) and D = 8112:
#
(128/3397,54361/54352)
(8/109,307/436)
(2,-1/2)
(128/3397,-721029/706576)
(33696/62377,-23927957/58384872)
(2,-15/26)
(8/109,-4215/5668)
(234/133,-5849/10374)
(33696/62377,6945173/58384872)
(242/193,-10137/55198)
(286650/176149,-263108357/480886770)
(234/133,-3979/10374)
(286650/176149,-158267143/480886770)
(242/193,-2087/4246)
(8/37,699/1924)
(8/37,-71/148)
#
# (a,b,c,d) = (5,1,7,-1) and D = 8112:
#
(13/29,12/29)
(473/807,-26/807)
(86/523,-381/523)
(1/3,2/3)
(0,-1)
(-104/879,-1207/879)
(9/17,4/17)
(-4742/27459,-44449/27459)
(-2/5,-3)
#
# (a,b,c,d) = (1,2,13,0) and D = 8112:
#
(117/133,584/5187)
(4/109,315/218)
(121/193,-756/2123)
(16848/62377,-16043093/29192436)
(121/193,7166/27599)
(64/3397,54873/27176)
(4/109,-4111/2834)
(143325/176149,37371482/240443385)
(64/3397,-714373/353288)
(1,-2/13)
(16848/62377,14830037/29192436)
(117/133,-1286/5187)
(1,0)
(4/37,-63/74)
(143325/176149,-67469732/240443385)
(4/37,803/962)
#
# (a,b,c,d) = (3,1,3,6) and D = 8115:
#
(181/952,977/1904)
(-1,1)
(7/15,2/5)
(1207/1534,-1525/3068)
#
# (a,b,c,d) = (2029,1,1,0) and D = 8115:
#
(1/19,69/19)
(1/19,-70/19)
#
# (a,b,c,d) = (2029,0,1,0) and D = 8116:
#
(1/2705,-140686/2705)
(1/2705,140686/2705)
#
# (a,b,c,d) = (2030,1,1,0) and D = 8119:
#
#
# (a,b,c,d) = (2030,0,1,0) and D = 8120:
#
#
# (a,b,c,d) = (1,3,11,24) and D = 8123:
#
(29/139,130/417)
(1,0)
(-193/5,78/5)
(23/15,-8/15)
#
# (a,b,c,d) = (2031,1,1,0) and D = 8123:
#
(64/2537,125429/20296)
(4/57,77/38)
(64/2537,-125941/20296)
(4/57,-239/114)
#
# (a,b,c,d) = (2031,0,1,0) and D = 8124:
#
#
# (a,b,c,d) = (254,1,2,0) and D = 8124:
#
#
# (a,b,c,d) = (2032,1,1,0) and D = 8127:
#
(121/1632,-28003/17952)
(121/1632,1667/1122)
#
# (a,b,c,d) = (76,3,3,0) and D = 8127:
#
(121/544,-3703/5984)
(121/544,593/1496)
#
# (a,b,c,d) = (3,3,6,7) and D = 8127:
#
(-1,1)
(19/25,-8/25)
#
# (a,b,c,d) = (32,2,4,0) and D = 8128:
#
#
# (a,b,c,d) = (4,1,8,0) and D = 8128:
#
#
# (a,b,c,d) = (254,0,2,0) and D = 8128:
#
#
# (a,b,c,d) = (2032,0,1,0) and D = 8128:
#
#
# (a,b,c,d) = (2033,1,1,0) and D = 8131:
#
(1/37,220/37)
(1/37,-221/37)
#
# (a,b,c,d) = (1,1,13,4) and D = 8131:
#
(3131/5909,-2569/5909)
(-107/7,342/7)
(89/437,203/437)
(1,0)
(1/4,7/16)
(-178015/76589,569331/76589)
(319055/322952,34857/1291808)
#
# (a,b,c,d) = (2033,0,1,0) and D = 8132:
#
#
# (a,b,c,d) = (2034,1,1,0) and D = 8135:
#
#
# (a,b,c,d) = (2034,0,1,0) and D = 8136:
#
#
# (a,b,c,d) = (2,1,5,9) and D = 8139:
#
#
# (a,b,c,d) = (2035,1,1,0) and D = 8139:
#
(9/217,2942/651)
(9/217,-2969/651)
#
# (a,b,c,d) = (2035,0,1,0) and D = 8140:
#
(2601/64771,15359824/3303321)
(2601/64771,-15359824/3303321)
#
# (a,b,c,d) = (1,7,5,9) and D = 8140:
#
(1,0)
(-50/307,153/307)
#
# (a,b,c,d) = (2036,1,1,0) and D = 8143:
#
#
# (a,b,c,d) = (1,7,4,8) and D = 8144:
#
(-127/650,333/650)
(74/55,-13/110)
(-43/190,97/190)
(24511/108265,47142/108265)
(-20066/3611,6139/7222)
(-189/80,31/80)
(-126/311,299/622)
(2405/3956,873/3956)
(171/5,-26/5)
(0,1/2)
(4/5,1/10)
(1,0)
(-422/325,189/650)
#
# (a,b,c,d) = (255,2,2,0) and D = 8144:
#
(1922/12645,404021/783990)
(24642/270541,-129200237/60060102)
(1/459,-2318/153)
(24642/270541,123729713/60060102)
(8/177,-781/236)
(529/4395,9838/6739)
(1/339,1471/113)
(529/4395,-159737/101085)
(1/339,-4414/339)
(1/15,-8/3)
(8/177,2311/708)
(18/1765,74087/10590)
(18/1765,-14839/2118)
(2/21,83/42)
(1922/12645,-34879/52266)
(2/21,-29/14)
(1/15,13/5)
(1/459,409/27)
#
# (a,b,c,d) = (2036,0,1,0) and D = 8144:
#
(529/8790,-307307/101085)
(12321/270541,126464975/30030051)
(4/177,2327/354)
(961/12645,463603/391995)
(1/918,13907/459)
(9/1765,-74141/5295)
(1/21,-85/21)
(1/21,85/21)
(12321/270541,-126464975/30030051)
(1/30,79/15)
(1/30,-79/15)
(961/12645,-463603/391995)
(1/678,-8827/339)
(4/177,-2327/354)
(1/918,-13907/459)
(1/678,8827/339)
(529/8790,307307/101085)
(9/1765,74141/5295)
#
# (a,b,c,d) = (1,1,13,5) and D = 8144:
#
(24/55,-37/55)
(-22/325,211/325)
(-13/32,189/160)
(-3894/3611,10033/3611)
(67/10,-171/10)
(69/76,43/380)
(3/5,-2/5)
(5897/7912,-2405/7912)
(1/2,-1/2)
(241/260,127/1300)
(236/311,63/311)
(1,0)
(213079/216530,-24511/216530)
#
# (a,b,c,d) = (2037,1,1,0) and D = 8147:
#
#
# (a,b,c,d) = (4,5,6,6) and D = 8148:
#
(-1,1)
(1169/1636,-101/409)
#
# (a,b,c,d) = (2037,0,1,0) and D = 8148:
#
#
# (a,b,c,d) = (2038,1,1,0) and D = 8151:
#
#
# (a,b,c,d) = (2038,0,1,0) and D = 8152:
#
#
# (a,b,c,d) = (2,5,12,14) and D = 8152:
#
#
# (a,b,c,d) = (2039,1,1,0) and D = 8155:
#
(1/29,-150/29)
(1/29,149/29)
#
# (a,b,c,d) = (5,5,9,2) and D = 8155:
#
(-1/27,23/27)
(1,-4)
(6665/13498,-15663/26996)
#
# (a,b,c,d) = (2039,0,1,0) and D = 8156:
#
(1/279,4660/279)
(1/279,-4660/279)
#
# (a,b,c,d) = (255,1,2,0) and D = 8156:
#
(2/279,-4661/558)
(2/279,1553/186)
#
# (a,b,c,d) = (2040,1,1,0) and D = 8159:
#
#
# (a,b,c,d) = (255,0,2,0) and D = 8160:
#
#
# (a,b,c,d) = (2040,0,1,0) and D = 8160:
#
#
# (a,b,c,d) = (2041,1,1,0) and D = 8163:
#
(1/13,12/13)
(1/13,-1)
#
# (a,b,c,d) = (3,4,4,7) and D = 8163:
#
(-41451/28375,29392/28375)
(8/25,73/175)
(12128794/16822523,-1088371/16822523)
(23/600,103/200)
(3,-2)
#
# (a,b,c,d) = (2041,0,1,0) and D = 8164:
#
#
# (a,b,c,d) = (4,1,7,-2) and D = 8167:
#
(5/8,-1/8)
(47/107,-93/214)
(2069/5508,1327/1377)
(-1/2,-2)
#
# (a,b,c,d) = (2042,1,1,0) and D = 8167:
#
(1/14,-27/14)
(4489/102172,29546287/6845524)
(1/14,13/7)
(4489/102172,-14923525/3422762)
#
# (a,b,c,d) = (2042,0,1,0) and D = 8168:
#
#
# (a,b,c,d) = (7,6,8,1) and D = 8171:
#
(0,1)
(-1/17,20/17)
(2071/7124,-7183/7124)
(414/781,-323/781)
(38716436536686/144497883550163,-194032273326445/144497883550163)
(387/706,-83/706)
(925/2807,-874/401)
(1/2,-1/2)
(1147/3688,-7379/3688)
(5404/22577,12209/22577)
(66878803/37292432,-488663659/37292432)
#
# (a,b,c,d) = (2043,1,1,0) and D = 8171:
#
(16/2745,15973/1220)
(9/235,-3403/705)
(16/2745,-143821/10980)
(1/2637,-135415/2637)
(1/2637,15046/293)
(181476/13761577,-50969710135/5862431802)
(1/15,-37/15)
(1/15,12/5)
(181476/13761577,50892401359/5862431802)
(9/235,3376/705)
#
# (a,b,c,d) = (5,8,8,6) and D = 8172:
#
(-1,1)
(-1/3,2/3)
(-139/705,88/141)
(815/51,-724/51)
(2233657255/5036254977,1085114677/5036254977)
(1/3,1/3)
#
# (a,b,c,d) = (1,1,13,3) and D = 8172:
#
(548/705,-193/705)
(-40/17,171/17)
(1/3,-2/3)
(1595578045/1678751659,127615842/1678751659)
(2/3,-1/3)
(1,0)
#
# (a,b,c,d) = (76,2,3,0) and D = 8172:
#
(33075/140911,4279591/44386965)
(712336/4732371,14757783727/11982363372)
(1/33,-329/99)
(1/21,55/21)
(4/27,203/162)
(33075/140911,-11225341/44386965)
(1/33,109/33)
(712336/4732371,-5320068965/3994121124)
(1/21,-167/63)
(4/27,-73/54)
#
# (a,b,c,d) = (1,4,4,18) and D = 8172:
#
(-1237/51,302/51)
(5/3,-1/3)
(211/235,18/235)
(702267151/5036254977,1850809729/5036254977)
(1/3,1/3)
(1,0)
#
# (a,b,c,d) = (2043,0,1,0) and D = 8172:
#
(1/63,-166/21)
(11025/140911,7752466/14795655)
(1/99,328/33)
(4/81,-211/54)
(712336/14197113,-15358995311/3994121124)
(11025/140911,-7752466/14795655)
(712336/14197113,15358995311/3994121124)
(4/81,211/54)
(1/99,-328/33)
(1/63,166/21)
#
# (a,b,c,d) = (1,5,-2,9) and D = 8175:
#
(118/583,279/583)
(-271/143,54/143)
(1,0)
(-44/25,9/25)
#
# (a,b,c,d) = (2044,1,1,0) and D = 8175:
#
(9/154,1457/462)
(8649/250516,-17200111/3328284)
(8649/250516,29899105/5824497)
(9/154,-106/33)
#
# (a,b,c,d) = (32,1,4,0) and D = 8176:
#
(1/16,-2)
(1/16,127/64)
#
# (a,b,c,d) = (2044,0,1,0) and D = 8176:
#
(1/64,-255/32)
(1/64,255/32)
#
# (a,b,c,d) = (256,2,2,0) and D = 8176:
#
(1/32,-4)
(1/32,127/32)
#
# (a,b,c,d) = (2045,1,1,0) and D = 8179:
#
#
# (a,b,c,d) = (2045,0,1,0) and D = 8180:
#
#
# (a,b,c,d) = (2,3,10,10) and D = 8180:
#
(-1,1)
(1927/2324,-473/1162)
#
# (a,b,c,d) = (6,1,7,0) and D = 8183:
#
#
# (a,b,c,d) = (2046,1,1,0) and D = 8183:
#
#
# (a,b,c,d) = (4,1,3,-4) and D = 8183:
#
#
# (a,b,c,d) = (2046,0,1,0) and D = 8184:
#
(19881/937135,-898295617/132136035)
(19881/937135,898295617/132136035)
#
# (a,b,c,d) = (2047,1,1,0) and D = 8187:
#
#
# (a,b,c,d) = (2047,0,1,0) and D = 8188:
#
#
# (a,b,c,d) = (256,1,2,0) and D = 8188:
#
#
# (a,b,c,d) = (2048,1,1,0) and D = 8191:
#
#
# (a,b,c,d) = (256,0,2,0) and D = 8192:
#
#
# (a,b,c,d) = (32,0,4,0) and D = 8192:
#
#
# (a,b,c,d) = (33,4,4,0) and D = 8192:
#
#
# (a,b,c,d) = (2048,0,1,0) and D = 8192:
#
#
# (a,b,c,d) = (6,8,8,0) and D = 8192:
#
#
# (a,b,c,d) = (4,0,8,0) and D = 8192:
#
#
# (a,b,c,d) = (2049,1,1,0) and D = 8195:
#
#
# (a,b,c,d) = (2,7,10,14) and D = 8196:
#
(83/339,115/339)
(-3/4,1/2)
(-11867/3629,4605/3629)
(-2356835/1938689,1115241/1938689)
#
# (a,b,c,d) = (2049,0,1,0) and D = 8196:
#
(1/49,-340/49)
(462400/6568009,-8986443973/4466246120)
(1/49,340/49)
(462400/6568009,8986443973/4466246120)
#
# (a,b,c,d) = (76,1,3,0) and D = 8199:
#
(1/6,10/9)
(1/6,-7/6)
(1681/14820,-52301/31980)
(1681/14820,728059/455715)
#
# (a,b,c,d) = (2050,1,1,0) and D = 8199:
#
(1/18,-31/9)
(1/18,61/18)
(1681/44460,-887455/182286)
(1681/44460,8805629/1822860)
#
# (a,b,c,d) = (1,4,7,22) and D = 8200:
#
(1,0)
(53/47,-9/94)
#
# (a,b,c,d) = (2050,0,1,0) and D = 8200:
#
(9/8851,-832699/26553)
(9/8851,832699/26553)
#
# (a,b,c,d) = (1,8,8,9) and D = 8203:
#
(1,0)
(6/5,-1/15)
(-1322/825,2161/7425)
(-1/2,1/2)
(-8693/6556,1853/6556)
#
# (a,b,c,d) = (2051,1,1,0) and D = 8203:
#
(324900/13317409,-47962776077/7590923130)
(324900/13317409,6825369011/1084417590)
(1/17,53/17)
(289/4343,177588/73831)
(1/17,-54/17)
(289/4343,-182501/73831)
(1/2057,-93294/2057)
(1/2057,93293/2057)
#
# (a,b,c,d) = (2051,0,1,0) and D = 8204:
#
(77284/1070225,-528268761/297522550)
(77284/1070225,528268761/297522550)
#
# (a,b,c,d) = (2,1,10,4) and D = 8204:
#
(229/1292,327/646)
(1/2,-1)
#
# (a,b,c,d) = (2052,1,1,0) and D = 8207:
#
(81/96148,7453235/216333)
(361/5022,170153/95418)
(1/24,-109/24)
(36/2449,120691/14694)
(196/2529,-3147/3934)
(121/2292,-23087/6303)
(841/64578,-8192830/936381)
(361/5022,-3278/1767)
(841/64578,5453757/624254)
(1/24,9/2)
(4624/85137,-20510297/5789316)
(10504081/364939068,-567992307375/98563959949)
(81/96148,-29813669/865332)
(196/2529,25579/35406)
(36/2449,-120907/14694)
(121/2292,30339/8404)
(1/138,270/23)
(10504081/364939068,6781863961979/1182767519388)
(1/138,-1621/138)
(4624/85137,6731955/1929772)
#
# (a,b,c,d) = (1,7,8,13) and D = 8207:
#
(-831/269,143/269)
(-1169/731,247/731)
(-6,1)
(8/533,225/533)
(751242932/2571592855,870813131/2571592855)
(-423629/603215,244993/603215)
(1213/2537,8509/32981)
(1,0)
(132/65,-19/65)
(-55/43,14/43)
(15843/5287,-32741/68731)
#
# (a,b,c,d) = (3,6,6,8) and D = 8208:
#
(0,1/2)
(951543/1211266,-689281/4845064)
(-9/7,23/28)
#
# (a,b,c,d) = (2052,0,1,0) and D = 8208:
#
(9/277,4445/831)
(9/277,-4445/831)
#
# (a,b,c,d) = (1,3,12,24) and D = 8208:
#
(1,0)
(23/14,-9/14)
(-689281/2422532,951543/2422532)
#
# (a,b,c,d) = (76,0,3,0) and D = 8208:
#
(27/277,4445/2493)
(27/277,-4445/2493)
#
# (a,b,c,d) = (11,6,6,0) and D = 8208:
#
(54/277,-4931/4986)
(54/277,3959/4986)
#
# (a,b,c,d) = (257,2,2,0) and D = 8208:
#
(18/277,-4499/1662)
(18/277,4391/1662)
#
# (a,b,c,d) = (2053,1,1,0) and D = 8211:
#
(1/25,-117/25)
(54289/801175,-437378679/186673775)
(36/2809,148447/16854)
(1/127,1430/127)
(36/2809,-148663/16854)
(289/4033,124227/68561)
(1/127,-1431/127)
(1/25,116/25)
(1681/25957,-2816216/1064237)
(1681/25957,2747295/1064237)
(54289/801175,424729342/186673775)
(289/4033,-129140/68561)
#
# (a,b,c,d) = (1,1,13,6) and D = 8211:
#
(17/2597,1417/2597)
(35/53,13/53)
(161/47,-342/47)
(197/401,-252/401)
(1/2,-7/12)
(-35/88,533/528)
(307/409,-126/409)
(379/529,-175/529)
(1,0)
(7021/8343,-12391/50058)
(9814951/9756487,-268933/9756487)
#
# (a,b,c,d) = (2053,0,1,0) and D = 8212:
#
(1/13,12/13)
(1/13,-12/13)
#
# (a,b,c,d) = (1,1,8,18) and D = 8212:
#
(-727/532,421/532)
(485/416,-207/416)
(1,0)
(97/845,308/845)
(-13/4,7/4)
#
# (a,b,c,d) = (2054,1,1,0) and D = 8215:
#
(1/134,775/67)
(1/134,-1551/134)
#
# (a,b,c,d) = (3,5,4,7) and D = 8215:
#
#
# (a,b,c,d) = (2054,0,1,0) and D = 8216:
#
(4/105,-1013/210)
(4/105,1013/210)
#
# (a,b,c,d) = (3,1,2,6) and D = 8216:
#
#
# (a,b,c,d) = (2055,1,1,0) and D = 8219:
#
#
# (a,b,c,d) = (257,1,2,0) and D = 8220:
#
(1/38,165/38)
(37249/236912,-10117915/91448032)
(49/347,4637/4858)
(37249/236912,1464429/45724016)
(1/17,-97/34)
(1/38,-331/76)
(1/17,48/17)
(49/347,-2490/2429)
#
# (a,b,c,d) = (2055,0,1,0) and D = 8220:
#
(37249/473824,13046773/91448032)
(49/694,-9617/4858)
(1/34,193/34)
(1/76,661/76)
(1/76,-661/76)
(1/34,-193/34)
(49/694,9617/4858)
(37249/473824,-13046773/91448032)
#
# (a,b,c,d) = (2056,1,1,0) and D = 8223:
#
#
# (a,b,c,d) = (2056,0,1,0) and D = 8224:
#
(49/914,-11420/3199)
(49/914,11420/3199)
#
# (a,b,c,d) = (257,0,2,0) and D = 8224:
#
(49/457,5710/3199)
(49/457,-5710/3199)
#
# (a,b,c,d) = (2057,1,1,0) and D = 8227:
#
#
# (a,b,c,d) = (2057,0,1,0) and D = 8228:
#
(25/429,622/195)
(25/429,-622/195)
#
# (a,b,c,d) = (3,8,11,0) and D = 8228:
#
(25/39,122/2145)
(25/39,-34/65)
#
# (a,b,c,d) = (2058,1,1,0) and D = 8231:
#
#
# (a,b,c,d) = (2058,0,1,0) and D = 8232:
#
#
# (a,b,c,d) = (6,0,7,0) and D = 8232:
#
#
# (a,b,c,d) = (1,0,12,7) and D = 8235:
#
(1,0)
(1,-12/7)
#
# (a,b,c,d) = (2059,1,1,0) and D = 8235:
#
(16/241,-2391/964)
(16/241,2327/964)
#
# (a,b,c,d) = (77,3,3,0) and D = 8235:
#
(48/241,-2647/2892)
(48/241,2071/2892)
#
# (a,b,c,d) = (2,6,2,7) and D = 8236:
#
(-3,1)
#
# (a,b,c,d) = (2059,0,1,0) and D = 8236:
#
#
# (a,b,c,d) = (2060,1,1,0) and D = 8239:
#
#
# (a,b,c,d) = (258,2,2,0) and D = 8240:
#
(2178/221149,2416603/339438)
(2178/221149,-104057677/14595834)
#
# (a,b,c,d) = (2,8,8,10) and D = 8240:
#
(-829/932,433/932)
(-1/2,1/2)
#
# (a,b,c,d) = (2060,0,1,0) and D = 8240:
#
(1089/221149,103985803/7297917)
(1089/221149,-103985803/7297917)
#
# (a,b,c,d) = (1,2,5,20) and D = 8240:
#
(266/233,-99/466)
(1,0)
#
# (a,b,c,d) = (2,3,7,11) and D = 8243:
#
(8531/121240,26317/60620)
(-1/4,1/2)
#
# (a,b,c,d) = (2061,1,1,0) and D = 8243:
#
#
# (a,b,c,d) = (2061,0,1,0) and D = 8244:
#
#
# (a,b,c,d) = (2062,1,1,0) and D = 8247:
#
(81/2992,159913/26928)
(81/2992,-80321/13464)
#
# (a,b,c,d) = (1,6,7,16) and D = 8248:
#
(-14747/3397,2846/3397)
(4/9,5/18)
(-3/5,2/5)
(596/7805,5997/15610)
(4,-3/4)
(1,0)
#
# (a,b,c,d) = (2062,0,1,0) and D = 8248:
#
(4/73,-507/146)
(1/47,319/47)
(529/7303,290253/167969)
(529/7303,-290253/167969)
(1/47,-319/47)
(4/73,507/146)
#
# (a,b,c,d) = (2063,1,1,0) and D = 8251:
#
#
# (a,b,c,d) = (2063,0,1,0) and D = 8252:
#
#
# (a,b,c,d) = (258,1,2,0) and D = 8252:
#
#
# (a,b,c,d) = (2064,1,1,0) and D = 8255:
#
#
# (a,b,c,d) = (258,0,2,0) and D = 8256:
#
#
# (a,b,c,d) = (2064,0,1,0) and D = 8256:
#
#
# (a,b,c,d) = (3,1,8,4) and D = 8256:
#
(1,-2)
(-4805/12382,12643/12382)
#
# (a,b,c,d) = (6,6,8,4) and D = 8256:
#
(20481/24764,-30091/24764)
(-3/2,5/2)
#
# (a,b,c,d) = (2065,1,1,0) and D = 8259:
#
(529/243295,-24001986/1119157)
(529/243295,119997763/5595785)
(1/13,-12/13)
(1/13,11/13)
#
# (a,b,c,d) = (5,1,7,2) and D = 8259:
#
(1317/3277,-2956/3277)
(1/5,3/5)
(11/24,-67/48)
#
# (a,b,c,d) = (5,3,8,2) and D = 8260:
#
(1/2,-1/2)
#
# (a,b,c,d) = (2065,0,1,0) and D = 8260:
#
#
# (a,b,c,d) = (2066,1,1,0) and D = 8263:
#
#
# (a,b,c,d) = (2066,0,1,0) and D = 8264:
#
#
# (a,b,c,d) = (1,1,13,2) and D = 8267:
#
(157/272,161/544)
(1/11,7/11)
(10140551/18497095,-7158697/18497095)
(-53/61,342/61)
(1,0)
(16395/68789,-121069/137578)
#
# (a,b,c,d) = (2067,1,1,0) and D = 8267:
#
(1/23,100/23)
(1/23,-101/23)
#
# (a,b,c,d) = (2067,0,1,0) and D = 8268:
#
#
# (a,b,c,d) = (3,3,5,7) and D = 8268:
#
(5/3,-4/3)
#
# (a,b,c,d) = (2068,1,1,0) and D = 8271:
#
#
# (a,b,c,d) = (2,3,8,11) and D = 8272:
#
(-61/250,127/250)
(3/2,-1)
(215/522,167/522)
#
# (a,b,c,d) = (259,2,2,0) and D = 8272:
#
(1/7,6/7)
(1/7,-1)
#
# (a,b,c,d) = (3,1,7,5) and D = 8272:
#
(179/261,4/87)
(-3/4,5/4)
(16/25,-47/125)
#
# (a,b,c,d) = (2068,0,1,0) and D = 8272:
#
(1/14,-13/7)
(1/14,13/7)
#
# (a,b,c,d) = (2069,1,1,0) and D = 8275:
#
(1/31,166/31)
(12321/159619,-14733325/17717709)
(12321/159619,13365694/17717709)
(1/31,-167/31)
#
# (a,b,c,d) = (17,3,5,0) and D = 8275:
#
(61605/159619,-24306742/88588545)
(61605/159619,3792277/88588545)
(5/31,159/155)
(5/31,-174/155)
#
# (a,b,c,d) = (2069,0,1,0) and D = 8276:
#
#
# (a,b,c,d) = (3,7,12,11) and D = 8279:
#
(-23/9,17/9)
#
# (a,b,c,d) = (2070,1,1,0) and D = 8279:
#
#
# (a,b,c,d) = (77,2,3,0) and D = 8280:
#
(121/533,-2724/5863)
(121/533,5510/17589)
#
# (a,b,c,d) = (2070,0,1,0) and D = 8280:
#
(121/1599,-6841/5863)
(121/1599,6841/5863)
#
# (a,b,c,d) = (2071,1,1,0) and D = 8283:
#
#
# (a,b,c,d) = (3,5,6,8) and D = 8284:
#
(-4095/3799,3092/3799)
(357/146,-233/146)
(1,-1/2)
(-51433/9042,22717/6028)
(-49/31,34/31)
(-824/3641,3973/7282)
(-139/11,92/11)
(7/9,-1/6)
(-7/8,23/32)
(1351/876,-281/292)
(9/8,-5/8)
(-3,2)
(91/736,683/1472)
(50089095/70992799,-3177911/141985598)
(28/141,41/94)
(3675/11666,8891/23332)
(0,1/2)
(9664878128/7374919901,-11560822907/14749839802)
(1630713/2132531,-298640/2132531)
(-21/17,61/68)
(1/2,1/4)
#
# (a,b,c,d) = (259,1,2,0) and D = 8284:
#
(8/3577,-30563/2044)
(8/785,21983/3140)
(1/59,-641/118)
(8/785,-21999/3140)
(33282/303175,-137507761/78219150)
(15129/448175,-60446509/15750150)
(182329/2719900,6052427979/2322794600)
(1/14,-71/28)
(225/4592,215813/68880)
(289/1855,-18857/63070)
(225/4592,-62143/19680)
(2/35,201/70)
(9/65,-214/195)
(15129/448175,210632348/55125525)
(5929/61420,9313127/4729340)
(33282/303175,133214383/78219150)
(9/65,401/390)
(1/10,19/10)
(289/1855,996/4505)
(1/8,11/8)
(1/1169,-8075/334)
(1/14,5/2)
(49/317,1501/4438)
(2/35,-29/10)
(2209/14980,-1120601/1408120)
(1/59,320/59)
(182329/2719900,-3065141231/1161397300)
(5929/61420,-515751/255640)
(8/3577,213925/14308)
(1/1169,28262/1169)
(49/317,-922/2219)
(2209/14980,72627/100580)
(1/8,-23/16)
(1/10,-39/20)
#
# (a,b,c,d) = (2071,0,1,0) and D = 8284:
#
(1/35,-202/35)
(15129/896350,844390259/110251050)
(16641/303175,-135361072/39109575)
(225/9184,-866627/137760)
(1/20,-77/20)
(1/20,77/20)
(225/9184,866627/137760)
(1/35,202/35)
(15129/896350,-844390259/110251050)
(16641/303175,135361072/39109575)
(1/2338,-113049/2338)
(1/28,141/28)
(2209/29960,2137379/1408120)
(5929/122840,37709041/9458680)
(4/785,-21991/1570)
(4/3577,213933/7154)
(1/118,-1281/118)
(1/16,-45/16)
(9/130,829/390)
(49/634,-3345/4438)
(289/3710,32801/63070)
(289/3710,-32801/63070)
(49/634,3345/4438)
(1/28,-141/28)
(9/130,-829/390)
(1/16,45/16)
(1/118,1281/118)
(1/2338,113049/2338)
(4/3577,-213933/7154)
(4/785,21991/1570)
(5929/122840,-37709041/9458680)
(2209/29960,-2137379/1408120)
(182329/5439800,-12182710441/2322794600)
(182329/5439800,12182710441/2322794600)
#
# (a,b,c,d) = (1,3,10,24) and D = 8284:
#
(-597280/2132531,1630713/4265062)
(-233/73,357/292)
(-5/4,9/16)
(61/34,-21/34)
(-1,1/2)
(-3177911/70992799,50089095/141985598)
(-11560822907/7374919901,4832439064/7374919901)
(22717/3014,-51433/18084)
(1/2,1/4)
(-1/3,7/18)
(41/47,14/141)
(3973/3641,-412/3641)
(68/31,-49/62)
(184/11,-139/22)
(8891/11666,3675/23332)
(-281/146,1351/1752)
(1,0)
(683/736,91/1472)
(4,-3/2)
(6184/3799,-4095/7598)
(23/16,-7/16)
#
# (a,b,c,d) = (1,8,7,8) and D = 8284:
#
(-37/92,387/736)
(-37/32,9/32)
(-1304/5833,6283/11666)
(3037/1752,-335/1752)
(19/16,-1/16)
(2227993/4265062,1033433/4265062)
(5/9,2/9)
(-1/2,1/2)
(-10279/7598,2089/7598)
(-29896/4521,8359/9042)
(-103/68,19/68)
(-323/22,45/22)
(-7/2,1/2)
(-95/282,151/282)
(823/292,-109/292)
(1,0)
(-4797/7282,3149/7282)
(0,1/2)
(-117/62,19/62)
(26633503/70992799,23455592/70992799)
(21225701035/14749839802,-1895944779/14749839802)
#
# (a,b,c,d) = (2072,1,1,0) and D = 8287:
#
#
# (a,b,c,d) = (5,3,8,1) and D = 8287:
#
(0,1)
(495/943,-377/943)
#
# (a,b,c,d) = (2072,0,1,0) and D = 8288:
#
(25/774,10384/1935)
(25/774,-10384/1935)
#
# (a,b,c,d) = (259,0,2,0) and D = 8288:
#
(25/387,5192/1935)
(25/387,-5192/1935)
#
# (a,b,c,d) = (2073,1,1,0) and D = 8291:
#
#
# (a,b,c,d) = (2073,0,1,0) and D = 8292:
#
#
# (a,b,c,d) = (2074,1,1,0) and D = 8295:
#
#
# (a,b,c,d) = (2074,0,1,0) and D = 8296:
#
#
# (a,b,c,d) = (2075,1,1,0) and D = 8299:
#
#
# (a,b,c,d) = (4,9,8,7) and D = 8300:
#
#
# (a,b,c,d) = (3,2,1,6) and D = 8300:
#
#
# (a,b,c,d) = (2075,0,1,0) and D = 8300:
#
#
# (a,b,c,d) = (4,6,11,5) and D = 8300:
#
#
# (a,b,c,d) = (4,2,7,4) and D = 8300:
#
#
# (a,b,c,d) = (2076,1,1,0) and D = 8303:
#
(1/96,313/32)
(1/96,-235/24)
(1/26,-125/26)
(6889/98748,1381181/683007)
(1/26,62/13)
(25/2726,142151/13630)
(6889/98748,-17145959/8196084)
(25/2726,-71138/6815)
#
# (a,b,c,d) = (1,3,8,23) and D = 8303:
#
(3,-1)
(1,0)
(5/11,3/11)
(22/17,-5/17)
#
# (a,b,c,d) = (260,2,2,0) and D = 8304:
#
(2/13,-1/2)
(2/13,9/26)
#
# (a,b,c,d) = (33,3,4,0) and D = 8304:
#
(4/13,-17/52)
(4/13,5/52)
#
# (a,b,c,d) = (2076,0,1,0) and D = 8304:
#
(1/13,11/13)
(1/13,-11/13)
#
# (a,b,c,d) = (6,10,12,6) and D = 8304:
#
#
# (a,b,c,d) = (77,1,3,0) and D = 8307:
#
#
# (a,b,c,d) = (2077,1,1,0) and D = 8307:
#
#
# (a,b,c,d) = (2077,0,1,0) and D = 8308:
#
#
# (a,b,c,d) = (2078,1,1,0) and D = 8311:
#
#
# (a,b,c,d) = (2078,0,1,0) and D = 8312:
#
#
# (a,b,c,d) = (2079,1,1,0) and D = 8315:
#
(784/10089,147797/282492)
(784/10089,-18861/31388)
#
# (a,b,c,d) = (260,1,2,0) and D = 8316:
#
(2/15,7/6)
(128/3705,3443/912)
(2/15,-37/30)
(128/3705,-224819/59280)
#
# (a,b,c,d) = (10,3,6,0) and D = 8316:
#
(2/5,-1/2)
(128/1235,-5087/3952)
(128/1235,24411/19760)
(2/5,3/10)
#
# (a,b,c,d) = (2079,0,1,0) and D = 8316:
#
(64/3705,74769/9880)
(1/15,12/5)
(1/15,-12/5)
(64/3705,-74769/9880)
#
# (a,b,c,d) = (77,0,3,0) and D = 8316:
#
(1/5,4/5)
(1/5,-4/5)
(64/1235,24923/9880)
(64/1235,-24923/9880)
#
# (a,b,c,d) = (2080,1,1,0) and D = 8319:
#
(9/2782,-5644/321)
(9/2782,146717/8346)
#
# (a,b,c,d) = (260,0,2,0) and D = 8320:
#
#
# (a,b,c,d) = (2080,0,1,0) and D = 8320:
#
#
# (a,b,c,d) = (2081,1,1,0) and D = 8323:
#
#
# (a,b,c,d) = (1,2,8,21) and D = 8323:
#
(1,0)
(559/439,-180/439)
#
# (a,b,c,d) = (2081,0,1,0) and D = 8324:
#
(1/33,184/33)
(1/33,-184/33)
#
# (a,b,c,d) = (3,2,7,6) and D = 8324:
#
#
# (a,b,c,d) = (2082,1,1,0) and D = 8327:
#
#
# (a,b,c,d) = (2082,0,1,0) and D = 8328:
#
#
# (a,b,c,d) = (2,4,11,12) and D = 8328:
#
(-29467/34417,107427/137668)
(2,-3/2)
#
# (a,b,c,d) = (3,0,8,3) and D = 8331:
#
(-1/13,10/13)
(-44/47,125/47)
(1/2,-1/2)
#
# (a,b,c,d) = (2083,1,1,0) and D = 8331:
#
(191844/14784985,56678615407/6475823430)
(191844/14784985,-56762643079/6475823430)
(9/115,37/345)
(9/115,-64/345)
#
# (a,b,c,d) = (2083,0,1,0) and D = 8332:
#
(25/611,-13984/3055)
(25/611,13984/3055)
#
# (a,b,c,d) = (1,1,13,7) and D = 8332:
#
(94/37,-171/37)
(1,0)
#
# (a,b,c,d) = (2084,1,1,0) and D = 8335:
#
#
# (a,b,c,d) = (2084,0,1,0) and D = 8336:
#
#
# (a,b,c,d) = (261,2,2,0) and D = 8336:
#
#
# (a,b,c,d) = (2085,1,1,0) and D = 8339:
#
#
# (a,b,c,d) = (2085,0,1,0) and D = 8340:
#
#
# (a,b,c,d) = (78,3,3,0) and D = 8343:
#
(147/652,-7181/13692)
(147/652,2047/6846)
#
# (a,b,c,d) = (5,9,12,7) and D = 8343:
#
(-19766312/49187167,36840089/49187167)
(1,-1)
(-1/41,22/41)
#
# (a,b,c,d) = (2086,1,1,0) and D = 8343:
#
(49/652,2733/2282)
(49/652,-5809/4564)
#
# (a,b,c,d) = (7,12,13,6) and D = 8344:
#
#
# (a,b,c,d) = (2086,0,1,0) and D = 8344:
#
#
# (a,b,c,d) = (2087,1,1,0) and D = 8347:
#
(1/3419,199916/3419)
(1/3419,-199917/3419)
(1/13,10/13)
(1/13,-11/13)
#
# (a,b,c,d) = (1,5,7,20) and D = 8347:
#
(-49/29,13/29)
(323/297,-61/1188)
(-93937193/79873345,155559094/399366725)
(-2,1/2)
(83/95,36/475)
(1,0)
(1844588897/1495879914,-767156047/5983519656)
#
# (a,b,c,d) = (261,1,2,0) and D = 8348:
#
(49/1122,-52741/15708)
(49/1122,8733/2618)
#
# (a,b,c,d) = (2087,0,1,0) and D = 8348:
#
(49/2244,-105139/15708)
(49/2244,105139/15708)
#
# (a,b,c,d) = (2088,1,1,0) and D = 8351:
#
#
# (a,b,c,d) = (2088,0,1,0) and D = 8352:
#
#
# (a,b,c,d) = (261,0,2,0) and D = 8352:
#
#
# (a,b,c,d) = (2089,1,1,0) and D = 8355:
#
#
# (a,b,c,d) = (2089,0,1,0) and D = 8356:
#
#
# (a,b,c,d) = (2090,1,1,0) and D = 8359:
#
#
# (a,b,c,d) = (1,2,11,20) and D = 8360:
#
(266/179,-261/358)
(1,0)
#
# (a,b,c,d) = (2090,0,1,0) and D = 8360:
#
#
# (a,b,c,d) = (2091,1,1,0) and D = 8363:
#
#
# (a,b,c,d) = (2091,0,1,0) and D = 8364:
#
(95481/1318555,-687228112/407433495)
(95481/1318555,687228112/407433495)
(36/553,-8459/3318)
(9/679,17650/2037)
(9/679,-17650/2037)
(36/553,8459/3318)
#
# (a,b,c,d) = (2,1,10,-1) and D = 8364:
#
(18/23,1/23)
(0,-1)
(9/22,-5/11)
(927/2144,473/1072)
#
# (a,b,c,d) = (2092,1,1,0) and D = 8367:
#
(1/22,46/11)
(1/22,-93/22)
#
# (a,b,c,d) = (1,2,9,21) and D = 8367:
#
(1,0)
(43/17,-19/17)
(-344/789,337/789)
(559/421,-207/421)
#
# (a,b,c,d) = (1,1,11,15) and D = 8368:
#
(1,0)
(101/77,-72/77)
(8/11,7/33)
(46,-35)
#
# (a,b,c,d) = (262,2,2,0) and D = 8368:
#
(2/173,2273/346)
(50/341,-2889/3410)
(50/341,2389/3410)
(2/173,-2277/346)
#
# (a,b,c,d) = (2092,0,1,0) and D = 8368:
#
(1/173,2275/173)
(1/173,-2275/173)
(25/341,2639/1705)
(25/341,-2639/1705)
#
# (a,b,c,d) = (2093,1,1,0) and D = 8371:
#
#
# (a,b,c,d) = (2093,0,1,0) and D = 8372:
#
#
# (a,b,c,d) = (1,5,10,25) and D = 8375:
#
(4783/1655,-5681/8275)
(2613/913,-620/913)
(2/19,31/95)
(39/19,-43/95)
(-2743/283,3386/1415)
(-4,1)
(1,0)
(-1,2/5)
(22/19,-9/95)
#
# (a,b,c,d) = (1,6,5,13) and D = 8375:
#
(5/19,7/19)
(-3/5,2/5)
(17/5,-3/5)
(-15/19,7/19)
(-10939/4565,2126/4565)
(2323/283,-420/283)
(-4006/1655,777/1655)
(1,0)
(-32/19,7/19)
#
# (a,b,c,d) = (18,5,5,0) and D = 8375:
#
(1/12,-19/12)
(9/1808,-17197/2712)
(5/14,13/70)
(2000/15561,-2006309/1556100)
(1445/30324,1738119/859180)
(2000/15561,200701/172900)
(4/13,-19/26)
(1445/30324,-2668591/1288770)
(4/13,11/26)
(5/14,-19/35)
(9/1808,34367/5424)
(6845/22344,1771697/4133640)
(1/12,3/2)
(6845/22344,-506337/688940)
#
# (a,b,c,d) = (2094,1,1,0) and D = 8375:
#
(1369/22344,2379533/826728)
(1/60,77/10)
(1/14,25/14)
(1369/22344,-405031/137788)
(1/14,-13/7)
(4/65,371/130)
(4/65,-379/130)
(9/9040,-429763/13560)
(9/9040,859499/27120)
(1/60,-463/60)
(400/15561,634103/103740)
(400/15561,-1910309/311220)
(289/30324,-2639113/257754)
(289/30324,1757771/171836)
#
# (a,b,c,d) = (2094,0,1,0) and D = 8376:
#
#
# (a,b,c,d) = (7,5,7,0) and D = 8379:
#
#
# (a,b,c,d) = (2095,1,1,0) and D = 8379:
#
#
# (a,b,c,d) = (2,5,3,9) and D = 8379:
#
#
# (a,b,c,d) = (262,1,2,0) and D = 8380:
#
(25/15553,-2743127/155530)
(25/15553,1371501/77765)
#
# (a,b,c,d) = (2095,0,1,0) and D = 8380:
#
(25/31106,5486129/155530)
(25/31106,-5486129/155530)
#
# (a,b,c,d) = (2096,1,1,0) and D = 8383:
#
#
# (a,b,c,d) = (2096,0,1,0) and D = 8384:
#
#
# (a,b,c,d) = (2,2,6,10) and D = 8384:
#
#
# (a,b,c,d) = (33,2,4,0) and D = 8384:
#
#
# (a,b,c,d) = (262,0,2,0) and D = 8384:
#
#
# (a,b,c,d) = (3,8,6,7) and D = 8387:
#
(11/9,-4/9)
#
# (a,b,c,d) = (2097,1,1,0) and D = 8387:
#
#
# (a,b,c,d) = (2097,0,1,0) and D = 8388:
#
(1/13,10/13)
(1/13,-10/13)
#
# (a,b,c,d) = (78,2,3,0) and D = 8388:
#
(3/13,7/39)
(3/13,-1/3)
#
# (a,b,c,d) = (2098,1,1,0) and D = 8391:
#
#
# (a,b,c,d) = (2,2,1,9) and D = 8392:
#
(17/36,127/324)
(2,-1)
(-1/2,1/2)
(1192/1631,255/1631)
(58/49,-25/49)
(-7387/8350,4859/8350)
#
# (a,b,c,d) = (2098,0,1,0) and D = 8392:
#
(121/1739,-39271/19129)
(1/19,69/19)
(2116/49913,10221133/2295998)
(64/26857,4401291/214856)
(64/26857,-4401291/214856)
(2116/49913,-10221133/2295998)
(1/19,-69/19)
(121/1739,39271/19129)
#
# (a,b,c,d) = (1,5,3,14) and D = 8395:
#
(5,-1)
(482243/584821,66518/584821)
(2389/16815,13417/33630)
(253/493,144/493)
(-103/47,45/94)
(-79/262,217/524)
(-37/23,9/23)
(1,0)
(37/15,-7/15)
(-5/9,7/18)
#
# (a,b,c,d) = (2099,1,1,0) and D = 8395:
#
(1/71,596/71)
(1/41,258/41)
(1/41,-259/41)
(9/121,478/363)
(1/71,-597/71)
(9/121,-505/363)
#
# (a,b,c,d) = (2,4,12,11) and D = 8396:
#
(19/89,33/89)
(-1,1)
(118/179,25/179)
#
# (a,b,c,d) = (2099,0,1,0) and D = 8396:
#
(16/657,-16583/2628)
(16/657,16583/2628)
(121/2355,-96656/25905)
(121/2355,96656/25905)
#
# (a,b,c,d) = (2100,1,1,0) and D = 8399:
#
#
# (a,b,c,d) = (263,2,2,0) and D = 8400:
#
#
# (a,b,c,d) = (2100,0,1,0) and D = 8400:
#
#
# (a,b,c,d) = (17,2,5,0) and D = 8400:
#
#
# (a,b,c,d) = (3,6,10,0) and D = 8400:
#
#
# (a,b,c,d) = (6,1,7,1) and D = 8403:
#
(0,1)
(11/36,-5/6)
(-1,7)
(414/785,-181/785)
#
# (a,b,c,d) = (2101,1,1,0) and D = 8403:
#
(1/67,-547/67)
(1/67,546/67)
#
# (a,b,c,d) = (2101,0,1,0) and D = 8404:
#
#
# (a,b,c,d) = (5,1,4,-3) and D = 8407:
#
(271/153,1573/459)
(-1,-2)
(17/7,33/7)
#
# (a,b,c,d) = (2102,1,1,0) and D = 8407:
#
(1/158,-993/79)
(1/158,1985/158)
#
# (a,b,c,d) = (2102,0,1,0) and D = 8408:
#
#
# (a,b,c,d) = (2103,1,1,0) and D = 8411:
#
#
# (a,b,c,d) = (263,1,2,0) and D = 8412:
#
#
# (a,b,c,d) = (2103,0,1,0) and D = 8412:
#
#
# (a,b,c,d) = (2104,1,1,0) and D = 8415:
#
(16/801,-22511/3204)
(16/801,22447/3204)
#
# (a,b,c,d) = (78,1,3,0) and D = 8415:
#
(16/267,-7525/3204)
(16/267,829/356)
#
# (a,b,c,d) = (1,1,13,1) and D = 8416:
#
(0,1)
(-13/44,171/44)
(1378/7479,-5983/7479)
(747/2152,-1085/2152)
(5/6,1/6)
(1,0)
#
# (a,b,c,d) = (2104,0,1,0) and D = 8416:
#
(3249/43090,1400674/1228065)
(1/17,53/17)
(3249/43090,-1400674/1228065)
(1/302,2624/151)
(1/17,-53/17)
(25/674,8266/1685)
(25/674,-8266/1685)
(1/302,-2624/151)
#
# (a,b,c,d) = (263,0,2,0) and D = 8416:
#
(25/337,-4133/1685)
(2/17,-53/34)
(1/151,-1312/151)
(3249/21545,700337/1228065)
(3249/21545,-700337/1228065)
(2/17,53/34)
(1/151,1312/151)
(25/337,4133/1685)
#
# (a,b,c,d) = (2,9,8,8) and D = 8416:
#
(-11966/7479,7361/14958)
(2,-1/2)
(171/22,-23/11)
(1/3,1/3)
(0,1/2)
(-1085/1076,229/538)
#
# (a,b,c,d) = (2105,1,1,0) and D = 8419:
#
#
# (a,b,c,d) = (2,2,5,10) and D = 8420:
#
(21713/6859,-14205/6859)
(9/11,-1/11)
(53/254,215/508)
(1,-1/2)
(187/265,43/265)
#
# (a,b,c,d) = (2105,0,1,0) and D = 8420:
#
(1/101,-1014/101)
(1/101,1014/101)
#
# (a,b,c,d) = (2106,1,1,0) and D = 8423:
#
(1/2808,-5723/108)
(1/2808,5511/104)
#
# (a,b,c,d) = (2106,0,1,0) and D = 8424:
#
#
# (a,b,c,d) = (6,6,9,3) and D = 8424:
#
#
# (a,b,c,d) = (3,2,9,0) and D = 8424:
#
#
# (a,b,c,d) = (78,0,3,0) and D = 8424:
#
#
# (a,b,c,d) = (2107,1,1,0) and D = 8427:
#
(900/11809,6523/7230)
(1/13,-10/13)
(1/523,11960/523)
(1/523,-11961/523)
(1/13,9/13)
(900/11809,-346627/354270)
#
# (a,b,c,d) = (3,3,1,6) and D = 8427:
#
(-17/178,197/356)
(-1/3,5/9)
(1,-1/2)
(37/25,-22/25)
#
# (a,b,c,d) = (3,1,9,1) and D = 8428:
#
(0,1)
(13/27,-4/9)
#
# (a,b,c,d) = (2107,0,1,0) and D = 8428:
#
(169/2167,-2430/28171)
(169/2167,2430/28171)
#
# (a,b,c,d) = (2108,1,1,0) and D = 8431:
#
(1/2810,-148957/2810)
(1/2810,74478/1405)
#
# (a,b,c,d) = (2,0,10,2) and D = 8432:
#
#
# (a,b,c,d) = (264,2,2,0) and D = 8432:
#
#
# (a,b,c,d) = (2108,0,1,0) and D = 8432:
#
#
# (a,b,c,d) = (33,1,4,0) and D = 8432:
#
#
# (a,b,c,d) = (2109,1,1,0) and D = 8435:
#
#
# (a,b,c,d) = (2109,0,1,0) and D = 8436:
#
#
# (a,b,c,d) = (2110,1,1,0) and D = 8439:
#
#
# (a,b,c,d) = (2110,0,1,0) and D = 8440:
#
#
# (a,b,c,d) = (2111,1,1,0) and D = 8443:
#
#
# (a,b,c,d) = (264,1,2,0) and D = 8444:
#
(1/9,5/3)
(1/9,-31/18)
(3721/51120,-15605077/6236640)
(3721/51120,320377/129930)
#
# (a,b,c,d) = (2111,0,1,0) and D = 8444:
#
(1/18,61/18)
(3721/102240,-30983173/6236640)
(1/18,-61/18)
(3721/102240,30983173/6236640)
#
# (a,b,c,d) = (1,4,3,17) and D = 8447:
#
(1,0)
(11/23,7/23)
(373/277,-56/277)
(395/479,63/479)
#
# (a,b,c,d) = (2112,1,1,0) and D = 8447:
#
(212521/7051884,4532076064/812729631)
(2362369/51206232,-1242594632/298121131)
(212521/7051884,-6075425479/1083639508)
(2362369/51206232,324414021695/78703978584)
(1/84,-769/84)
(1/84,64/7)
(64/15057,615731/40152)
(64/15057,-1847705/120456)
#
# (a,b,c,d) = (33,0,4,0) and D = 8448:
#
#
# (a,b,c,d) = (2112,0,1,0) and D = 8448:
#
#
# (a,b,c,d) = (264,0,2,0) and D = 8448:
#
#
# (a,b,c,d) = (34,4,4,0) and D = 8448:
#
#
# (a,b,c,d) = (4,3,3,5) and D = 8451:
#
(59/85,-23/85)
(-1,1)
#
# (a,b,c,d) = (79,3,3,0) and D = 8451:
#
(432/2041,-54611/73476)
(432/2041,39059/73476)
#
# (a,b,c,d) = (2113,1,1,0) and D = 8451:
#
(144/2041,-47699/24492)
(144/2041,45971/24492)
#
# (a,b,c,d) = (2113,0,1,0) and D = 8452:
#
#
# (a,b,c,d) = (2114,1,1,0) and D = 8455:
#
#
# (a,b,c,d) = (2114,0,1,0) and D = 8456:
#
#
# (a,b,c,d) = (2115,1,1,0) and D = 8459:
#
(5041/304395,-55770432/7204015)
(25/1191,-13587/1985)
(1/15,-12/5)
(1156/15921,95237/60146)
(4/2817,-16613/626)
(1/15,7/3)
(256/4185,192419/66960)
(5041/304395,33390677/4322409)
(4/2817,149509/5634)
(1156/15921,-896437/541314)
(25/1191,40636/5955)
(256/4185,-4367/1488)
(9/169,-1826/507)
(9/169,1799/507)
#
# (a,b,c,d) = (3,1,1,6) and D = 8459:
#
(-41/27,11/9)
(77/111,-1/333)
(1909/2673,-445/2673)
(-98081/25317,76487/25317)
(1/2,5/12)
(1/3,1/2)
(1,-2/3)
(-7/3,11/6)
#
# (a,b,c,d) = (2115,0,1,0) and D = 8460:
#
#
# (a,b,c,d) = (2,4,2,9) and D = 8460:
#
(2/7,3/7)
#
# (a,b,c,d) = (1,2,7,21) and D = 8463:
#
(4920205/3153199,-1715831/3153199)
(-1229,487)
(-377/4879,1809/4879)
(9664357/11226205,4549844/33678615)
(410/359,-91/359)
(1,0)
(-4/5,7/15)
(12758/12265,-2639/36795)
(559/457,-153/457)
#
# (a,b,c,d) = (2116,1,1,0) and D = 8463:
#
(7921/336352,-192708693/29935328)
(1/142,1691/142)
(7921/336352,2086997/325384)
(1/142,-846/71)
(1/16,-45/16)
(1/16,11/4)
#
# (a,b,c,d) = (4,4,9,1) and D = 8464:
#
(0,1)
(-2394/21181,30847/21181)
(1/2,-1/2)
(133/332,-205/332)
#
# (a,b,c,d) = (4,2,8,3) and D = 8464:
#
(61/664,205/332)
(1/2,-1)
(26059/42362,-30847/21181)
(1/4,1/2)
#
# (a,b,c,d) = (265,2,2,0) and D = 8464:
#
(72/27625,918209/66300)
(2/13,7/26)
(2/13,-11/26)
(72/27625,-4591909/331500)
#
# (a,b,c,d) = (2116,0,1,0) and D = 8464:
#
(1/13,-9/13)
(1/13,9/13)
(36/27625,-4591477/165750)
(36/27625,4591477/165750)
#
# (a,b,c,d) = (2117,1,1,0) and D = 8467:
#
#
# (a,b,c,d) = (2,7,9,13) and D = 8467:
#
(7/12,1/6)
(12745217/8690136,-1963945/4345068)
#
# (a,b,c,d) = (2117,0,1,0) and D = 8468:
#
#
# (a,b,c,d) = (2,5,10,14) and D = 8468:
#
(33/574,115/287)
#
# (a,b,c,d) = (2118,1,1,0) and D = 8471:
#
#
# (a,b,c,d) = (2118,0,1,0) and D = 8472:
#
#
# (a,b,c,d) = (2119,1,1,0) and D = 8475:
#
#
# (a,b,c,d) = (17,1,5,0) and D = 8475:
#
#
# (a,b,c,d) = (265,1,2,0) and D = 8476:
#
(1/616,-10811/616)
(1682/10955,-51483/127078)
(1/7,-13/14)
(1/7,6/7)
(1/616,21621/1232)
(441/3515,-104078/73815)
(1682/10955,208637/635390)
(441/3515,39779/29526)
#
# (a,b,c,d) = (2119,0,1,0) and D = 8476:
#
(441/7030,-407051/147630)
(841/10955,233026/317695)
(441/7030,407051/147630)
(1/14,25/14)
(1/1232,-43243/1232)
(841/10955,-233026/317695)
(1/14,-25/14)
(1/1232,43243/1232)
#
# (a,b,c,d) = (2120,1,1,0) and D = 8479:
#
#
# (a,b,c,d) = (265,0,2,0) and D = 8480:
#
#
# (a,b,c,d) = (2120,0,1,0) and D = 8480:
#
#
# (a,b,c,d) = (1,2,12,19) and D = 8483:
#
(505/313,-288/313)
(1,0)
(-8/13,7/13)
(115082/60833,-67093/60833)
(-1/2,1/2)
#
# (a,b,c,d) = (2121,1,1,0) and D = 8483:
#
(1/6111,-68245/873)
(1/21,-85/21)
(49/933,23549/6531)
(49/933,-7964/2177)
(1/6111,159238/2037)
(1/21,4)
#
# (a,b,c,d) = (2121,0,1,0) and D = 8484:
#
#
# (a,b,c,d) = (2122,1,1,0) and D = 8487:
#
#
# (a,b,c,d) = (2,4,7,12) and D = 8488:
#
(1,-1/3)
(3874/7399,11287/44394)
#
# (a,b,c,d) = (2122,0,1,0) and D = 8488:
#
(36/841,22267/5046)
(36/841,-22267/5046)
#
# (a,b,c,d) = (2123,1,1,0) and D = 8491:
#
#
# (a,b,c,d) = (2123,0,1,0) and D = 8492:
#
(4/713,19035/1426)
(4/713,-19035/1426)
#
# (a,b,c,d) = (1,6,8,18) and D = 8492:
#
(1,0)
(5/9,2/9)
#
# (a,b,c,d) = (2124,1,1,0) and D = 8495:
#
(273529/47688054,329179666841/24940852242)
(273529/47688054,-54887120418/4156808707)
#
# (a,b,c,d) = (79,2,3,0) and D = 8496:
#
#
# (a,b,c,d) = (2124,0,1,0) and D = 8496:
#
#
# (a,b,c,d) = (266,2,2,0) and D = 8496:
#
#
# (a,b,c,d) = (10,2,6,0) and D = 8496:
#
#
# (a,b,c,d) = (2125,1,1,0) and D = 8499:
#
(144/2257,-72647/27084)
(289/249535,24929750/848419)
(289/249535,-124653663/4242095)
(25/8041,720964/40205)
(1/13,-9/13)
(1/535,-2475/107)
(25/8041,-42417/2365)
(1/13,8/13)
(324/4777,188767/85986)
(5929/735505,-37097524/3331405)
(1/535,12374/535)
(144/2257,70919/27084)
(5929/735505,126040275/11326777)
(324/4777,-11447/5058)
#
# (a,b,c,d) = (1,4,6,21) and D = 8499:
#
(-1441/359,378/359)
(-25/12,7/12)
(82/101,13/101)
(503/479,-18/479)
(-1738/1333,581/1333)
(-104/71,229/497)
(1,0)
(479/384,-65/384)
(-169481/72756,46487/72756)
#
# (a,b,c,d) = (2125,0,1,0) and D = 8500:
#
#
# (a,b,c,d) = (17,0,5,0) and D = 8500:
#
#
# (a,b,c,d) = (2126,1,1,0) and D = 8503:
#
(11025/186706,29958323/9802065)
(11025/186706,-61074271/19604130)
#
# (a,b,c,d) = (1,2,13,17) and D = 8503:
#
(1,0)
(451/241,-315/241)
#
# (a,b,c,d) = (3,5,2,6) and D = 8504:
#
(-5,8/3)
#
# (a,b,c,d) = (2126,0,1,0) and D = 8504:
#
#
# (a,b,c,d) = (2127,1,1,0) and D = 8507:
#
(25/789,-7154/1315)
(1/27,-133/27)
(1/27,44/9)
(25/789,21337/3945)
#
# (a,b,c,d) = (1,1,13,8) and D = 8507:
#
(215/101,-342/101)
(1,0)
(1/11,5/11)
(0,1/2)
#
# (a,b,c,d) = (2127,0,1,0) and D = 8508:
#
#
# (a,b,c,d) = (266,1,2,0) and D = 8508:
#
#
# (a,b,c,d) = (2128,1,1,0) and D = 8511:
#
#
# (a,b,c,d) = (2128,0,1,0) and D = 8512:
#
#
# (a,b,c,d) = (266,0,2,0) and D = 8512:
#
#
# (a,b,c,d) = (2129,1,1,0) and D = 8515:
#
#
# (a,b,c,d) = (2129,0,1,0) and D = 8516:
#
#
# (a,b,c,d) = (2130,1,1,0) and D = 8519:
#
#
# (a,b,c,d) = (2130,0,1,0) and D = 8520:
#
#
# (a,b,c,d) = (2131,1,1,0) and D = 8523:
#
(25/849,-24118/4245)
(25/849,23993/4245)
#
# (a,b,c,d) = (79,1,3,0) and D = 8523:
#
(25/283,2652/1415)
(25/283,-8081/4245)
#
# (a,b,c,d) = (3,2,8,-2) and D = 8524:
#
(1/3,1)
#
# (a,b,c,d) = (2131,0,1,0) and D = 8524:
#
#
# (a,b,c,d) = (2132,1,1,0) and D = 8527:
#
#
# (a,b,c,d) = (2132,0,1,0) and D = 8528:
#
(4/113,1143/226)
(1/62,-243/31)
(9/118,149/177)
(3025/58301,-11796201/3206555)
(9/118,-149/177)
(225/57814,-6950119/433605)
(1/62,243/31)
(3025/58301,11796201/3206555)
(225/57814,6950119/433605)
(4/113,-1143/226)
#
# (a,b,c,d) = (1,5,5,17) and D = 8528:
#
(-14642/3745,3159/3745)
(6583/23920,8209/23920)
(23072017/4048792,-4879385/4048792)
(-1/5,2/5)
(-7789/4610,1953/4610)
(167/242,45/242)
(-365/316,117/316)
(5/2,-1/2)
(1,0)
#
# (a,b,c,d) = (267,2,2,0) and D = 8528:
#
(8/113,-1159/452)
(9/59,61/177)
(9/59,-88/177)
(225/28907,-3476747/433605)
(225/28907,3473372/433605)
(6050/58301,11463451/6413110)
(1/31,-122/31)
(8/113,1127/452)
(6050/58301,-12128951/6413110)
(1/31,121/31)
#
# (a,b,c,d) = (2,5,8,13) and D = 8528:
#
(-2,1)
(-8/121,53/121)
(179/158,-31/79)
(-1/2,1/2)
(-9427543/2024396,2274079/1012198)
(7/10,1/10)
(3412/2305,-1459/2305)
(24119/7490,-11483/7490)
(347/920,1849/5980)
#
# (a,b,c,d) = (2133,1,1,0) and D = 8531:
#
#
# (a,b,c,d) = (2,0,9,5) and D = 8532:
#
#
# (a,b,c,d) = (2133,0,1,0) and D = 8532:
#
(1/13,-8/13)
(900/16849,1796743/505470)
(256/250393,125294723/4006288)
(4/97,-881/194)
(4/97,881/194)
(1/13,8/13)
(256/250393,-125294723/4006288)
(1/73,622/73)
(1/73,-622/73)
(900/16849,-1796743/505470)
#
# (a,b,c,d) = (2,6,3,8) and D = 8532:
#
(3/5,1/5)
(-90/41,127/164)
(3,-1)
(-222/151,341/604)
(1281/1355,-1459/10840)
(21207/2525,-7181/2525)
(0,1/2)
#
# (a,b,c,d) = (2,1,6,9) and D = 8532:
#
(1/2,1/3)
(8789/10840,-6583/16260)
(-547/604,785/906)
(4/5,-1/15)
(-233/164,307/246)
(2,-5/3)
(14026/2525,-35569/7575)
#
# (a,b,c,d) = (79,0,3,0) and D = 8532:
#
(12/97,881/582)
(3/13,-8/39)
(2700/16849,1796743/1516410)
(768/250393,125294723/12018864)
(768/250393,-125294723/12018864)
(3/73,622/219)
(3/13,8/39)
(2700/16849,-1796743/1516410)
(12/97,-881/582)
(3/73,-622/219)
#
# (a,b,c,d) = (2,3,6,11) and D = 8532:
#
#
# (a,b,c,d) = (6,6,9,2) and D = 8532:
#
#
# (a,b,c,d) = (2134,1,1,0) and D = 8535:
#
#
# (a,b,c,d) = (2134,0,1,0) and D = 8536:
#
#
# (a,b,c,d) = (2135,1,1,0) and D = 8539:
#
#
# (a,b,c,d) = (267,1,2,0) and D = 8540:
#
(25/177,-1721/1770)
(44521/286812,2279809/60517332)
(441/15023,2590619/630966)
(1/18,35/12)
(44521/286812,-4651183/40344888)
(1/18,-53/18)
(441/15023,-1299940/315483)
(25/177,266/295)
#
# (a,b,c,d) = (2135,0,1,0) and D = 8540:
#
(1/36,-211/36)
(25/354,-3317/1770)
(44521/573624,18513167/121034664)
(441/30046,5190499/630966)
(44521/573624,-18513167/121034664)
(441/30046,-5190499/630966)
(25/354,3317/1770)
(1/36,211/36)
#
# (a,b,c,d) = (2136,1,1,0) and D = 8543:
#
#
# (a,b,c,d) = (2136,0,1,0) and D = 8544:
#
(9/730,-9842/1095)
(9/730,9842/1095)
#
# (a,b,c,d) = (267,0,2,0) and D = 8544:
#
(9/365,4921/1095)
(9/365,-4921/1095)
#
# (a,b,c,d) = (2137,1,1,0) and D = 8547:
#
#
# (a,b,c,d) = (2137,0,1,0) and D = 8548:
#
(121/3293,-178670/36223)
(121/3293,178670/36223)
#
# (a,b,c,d) = (2138,1,1,0) and D = 8551:
#
#
# (a,b,c,d) = (2138,0,1,0) and D = 8552:
#
#
# (a,b,c,d) = (3,2,9,4) and D = 8552:
#
#
# (a,b,c,d) = (2139,1,1,0) and D = 8555:
#
#
# (a,b,c,d) = (3,7,5,7) and D = 8556:
#
(-2,1)
(3025/2881,-1058/2881)
#
# (a,b,c,d) = (2139,0,1,0) and D = 8556:
#
#
# (a,b,c,d) = (5,6,9,5) and D = 8559:
#
#
# (a,b,c,d) = (2140,1,1,0) and D = 8559:
#
#
# (a,b,c,d) = (80,3,3,0) and D = 8559:
#
#
# (a,b,c,d) = (2140,0,1,0) and D = 8560:
#
#
# (a,b,c,d) = (34,3,4,0) and D = 8560:
#
#
# (a,b,c,d) = (268,2,2,0) and D = 8560:
#
#
# (a,b,c,d) = (2141,1,1,0) and D = 8563:
#
(1/13,-8/13)
(1/13,7/13)
(25/27911,-4663034/139555)
(25/27911,4662909/139555)
#
# (a,b,c,d) = (1,3,13,24) and D = 8563:
#
(-275/5941,2109/5941)
(23/13,-10/13)
(80/377,231/754)
(-5,7/3)
(1,0)
(-5/2,19/16)
#
# (a,b,c,d) = (2141,0,1,0) and D = 8564:
#
(9/205,2656/615)
(121104/2107105,2356399151/733272540)
(9/205,-2656/615)
(1/65,522/65)
(121104/2107105,-2356399151/733272540)
(1/65,-522/65)
#
# (a,b,c,d) = (2,4,5,11) and D = 8564:
#
(-2,1)
(25/292,127/292)
(8/11,1/11)
(-1/2,1/2)
(275411/241868,-100171/241868)
#
# (a,b,c,d) = (5,2,7,-1) and D = 8567:
#
(0,-1)
#
# (a,b,c,d) = (2142,1,1,0) and D = 8567:
#
#
# (a,b,c,d) = (2142,0,1,0) and D = 8568:
#
#
# (a,b,c,d) = (1,5,-1,10) and D = 8571:
#
(1,0)
(29/113,252/565)
#
# (a,b,c,d) = (2143,1,1,0) and D = 8571:
#
#
# (a,b,c,d) = (2143,0,1,0) and D = 8572:
#
(1/32,-175/32)
(1/32,175/32)
(30625/399296,45929281/69876800)
(30625/399296,-45929281/69876800)
#
# (a,b,c,d) = (268,1,2,0) and D = 8572:
#
(1/16,87/32)
(30625/199648,-3205541/8734600)
(30625/199648,20284953/69876800)
(1/16,-11/4)
#
# (a,b,c,d) = (1,1,12,13) and D = 8575:
#
(179/1113,422/1113)
(-1,1)
(107/133,-62/133)
(13021/15471,-5150/15471)
(14/3,-13/3)
(14981/14111,-12735/14111)
(220/269,-103/269)
(1/3,1/3)
(389/433,52/433)
(10/7,-9/7)
(1,0)
(8/9,-31/117)
#
# (a,b,c,d) = (2144,1,1,0) and D = 8575:
#
(289/4496,-12518/4777)
(2500/182441,1158933/136150)
(1/116,312/29)
(4/161,2005/322)
(26896/353441,-51625361/57964324)
(10201/2404094,-27819340/1812041)
(225/4564,264113/68460)
(289/4496,195375/76432)
(1/14,12/7)
(1/56,-417/56)
(26896/353441,47214417/57964324)
(9/154,-1459/462)
(1/56,52/7)
(1/14,-25/14)
(4/161,-2013/322)
(1/116,-1249/116)
(10201/2404094,3726761259/242813494)
(9/154,716/231)
(2500/182441,-77773511/9122050)
(225/4564,-66872/17115)
#
# (a,b,c,d) = (8,7,7,0) and D = 8575:
#
(2500/26063,-1648439/1303150)
(225/652,3737/9780)
(188272/353441,-157488017/405750268)
(4/23,37/46)
(1/8,1)
(4/23,-45/46)
(1/2,0)
(9/22,8/33)
(225/652,-1778/2445)
(2023/4496,77463/535024)
(9/22,-43/66)
(2500/26063,1523439/1303150)
(1/8,-9/8)
(7/116,306/203)
(10201/343442,-38291008/17343821)
(188272/353441,-58648239/405750268)
(10201/343442,75551715/34687642)
(7/116,-1273/812)
(1/2,-1/2)
(2023/4496,-39775/66878)
#
# (a,b,c,d) = (5,0,5,3) and D = 8575:
#
(72659/98777,-137839/98777)
(149/273,-268/819)
(983/1883,-1016/1883)
(2/53,107/159)
(10/19,-13/19)
(1/7,13/21)
(4/7,1/7)
(19078/36099,-48779/108297)
(-5/7,11/7)
(1,-2)
(23/7,-142/21)
(1504/3031,1013/3031)
#
# (a,b,c,d) = (2144,0,1,0) and D = 8576:
#
#
# (a,b,c,d) = (268,0,2,0) and D = 8576:
#
#
# (a,b,c,d) = (4,9,11,9) and D = 8579:
#
#
# (a,b,c,d) = (2145,1,1,0) and D = 8579:
#
#
# (a,b,c,d) = (2145,0,1,0) and D = 8580:
#
#
# (a,b,c,d) = (2146,1,1,0) and D = 8583:
#
#
# (a,b,c,d) = (2146,0,1,0) and D = 8584:
#
#
# (a,b,c,d) = (2,3,11,9) and D = 8587:
#
(1,-1)
(46/79,17/79)
(1783/2278,-419/1139)
(-269/2419,1277/2419)
#
# (a,b,c,d) = (2147,1,1,0) and D = 8587:
#
(9/133,-901/399)
(9/133,46/21)
#
# (a,b,c,d) = (2147,0,1,0) and D = 8588:
#
#
# (a,b,c,d) = (1,4,10,26) and D = 8588:
#
(319/235,-63/235)
(1,0)
#
# (a,b,c,d) = (2148,1,1,0) and D = 8591:
#
(1/20,19/5)
(1/20,-77/20)
#
# (a,b,c,d) = (1,0,11,11) and D = 8591:
#
(1,0)
(1,-1)
(-94/467,247/467)
#
# (a,b,c,d) = (1,4,-2,12) and D = 8592:
#
(113737/126169,10598/126169)
(3301/5225,9841/31350)
(-1,1/3)
(-6229469/367030,7619521/2202180)
(-17/4,7/8)
(1,0)
(65/131,99/262)
#
# (a,b,c,d) = (4,1,6,-3) and D = 8592:
#
(-1/6,-5/6)
(1/2,1/2)
(-5/4,-3)
(82/131,-17/131)
(-5534443/1101090,-6576982/550545)
(9872/15675,31/15675)
(134933/252338,92541/252338)
#
# (a,b,c,d) = (269,2,2,0) and D = 8592:
#
(2/13,-9/26)
(169/7493,-459028/97409)
(2/13,5/26)
(169/7493,456831/97409)
(49/533,7569/3731)
(49/533,-7912/3731)
#
# (a,b,c,d) = (2148,0,1,0) and D = 8592:
#
(1/13,-7/13)
(169/14986,-915859/97409)
(49/1066,15481/3731)
(169/14986,915859/97409)
(1/13,7/13)
(49/1066,-15481/3731)
#
# (a,b,c,d) = (2149,1,1,0) and D = 8595:
#
#
# (a,b,c,d) = (2149,0,1,0) and D = 8596:
#
#
# (a,b,c,d) = (1,4,11,27) and D = 8599:
#
(16,-5)
(665/461,-153/461)
(1,0)
(0,1/3)
(-16443/11653,18352/34959)
#
# (a,b,c,d) = (2150,1,1,0) and D = 8599:
#
(1/50,7)
(1/50,-351/50)
(25/434,-3501/1085)
(25/434,6877/2170)
#
# (a,b,c,d) = (18,4,5,0) and D = 8600:
#
(1/3,-3/5)
(1/3,1/3)
#
# (a,b,c,d) = (2150,0,1,0) and D = 8600:
#
(1/15,7/3)
(1/15,-7/3)
#
# (a,b,c,d) = (2151,1,1,0) and D = 8603:
#
#
# (a,b,c,d) = (7,7,9,2) and D = 8603:
#
(5/11,-8/11)
#
# (a,b,c,d) = (10,1,6,0) and D = 8604:
#
#
# (a,b,c,d) = (11,5,6,0) and D = 8604:
#
#
# (a,b,c,d) = (269,1,2,0) and D = 8604:
#
#
# (a,b,c,d) = (80,2,3,0) and D = 8604:
#
#
# (a,b,c,d) = (2151,0,1,0) and D = 8604:
#
#
# (a,b,c,d) = (2152,1,1,0) and D = 8607:
#
#
# (a,b,c,d) = (269,0,2,0) and D = 8608:
#
#
# (a,b,c,d) = (2152,0,1,0) and D = 8608:
#
#
# (a,b,c,d) = (2153,1,1,0) and D = 8611:
#
#
# (a,b,c,d) = (2153,0,1,0) and D = 8612:
#
(25/2829,150358/14145)
(25/2829,-150358/14145)
#
# (a,b,c,d) = (2154,1,1,0) and D = 8615:
#
#
# (a,b,c,d) = (2154,0,1,0) and D = 8616:
#
(81/3115,170531/28035)
(81/3115,-170531/28035)
#
# (a,b,c,d) = (2155,1,1,0) and D = 8619:
#
(49/1495,55397/10465)
(1/13,-7/13)
(1/1495,57804/1495)
(36/1273,44191/7638)
(121/5941,453067/65351)
(121/5941,-454398/65351)
(49/1495,-11148/2093)
(1/13,6/13)
(2304/54625,2326813/524400)
(1/1495,-11561/299)
(36/1273,-44407/7638)
(2304/54625,-11744657/2622000)
#
# (a,b,c,d) = (1,1,13,0) and D = 8619:
#
(121/457,-2736/5027)
(1/115,-4447/1495)
(49/115,4103/10465)
(1/115,342/115)
(468/1273,42895/99294)
(468/1273,-45703/99294)
(121/457,34237/65351)
(1,-1/13)
(49/115,-342/805)
(1,0)
(29952/54625,10970513/34086000)
(29952/54625,-12408209/34086000)
#
# (a,b,c,d) = (1,2,10,21) and D = 8619:
#
(-2,1)
(-13/4,19/12)
(2598920/1701107,-1137073/1701107)
(43/31,-18/31)
(562/463,-209/463)
(292/6157,2185/6157)
(85/82,-19/246)
(1,0)
(-1/6,7/18)
#
# (a,b,c,d) = (2155,0,1,0) and D = 8620:
#
#
# (a,b,c,d) = (4,1,6,4) and D = 8620:
#
#
# (a,b,c,d) = (2156,1,1,0) and D = 8623:
#
(1/866,12742/433)
(1/866,-25485/866)
#
# (a,b,c,d) = (2,3,-1,8) and D = 8623:
#
(-13/64,31/64)
(0,1/2)
(-143/306,71/153)
(-1278/1835,3457/7340)
#
# (a,b,c,d) = (270,2,2,0) and D = 8624:
#
#
# (a,b,c,d) = (4,0,8,1) and D = 8624:
#
(0,1)
(144/283,-101/283)
#
# (a,b,c,d) = (2156,0,1,0) and D = 8624:
#
#
# (a,b,c,d) = (3,1,5,6) and D = 8627:
#
(-7/33,61/99)
(131/237,47/158)
(29/23,-61/46)
(41609/59774,-3733/119548)
(-1/3,2/3)
(1,-1)
#
# (a,b,c,d) = (2157,1,1,0) and D = 8627:
#
(1/17,52/17)
(1/17,-53/17)
#
# (a,b,c,d) = (2157,0,1,0) and D = 8628:
#
(676/13393,1317575/348218)
(676/13393,-1317575/348218)
#
# (a,b,c,d) = (2,2,7,10) and D = 8628:
#
(11/3,-17/6)
(-9/46,47/92)
(419/487,-393/974)
#
# (a,b,c,d) = (2158,1,1,0) and D = 8631:
#
(1/130,-57/5)
(1/130,1481/130)
#
# (a,b,c,d) = (80,1,3,0) and D = 8631:
#
(3/130,-1483/390)
(3/130,148/39)
#
# (a,b,c,d) = (2158,0,1,0) and D = 8632:
#
#
# (a,b,c,d) = (2159,1,1,0) and D = 8635:
#
#
# (a,b,c,d) = (2159,0,1,0) and D = 8636:
#
#
# (a,b,c,d) = (270,1,2,0) and D = 8636:
#
#
# (a,b,c,d) = (2160,1,1,0) and D = 8639:
#
#
# (a,b,c,d) = (10,0,6,0) and D = 8640:
#
(93025/203404,-7803987/62038220)
(363/2672,96433/88176)
(1/4,3/4)
(2/107,639/214)
(2/107,-639/214)
(1/4,-3/4)
(363/2672,-96433/88176)
(93025/203404,7803987/62038220)
(3/8,11/24)
(3/8,-11/24)
#
# (a,b,c,d) = (1,6,0,8) and D = 8640:
#
(-14/43,39/86)
(-7/5,3/10)
(-3,1/2)
(1,0)
(111/73,-13/73)
(0,1/2)
(1221/1655,283/1655)
#
# (a,b,c,d) = (1,9,24,0) and D = 8640:
#
(1,-3/8)
(3/2,-1/6)
(8/107,-651/856)
(8/107,627/856)
(363/668,-66185/176352)
(93025/50851,-4832118/15509555)
(3/2,-19/48)
(1,0)
(93025/50851,-46460931/124076440)
(363/668,3781/22044)
#
# (a,b,c,d) = (34,2,4,0) and D = 8640:
#
(93025/305106,20931629/186114660)
(93025/305106,-24652127/93057330)
(1/6,13/12)
(1/4,5/8)
(121/1336,47551/29392)
(1/4,-3/4)
(1/6,-7/6)
(4/321,5747/1284)
(4/321,-5755/1284)
(121/1336,-24441/14696)
#
# (a,b,c,d) = (80,0,3,0) and D = 8640:
#
(93025/406808,-7803987/31019110)
(1/8,3/2)
(1/107,-639/107)
(3/16,11/12)
(363/5344,96433/44088)
(363/5344,-96433/44088)
(3/16,-11/12)
(1/8,-3/2)
(1/107,639/107)
(93025/406808,7803987/31019110)
#
# (a,b,c,d) = (270,0,2,0) and D = 8640:
#
(1/12,9/4)
(93025/610212,-23411961/62038220)
(1/8,11/8)
(2/321,1917/214)
(2/321,-1917/214)
(1/8,-11/8)
(93025/610212,23411961/62038220)
(121/2672,-96433/29392)
(1/12,-9/4)
(121/2672,96433/29392)
#
# (a,b,c,d) = (5,5,8,0) and D = 8640:
#
(1/3,-2/3)
(1/3,11/24)
(8/321,-5771/2568)
(93025/152553,-35813621/372229320)
(121/668,44889/58784)
(8/321,5731/2568)
(93025/152553,-13256188/46528665)
(1/2,3/16)
(121/668,-6443/7348)
(1/2,-1/2)
#
# (a,b,c,d) = (1,0,12,8) and D = 8640:
#
(3/5,-7/10)
(39/43,-7/43)
(-26/73,111/146)
(0,1/2)
(566/1655,1221/3310)
(1,-3/2)
(1,0)
#
# (a,b,c,d) = (2,6,12,0) and D = 8640:
#
(4/107,635/428)
(93025/101702,-9044153/31019110)
(93025/101702,-10284319/62038220)
(3/4,1/24)
(363/1336,-27103/44088)
(1/2,-1/2)
(363/1336,42227/88176)
(4/107,-643/428)
(3/4,-5/12)
(1/2,1/4)
#
# (a,b,c,d) = (5,12,12,8) and D = 8640:
#
(-3,2)
(1,-1/2)
(-7/5,1)
(0,1/2)
(-14/43,53/86)
(1221/1655,-131/662)
(111/73,-137/146)
#
# (a,b,c,d) = (2160,0,1,0) and D = 8640:
#
(1/321,1917/107)
(1/24,9/2)
(93025/1220424,-23411961/31019110)
(121/5344,96433/14696)
(121/5344,-96433/14696)
(93025/1220424,23411961/31019110)
(1/24,-9/2)
(1/321,-1917/107)
(1/16,-11/4)
(1/16,11/4)
#
# (a,b,c,d) = (2161,1,1,0) and D = 8643:
#
#
# (a,b,c,d) = (2161,0,1,0) and D = 8644:
#
(16/28145,4721737/112580)
(7921/124865,-29543648/11112985)
(16/28145,-4721737/112580)
(1/13,6/13)
(7921/124865,29543648/11112985)
(1/13,-6/13)
#
# (a,b,c,d) = (2,8,7,9) and D = 8644:
#
(122/79,-31/79)
(2,-5/9)
(3964/4087,-493/4087)
(-1/2,1/2)
(-233/284,129/284)
#
# (a,b,c,d) = (2162,1,1,0) and D = 8647:
#
#
# (a,b,c,d) = (2162,0,1,0) and D = 8648:
#
(625/8091,-42889/202275)
(625/8091,42889/202275)
#
# (a,b,c,d) = (2163,1,1,0) and D = 8651:
#
#
# (a,b,c,d) = (2163,0,1,0) and D = 8652:
#
#
# (a,b,c,d) = (7,7,9,3) and D = 8652:
#
(-4/21,19/21)
(-73/27,178/27)
(8/15,-11/15)
#
# (a,b,c,d) = (2164,1,1,0) and D = 8655:
#
(1/46,154/23)
(1/46,-309/46)
#
# (a,b,c,d) = (1,5,2,13) and D = 8655:
#
(1,0)
(226/511,171/511)
(8/33,13/33)
(6657/1469,-1291/1469)
#
# (a,b,c,d) = (2164,0,1,0) and D = 8656:
#
#
# (a,b,c,d) = (271,2,2,0) and D = 8656:
#
#
# (a,b,c,d) = (2165,1,1,0) and D = 8659:
#
#
# (a,b,c,d) = (2165,0,1,0) and D = 8660:
#
#
# (a,b,c,d) = (2166,1,1,0) and D = 8663:
#
#
# (a,b,c,d) = (2166,0,1,0) and D = 8664:
#
#
# (a,b,c,d) = (2167,1,1,0) and D = 8667:
#
(1/19,68/19)
(4/313,-5529/626)
(4/313,5521/626)
(9/1081,35506/3243)
(1/19,-69/19)
(1/13,-6/13)
(9/1081,-35533/3243)
(1/13,5/13)
#
# (a,b,c,d) = (3,0,6,5) and D = 8667:
#
#
# (a,b,c,d) = (1,3,9,24) and D = 8667:
#
(23/17,-6/17)
(1,0)
(-5/7,3/7)
(-2,3/4)
(2168/335,-1533/670)
#
# (a,b,c,d) = (2,3,9,11) and D = 8667:
#
#
# (a,b,c,d) = (81,3,3,0) and D = 8667:
#
(27/1081,35398/9729)
(3/13,-10/39)
(27/1081,-35641/9729)
(3/13,1/39)
(3/19,-73/57)
(3/19,64/57)
(12/313,-5561/1878)
(12/313,5489/1878)
#
# (a,b,c,d) = (3,3,9,6) and D = 8667:
#
#
# (a,b,c,d) = (3,1,9,0) and D = 8667:
#
(36/313,5489/5634)
(9/19,-73/171)
(9/19,64/171)
(9/13,-10/117)
(9/13,1/117)
(81/1081,35398/29187)
(36/313,-5561/5634)
(81/1081,-35641/29187)
#
# (a,b,c,d) = (271,1,2,0) and D = 8668:
#
(80000/678569,-424849003/271427600)
(80000/678569,408849003/271427600)
(2/23,99/46)
(2/23,-101/46)
#
# (a,b,c,d) = (2167,0,1,0) and D = 8668:
#
(1/23,100/23)
(1/23,-100/23)
(40000/678569,416849003/135713800)
(40000/678569,-416849003/135713800)
#
# (a,b,c,d) = (2168,1,1,0) and D = 8671:
#
#
# (a,b,c,d) = (271,0,2,0) and D = 8672:
#
(32/1953,86257/15624)
(1/7,-6/7)
(225/29393,-3563071/440895)
(1/7,6/7)
(32/1953,-86257/15624)
(225/29393,3563071/440895)
(3698/29393,-3418965/2527798)
(1/609,-10627/609)
(1/609,10627/609)
(3698/29393,3418965/2527798)
#
# (a,b,c,d) = (1,4,2,16) and D = 8672:
#
(-1174009/1910897,715219/1910897)
(-25/17,7/17)
(-2,1/2)
(46/61,45/244)
(62/55,-19/220)
(1,0)
(-3132793/455729,717307/455729)
(177/289,76/289)
(-410/493,361/986)
#
# (a,b,c,d) = (2,1,8,8) and D = 8672:
#
(152/289,177/578)
(45/122,23/61)
(14/17,-25/34)
(361/493,-205/493)
(-19/110,31/55)
(1430438/1910897,-1174009/3821794)
(0,1/2)
(1,-1)
(1434614/455729,-3132793/911458)
#
# (a,b,c,d) = (2168,0,1,0) and D = 8672:
#
(1849/29393,3418965/1263899)
(16/1953,-86257/7812)
(1/14,12/7)
(225/58786,7126142/440895)
(16/1953,86257/7812)
(1/14,-12/7)
(225/58786,-7126142/440895)
(1/1218,21254/609)
(1849/29393,-3418965/1263899)
(1/1218,-21254/609)
#
# (a,b,c,d) = (2169,1,1,0) and D = 8675:
#
(4/129,471/86)
(4/129,-1421/258)
#
# (a,b,c,d) = (3,1,9,2) and D = 8675:
#
(-1/3,5/3)
(1/3,-1)
(-5/9,23/9)
(16505507/40045293,16022563/40045293)
#
# (a,b,c,d) = (2169,0,1,0) and D = 8676:
#
(9/234253,-113377726/702759)
(1/25,116/25)
(9/234253,113377726/702759)
(1/25,-116/25)
(6724/178273,-70755569/14618386)
(6724/178273,70755569/14618386)
#
# (a,b,c,d) = (1,5,8,22) and D = 8676:
#
(1849/186,-427/186)
(1,0)
(469/484,9/484)
(4621/603,-1066/603)
(-15/34,13/34)
#
# (a,b,c,d) = (2170,1,1,0) and D = 8679:
#
#
# (a,b,c,d) = (2170,0,1,0) and D = 8680:
#
#
# (a,b,c,d) = (2171,1,1,0) and D = 8683:
#
(16/2873,11841/884)
(16/2873,-153997/11492)
#
# (a,b,c,d) = (2,6,4,9) and D = 8684:
#
#
# (a,b,c,d) = (2171,0,1,0) and D = 8684:
#
#
# (a,b,c,d) = (5,9,10,7) and D = 8687:
#
(8118112/3310285,-1425793/662057)
(-1,1)
(354/319,-1937/2233)
(-41745478/651425,7405267/130285)
(5/11,2/11)
(811/1199,-208/1199)
#
# (a,b,c,d) = (2172,1,1,0) and D = 8687:
#
(14641/417708,21345575/4211889)
(14641/417708,-257918461/50542668)
(1/18,-61/18)
(1/18,10/3)
#
# (a,b,c,d) = (34,1,4,0) and D = 8688:
#
(4/13,-7/52)
(4/13,3/52)
(400/254449,-128353543/10177960)
(400/254449,128349543/10177960)
#
# (a,b,c,d) = (2172,0,1,0) and D = 8688:
#
(1/13,5/13)
(1/13,-5/13)
(100/254449,128351543/2544490)
(100/254449,-128351543/2544490)
#
# (a,b,c,d) = (2,2,4,10) and D = 8688:
#
#
# (a,b,c,d) = (272,2,2,0) and D = 8688:
#
(2/13,-7/26)
(200/254449,128349543/5088980)
(2/13,3/26)
(200/254449,-128353543/5088980)
#
# (a,b,c,d) = (2173,1,1,0) and D = 8691:
#
#
# (a,b,c,d) = (2173,0,1,0) and D = 8692:
#
#
# (a,b,c,d) = (2174,1,1,0) and D = 8695:
#
#
# (a,b,c,d) = (1,4,9,25) and D = 8695:
#
(611/479,-99/479)
(1,0)
#
# (a,b,c,d) = (2174,0,1,0) and D = 8696:
#
#
# (a,b,c,d) = (2175,1,1,0) and D = 8699:
#
#
# (a,b,c,d) = (272,1,2,0) and D = 8700:
#
#
# (a,b,c,d) = (2175,0,1,0) and D = 8700:
#
#
# (a,b,c,d) = (2176,1,1,0) and D = 8703:
#
#
# (a,b,c,d) = (35,4,4,0) and D = 8704:
#
#
# (a,b,c,d) = (272,0,2,0) and D = 8704:
#
#
# (a,b,c,d) = (2176,0,1,0) and D = 8704:
#
#
# (a,b,c,d) = (34,0,4,0) and D = 8704:
#
#
# (a,b,c,d) = (2177,1,1,0) and D = 8707:
#
(196/3817,-199417/53438)
(196/3817,196673/53438)
(1/13,4/13)
(1/13,-5/13)
#
# (a,b,c,d) = (1,6,-2,7) and D = 8707:
#
(59/14,-9/14)
(2774/42585,22427/42585)
(-95/168,61/168)
(-2/3,1/3)
(-1/27,14/27)
(1,0)
#
# (a,b,c,d) = (2177,0,1,0) and D = 8708:
#
#
# (a,b,c,d) = (2178,1,1,0) and D = 8711:
#
#
# (a,b,c,d) = (1,1,10,17) and D = 8711:
#
(1,0)
(458/371,-261/371)
#
# (a,b,c,d) = (2178,0,1,0) and D = 8712:
#
#
# (a,b,c,d) = (2,16,33,0) and D = 8712:
#
#
# (a,b,c,d) = (81,2,3,0) and D = 8712:
#
#
# (a,b,c,d) = (2,4,11,0) and D = 8712:
#
#
# (a,b,c,d) = (6,28,33,0) and D = 8712:
#
#
# (a,b,c,d) = (2179,1,1,0) and D = 8715:
#
#
# (a,b,c,d) = (2179,0,1,0) and D = 8716:
#
#
# (a,b,c,d) = (1,3,1,17) and D = 8716:
#
(1,0)
(8/9,1/9)
#
# (a,b,c,d) = (2180,1,1,0) and D = 8719:
#
#
# (a,b,c,d) = (2180,0,1,0) and D = 8720:
#
(49/3021,-165271/21147)
(49/3021,165271/21147)
#
# (a,b,c,d) = (273,2,2,0) and D = 8720:
#
(98/3021,-55319/14098)
(98/3021,164585/42294)
#
# (a,b,c,d) = (2181,1,1,0) and D = 8723:
#
#
# (a,b,c,d) = (2181,0,1,0) and D = 8724:
#
(4/169,-2165/338)
(2601/47125,-8141012/2403375)
(81/2665,133298/23985)
(4/169,2165/338)
(1/13,-4/13)
(2601/47125,8141012/2403375)
(1/13,4/13)
(81/2665,-133298/23985)
#
# (a,b,c,d) = (3,8,7,8) and D = 8724:
#
(-26/29,67/116)
(13/3,-2)
(1157/2407,536/2407)
(-3328/5709,2095/3806)
(351/421,-64/421)
(0,1/2)
#
# (a,b,c,d) = (2182,1,1,0) and D = 8727:
#
#
# (a,b,c,d) = (2182,0,1,0) and D = 8728:
#
#
# (a,b,c,d) = (2183,1,1,0) and D = 8731:
#
#
# (a,b,c,d) = (2183,0,1,0) and D = 8732:
#
(9/127,-676/381)
(9/127,676/381)
#
# (a,b,c,d) = (273,1,2,0) and D = 8732:
#
(18/127,-703/762)
(18/127,649/762)
#
# (a,b,c,d) = (2184,1,1,0) and D = 8735:
#
#
# (a,b,c,d) = (3,9,8,8) and D = 8736:
#
(31/27,-10/27)
(-67/47,32/47)
(0,1/2)
(-171/32,73/32)
#
# (a,b,c,d) = (273,0,2,0) and D = 8736:
#
(4232/38665,-6091931/3557180)
(3249/22625,-1053232/1289625)
(3249/22625,1053232/1289625)
(4232/38665,6091931/3557180)
(1/11,23/11)
(1/11,-23/11)
#
# (a,b,c,d) = (2184,0,1,0) and D = 8736:
#
(1/22,46/11)
(2116/38665,6091931/1778590)
(2116/38665,-6091931/1778590)
(3249/45250,-2106464/1289625)
(3249/45250,2106464/1289625)
(1/22,-46/11)
#
# (a,b,c,d) = (1,1,13,9) and D = 8736:
#
(-1/6,31/54)
(121/64,-171/64)
(1,0)
(61/94,-67/94)
#
# (a,b,c,d) = (1,1,9,18) and D = 8739:
#
(-23/27,49/81)
(1,-1/6)
(-11/6,13/12)
(-76613147/5568933,131587520/16706799)
(10777/10707,-4055/32121)
(-1847/803,1075/803)
(-425/179,247/179)
(1,-1/3)
(3889/3886,-3781/23316)
(65/648,473/1296)
(-67355/4023,115682/12069)
(1375/1398,103/2796)
(23,-79/6)
(-1/3,4/9)
(-1,2/3)
(39203/18833,-131435/112998)
(1,0)
(15881/29829,25043/89487)
(485/407,-234/407)
#
# (a,b,c,d) = (2185,1,1,0) and D = 8739:
#
(1/333,-6077/333)
(1/81,727/81)
(1/6613,-537772/6613)
(529/34755,-1292069/159873)
(18769/1202937,1312591664/164802369)
(1/13,-4/13)
(1/81,-728/81)
(16/345,-5699/1380)
(4/57,-217/114)
(1/15,-7/3)
(4/57,11/6)
(289/5595,347417/95115)
(529/34755,6448178/799365)
(4/849,24731/1698)
(1/13,3/13)
(1/6613,537771/6613)
(4/849,-24739/1698)
(1/333,6076/333)
(1/315,1118/63)
(18769/1202937,-1315163017/164802369)
(1/15,34/15)
(16/345,49/12)
(625/8119,34653/202975)
(289/5595,-70466/19023)
(625/8119,-2186/8825)
(1/315,-5591/315)
#
# (a,b,c,d) = (3,5,11,8) and D = 8739:
#
(-30744/18833,69947/37666)
(889/10707,1648/3569)
(4603/2409,-5072/2409)
(186561893/16706799,-208200667/16706799)
(1057/537,-1166/537)
(18/1943,3853/7772)
(7/9,-5/9)
(164009/12069,-183037/12069)
(842/2097,2441/8388)
(21989/29829,-1018/9943)
(14/9,-61/36)
(-56/3,125/6)
(-1/3,2/3)
(1/3,1/3)
(0,1/2)
(-919/1221,1187/1221)
(1,-1)
(371/486,-1289/3888)
(25/27,-8/9)
#
# (a,b,c,d) = (81,1,3,0) and D = 8739:
#
(3/13,-5/39)
(3/13,2/39)
(1/27,242/81)
(529/11585,-719168/266455)
(4/283,2747/566)
(4/19,-25/38)
(16/115,619/460)
(16/115,-1921/1380)
(18769/400979,436673437/164802369)
(1/111,225/37)
(1/5,11/15)
(529/11585,2145337/799365)
(289/1865,-119081/95115)
(3/6613,537770/19839)
(1/105,-1864/315)
(1875/8119,19028/608925)
(4/19,67/114)
(3/6613,-537773/19839)
(1/27,-3)
(4/283,-8249/1698)
(1/111,-2026/333)
(289/1865,38056/31705)
(18769/400979,-146414930/54934123)
(1/105,207/35)
(1875/8119,-65903/608925)
(1/5,-4/5)
#
# (a,b,c,d) = (1,7,7,12) and D = 8739:
#
(18887/32121,6722/32121)
(34,-11/2)
(-1,1/3)
(170638/56499,-53029/112998)
(3835/5829,3997/23316)
(-677/972,1549/3888)
(1889/1221,-217/1221)
(-34205/89487,40924/89487)
(-37754243/1856311,18324791/5568933)
(-8297/2409,1378/2409)
(-33191/1341,16109/4023)
(533/2097,3059/8388)
(-5/3,1/3)
(-25/9,17/36)
(1/3,1/3)
(-1907/537,316/537)
(2/3,1/6)
(1,0)
(-121/81,26/81)
#
# (a,b,c,d) = (2185,0,1,0) and D = 8740:
#
#
# (a,b,c,d) = (2,6,5,10) and D = 8740:
#
(-1,1/2)
(2753/5866,3331/11732)
(-4113/2416,3245/4832)
#
# (a,b,c,d) = (2186,1,1,0) and D = 8743:
#
#
# (a,b,c,d) = (1,3,2,18) and D = 8744:
#
(-113/166,63/166)
(1,0)
(-86047/25364,23337/25364)
(-209/39,56/39)
(17/18,1/18)
#
# (a,b,c,d) = (2186,0,1,0) and D = 8744:
#
(9/139,1045/417)
(9/139,-1045/417)
(1/2915,157383/2915)
(1/2915,-157383/2915)
#
# (a,b,c,d) = (2,3,1,9) and D = 8747:
#
(-67/27,31/27)
#
# (a,b,c,d) = (2187,1,1,0) and D = 8747:
#
#
# (a,b,c,d) = (3,9,9,9) and D = 8748:
#
#
# (a,b,c,d) = (5,3,6,4) and D = 8748:
#
#
# (a,b,c,d) = (3,0,9,0) and D = 8748:
#
#
# (a,b,c,d) = (4,6,9,0) and D = 8748:
#
#
# (a,b,c,d) = (81,0,3,0) and D = 8748:
#
#
# (a,b,c,d) = (2187,0,1,0) and D = 8748:
#
#
# (a,b,c,d) = (2,6,6,11) and D = 8748:
#
#
# (a,b,c,d) = (1,3,3,19) and D = 8748:
#
(1,0)
#
# (a,b,c,d) = (2188,1,1,0) and D = 8751:
#
(4/73,495/146)
(4/73,-503/146)
#
# (a,b,c,d) = (5,1,6,3) and D = 8751:
#
#
# (a,b,c,d) = (3,3,10,3) and D = 8751:
#
#
# (a,b,c,d) = (3,3,4,7) and D = 8751:
#
#
# (a,b,c,d) = (4,5,9,6) and D = 8751:
#
#
# (a,b,c,d) = (1,6,4,12) and D = 8752:
#
(-355/519,589/1557)
(1/5,2/5)
(-17,3)
(-1,1/3)
(533/119,-93/119)
(-79/13,14/13)
(149/611,237/611)
(21733603/29414815,4402206/29414815)
(-113/523,698/1569)
(-143/131,43/131)
(18587/58097,21105/58097)
(1,0)
(3799/3953,79/3953)
(-295/257,84/257)
(7547/8425,469/8425)
#
# (a,b,c,d) = (274,2,2,0) and D = 8752:
#
(2/13,1/26)
(8/97,863/388)
(2/53,381/106)
(8/28457,-4800485/113828)
(722/5269,-221909/200222)
(130050/2471269,-3839852647/1260347190)
(2/13,-5/26)
(8/193,2639/772)
(1173512/8818193,14712294665/13509471676)
(130050/2471269,3773527147/1260347190)
(8/28457,4800453/113828)
(2/29,-151/58)
(1173512/8818193,-16510115049/13509471676)
(128/2641,-134617/42256)
(8/97,-895/388)
(722/5269,194473/200222)
(32/209,-537/1672)
(128/2641,132569/42256)
(2/29,147/58)
(8/193,-2671/772)
(2/53,-385/106)
(32/209,281/1672)
#
# (a,b,c,d) = (1,4,12,28) and D = 8752:
#
(3344581/58293,-1091132/58293)
(290727/106807,-91940/106807)
(45/49,19/343)
(-84053/36507,28708/36507)
(-3/5,2/5)
(173/113,-45/113)
(-5997/463,1957/463)
(-151/349,133/349)
(135/79,-38/79)
(581541/566921,-11323/566921)
(233/93,-73/93)
(-3,1)
(-1171/349,388/349)
(-7989/3175,2701/3175)
(1,0)
(113/69,-31/69)
(1657/1745,62/1745)
(19683717/20241577,404263/20241577)
#
# (a,b,c,d) = (2188,0,1,0) and D = 8752:
#
(1/53,-383/53)
(4/97,879/194)
(1/29,149/29)
(16/209,409/836)
(586756/8818193,15611204857/6754735838)
(586756/8818193,-15611204857/6754735838)
(16/209,-409/836)
(1/29,-149/29)
(4/97,-879/194)
(1/53,383/53)
(4/193,2655/386)
(1/13,3/13)
(361/5269,208191/100111)
(65025/2471269,3806689897/630173595)
(4/28457,4800469/56914)
(4/28457,-4800469/56914)
(64/2641,133593/21128)
(65025/2471269,-3806689897/630173595)
(361/5269,-208191/100111)
(1/13,-3/13)
(64/2641,-133593/21128)
(4/193,-2655/386)
#
# (a,b,c,d) = (1,2,4,20) and D = 8752:
#
(-53/61,133/305)
(233500549/41983303,-79032159/41983303)
(61/217,74/217)
(77/17,-26/17)
(3,-1)
(-289/4473,8329/22365)
(-2533/1347,4588/6735)
(-709/473,271/473)
(119513/122589,4358/122589)
(11/59,104/295)
(1/3,1/3)
(-19/11,7/11)
(1,0)
(133/121,-18/121)
#
# (a,b,c,d) = (6,4,8,2) and D = 8752:
#
(-177909/243860,670921/243860)
(17/36,-7/12)
(-1/4,5/4)
(3/2,-11/2)
(-69/224,313/224)
(93/170,-317/170)
(4373/8656,1207/8656)
(3989/4540,-14441/4540)
(1/2,-1/2)
(109/222,-119/74)
(5/16,7/16)
(-6985/143008,123341/143008)
(59/124,25/124)
(-11/50,59/50)
#
# (a,b,c,d) = (1,3,4,20) and D = 8752:
#
(41/17,-56/85)
(1843/454,-2613/2270)
(19/18,-1/18)
(-3/2,1/2)
(1583/4328,1395/4328)
(-84883/24386,123253/121930)
(-7/5,12/25)
(17/62,21/62)
(7,-2)
(233/111,-62/111)
(-65163/71504,29089/71504)
(-1/8,3/8)
(-191/112,61/112)
(1,0)
#
# (a,b,c,d) = (2189,1,1,0) and D = 8755:
#
#
# (a,b,c,d) = (2189,0,1,0) and D = 8756:
#
#
# (a,b,c,d) = (2,6,7,12) and D = 8756:
#
(1/3,1/3)
#
# (a,b,c,d) = (2,1,9,-4) and D = 8759:
#
(1/2,-3/8)
(1/2,1)
(1/2,1/2)
(4447694/1927141,21648777/3854282)
#
# (a,b,c,d) = (2190,1,1,0) and D = 8759:
#
(49/834,-6043/1946)
(121/1578,-3871/8679)
(49/834,8893/2919)
(121/1578,2137/5786)
(1/180,1207/90)
(1/180,-161/12)
#
# (a,b,c,d) = (3,9,10,10) and D = 8760:
#
(-47/17,22/17)
#
# (a,b,c,d) = (2190,0,1,0) and D = 8760:
#
#
# (a,b,c,d) = (1,2,6,21) and D = 8763:
#
(1,0)
(559/475,-126/475)
(-26/15,73/105)
(-79/40,31/40)
#
# (a,b,c,d) = (2191,1,1,0) and D = 8763:
#
(25/256399,129829768/1281995)
(1/13,2/13)
(25/256399,-129829893/1281995)
(87025/1546831,-1515241479/456315145)
(1/13,-3/13)
(87025/1546831,1489569104/456315145)
#
# (a,b,c,d) = (2191,0,1,0) and D = 8764:
#
#
# (a,b,c,d) = (274,1,2,0) and D = 8764:
#
#
# (a,b,c,d) = (2192,1,1,0) and D = 8767:
#
(1/14,-12/7)
(1/14,23/14)
(361/95918,29701245/1822442)
(361/95918,-14854052/911221)
#
# (a,b,c,d) = (1,5,0,11) and D = 8767:
#
(1,0)
(-4/3,1/3)
(-83/29,16/29)
(-2207/3641,1339/3641)
#
# (a,b,c,d) = (274,0,2,0) and D = 8768:
#
#
# (a,b,c,d) = (2192,0,1,0) and D = 8768:
#
#
# (a,b,c,d) = (2193,1,1,0) and D = 8771:
#
#
# (a,b,c,d) = (3,10,11,10) and D = 8772:
#
(-1/2,11/20)
(81/43,-32/43)
#
# (a,b,c,d) = (2193,0,1,0) and D = 8772:
#
(1/13,2/13)
(1/13,-2/13)
#
# (a,b,c,d) = (82,3,3,0) and D = 8775:
#
(1/10,-9/5)
(49/220,-387/770)
(1/10,17/10)
(49/220,431/1540)
#
# (a,b,c,d) = (18,3,5,0) and D = 8775:
#
(49/132,19/154)
(1/6,-11/10)
(49/132,-533/1540)
(1/6,1)
#
# (a,b,c,d) = (2194,1,1,0) and D = 8775:
#
(1/30,157/30)
(1/30,-79/15)
(49/660,5251/4620)
(49/660,-2797/2310)
#
# (a,b,c,d) = (2,9,15,0) and D = 8775:
#
(1/2,1/5)
(1/2,-1/2)
(49/44,-127/308)
(49/44,-197/770)
#
# (a,b,c,d) = (2194,0,1,0) and D = 8776:
#
#
# (a,b,c,d) = (2195,1,1,0) and D = 8779:
#
(1/28535,4820219/28535)
(1/28535,-2196/13)
(1/13,1/13)
(1/13,-2/13)
#
# (a,b,c,d) = (3,7,9,10) and D = 8779:
#
(10701/187,-6233/187)
(5273/5415,-671/1805)
(1,-2/5)
(-3/4,5/8)
#
# (a,b,c,d) = (2195,0,1,0) and D = 8780:
#
(1/731,-19764/731)
(1/731,19764/731)
#
# (a,b,c,d) = (1,3,5,21) and D = 8780:
#
(10/9,-1/9)
(1,0)
#
# (a,b,c,d) = (2196,1,1,0) and D = 8783:
#
(7645225/102115584,-8326533557/7843044160)
(7645225/102115584,278616160927/282349589760)
#
# (a,b,c,d) = (2196,0,1,0) and D = 8784:
#
(361/9238,-413843/87761)
(4/256945,130244759/513890)
(1/13,1/13)
(1/13,-1/13)
(361/9238,413843/87761)
(4/256945,-130244759/513890)
#
# (a,b,c,d) = (2,7,8,12) and D = 8784:
#
(1,-1/6)
(-17/2,3)
(-1,1/2)
(-511499/6314579,8575201/18943737)
(1163/3587,3509/10761)
(47/157,53/157)
#
# (a,b,c,d) = (1,5,-3,9) and D = 8784:
#
(59/314,153/314)
(29/4,-5/4)
(3529/21522,10507/21522)
(18684899/37887474,15615905/37887474)
(-2/3,1/3)
(1,0)
#
# (a,b,c,d) = (275,2,2,0) and D = 8784:
#
(8/256945,-26048955/205556)
(361/4619,203492/87761)
(361/4619,-210351/87761)
(2/13,-3/26)
(2/13,-1/26)
(8/256945,130244743/1027780)
#
# (a,b,c,d) = (1,5,1,12) and D = 8787:
#
(199/529,198/529)
(-34/5,13/10)
(-1,1/3)
(-146770/1082879,942241/2165758)
(307/460,427/1840)
(1261/759,-577/2277)
(-72917/44833,16650/44833)
(1,0)
(6877/17723,19691/53169)
#
# (a,b,c,d) = (2197,1,1,0) and D = 8787:
#
(1/13,0)
(1/13,-1/13)
(144/2353,-6253/2172)
(144/2353,79561/28236)
(1/169,-13)
(1/169,2196/169)
#
# (a,b,c,d) = (1,0,13,0) and D = 8788:
#
(1,0)
#
# (a,b,c,d) = (2197,0,1,0) and D = 8788:
#
(1/13,0)
#
# (a,b,c,d) = (2198,1,1,0) and D = 8791:
#
(169/2198,1/13)
(169/2198,-4395/28574)
#
# (a,b,c,d) = (2,5,0,7) and D = 8792:
#
(-8/5,3/5)
(323/322,-31/161)
(-1/4,1/2)
(454/1037,415/1037)
(38653/12986,-6537/6493)
#
# (a,b,c,d) = (2198,0,1,0) and D = 8792:
#
(19321/1738503,-2288795657/241651917)
(1/39,239/39)
(329476/5178849,7764364399/2972659326)
(4/57,-211/114)
(4/57,211/114)
(329476/5178849,-7764364399/2972659326)
(1/39,-239/39)
(19321/1738503,2288795657/241651917)
#
# (a,b,c,d) = (2199,1,1,0) and D = 8795:
#
#
# (a,b,c,d) = (2199,0,1,0) and D = 8796:
#
#
# (a,b,c,d) = (275,1,2,0) and D = 8796:
#
#
# (a,b,c,d) = (2200,1,1,0) and D = 8799:
#
#
# (a,b,c,d) = (3,7,11,11) and D = 8800:
#
(38/61,5/61)
(-1/6,1/2)
(-3,2)
(2775/1784,-1721/1784)
#
# (a,b,c,d) = (2200,0,1,0) and D = 8800:
#
(1/26,-62/13)
(169/2201,6599/28613)
(1/26,62/13)
(169/2201,-6599/28613)
#
# (a,b,c,d) = (275,0,2,0) and D = 8800:
#
(1/13,31/13)
(1/13,-31/13)
(338/2201,-6599/57226)
(338/2201,6599/57226)
#
# (a,b,c,d) = (4,5,10,5) and D = 8800:
#
(2/3,-1/3)
(-597/892,281/223)
(3/2,-5/2)
(53/122,33/122)
#
# (a,b,c,d) = (2,1,9,7) and D = 8803:
#
(10/13,1/13)
(1492/2165,-849/2165)
(2/3,-11/21)
(1264280/568607,-11789497/3980249)
#
# (a,b,c,d) = (2201,1,1,0) and D = 8803:
#
#
# (a,b,c,d) = (2201,0,1,0) and D = 8804:
#
#
# (a,b,c,d) = (1,4,-1,13) and D = 8807:
#
(1,0)
(7,-19/13)
(3898628/3100181,-451763/3100181)
(287/515,171/515)
#
# (a,b,c,d) = (2202,1,1,0) and D = 8807:
#
(1/38,229/38)
(1/38,-115/19)
(24964/370481,-130800973/58535998)
(24964/370481,126856661/58535998)
#
# (a,b,c,d) = (2202,0,1,0) and D = 8808:
#
#
# (a,b,c,d) = (2203,1,1,0) and D = 8811:
#
#
# (a,b,c,d) = (2,6,8,13) and D = 8812:
#
(22/29,1/29)
#
# (a,b,c,d) = (2203,0,1,0) and D = 8812:
#
#
# (a,b,c,d) = (2204,1,1,0) and D = 8815:
#
(1/146,-882/73)
(1/146,1763/146)
(841/38624,7491735/1120096)
(841/38624,-1879031/280024)
(1/16,43/16)
(1/16,-11/4)
#
# (a,b,c,d) = (1,0,13,1) and D = 8815:
#
(0,1)
(146383/499083,237910/499083)
(10/13,3/13)
(29/195,-211/195)
(1,-13)
(1,0)
#
# (a,b,c,d) = (2204,0,1,0) and D = 8816:
#
(1/80,357/40)
(1/80,-357/40)
#
# (a,b,c,d) = (35,3,4,0) and D = 8816:
#
(1/20,177/80)
(1/20,-9/4)
#
# (a,b,c,d) = (276,2,2,0) and D = 8816:
#
(1/40,89/20)
(1/40,-179/40)
#
# (a,b,c,d) = (2205,1,1,0) and D = 8819:
#
(16/2961,-17903/1316)
(16/2961,23009/1692)
#
# (a,b,c,d) = (82,2,3,0) and D = 8820:
#
(64/427,4167/3416)
(1/7,-29/21)
(64/427,-13525/10248)
(1/7,9/7)
#
# (a,b,c,d) = (7,4,7,0) and D = 8820:
#
(1/3,10/21)
(1/3,-2/3)
(64/183,-943/1464)
(64/183,4553/10248)
#
# (a,b,c,d) = (2205,0,1,0) and D = 8820:
#
(64/1281,1859/488)
(1/21,4)
(1/21,-4)
(64/1281,-1859/488)
#
# (a,b,c,d) = (1,8,21,0) and D = 8820:
#
(1,-8/21)
(1,0)
(64/61,-9/488)
(64/61,-3907/10248)
#
# (a,b,c,d) = (5,20,21,0) and D = 8820:
#
(1,-2/3)
(64/61,-997/1464)
(1,-2/7)
(64/61,-1087/3416)
#
# (a,b,c,d) = (1,4,1,15) and D = 8823:
#
(1,0)
(341/497,117/497)
#
# (a,b,c,d) = (2206,1,1,0) and D = 8823:
#
#
# (a,b,c,d) = (2206,0,1,0) and D = 8824:
#
#
# (a,b,c,d) = (4,3,7,5) and D = 8827:
#
(-1/6,2/3)
(240643/659892,63107/164973)
#
# (a,b,c,d) = (2207,1,1,0) and D = 8827:
#
#
# (a,b,c,d) = (276,1,2,0) and D = 8828:
#
#
# (a,b,c,d) = (2207,0,1,0) and D = 8828:
#
#
# (a,b,c,d) = (2208,1,1,0) and D = 8831:
#
#
# (a,b,c,d) = (2208,0,1,0) and D = 8832:
#
#
# (a,b,c,d) = (276,0,2,0) and D = 8832:
#
#
# (a,b,c,d) = (2209,1,1,0) and D = 8835:
#
#
# (a,b,c,d) = (2209,0,1,0) and D = 8836:
#
(1/17,-52/17)
(1/17,52/17)
#
# (a,b,c,d) = (3,4,7,8) and D = 8836:
#
(-18/41,103/164)
(0,1/2)
(31/37,-16/37)
(1723/57,-472/19)
(403/261,-106/87)
#
# (a,b,c,d) = (2210,1,1,0) and D = 8839:
#
#
# (a,b,c,d) = (2210,0,1,0) and D = 8840:
#
#
# (a,b,c,d) = (2211,1,1,0) and D = 8843:
#
#
# (a,b,c,d) = (3,9,11,11) and D = 8844:
#
(1916/1817,-625/1817)
(-2,1)
#
# (a,b,c,d) = (2211,0,1,0) and D = 8844:
#
(49284/870145,627822559/193172190)
(49284/870145,-627822559/193172190)
#
# (a,b,c,d) = (82,1,3,0) and D = 8847:
#
(3/28,-71/42)
(236883/1110088,-280786591/467902092)
(236883/1110088,495009059/935804184)
(3/28,139/84)
#
# (a,b,c,d) = (2212,1,1,0) and D = 8847:
#
(1/28,-141/28)
(78961/1110088,18471325/11140526)
(1/28,5)
(78961/1110088,-539385141/311934728)
#
# (a,b,c,d) = (2212,0,1,0) and D = 8848:
#
#
# (a,b,c,d) = (277,2,2,0) and D = 8848:
#
#
# (a,b,c,d) = (2213,1,1,0) and D = 8851:
#
#
# (a,b,c,d) = (2,2,11,4) and D = 8852:
#
#
# (a,b,c,d) = (2213,0,1,0) and D = 8852:
#
#
# (a,b,c,d) = (2214,1,1,0) and D = 8855:
#
#
# (a,b,c,d) = (2,2,11,3) and D = 8856:
#
(2/3,-1/3)
(1/2,-1/2)
#
# (a,b,c,d) = (2214,0,1,0) and D = 8856:
#
(1/327,-1971/109)
(1/327,1971/109)
#
# (a,b,c,d) = (82,0,3,0) and D = 8856:
#
(1/109,-657/109)
(1/109,657/109)
#
# (a,b,c,d) = (1,3,6,22) and D = 8856:
#
(1,0)
(7/6,-1/6)
#
# (a,b,c,d) = (2215,1,1,0) and D = 8859:
#
#
# (a,b,c,d) = (2215,0,1,0) and D = 8860:
#
(1/14,-23/14)
(1/14,23/14)
#
# (a,b,c,d) = (277,1,2,0) and D = 8860:
#
(1/7,11/14)
(1/7,-6/7)
#
# (a,b,c,d) = (2216,1,1,0) and D = 8863:
#
(169/2222,7752/14443)
(169/2222,-17701/28886)
#
# (a,b,c,d) = (277,0,2,0) and D = 8864:
#
#
# (a,b,c,d) = (2216,0,1,0) and D = 8864:
#
#
# (a,b,c,d) = (5,6,10,3) and D = 8867:
#
#
# (a,b,c,d) = (2217,1,1,0) and D = 8867:
#
#
# (a,b,c,d) = (2217,0,1,0) and D = 8868:
#
#
# (a,b,c,d) = (2218,1,1,0) and D = 8871:
#
#
# (a,b,c,d) = (2218,0,1,0) and D = 8872:
#
#
# (a,b,c,d) = (2219,1,1,0) and D = 8875:
#
#
# (a,b,c,d) = (19,5,5,0) and D = 8875:
#
#
# (a,b,c,d) = (1,2,14,14) and D = 8876:
#
(3/7,2/7)
(1,0)
(185/71,-171/71)
(-1,1)
#
# (a,b,c,d) = (2219,0,1,0) and D = 8876:
#
(4/345,-6397/690)
(1/15,-34/15)
(7569/108691,-17939620/9456117)
(1612900/9326806281,-900739964680571/11845043976870)
(961/30447,5124022/943857)
(961/30447,-5124022/943857)
(1/15,34/15)
(25/891,25936/4455)
(1612900/9326806281,900739964680571/11845043976870)
(25/891,-25936/4455)
(4/345,6397/690)
(7569/108691,17939620/9456117)
#
# (a,b,c,d) = (1,4,0,14) and D = 8876:
#
(157/277,86/277)
(157/253,72/253)
(2857/2737,-86/2737)
(27091/146761,59615/146761)
(1009/79,-217/79)
(-11/19,7/19)
(-943/479,223/479)
(-149357/88561,37107/88561)
(1,0)
(12181/1711,-2615/1711)
#
# (a,b,c,d) = (4,6,5,6) and D = 8876:
#
(1295/4383,3631/8766)
(937/2718,6151/16308)
(23/27,-11/27)
(-1,5/6)
(-7/24,29/48)
(41/21,-29/21)
(-175141/790167,939307/1580334)
(7/3,-5/3)
(-181/521,1913/3126)
#
# (a,b,c,d) = (5,3,7,-1) and D = 8876:
#
(261/505,104/505)
(1147/2065,-134/413)
(7/13,2/13)
(-275876/131369,-2066717/131369)
(74/211,-121/211)
(0,-1)
(1535/3551,11164/3551)
(14/445,-83/89)
#
# (a,b,c,d) = (2220,1,1,0) and D = 8879:
#
#
# (a,b,c,d) = (2220,0,1,0) and D = 8880:
#
#
# (a,b,c,d) = (278,2,2,0) and D = 8880:
#
#
# (a,b,c,d) = (3,8,12,12) and D = 8880:
#
(-65/69,16/23)
#
# (a,b,c,d) = (1,6,6,15) and D = 8883:
#
(7/19,6/19)
(1,0)
(3715951/1554067,-636342/1554067)
#
# (a,b,c,d) = (2221,1,1,0) and D = 8883:
#
(4/337,6171/674)
(4/337,-6179/674)
#
# (a,b,c,d) = (83,3,3,0) and D = 8883:
#
(12/337,6139/2022)
(12/337,-6211/2022)
#
# (a,b,c,d) = (6,2,5,-2) and D = 8884:
#
(11/24,-7/16)
(93/158,541/316)
(1/2,1/4)
#
# (a,b,c,d) = (2221,0,1,0) and D = 8884:
#
(3136/120065,40771457/6723640)
(3136/120065,-40771457/6723640)
#
# (a,b,c,d) = (2222,1,1,0) and D = 8887:
#
#
# (a,b,c,d) = (2222,0,1,0) and D = 8888:
#
#
# (a,b,c,d) = (2223,1,1,0) and D = 8891:
#
(484/6513,-12391/11022)
(484/6513,50145/47762)
#
# (a,b,c,d) = (278,1,2,0) and D = 8892:
#
(618272/4183513,2575068381/4652066456)
(618272/4183513,-2918827613/4652066456)
(2/43,277/86)
(2/43,-279/86)
#
# (a,b,c,d) = (2223,0,1,0) and D = 8892:
#
(1/43,278/43)
(309136/4183513,2746947997/2326033228)
(1/43,-278/43)
(309136/4183513,-2746947997/2326033228)
#
# (a,b,c,d) = (2224,1,1,0) and D = 8895:
#
#
# (a,b,c,d) = (2224,0,1,0) and D = 8896:
#
(1/52,-93/13)
(1/124,345/31)
(169/2233,19989/29029)
(1/124,-345/31)
(1/20,19/5)
(1/52,93/13)
(1/20,-19/5)
(16/217,1053/868)
(361/8060,-161821/38285)
(961/14300,-243721/110825)
(961/14300,243721/110825)
(361/8060,161821/38285)
(169/2233,-19989/29029)
(13225/414284,64206613/11910665)
(16/217,-1053/868)
(13225/414284,-64206613/11910665)
(9/3745,229177/11235)
(9/3745,-229177/11235)
#
# (a,b,c,d) = (3,4,8,8) and D = 8896:
#
(-37/4,67/8)
(-1,1)
(4255/5781,-244/1927)
(-18/61,73/122)
(113192/65773,-199939/131546)
(296/307,-445/614)
(217/74,-391/148)
(0,1/2)
(7/9,-1/3)
(1/2,1/4)
#
# (a,b,c,d) = (35,2,4,0) and D = 8896:
#
(1/13,-47/26)
(961/3575,21393/44330)
(1/13,23/13)
(1/31,86/31)
(961/3575,-68378/110825)
(676/2233,11201/116116)
(13225/103571,-16431872/11910665)
(36/3745,-6551/1284)
(361/2015,77481/76570)
(64/217,797/3472)
(361/2015,-8434/7657)
(1/5,9/10)
(64/217,-187/496)
(13225/103571,31342869/23821330)
(36/3745,229069/44940)
(1/5,-1)
(1/31,-173/62)
(676/2233,-4111/16588)
#
# (a,b,c,d) = (1,4,8,24) and D = 8896:
#
(2,-1/2)
(73/61,-9/61)
(-2/3,7/18)
(67/4,-37/8)
(-391/74,217/148)
(-199939/65773,56596/65773)
(1,0)
(-488/1927,4255/11562)
(-445/307,148/307)
(1/2,1/4)
#
# (a,b,c,d) = (278,0,2,0) and D = 8896:
#
(1/10,-19/10)
(32/217,-1053/1736)
(1/62,345/62)
(18/3745,229177/22470)
(338/2233,19989/58058)
(1/26,-93/26)
(338/2233,-19989/58058)
(1/26,93/26)
(13225/207142,-64206613/23821330)
(18/3745,-229177/22470)
(13225/207142,64206613/23821330)
(961/7150,243721/221650)
(32/217,1053/1736)
(1/62,-345/62)
(961/7150,-243721/221650)
(361/4030,161821/76570)
(1/10,19/10)
(361/4030,-161821/76570)
#
# (a,b,c,d) = (1,0,13,2) and D = 8896:
#
(16883/23124,5719/23124)
(3/4,-1/4)
(1/4,-3/4)
(-11/37,76/37)
(145/1228,741/1228)
(1,-13/2)
(17/36,13/36)
(-33857/263092,313131/263092)
(129/244,-91/244)
(1,0)
#
# (a,b,c,d) = (2,8,6,8) and D = 8896:
#
(741/614,-149/614)
(-3/2,1/2)
(13/18,1/18)
(-1/2,1/2)
(313131/131546,-86747/131546)
(-91/122,55/122)
(5719/11562,2791/11562)
(152/37,-87/74)
(0,1/2)
(-13,15/4)
#
# (a,b,c,d) = (2225,1,1,0) and D = 8899:
#
#
# (a,b,c,d) = (2225,0,1,0) and D = 8900:
#
#
# (a,b,c,d) = (18,2,5,0) and D = 8900:
#
#
# (a,b,c,d) = (2226,1,1,0) and D = 8903:
#
#
# (a,b,c,d) = (2226,0,1,0) and D = 8904:
#
#
# (a,b,c,d) = (2227,1,1,0) and D = 8907:
#
#
# (a,b,c,d) = (2227,0,1,0) and D = 8908:
#
(5476/173153,-69467825/12813322)
(5476/173153,69467825/12813322)
#
# (a,b,c,d) = (4,10,11,9) and D = 8908:
#
(16/19,-5/19)
(3/2,-5/6)
(-2/67,33/67)
#
# (a,b,c,d) = (2228,1,1,0) and D = 8911:
#
#
# (a,b,c,d) = (4,6,8,7) and D = 8912:
#
(2489/566,-1115/283)
(-1,1)
(-3/40,11/20)
(571/782,-101/391)
(10566100/17968759,1358113/17968759)
#
# (a,b,c,d) = (2228,0,1,0) and D = 8912:
#
(1/54,197/27)
(1/54,-197/27)
#
# (a,b,c,d) = (279,2,2,0) and D = 8912:
#
(1/27,-11/3)
(1/27,98/27)
#
# (a,b,c,d) = (4,0,5,4) and D = 8912:
#
(22490313/35937518,1358113/17968759)
(235/391,-101/391)
(-1/2,1)
(1/5,11/20)
(687/283,-1115/283)
#
# (a,b,c,d) = (2229,1,1,0) and D = 8915:
#
#
# (a,b,c,d) = (2229,0,1,0) and D = 8916:
#
#
# (a,b,c,d) = (3,6,11,10) and D = 8916:
#
#
# (a,b,c,d) = (2230,1,1,0) and D = 8919:
#
#
# (a,b,c,d) = (2230,0,1,0) and D = 8920:
#
#
# (a,b,c,d) = (2231,1,1,0) and D = 8923:
#
#
# (a,b,c,d) = (279,1,2,0) and D = 8924:
#
(1/49,-485/98)
(104329/1305360,-109450283/46847920)
(1/49,242/49)
(104329/1305360,1936406827/843262560)
#
# (a,b,c,d) = (2231,0,1,0) and D = 8924:
#
(1/98,-969/98)
(1/98,969/98)
(104329/2610720,3906511921/843262560)
(104329/2610720,-3906511921/843262560)
#
# (a,b,c,d) = (2232,1,1,0) and D = 8927:
#
(25/2934,-17653/1630)
(25/2934,79376/7335)
#
# (a,b,c,d) = (279,0,2,0) and D = 8928:
#
(1/9,5/3)
(1/9,-5/3)
(200/2961,-51347/19740)
(200/2961,51347/19740)
#
# (a,b,c,d) = (83,2,3,0) and D = 8928:
#
(1/6,-7/6)
(100/987,-17449/9870)
(1/6,19/18)
(100/987,50347/29610)
#
# (a,b,c,d) = (11,4,6,0) and D = 8928:
#
(200/987,47347/59220)
(1/3,4/9)
(1/3,-2/3)
(200/987,-18449/19740)
#
# (a,b,c,d) = (2232,0,1,0) and D = 8928:
#
(1/18,10/3)
(1/18,-10/3)
(100/2961,51347/9870)
(100/2961,-51347/9870)
#
# (a,b,c,d) = (2233,1,1,0) and D = 8931:
#
#
# (a,b,c,d) = (2233,0,1,0) and D = 8932:
#
#
# (a,b,c,d) = (2234,1,1,0) and D = 8935:
#
#
# (a,b,c,d) = (2234,0,1,0) and D = 8936:
#
#
# (a,b,c,d) = (2235,1,1,0) and D = 8939:
#
#
# (a,b,c,d) = (6,8,10,5) and D = 8940:
#
#
# (a,b,c,d) = (3,6,10,10) and D = 8940:
#
#
# (a,b,c,d) = (2235,0,1,0) and D = 8940:
#
(1/19,68/19)
(18496/470041,299513219/63925576)
(1/19,-68/19)
(110224/1477801,-484115819/490629932)
(110224/1477801,484115819/490629932)
(1/31,-166/31)
(18496/470041,-299513219/63925576)
(1/31,166/31)
#
# (a,b,c,d) = (3,3,10,4) and D = 8940:
#
#
# (a,b,c,d) = (3,2,0,6) and D = 8940:
#
#
# (a,b,c,d) = (7,10,11,5) and D = 8943:
#
(-2,3)
(-57049/81221,13911/11603)
#
# (a,b,c,d) = (2236,1,1,0) and D = 8943:
#
(441/9766,-432338/102543)
(16641/3062656,1339437485/98770656)
(16641/3062656,-5359896629/395082624)
(441/9766,855415/205086)
#
# (a,b,c,d) = (2236,0,1,0) and D = 8944:
#
#
# (a,b,c,d) = (35,1,4,0) and D = 8944:
#
#
# (a,b,c,d) = (280,2,2,0) and D = 8944:
#
#
# (a,b,c,d) = (2237,1,1,0) and D = 8947:
#
#
# (a,b,c,d) = (2237,0,1,0) and D = 8948:
#
(4/57,-205/114)
(4/57,205/114)
#
# (a,b,c,d) = (7,5,8,2) and D = 8948:
#
(-3/4,11/4)
(3581/7852,-5237/7852)
(1/2,-1/2)
(1/202,159/202)
#
# (a,b,c,d) = (1,5,6,19) and D = 8951:
#
(388/493,63/493)
(1,0)
(-30/13,7/13)
(-615/583,217/583)
#
# (a,b,c,d) = (2238,1,1,0) and D = 8951:
#
(1/14,11/7)
(225/32116,2875793/240870)
(225/32116,-5754961/481740)
(8836/115577,-59729/10864238)
(8836/115577,-770855/10864238)
(1/14,-23/14)
#
# (a,b,c,d) = (2238,0,1,0) and D = 8952:
#
#
# (a,b,c,d) = (2239,1,1,0) and D = 8955:
#
(1/111,1168/111)
(1/111,-1169/111)
#
# (a,b,c,d) = (83,1,3,0) and D = 8955:
#
(1/37,389/111)
(1/37,-130/37)
#
# (a,b,c,d) = (2239,0,1,0) and D = 8956:
#
(25/536,10909/2680)
(25/536,-10909/2680)
#
# (a,b,c,d) = (280,1,2,0) and D = 8956:
#
(25/268,674/335)
(25/268,-5517/2680)
#
# (a,b,c,d) = (1,6,1,9) and D = 8959:
#
(1/23,11/23)
(1,0)
#
# (a,b,c,d) = (2240,1,1,0) and D = 8959:
#
(121/3430,-95708/18865)
(121/3430,5431/1078)
#
# (a,b,c,d) = (280,0,2,0) and D = 8960:
#
(1/22,-36/11)
(1/22,36/11)
(288/1969,-30743/47256)
(288/1969,30743/47256)
#
# (a,b,c,d) = (36,4,4,0) and D = 8960:
#
(576/1969,-44567/94512)
(1/11,-37/22)
(1/11,35/22)
(576/1969,16919/94512)
#
# (a,b,c,d) = (1,3,11,25) and D = 8960:
#
(-895/149,1764/745)
(-3/142,49/142)
(1,0)
(3/2,-1/2)
#
# (a,b,c,d) = (35,0,4,0) and D = 8960:
#
(1/11,-18/11)
(576/1969,-30743/94512)
(1/11,18/11)
(576/1969,30743/94512)
#
# (a,b,c,d) = (2240,0,1,0) and D = 8960:
#
(144/1969,-30743/23628)
(144/1969,30743/23628)
(1/44,-72/11)
(1/44,72/11)
#
# (a,b,c,d) = (5,10,12,8) and D = 8960:
#
(49/71,-13/71)
(0,1/2)
(3528/745,-6239/1490)
(-1,1)
#
# (a,b,c,d) = (2,4,0,8) and D = 8960:
#
(-1,1/2)
(0,1/2)
(3528/745,-2711/1490)
(49/71,23/142)
#
# (a,b,c,d) = (2241,1,1,0) and D = 8963:
#
#
# (a,b,c,d) = (2,6,9,14) and D = 8964:
#
(13/3,-11/6)
#
# (a,b,c,d) = (6,2,7,2) and D = 8964:
#
(-1,7/2)
#
# (a,b,c,d) = (83,0,3,0) and D = 8964:
#
#
# (a,b,c,d) = (2241,0,1,0) and D = 8964:
#
#
# (a,b,c,d) = (2242,1,1,0) and D = 8967:
#
#
# (a,b,c,d) = (2242,0,1,0) and D = 8968:
#
#
# (a,b,c,d) = (2243,1,1,0) and D = 8971:
#
#
# (a,b,c,d) = (2243,0,1,0) and D = 8972:
#
#
# (a,b,c,d) = (5,2,6,-2) and D = 8972:
#
#
# (a,b,c,d) = (2,0,10,3) and D = 8972:
#
#
# (a,b,c,d) = (2,4,-2,7) and D = 8972:
#
#
# (a,b,c,d) = (4,2,7,-2) and D = 8972:
#
#
# (a,b,c,d) = (18,1,5,0) and D = 8975:
#
(1/18,17/9)
(1/18,-19/10)
#
# (a,b,c,d) = (2244,1,1,0) and D = 8975:
#
(1/90,142/15)
(1/90,-853/90)
#
# (a,b,c,d) = (2244,0,1,0) and D = 8976:
#
(9/730,-9841/1095)
(9/730,9841/1095)
#
# (a,b,c,d) = (281,2,2,0) and D = 8976:
#
(9/365,-4934/1095)
(9/365,4907/1095)
#
# (a,b,c,d) = (2245,1,1,0) and D = 8979:
#
#
# (a,b,c,d) = (3,4,10,7) and D = 8979:
#
#
# (a,b,c,d) = (2245,0,1,0) and D = 8980:
#
(169/2261,-26876/29393)
(169/2261,26876/29393)
#
# (a,b,c,d) = (2246,1,1,0) and D = 8983:
#
#
# (a,b,c,d) = (2246,0,1,0) and D = 8984:
#
(121/1863,49871/20493)
(361/8415,700157/159885)
(361/8415,-700157/159885)
(121/1863,-49871/20493)
(4/1089,35935/2178)
(4/1089,-35935/2178)
#
# (a,b,c,d) = (3,4,1,6) and D = 8984:
#
(-7/3,4/3)
(-1,2/3)
(5/6,-1/4)
(1786117/6481524,2131615/4321016)
#
# (a,b,c,d) = (2247,1,1,0) and D = 8987:
#
#
# (a,b,c,d) = (281,1,2,0) and D = 8988:
#
(1/8,21/16)
(1/8,-11/8)
(1849/44144,12940815/3796384)
(1849/44144,-6510161/1898192)
#
# (a,b,c,d) = (2247,0,1,0) and D = 8988:
#
(1/16,-43/16)
(1/16,43/16)
(1849/88288,25961137/3796384)
(1849/88288,-25961137/3796384)
#
# (a,b,c,d) = (3,0,9,1) and D = 8991:
#
(0,1)
(3/13,-23/13)
(9/19,-8/19)
(3/11,-25/11)
#
# (a,b,c,d) = (84,3,3,0) and D = 8991:
#
(741027/3279280,-432724147/1222351620)
(3/34,94/51)
(27/118,-55/1062)
(3/40,61/30)
(27/118,-94/531)
(3/40,-253/120)
(3/34,-197/102)
(741027/3279280,626025331/4889406480)
#
# (a,b,c,d) = (2248,1,1,0) and D = 8991:
#
(1/40,31/5)
(247009/3279280,1117079223/1629802160)
(9/118,-40/177)
(1/40,-249/40)
(9/118,53/354)
(1/34,-193/34)
(1/34,96/17)
(247009/3279280,-154980337/203725270)
#
# (a,b,c,d) = (4,3,9,2) and D = 8991:
#
(17321/27712,-17903/6928)
(-601/5332,1327/1333)
(1/2,-2)
(1/2,-1/2)
(27941/51409,19505/102818)
(155/292,-131/292)
(-295/1948,4217/3896)
(1/2,1/4)
#
# (a,b,c,d) = (1,3,12,25) and D = 8991:
#
(1318/901,-471/901)
(8/5,-3/5)
(-2719/12305,4629/12305)
(1,0)
(-55/17,117/85)
(-11/109,39/109)
#
# (a,b,c,d) = (1,6,3,11) and D = 8991:
#
(1/7,3/7)
(-178/191,63/191)
(47/899,399/899)
(-122,21)
(23032/1687,-3963/1687)
(1,0)
(-43475/43429,14049/43429)
#
# (a,b,c,d) = (2248,0,1,0) and D = 8992:
#
#
# (a,b,c,d) = (281,0,2,0) and D = 8992:
#
#
# (a,b,c,d) = (2249,1,1,0) and D = 8995:
#
#
# (a,b,c,d) = (2249,0,1,0) and D = 8996:
#
#
# (a,b,c,d) = (2250,1,1,0) and D = 8999:
#
(9/1990,-88777/5970)
(4/57,-69/38)
(121/2556,112087/28116)
(16641/322480,-15328475/4159992)
(9/1990,8875/597)
(4/57,199/114)
(49/2214,-103069/15498)
(121/2556,-6301/1562)
(49/2214,5707/861)
(169/3732,67227/16172)
(25/4734,18089/1315)
(16641/322480,151138061/41599920)
(25/4734,-325727/23670)
(169/3732,-101939/24258)
(2209/113100,502185/70876)
(2209/113100,-18883849/2657850)
#
# (a,b,c,d) = (1,7,2,7) and D = 8999:
#
(-561/271,91/271)
(-22/107,387/749)
(-1,2/7)
(15415/23851,4977/23851)
(1,0)
(-48,7)
(-463/241,77/241)
#
# (a,b,c,d) = (2250,0,1,0) and D = 9000:
#
#
# (a,b,c,d) = (18,0,5,0) and D = 9000:
#
#
# (a,b,c,d) = (1,5,9,24) and D = 9003:
#
(523/493,-18/493)
(1,0)
#
# (a,b,c,d) = (2251,1,1,0) and D = 9003:
#
#
# (a,b,c,d) = (1,3,7,23) and D = 9004:
#
(11/9,-2/9)
(1,0)
#
# (a,b,c,d) = (2251,0,1,0) and D = 9004:
#
(4/745,20331/1490)
(4/745,-20331/1490)
#
# (a,b,c,d) = (2252,1,1,0) and D = 9007:
#
#
# (a,b,c,d) = (2,2,10,8) and D = 9008:
#
(117/251,307/1004)
(0,1/2)
(-325/103,1581/412)
(104/137,-83/274)
#
# (a,b,c,d) = (1,5,4,16) and D = 9008:
#
(-83/137,52/137)
(1,0)
(307/502,117/502)
(1581/206,-325/206)
#
# (a,b,c,d) = (282,2,2,0) and D = 9008:
#
(32/273,1069/728)
(1250/21021,-2987431/1051050)
(1250/21021,974977/350350)
(32/273,-3463/2184)
#
# (a,b,c,d) = (2252,0,1,0) and D = 9008:
#
(16/273,-3335/1092)
(16/273,3335/1092)
(625/21021,-2956181/525525)
(625/21021,2956181/525525)
#
# (a,b,c,d) = (1,1,11,16) and D = 9011:
#
(-20/23,67/92)
(1,0)
(93/17,-67/17)
(-3453/73775,30083/73775)
(431/335,-288/335)
#
# (a,b,c,d) = (2253,1,1,0) and D = 9011:
#
(1/15,-34/15)
(1/15,11/5)
#
# (a,b,c,d) = (2253,0,1,0) and D = 9012:
#
(63361600/18237681889,2462827179484463/145171947836440)
(25/1261,-44384/6305)
(25/1261,44384/6305)
(1/37,220/37)
(63361600/18237681889,-2462827179484463/145171947836440)
(25/3241,-184414/16205)
(25/3241,184414/16205)
(1/37,-220/37)
(16/217,-995/868)
(16/217,995/868)
#
# (a,b,c,d) = (1,2,13,18) and D = 9012:
#
(-94861/170459,94230/170459)
(13/83,515/1494)
(1,-2/9)
(1637705229/411613604,-6655796147/2469681624)
(239/134,-315/268)
(-197/3,1204/27)
(-237/7463,17431/44778)
(112733/154808,56287/309616)
(1,-1/2)
(1,0)
#
# (a,b,c,d) = (5,4,7,-1) and D = 9015:
#
(0,-1)
(-1/3,-8/3)
(8/25,3/5)
(549/1073,208/1073)
#
# (a,b,c,d) = (2254,1,1,0) and D = 9015:
#
(64/889,10317/7112)
(1/154,-273/22)
(1/154,955/77)
(64/889,-1547/1016)
#
# (a,b,c,d) = (2254,0,1,0) and D = 9016:
#
#
# (a,b,c,d) = (2255,1,1,0) and D = 9019:
#
(12996/188641,41256323/21505074)
(12996/188641,-1042387/524514)
(4/65,-73/26)
(4/65,357/130)
#
# (a,b,c,d) = (1,1,13,10) and D = 9019:
#
(137/345,112/345)
(1,0)
(-9/17,14/17)
(269/155,-342/155)
#
# (a,b,c,d) = (282,1,2,0) and D = 9020:
#
#
# (a,b,c,d) = (2255,0,1,0) and D = 9020:
#
#
# (a,b,c,d) = (2256,1,1,0) and D = 9023:
#
#
# (a,b,c,d) = (282,0,2,0) and D = 9024:
#
#
# (a,b,c,d) = (2256,0,1,0) and D = 9024:
#
#
# (a,b,c,d) = (2257,1,1,0) and D = 9027:
#
#
# (a,b,c,d) = (2257,0,1,0) and D = 9028:
#
(1/77,674/77)
(1/77,-674/77)
#
# (a,b,c,d) = (4,7,12,7) and D = 9028:
#
(-116/35,149/35)
(-1/2,6/7)
#
# (a,b,c,d) = (1,0,13,3) and D = 9031:
#
(16/43,-63/43)
(1,0)
(1,-13/3)
(22/23,-7/69)
(109685/114921,34939/344763)
#
# (a,b,c,d) = (2258,1,1,0) and D = 9031:
#
(1/850,24781/850)
(169/2278,14645/14807)
(1/850,-12391/425)
(9/136,919/408)
(9/136,-473/204)
(169/2278,-31487/29614)
#
# (a,b,c,d) = (2258,0,1,0) and D = 9032:
#
#
# (a,b,c,d) = (2259,1,1,0) and D = 9035:
#
#
# (a,b,c,d) = (6,4,8,1) and D = 9036:
#
(0,1)
(234/449,-175/449)
(32296/65949,-30499/65949)
(11/39,-71/39)
(5053/9087,-259/9087)
(-734/14529,16721/14529)
(1/3,-7/3)
#
# (a,b,c,d) = (2,8,10,13) and D = 9036:
#
(-7/3,31/39)
(-3,1)
(7350/4843,-2021/4843)
(103/699,3455/9087)
(-2300/5073,31697/65949)
(4/3,-1/3)
(-466/1347,643/1347)
#
# (a,b,c,d) = (3,5,9,9) and D = 9036:
#
(1598/3029,619/3029)
(5329/4843,-11392/14529)
(599/21983,10366/21983)
(59/449,584/1347)
(-20/13,17/13)
(1,-2/3)
(-2,5/3)
#
# (a,b,c,d) = (84,2,3,0) and D = 9036:
#
(121/933,-45961/30789)
(1/9,-5/3)
(18252/96145,2581511/3213990)
(18252/96145,-20917889/22497930)
(121/933,4811/3421)
(4/4755,-63103/3170)
(4/4755,567911/28530)
(1/9,43/27)
#
# (a,b,c,d) = (2259,0,1,0) and D = 9036:
#
(4/14265,567919/9510)
(1/27,-44/9)
(6084/96145,19494233/7499310)
(6084/96145,-19494233/7499310)
(1/27,44/9)
(4/14265,-567919/9510)
(121/2799,-44630/10263)
(121/2799,44630/10263)
#
# (a,b,c,d) = (2260,1,1,0) and D = 9039:
#
#
# (a,b,c,d) = (283,2,2,0) and D = 9040:
#
(2/109,1135/218)
(25/323,3764/1615)
(2/109,-1139/218)
(1/7,-6/7)
(25/323,-3889/1615)
(242/18221,-2461413/400862)
(1/7,5/7)
(242/18221,2456089/400862)
#
# (a,b,c,d) = (4,2,4,5) and D = 9040:
#
(-6204/169,34081/845)
(-59/358,563/895)
(-11/46,15/23)
(2/3,-1/3)
(-363/472,229/236)
(1,-1)
(1/4,1/2)
#
# (a,b,c,d) = (4,8,9,8) and D = 9040:
#
(5/6,-1/3)
(-429/895,563/895)
(-96121/1690,34081/845)
(-13/23,15/23)
(-74/59,229/236)
(0,1/2)
(3/2,-1)
#
# (a,b,c,d) = (2260,0,1,0) and D = 9040:
#
(1/14,11/7)
(1/109,-1137/109)
(1/14,-11/7)
(25/646,-7653/1615)
(1/109,1137/109)
(121/18221,-2458751/200431)
(25/646,7653/1615)
(121/18221,2458751/200431)
#
# (a,b,c,d) = (2,5,5,11) and D = 9043:
#
(3/5,1/5)
(-19/18,5/9)
(74/39,-29/39)
(-2631847/4375215,2128801/4375215)
(1/2,3/11)
(27490/5567,-11373/5567)
(1925591/1641729,-590477/1641729)
(375657/245935,-138781/245935)
(-3/4,1/2)
(-48/37,23/37)
#
# (a,b,c,d) = (2261,1,1,0) and D = 9043:
#
(529/13289,-1424580/305647)
(100/2681,-18703/3830)
(1/2201,-103260/2201)
(529/13289,1412413/305647)
(10609/390983,14020311/2368897)
(9/199,-2510/597)
(1/17,3)
(81/24307,3789109/218763)
(1/17,-52/17)
(9/199,2483/597)
(10609/390983,-239438014/40271249)
(4/3017,23673/862)
(1/2201,103259/2201)
(81/24307,-3789838/218763)
(4/3017,-165719/6034)
(100/2681,129921/26810)
#
# (a,b,c,d) = (2,1,10,-2) and D = 9044:
#
(-1/4,-3/2)
#
# (a,b,c,d) = (2261,0,1,0) and D = 9044:
#
#
# (a,b,c,d) = (2262,1,1,0) and D = 9047:
#
#
# (a,b,c,d) = (3,3,10,2) and D = 9048:
#
(1/2,-1/2)
(4787/7924,-2987/7924)
#
# (a,b,c,d) = (2262,0,1,0) and D = 9048:
#
#
# (a,b,c,d) = (2263,1,1,0) and D = 9051:
#
#
# (a,b,c,d) = (283,1,2,0) and D = 9052:
#
#
# (a,b,c,d) = (2263,0,1,0) and D = 9052:
#
#
# (a,b,c,d) = (2264,1,1,0) and D = 9055:
#
#
# (a,b,c,d) = (5,2,7,3) and D = 9055:
#
#
# (a,b,c,d) = (283,0,2,0) and D = 9056:
#
(1/21,67/21)
(3698/24465,575867/2103990)
(1/21,-67/21)
(3698/24465,-575867/2103990)
(35912/242025,-32708149/64862700)
(35912/242025,32708149/64862700)
#
# (a,b,c,d) = (2264,0,1,0) and D = 9056:
#
(17956/242025,32708149/32431350)
(1849/24465,575867/1051995)
(1849/24465,-575867/1051995)
(17956/242025,-32708149/32431350)
(1/42,-134/21)
(1/42,134/21)
#
# (a,b,c,d) = (5,6,10,4) and D = 9056:
#
(3/5,-1/2)
(1,-2)
(109/281,83/281)
(-659/1840,3707/3680)
#
# (a,b,c,d) = (4,1,4,-4) and D = 9056:
#
(3/5,1/5)
(109/281,-275/562)
(-659/1840,-381/460)
(1,3/2)
#
# (a,b,c,d) = (2265,1,1,0) and D = 9059:
#
(1/33,-184/33)
(1/33,61/11)
(3364/68057,15035431/3947306)
(3364/68057,-15230543/3947306)
#
# (a,b,c,d) = (3,8,8,9) and D = 9059:
#
(25/16,-11/16)
(-2,1)
(20/19,-61/171)
(-137/21,22/7)
#
# (a,b,c,d) = (2265,0,1,0) and D = 9060:
#
#
# (a,b,c,d) = (84,1,3,0) and D = 9063:
#
(8748/68257,-16417405/11057634)
(8748/68257,2277859/1579662)
#
# (a,b,c,d) = (2266,1,1,0) and D = 9063:
#
(2916/68257,-16259941/3685878)
(2916/68257,16102477/3685878)
#
# (a,b,c,d) = (2,2,11,5) and D = 9064:
#
(6/11,-31/55)
(3/4,-1/4)
#
# (a,b,c,d) = (2266,0,1,0) and D = 9064:
#
(9/1027,-32887/3081)
(9/1027,32887/3081)
(9/184075,78975469/552225)
(9/184075,-78975469/552225)
#
# (a,b,c,d) = (6,11,13,7) and D = 9067:
#
(-1/39,7/13)
(-7619/5728,4513/2864)
(-12514/695,14243/695)
(2/5,1/5)
(-528503/598036,337981/299018)
(3/4,-1/2)
(1,-1)
#
# (a,b,c,d) = (2267,1,1,0) and D = 9067:
#
(1/23,99/23)
(1/163,-2081/163)
(39601/696923,-448600600/138687677)
(1/163,2080/163)
(1/23,-100/23)
(39601/696923,440720001/138687677)
#
# (a,b,c,d) = (1,6,2,10) and D = 9068:
#
(1,0)
(1/11,5/11)
#
# (a,b,c,d) = (2267,0,1,0) and D = 9068:
#
#
# (a,b,c,d) = (2268,1,1,0) and D = 9071:
#
(1/24,107/24)
(225/6424,121867/24090)
(4/993,-10431/662)
(1/150,306/25)
(4761/232750,-55678738/8029875)
(324/4633,146465/83394)
(1/3024,-6159/112)
(1/3024,5939/108)
(225/6424,-490843/96360)
(49/3138,29142/3661)
(1/150,-1837/150)
(4761/232750,15861281/2294250)
(49/3138,-175195/21966)
(1/24,-9/2)
(324/4633,-152297/83394)
(4/993,31285/1986)
(169/2610,-41882/16965)
(169/2610,9063/3770)
#
# (a,b,c,d) = (1,1,8,19) and D = 9071:
#
(232/323,73/323)
(9/11,2/11)
(353/349,-19/349)
(-43991/6031,22734/6031)
(2,-1)
(-8190289/8145269,5020758/8145269)
(369/341,-133/341)
(28611/10411,-14600/10411)
(-795637231/519794341,436561667/519794341)
(-4203/18001,7369/18001)
(1,0)
(512/443,-207/443)
#
# (a,b,c,d) = (2268,0,1,0) and D = 9072:
#
#
# (a,b,c,d) = (84,0,3,0) and D = 9072:
#
#
# (a,b,c,d) = (36,3,4,0) and D = 9072:
#
#
# (a,b,c,d) = (284,2,2,0) and D = 9072:
#
#
# (a,b,c,d) = (3,9,12,0) and D = 9072:
#
#
# (a,b,c,d) = (6,0,6,2) and D = 9072:
#
#
# (a,b,c,d) = (12,6,6,0) and D = 9072:
#
#
# (a,b,c,d) = (2269,1,1,0) and D = 9075:
#
(144/3601,198937/43212)
(144/3601,-200665/43212)
#
# (a,b,c,d) = (3,6,4,7) and D = 9075:
#
(-110/119,73/119)
(2,-1)
#
# (a,b,c,d) = (2,2,11,2) and D = 9076:
#
#
# (a,b,c,d) = (2269,0,1,0) and D = 9076:
#
#
# (a,b,c,d) = (2270,1,1,0) and D = 9079:
#
(1/3026,-83229/1513)
(1/3026,166457/3026)
#
# (a,b,c,d) = (2270,0,1,0) and D = 9080:
#
#
# (a,b,c,d) = (2271,1,1,0) and D = 9083:
#
#
# (a,b,c,d) = (3,10,10,9) and D = 9083:
#
#
# (a,b,c,d) = (284,1,2,0) and D = 9084:
#
(9/266,-6115/1596)
(9/161,2803/966)
(9/161,-1415/483)
(9/266,1522/399)
#
# (a,b,c,d) = (2271,0,1,0) and D = 9084:
#
(9/322,5633/966)
(9/532,12203/1596)
(9/322,-5633/966)
(9/532,-12203/1596)
#
# (a,b,c,d) = (2272,1,1,0) and D = 9087:
#
#
# (a,b,c,d) = (2272,0,1,0) and D = 9088:
#
#
# (a,b,c,d) = (284,0,2,0) and D = 9088:
#
#
# (a,b,c,d) = (2273,1,1,0) and D = 9091:
#
(1/35,-202/35)
(1/35,201/35)
#
# (a,b,c,d) = (2,3,5,11) and D = 9091:
#
(19/84,17/42)
(6/7,-1/7)
(49079/15799,-26987/15799)
(622109/349909,-329621/349909)
#
# (a,b,c,d) = (2273,0,1,0) and D = 9092:
#
(11025/202609,-72602648/21273945)
(11025/202609,72602648/21273945)
#
# (a,b,c,d) = (1,1,12,14) and D = 9092:
#
(16195/16801,-2826/16801)
(377/272,-315/272)
(1,0)
(90389/103418,-60759/103418)
#
# (a,b,c,d) = (2274,1,1,0) and D = 9095:
#
#
# (a,b,c,d) = (2274,0,1,0) and D = 9096:
#
#
# (a,b,c,d) = (2275,1,1,0) and D = 9099:
#
(16/273,-479/156)
(16/273,253/84)
#
# (a,b,c,d) = (85,3,3,0) and D = 9099:
#
(16/91,-401/364)
(16/91,337/364)
#
# (a,b,c,d) = (1,0,12,9) and D = 9099:
#
(1,-4/3)
(1,0)
(-3853/11891,24268/35673)
#
# (a,b,c,d) = (2,7,7,11) and D = 9099:
#
(-17463/11891,6805/11891)
(3,-1)
(1/3,1/3)
#
# (a,b,c,d) = (19,4,5,0) and D = 9100:
#
#
# (a,b,c,d) = (2275,0,1,0) and D = 9100:
#
#
# (a,b,c,d) = (2276,1,1,0) and D = 9103:
#
(7569/221392,-99649819/19261104)
(1/22,91/22)
(3721/70532,-3849633/1075613)
(7569/221392,24747829/4815276)
(16/281,3555/1124)
(1/1066,-34805/1066)
(1/1066,17402/533)
(3721/70532,15171551/4302452)
(16/281,-3619/1124)
(1/22,-46/11)
#
# (a,b,c,d) = (1,2,11,21) and D = 9103:
#
(47185/13321,-169948/93247)
(2,-1)
(559/385,-261/385)
(10/11,1/11)
(-59/77,124/231)
(1,0)
#
# (a,b,c,d) = (285,2,2,0) and D = 9104:
#
#
# (a,b,c,d) = (2276,0,1,0) and D = 9104:
#
#
# (a,b,c,d) = (2277,1,1,0) and D = 9107:
#
(4/3033,18559/674)
(4/3033,-167039/6066)
#
# (a,b,c,d) = (2277,0,1,0) and D = 9108:
#
#
# (a,b,c,d) = (2278,1,1,0) and D = 9111:
#
#
# (a,b,c,d) = (2278,0,1,0) and D = 9112:
#
#
# (a,b,c,d) = (2,4,3,10) and D = 9112:
#
#
# (a,b,c,d) = (2279,1,1,0) and D = 9115:
#
#
# (a,b,c,d) = (2279,0,1,0) and D = 9116:
#
#
# (a,b,c,d) = (285,1,2,0) and D = 9116:
#
#
# (a,b,c,d) = (2280,1,1,0) and D = 9119:
#
#
# (a,b,c,d) = (285,0,2,0) and D = 9120:
#
(81/623,-6721/5607)
(81/623,6721/5607)
#
# (a,b,c,d) = (2280,0,1,0) and D = 9120:
#
(81/1246,13442/5607)
(81/1246,-13442/5607)
#
# (a,b,c,d) = (2281,1,1,0) and D = 9123:
#
(4/529,-12165/1058)
(4/529,12157/1058)
(4/73,-497/146)
(4/73,489/146)
#
# (a,b,c,d) = (5,7,9,6) and D = 9123:
#
(1/3,1/3)
(1,-1)
(-181/1415,173/283)
(5/7,-3/7)
#
# (a,b,c,d) = (2281,0,1,0) and D = 9124:
#
#
# (a,b,c,d) = (4,5,5,6) and D = 9127:
#
(6433/6460,-4387/6460)
(-1/2,2/3)
(23/32,-15/64)
#
# (a,b,c,d) = (2282,1,1,0) and D = 9127:
#
(1/14,-11/7)
(1/14,3/2)
#
# (a,b,c,d) = (2282,0,1,0) and D = 9128:
#
#
# (a,b,c,d) = (2283,1,1,0) and D = 9131:
#
#
# (a,b,c,d) = (2283,0,1,0) and D = 9132:
#
#
# (a,b,c,d) = (4,1,8,-1) and D = 9132:
#
(0,-1)
(603/1204,101/301)
#
# (a,b,c,d) = (2284,1,1,0) and D = 9135:
#
#
# (a,b,c,d) = (286,2,2,0) and D = 9136:
#
(1152/13369,1369837/641712)
(1152/13369,-1425133/641712)
#
# (a,b,c,d) = (1,2,12,20) and D = 9136:
#
(1,0)
(133/85,-72/85)
#
# (a,b,c,d) = (2284,0,1,0) and D = 9136:
#
(576/13369,1397485/320856)
(576/13369,-1397485/320856)
#
# (a,b,c,d) = (1,4,4,19) and D = 9139:
#
(29/2,-7/2)
(1,0)
(449/497,36/497)
(-4102015/566076,992389/566076)
#
# (a,b,c,d) = (2285,1,1,0) and D = 9139:
#
(1/25,-116/25)
(2809/57229,-11770336/3033137)
(1/25,23/5)
(2809/57229,11621459/3033137)
#
# (a,b,c,d) = (2,2,3,10) and D = 9140:
#
#
# (a,b,c,d) = (2285,0,1,0) and D = 9140:
#
#
# (a,b,c,d) = (1,7,6,11) and D = 9143:
#
(1,0)
(-46/605,279/605)
#
# (a,b,c,d) = (2286,1,1,0) and D = 9143:
#
#
# (a,b,c,d) = (85,2,3,0) and D = 9144:
#
(1/5,-4/5)
(484/12035,453971/158862)
(1/5,2/3)
(484/12035,-763717/264770)
#
# (a,b,c,d) = (2286,0,1,0) and D = 9144:
#
(1/15,11/5)
(1/15,-11/5)
(484/36105,2280503/264770)
(484/36105,-2280503/264770)
#
# (a,b,c,d) = (2287,1,1,0) and D = 9147:
#
#
# (a,b,c,d) = (286,1,2,0) and D = 9148:
#
(61009/648784,637709037/320499296)
(1/41,185/41)
(1/41,-371/82)
(61009/648784,-163194565/80124824)
#
# (a,b,c,d) = (2287,0,1,0) and D = 9148:
#
(1/82,741/82)
(1/82,-741/82)
(61009/1297568,1290487297/320499296)
(61009/1297568,-1290487297/320499296)
#
# (a,b,c,d) = (2288,1,1,0) and D = 9151:
#
(169/2318,36483/30134)
(169/2318,-19340/15067)
#
# (a,b,c,d) = (36,2,4,0) and D = 9152:
#
(1/48,83/24)
(1/48,-111/32)
#
# (a,b,c,d) = (2288,0,1,0) and D = 9152:
#
(1/192,665/48)
(1/192,-665/48)
#
# (a,b,c,d) = (6,7,8,0) and D = 9152:
#
(1/24,-7/4)
(1/24,329/192)
#
# (a,b,c,d) = (286,0,2,0) and D = 9152:
#
(1/96,665/96)
(1/96,-665/96)
#
# (a,b,c,d) = (5,5,9,4) and D = 9155:
#
(22/59,39/118)
(-1,2)
(89591/181435,33289/181435)
#
# (a,b,c,d) = (2289,1,1,0) and D = 9155:
#
(535824/14773969,-53792916857/10814545308)
(535824/14773969,69987803/14173716)
(27889/578991,-18209138/4604357)
(27889/578991,377734435/96691497)
(1/21,83/21)
(1/21,-4)
#
# (a,b,c,d) = (2289,0,1,0) and D = 9156:
#
#
# (a,b,c,d) = (2290,1,1,0) and D = 9159:
#
(1/16,-43/16)
(1/16,21/8)
#
# (a,b,c,d) = (3,3,8,7) and D = 9159:
#
(28594/48363,8665/48363)
(-1/3,2/3)
(1,-1)
(57/41,-61/41)
(-323/2149,1250/2149)
#
# (a,b,c,d) = (2290,0,1,0) and D = 9160:
#
#
# (a,b,c,d) = (7,3,7,0) and D = 9163:
#
#
# (a,b,c,d) = (2291,1,1,0) and D = 9163:
#
#
# (a,b,c,d) = (4,7,7,7) and D = 9163:
#
#
# (a,b,c,d) = (2291,0,1,0) and D = 9164:
#
#
# (a,b,c,d) = (4,6,11,6) and D = 9164:
#
(-10381/17088,35857/34176)
(1/3,1/3)
#
# (a,b,c,d) = (1,4,7,23) and D = 9167:
#
(557/497,-45/497)
(1,0)
(-12927/2725,3458/2725)
(-636/35,169/35)
(-37/49,19/49)
#
# (a,b,c,d) = (2292,1,1,0) and D = 9167:
#
(14161/434988,-23013085/4313631)
(1/18,59/18)
(225/247384,-123044723/3710760)
(14161/434988,274471861/51763572)
(225/247384,30760337/927690)
(1/18,-10/3)
#
# (a,b,c,d) = (287,2,2,0) and D = 9168:
#
#
# (a,b,c,d) = (2292,0,1,0) and D = 9168:
#
#
# (a,b,c,d) = (85,1,3,0) and D = 9171:
#
(25/253,6616/3795)
(25/253,-2247/1265)
#
# (a,b,c,d) = (2293,1,1,0) and D = 9171:
#
(25/759,-20098/3795)
(25/759,19973/3795)
#
# (a,b,c,d) = (2293,0,1,0) and D = 9172:
#
#
# (a,b,c,d) = (2294,1,1,0) and D = 9175:
#
(49/2944,-79531/10304)
(49/2944,158719/20608)
#
# (a,b,c,d) = (1,3,10,25) and D = 9175:
#
(1,0)
(24/17,-7/17)
#
# (a,b,c,d) = (2294,0,1,0) and D = 9176:
#
#
# (a,b,c,d) = (2295,1,1,0) and D = 9179:
#
#
# (a,b,c,d) = (85,0,3,0) and D = 9180:
#
#
# (a,b,c,d) = (2295,0,1,0) and D = 9180:
#
#
# (a,b,c,d) = (11,3,6,0) and D = 9180:
#
#
# (a,b,c,d) = (287,1,2,0) and D = 9180:
#
#
# (a,b,c,d) = (2296,1,1,0) and D = 9183:
#
(9/3052,168589/9156)
(9/3052,-6022/327)
#
# (a,b,c,d) = (287,0,2,0) and D = 9184:
#
#
# (a,b,c,d) = (2296,0,1,0) and D = 9184:
#
#
# (a,b,c,d) = (1,2,14,15) and D = 9187:
#
(1,0)
(397/169,-342/169)
#
# (a,b,c,d) = (2297,1,1,0) and D = 9187:
#
(12996/193177,-47297737/22022178)
(12996/193177,45816193/22022178)
#
# (a,b,c,d) = (2297,0,1,0) and D = 9188:
#
#
# (a,b,c,d) = (2298,1,1,0) and D = 9191:
#
#
# (a,b,c,d) = (2298,0,1,0) and D = 9192:
#
#
# (a,b,c,d) = (2299,1,1,0) and D = 9195:
#
#
# (a,b,c,d) = (2299,0,1,0) and D = 9196:
#
(49/995,26732/6965)
(49/995,-26732/6965)
#
# (a,b,c,d) = (4,10,11,0) and D = 9196:
#
(539/995,7867/76615)
(539/995,-45597/76615)
#
# (a,b,c,d) = (2300,1,1,0) and D = 9199:
#
(1/20,15/4)
(22801/527960,68909865/15944392)
(1/20,-19/5)
(22801/527960,-86998069/19930490)
#
# (a,b,c,d) = (1,2,5,21) and D = 9199:
#
(34780054/7450111,-12185851/7450111)
(559/493,-99/493)
(1,0)
(958/97,-337/97)
(-5/11,13/33)
#
# (a,b,c,d) = (288,2,2,0) and D = 9200:
#
#
# (a,b,c,d) = (36,1,4,0) and D = 9200:
#
#
# (a,b,c,d) = (2300,0,1,0) and D = 9200:
#
#
# (a,b,c,d) = (2,2,8,10) and D = 9200:
#
#
# (a,b,c,d) = (2301,1,1,0) and D = 9203:
#
#
# (a,b,c,d) = (2301,0,1,0) and D = 9204:
#
(16/433,-8471/1732)
(16/433,8471/1732)
#
# (a,b,c,d) = (6,0,7,1) and D = 9204:
#
(0,1)
(148/273,29/273)
(441/848,-181/848)
#
# (a,b,c,d) = (1,6,-3,7) and D = 9207:
#
(1,0)
(-1/29,15/29)
#
# (a,b,c,d) = (86,3,3,0) and D = 9207:
#
(75/466,3757/3495)
(75/466,-8639/6990)
#
# (a,b,c,d) = (2302,1,1,0) and D = 9207:
#
(25/466,-8139/2330)
(25/466,4007/1165)
#
# (a,b,c,d) = (2302,0,1,0) and D = 9208:
#
#
# (a,b,c,d) = (2303,1,1,0) and D = 9211:
#
(1/19,-68/19)
(1/19,67/19)
(2025/53371,-11573956/2401695)
(2025/53371,11482831/2401695)
#
# (a,b,c,d) = (2,1,7,9) and D = 9211:
#
(-1,1)
(5150/6431,-3151/6431)
(178/589,235/589)
(5/8,1/4)
(-64229/17936,29599/8968)
(2501/3211,-1277/3211)
#
# (a,b,c,d) = (2303,0,1,0) and D = 9212:
#
(1/168,311/24)
(1/14,-3/2)
(121/2627,118530/28897)
(1/14,3/2)
(121/2627,-118530/28897)
(1/168,-311/24)
#
# (a,b,c,d) = (288,1,2,0) and D = 9212:
#
(242/2627,-119861/57794)
(1/84,136/21)
(1/7,5/7)
(1/7,-11/14)
(242/2627,117199/57794)
(1/84,-363/56)
#
# (a,b,c,d) = (8,6,7,0) and D = 9212:
#
(847/2627,90579/202279)
(1/2,0)
(1/24,11/6)
(1/2,-3/7)
(1/24,-157/84)
(847/2627,-146481/202279)
#
# (a,b,c,d) = (3,11,14,0) and D = 9212:
#
(1,-2/7)
(1694/2627,-221017/404558)
(1/12,25/28)
(1/12,-23/24)
(1,-1/2)
(1694/2627,16043/404558)
#
# (a,b,c,d) = (1,3,14,0) and D = 9212:
#
(1694/2627,90579/404558)
(1694/2627,-146481/404558)
(1/12,11/12)
(1,-3/14)
(1,0)
(1/12,-157/168)
#
# (a,b,c,d) = (2304,1,1,0) and D = 9215:
#
#
# (a,b,c,d) = (37,4,4,0) and D = 9216:
#
#
# (a,b,c,d) = (2304,0,1,0) and D = 9216:
#
#
# (a,b,c,d) = (5,4,8,0) and D = 9216:
#
#
# (a,b,c,d) = (288,0,2,0) and D = 9216:
#
#
# (a,b,c,d) = (36,0,4,0) and D = 9216:
#
#
# (a,b,c,d) = (2305,1,1,0) and D = 9219:
#
#
# (a,b,c,d) = (2305,0,1,0) and D = 9220:
#
(99856/1663409,-1519038743/525637244)
(64/2201,100291/17608)
(1/61,-474/61)
(64/2201,-100291/17608)
(1/61,474/61)
(99856/1663409,1519038743/525637244)
#
# (a,b,c,d) = (1,0,13,4) and D = 9220:
#
(1,-13/4)
(85/168,223/672)
(157/349,-168/349)
(3/5,-7/20)
(1,0)
(89015408465/95899783869,48416254499/383599135476)
#
# (a,b,c,d) = (2306,1,1,0) and D = 9223:
#
#
# (a,b,c,d) = (2306,0,1,0) and D = 9224:
#
#
# (a,b,c,d) = (2307,1,1,0) and D = 9227:
#
#
# (a,b,c,d) = (2307,0,1,0) and D = 9228:
#
(3249/64807,13894750/3693999)
(3249/64807,-13894750/3693999)
#
# (a,b,c,d) = (1,2,8,22) and D = 9228:
#
(43/91,279/1001)
(1,0)
(293/233,-90/233)
(12943/2911,-5301/2911)
#
# (a,b,c,d) = (2308,1,1,0) and D = 9231:
#
#
# (a,b,c,d) = (289,2,2,0) and D = 9232:
#
(625/5593,12988/8225)
(625/5593,-236421/139825)
#
# (a,b,c,d) = (2308,0,1,0) and D = 9232:
#
(625/11186,457217/139825)
(625/11186,-457217/139825)
#
# (a,b,c,d) = (2309,1,1,0) and D = 9235:
#
#
# (a,b,c,d) = (2309,0,1,0) and D = 9236:
#
(9/385,7442/1155)
(9/385,-7442/1155)
(36/505,-4589/3030)
(36/505,4589/3030)
#
# (a,b,c,d) = (1,2,9,22) and D = 9236:
#
(293/224,-207/448)
(1,0)
(-41/7,18/7)
(1/13,9/26)
#
# (a,b,c,d) = (2310,1,1,0) and D = 9239:
#
#
# (a,b,c,d) = (2310,0,1,0) and D = 9240:
#
#
# (a,b,c,d) = (2311,1,1,0) and D = 9243:
#
#
# (a,b,c,d) = (2311,0,1,0) and D = 9244:
#
#
# (a,b,c,d) = (289,1,2,0) and D = 9244:
#
#
# (a,b,c,d) = (1,6,7,17) and D = 9247:
#
(503/63,-95/63)
(1,0)
(9/19,5/19)
(-1123/1517,570/1517)
#
# (a,b,c,d) = (2312,1,1,0) and D = 9247:
#
(25/3124,-43642/3905)
(25/3124,174443/15620)
(25/886,-25741/4430)
(100/1649,46107/16490)
(100/1649,-2771/970)
(25/886,12808/2215)
#
# (a,b,c,d) = (1,6,17,0) and D = 9248:
#
(4/9,-133/306)
(1,0)
(1,-6/17)
(4/9,5/18)
#
# (a,b,c,d) = (3,20,34,0) and D = 9248:
#
(8/9,-1/12)
(2,-23/34)
(2,-1/2)
(8/9,-269/612)
#
# (a,b,c,d) = (289,0,2,0) and D = 9248:
#
(2/17,3/2)
(8/153,109/36)
(2/17,-3/2)
(8/153,-109/36)
#
# (a,b,c,d) = (2312,0,1,0) and D = 9248:
#
(4/153,-109/18)
(1/17,3)
(4/153,109/18)
(1/17,-3)
#
# (a,b,c,d) = (5,2,8,1) and D = 9251:
#
(0,1)
(18/35,-13/35)
(1064/2215,123/443)
(266/611,211/611)
#
# (a,b,c,d) = (2313,1,1,0) and D = 9251:
#
(4/225,3349/450)
(36/529,6227/3174)
(179881744/2829319425,40918671001/16405893700)
(4/225,-373/50)
(179881744/2829319425,-97057459975841/37946832128100)
(36/529,-6443/3174)
#
# (a,b,c,d) = (2313,0,1,0) and D = 9252:
#
(49/1017,9308/2373)
(49/1017,-9308/2373)
#
# (a,b,c,d) = (86,2,3,0) and D = 9252:
#
(49/339,8965/7119)
(49/339,-3217/2373)
#
# (a,b,c,d) = (2314,1,1,0) and D = 9255:
#
#
# (a,b,c,d) = (2314,0,1,0) and D = 9256:
#
#
# (a,b,c,d) = (2315,1,1,0) and D = 9259:
#
#
# (a,b,c,d) = (5,7,11,4) and D = 9259:
#
(-9811/37725,6883/7545)
(1/3,1/3)
#
# (a,b,c,d) = (2,6,10,15) and D = 9260:
#
#
# (a,b,c,d) = (2315,0,1,0) and D = 9260:
#
#
# (a,b,c,d) = (4,2,5,5) and D = 9260:
#
#
# (a,b,c,d) = (2,4,10,13) and D = 9260:
#
#
# (a,b,c,d) = (5,5,7,5) and D = 9260:
#
#
# (a,b,c,d) = (2316,1,1,0) and D = 9263:
#
#
# (a,b,c,d) = (5,2,4,4) and D = 9264:
#
(3/5,-1/5)
(-3,4)
(-3/19,13/19)
#
# (a,b,c,d) = (2316,0,1,0) and D = 9264:
#
(9/157,1477/471)
(144/2497,93023/29964)
(9/157,-1477/471)
(144/2497,-93023/29964)
#
# (a,b,c,d) = (290,2,2,0) and D = 9264:
#
(18/157,-1531/942)
(18/157,1423/942)
(288/2497,-96479/59928)
(288/2497,89567/59928)
#
# (a,b,c,d) = (2317,1,1,0) and D = 9267:
#
#
# (a,b,c,d) = (2317,0,1,0) and D = 9268:
#
#
# (a,b,c,d) = (2,4,9,13) and D = 9268:
#
(-20/91,43/91)
#
# (a,b,c,d) = (2318,1,1,0) and D = 9271:
#
(1/32,87/16)
(121/164822,548477/14861)
(1/32,-175/32)
(121/164822,-66915525/1813042)
#
# (a,b,c,d) = (1,5,-4,9) and D = 9271:
#
(1,0)
(1/3,13/27)
(-3196/533,541/533)
#
# (a,b,c,d) = (4,3,2,5) and D = 9272:
#
(-6,5)
(149/28,-31/7)
#
# (a,b,c,d) = (2318,0,1,0) and D = 9272:
#
(1/807,-22925/807)
(1/807,22925/807)
#
# (a,b,c,d) = (2319,1,1,0) and D = 9275:
#
(1/15,32/15)
(1/15,-11/5)
#
# (a,b,c,d) = (19,3,5,0) and D = 9275:
#
(1/3,-8/15)
(1/3,1/3)
#
# (a,b,c,d) = (290,1,2,0) and D = 9276:
#
(8/145,-59/20)
(8/145,339/116)
#
# (a,b,c,d) = (2319,0,1,0) and D = 9276:
#
(4/145,1703/290)
(4/145,-1703/290)
#
# (a,b,c,d) = (2320,1,1,0) and D = 9279:
#
(49/2382,-115247/16674)
(49/2382,57452/8337)
#
# (a,b,c,d) = (86,1,3,0) and D = 9279:
#
(49/794,12729/5558)
(49/794,-19265/8337)
#
# (a,b,c,d) = (2320,0,1,0) and D = 9280:
#
#
# (a,b,c,d) = (290,0,2,0) and D = 9280:
#
#
# (a,b,c,d) = (2321,1,1,0) and D = 9283:
#
#
# (a,b,c,d) = (2321,0,1,0) and D = 9284:
#
(121/1961,-58560/21571)
(121/1961,58560/21571)
(1/45,298/45)
(1/45,-298/45)
#
# (a,b,c,d) = (6,7,10,3) and D = 9284:
#
(-2/7,23/21)
(191/516,77/258)
(1/2,-1)
(-4,11)
(76565/38184,-35003/6364)
#
# (a,b,c,d) = (3,5,8,9) and D = 9287:
#
(67/75,-11/25)
#
# (a,b,c,d) = (2322,1,1,0) and D = 9287:
#
#
# (a,b,c,d) = (86,0,3,0) and D = 9288:
#
#
# (a,b,c,d) = (2322,0,1,0) and D = 9288:
#
#
# (a,b,c,d) = (2,3,12,6) and D = 9288:
#
#
# (a,b,c,d) = (2323,1,1,0) and D = 9291:
#
(36/3025,-166157/18150)
(36/3025,165941/18150)
#
# (a,b,c,d) = (1,3,13,25) and D = 9292:
#
(1,0)
(12/7,-5/7)
#
# (a,b,c,d) = (2323,0,1,0) and D = 9292:
#
#
# (a,b,c,d) = (2324,1,1,0) and D = 9295:
#
(1/14,10/7)
(34225/1810406,1206781098/167462555)
(2809/52724,345549/99799)
(9/5746,-217786/8619)
(81/1846,70739/16614)
(64/2561,-127487/20488)
(81/1846,-35734/8307)
(8100/123721,25303519/11134890)
(361/5564,247425/105716)
(64/2561,126975/20488)
(144/4849,-328087/58188)
(680625/53652196,391775727131/44263061700)
(26569/703664,-554280879/114697232)
(36/3601,-215947/21606)
(529/7154,10194/11753)
(34225/1810406,-2419893821/334925110)
(144/4849,326359/58188)
(529/7154,-154883/164542)
(1/26,-62/13)
(1/14,-3/2)
(25/416,-1509/520)
(1/104,1059/104)
(361/5564,-63571/26429)
(25/416,5911/2080)
(680625/53652196,-1181738683/133322475)
(1/104,-265/26)
(1/26,123/26)
(36/3601,215731/21606)
(9/5746,435545/17238)
(2809/52724,-9824249/2794372)
(4/1169,5709/334)
(4/1169,-39971/2338)
(8100/123721,-26032519/11134890)
(26569/703664,137487533/28674308)
#
# (a,b,c,d) = (5,5,6,5) and D = 9295:
#
(-80491/44821,90723/44821)
(2/7,3/7)
(11/15,-41/75)
(-202967/394713,318172/394713)
(-29/139,92/139)
(-1,6/5)
(-1040579/3663761,2531544/3663761)
(1/11,6/11)
(2174/10059,4799/10059)
(-107/127,134/127)
(-1541/1099,8821/5495)
(928598/275427,-1028761/275427)
(163/7,-181/7)
(1,-1)
(32/63,11/63)
(2/3,-1/3)
(2063/1337,-2234/1337)
(4139/259,-4596/259)
(-199/21,221/21)
#
# (a,b,c,d) = (2,7,13,0) and D = 9295:
#
(680625/4127092,-32123495837/44263061700)
(26569/54128,27312809/114697232)
(64/197,615/1576)
(34225/139262,-8002417/12881735)
(36/277,-17359/21606)
(9/442,-33599/17238)
(1/2,3/13)
(52/1169,39603/30394)
(8100/9517,-348151/856530)
(52/1169,-40331/30394)
(680625/4127092,1084341787/1702425450)
(26569/54128,-2216463/4411432)
(25/32,11/1040)
(1/2,-1/2)
(6877/7154,-351199/1069523)
(144/373,-31219/58188)
(361/428,-2355/52858)
(81/142,1459/8307)
(1/8,3/4)
(36517/52724,-8261857/18163418)
(9/442,1285/663)
(1/8,-85/104)
(36/277,1219/1662)
(64/197,-11579/20488)
(361/428,-3331/8132)
(34225/139262,163741467/334925110)
(6877/7154,-404799/2139046)
(13/14,-25/182)
(8100/9517,-577037/11134890)
(81/142,-617/1278)
(25/32,-69/160)
(36517/52724,2975907/36326836)
(13/14,-33/91)
(144/373,1471/4476)
#
# (a,b,c,d) = (291,2,2,0) and D = 9296:
#
#
# (a,b,c,d) = (2324,0,1,0) and D = 9296:
#
#
# (a,b,c,d) = (2325,1,1,0) and D = 9299:
#
#
# (a,b,c,d) = (1,7,8,14) and D = 9300:
#
(1/16,45/112)
(1,0)
(27539/18356,-3087/18356)
#
# (a,b,c,d) = (2325,0,1,0) and D = 9300:
#
(17424/448009,278607077/59137188)
(225/10669,1089928/160035)
(225/10669,-1089928/160035)
(17424/448009,-278607077/59137188)
#
# (a,b,c,d) = (2326,1,1,0) and D = 9303:
#
#
# (a,b,c,d) = (2326,0,1,0) and D = 9304:
#
#
# (a,b,c,d) = (2327,1,1,0) and D = 9307:
#
#
# (a,b,c,d) = (2327,0,1,0) and D = 9308:
#
(1849/31563,4090718/1357209)
(1849/31563,-4090718/1357209)
#
# (a,b,c,d) = (291,1,2,0) and D = 9308:
#
(3698/31563,-1390075/904806)
(3698/31563,4011211/2714418)
#
# (a,b,c,d) = (2328,1,1,0) and D = 9311:
#
#
# (a,b,c,d) = (291,0,2,0) and D = 9312:
#
#
# (a,b,c,d) = (2328,0,1,0) and D = 9312:
#
#
# (a,b,c,d) = (4,3,9,3) and D = 9315:
#
(4/7,1/7)
#
# (a,b,c,d) = (87,3,3,0) and D = 9315:
#
#
# (a,b,c,d) = (2329,1,1,0) and D = 9315:
#
#
# (a,b,c,d) = (2329,0,1,0) and D = 9316:
#
#
# (a,b,c,d) = (2330,1,1,0) and D = 9319:
#
#
# (a,b,c,d) = (2330,0,1,0) and D = 9320:
#
(1/51,361/51)
(11236/149201,4025511/15815306)
(1/51,-361/51)
(11236/149201,-4025511/15815306)
#
# (a,b,c,d) = (3,10,9,8) and D = 9320:
#
(-12747/17111,9040/17111)
(0,1/2)
(39/53,-2/53)
(481/435,-134/435)
(-106/3,55/4)
#
# (a,b,c,d) = (2331,1,1,0) and D = 9323:
#
#
# (a,b,c,d) = (2331,0,1,0) and D = 9324:
#
(36/62953,15795179/377718)
(36/62953,-15795179/377718)
#
# (a,b,c,d) = (1,5,7,21) and D = 9324:
#
(1,0)
(221/251,18/251)
#
# (a,b,c,d) = (2332,1,1,0) and D = 9327:
#
#
# (a,b,c,d) = (37,3,4,0) and D = 9328:
#
(1/4,9/16)
(1/4,-3/4)
(49/632,-8005/4424)
(49/632,30991/17696)
#
# (a,b,c,d) = (292,2,2,0) and D = 9328:
#
(1/8,-11/8)
(49/1264,-31677/8848)
(1/8,5/4)
(49/1264,15667/4424)
#
# (a,b,c,d) = (2332,0,1,0) and D = 9328:
#
(1/16,-21/8)
(1/16,21/8)
(49/2528,63011/8848)
(49/2528,-63011/8848)
#
# (a,b,c,d) = (2333,1,1,0) and D = 9331:
#
#
# (a,b,c,d) = (2333,0,1,0) and D = 9332:
#
#
# (a,b,c,d) = (2334,1,1,0) and D = 9335:
#
#
# (a,b,c,d) = (2334,0,1,0) and D = 9336:
#
#
# (a,b,c,d) = (2335,1,1,0) and D = 9339:
#
#
# (a,b,c,d) = (2335,0,1,0) and D = 9340:
#
#
# (a,b,c,d) = (292,1,2,0) and D = 9340:
#
#
# (a,b,c,d) = (2336,1,1,0) and D = 9343:
#
#
# (a,b,c,d) = (3,4,3,7) and D = 9343:
#
#
# (a,b,c,d) = (292,0,2,0) and D = 9344:
#
#
# (a,b,c,d) = (2336,0,1,0) and D = 9344:
#
#
# (a,b,c,d) = (2337,1,1,0) and D = 9347:
#
(9/367,-6922/1101)
(9/367,6895/1101)
(1/29,148/29)
(1/29,-149/29)
#
# (a,b,c,d) = (1,7,3,8) and D = 9347:
#
(-7471/7181,2079/7181)
(-127/713,360/713)
(0,1/2)
(9/11,1/11)
(1,0)
(-106/5,63/20)
#
# (a,b,c,d) = (2337,0,1,0) and D = 9348:
#
#
# (a,b,c,d) = (2338,1,1,0) and D = 9351:
#
#
# (a,b,c,d) = (1,5,10,26) and D = 9352:
#
(-17/49,18/49)
(1,0)
(37/4,-9/4)
(577/502,-45/502)
#
# (a,b,c,d) = (2338,0,1,0) and D = 9352:
#
(9/211,2773/633)
(9/211,-2773/633)
#
# (a,b,c,d) = (5,2,4,-3) and D = 9355:
#
(1,2)
(2/17,-11/17)
(1/2,1/2)
(-71/173,-548/519)
#
# (a,b,c,d) = (2339,1,1,0) and D = 9355:
#
(1/79,700/79)
(169/2461,-61235/31993)
(25/389,4662/1945)
(1/79,-701/79)
(169/2461,59038/31993)
(25/389,-4787/1945)
#
# (a,b,c,d) = (1,1,13,11) and D = 9356:
#
(1,0)
(148/91,-171/91)
#
# (a,b,c,d) = (2339,0,1,0) and D = 9356:
#
#
# (a,b,c,d) = (2340,1,1,0) and D = 9359:
#
#
# (a,b,c,d) = (293,2,2,0) and D = 9360:
#
(1/33,-134/33)
(1/33,133/33)
#
# (a,b,c,d) = (2340,0,1,0) and D = 9360:
#
(1/66,89/11)
(1/66,-89/11)
#
# (a,b,c,d) = (87,2,3,0) and D = 9360:
#
(1/22,59/22)
(1/22,-179/66)
#
# (a,b,c,d) = (11,2,6,0) and D = 9360:
#
(1/11,4/3)
(1/11,-15/11)
#
# (a,b,c,d) = (2341,1,1,0) and D = 9363:
#
#
# (a,b,c,d) = (2,7,6,10) and D = 9364:
#
(-3,1)
(293/174,-43/87)
(761/500,-107/250)
(-4923/1315,1627/1315)
#
# (a,b,c,d) = (2341,0,1,0) and D = 9364:
#
(25/1141,38064/5705)
(25/1141,-38064/5705)
(4/36449,-6958705/72898)
(4/36449,6958705/72898)
#
# (a,b,c,d) = (2342,1,1,0) and D = 9367:
#
#
# (a,b,c,d) = (2342,0,1,0) and D = 9368:
#
#
# (a,b,c,d) = (1,5,-2,10) and D = 9368:
#
(1,0)
(29/122,279/610)
#
# (a,b,c,d) = (2343,1,1,0) and D = 9371:
#
#
# (a,b,c,d) = (293,1,2,0) and D = 9372:
#
(162/3367,191431/60606)
(9/626,-11077/1878)
(162/3367,-192889/60606)
(9/83,-430/249)
(9/83,833/498)
(9/626,22127/3756)
#
# (a,b,c,d) = (2343,0,1,0) and D = 9372:
#
(81/3367,192160/30303)
(9/166,1693/498)
(9/166,-1693/498)
(81/3367,-192160/30303)
(9/1252,44281/3756)
(9/1252,-44281/3756)
#
# (a,b,c,d) = (20,5,5,0) and D = 9375:
#
#
# (a,b,c,d) = (2344,1,1,0) and D = 9375:
#
#
# (a,b,c,d) = (2344,0,1,0) and D = 9376:
#
(81/6409,511865/57681)
(25/746,9728/1865)
(1/14,10/7)
(1/170,-1108/85)
(1/782,-10934/391)
(121/3569,203245/39259)
(9216/122425,-327149/11752800)
(81/6862,283666/30879)
(81/6862,-283666/30879)
(9216/122425,327149/11752800)
(1/170,1108/85)
(9/193,-2341/579)
(4/65,353/130)
(9/193,2341/579)
(121/3569,-203245/39259)
(81/6409,-511865/57681)
(25/746,-9728/1865)
(1/14,-10/7)
(4/65,-353/130)
(1/782,10934/391)
#
# (a,b,c,d) = (4,6,10,7) and D = 9376:
#
(3/22,5/11)
(-73/258,85/129)
(487183/158364,-271717/79182)
(87/62,-47/31)
(-16979/12936,9857/6468)
(193262/267953,-90365/267953)
(204630/152663,-219859/152663)
(-34/41,43/41)
(227/2,-127)
(3/4,-1/2)
(-11054/8559,89995/59913)
(1420/1743,-1199/1743)
(1/3,1/3)
(-76/249,167/249)
(-11/112,223/392)
(1,-1)
(10671/16856,-53/8428)
(-323398865297/5698660828,180932505211/2849330414)
#
# (a,b,c,d) = (293,0,2,0) and D = 9376:
#
(8/65,-353/260)
(1/85,-554/85)
(18/193,-2341/1158)
(1/391,5467/391)
(1/85,554/85)
(81/3431,141833/30879)
(18432/122425,-327149/23505600)
(81/3431,-141833/30879)
(1/391,-5467/391)
(162/6409,-511865/115362)
(18432/122425,327149/23505600)
(1/7,5/7)
(162/6409,511865/115362)
(1/7,-5/7)
(8/65,353/260)
(242/3569,-203245/78518)
(25/373,-4864/1865)
(242/3569,203245/78518)
(25/373,4864/1865)
(18/193,2341/1158)
#
# (a,b,c,d) = (4,0,7,3) and D = 9376:
#
(-1187/2156,9857/6468)
(1/2,1/3)
(296159/535906,-90365/267953)
(20/31,-47/31)
(2/43,85/129)
(73/392,223/392)
(-21587/39942,89995/59913)
(5309/8428,-53/8428)
(-25/82,43/41)
(35911/26394,-271717/79182)
(1/2,-1)
(1/2,-1/2)
(5/166,167/249)
(189401/305326,-219859/152663)
(547/1162,-1199/1743)
(4/11,5/11)
(50,-127)
(-71233180043/2849330414,180932505211/2849330414)
#
# (a,b,c,d) = (2345,1,1,0) and D = 9379:
#
(9/9835,-195073/5901)
(81/1645,-1628/423)
(81/1645,56251/14805)
(225/5929,60656/12705)
(225/5929,-427967/88935)
(9/9835,139334/4215)
#
# (a,b,c,d) = (2,7,3,7) and D = 9379:
#
(-1,3/7)
(2/7,3/7)
(-11/14,3/7)
#
# (a,b,c,d) = (2345,0,1,0) and D = 9380:
#
#
# (a,b,c,d) = (3,5,10,9) and D = 9383:
#
(55/69,-8/23)
(-1,1)
(-36539/27507,34660/27507)
(1/5,2/5)
(1/3,1/3)
#
# (a,b,c,d) = (2346,1,1,0) and D = 9383:
#
(1/36,-211/36)
(4/113,1133/226)
(1/36,35/6)
(1/2006,5285/118)
(4/113,-1141/226)
(1/2006,-44923/1003)
#
# (a,b,c,d) = (2346,0,1,0) and D = 9384:
#
#
# (a,b,c,d) = (3,1,6,6) and D = 9384:
#
#
# (a,b,c,d) = (2347,1,1,0) and D = 9387:
#
#
# (a,b,c,d) = (87,1,3,0) and D = 9387:
#
#
# (a,b,c,d) = (2347,0,1,0) and D = 9388:
#
#
# (a,b,c,d) = (2,0,8,7) and D = 9388:
#
(12/29,11/29)
#
# (a,b,c,d) = (2348,1,1,0) and D = 9391:
#
#
# (a,b,c,d) = (294,2,2,0) and D = 9392:
#
#
# (a,b,c,d) = (2348,0,1,0) and D = 9392:
#
#
# (a,b,c,d) = (3,1,9,-1) and D = 9392:
#
(0,-1)
(7/15,2/5)
(3296713/6374355,719168/2124785)
#
# (a,b,c,d) = (1,7,5,10) and D = 9395:
#
(1,0)
#
# (a,b,c,d) = (2349,1,1,0) and D = 9395:
#
#
# (a,b,c,d) = (3,3,0,6) and D = 9396:
#
#
# (a,b,c,d) = (5,8,9,0) and D = 9396:
#
#
# (a,b,c,d) = (2349,0,1,0) and D = 9396:
#
#
# (a,b,c,d) = (87,0,3,0) and D = 9396:
#
#
# (a,b,c,d) = (2350,1,1,0) and D = 9399:
#
(4/217,-3177/434)
(4/217,3169/434)
#
# (a,b,c,d) = (3,6,7,9) and D = 9399:
#
#
# (a,b,c,d) = (19,2,5,0) and D = 9400:
#
(1/11,16/11)
(1/11,-82/55)
#
# (a,b,c,d) = (2350,0,1,0) and D = 9400:
#
(1/55,-81/11)
(1/55,81/11)
#
# (a,b,c,d) = (2351,1,1,0) and D = 9403:
#
(676/8993,24627/233818)
(676/8993,-42203/233818)
#
# (a,b,c,d) = (1,2,7,22) and D = 9404:
#
(59249/50369,-28665/100738)
(613/2164,693/2164)
(-8211/5002,3439/5002)
(2345/2041,-5738/22451)
(1538767/1086328,-493857/1086328)
(-1/2,9/22)
(1069501/206998,-412569/206998)
(12255601/12924769,824418/12924769)
(163/22,-63/22)
(-29/44,19/44)
(123708261/153080549,279156934/1683886039)
(2199/2036,-313/2036)
(-280473/188,217021/376)
(-291/2056,763/2056)
(23149/27716,4171/27716)
(51/4,-217/44)
(8295/6631,-25408/72941)
(1455/1411,-151/2822)
(-21/19,10/19)
(293/242,-153/484)
(141/178,31/178)
(-501/2984,1115/2984)
(3/2,-1/2)
(1,0)
(179799/169312,-39667/338624)
(553/212,-209/212)
(371/418,97/836)
(-1,1/2)
(1015/334,-387/334)
(-20893/30361,26509/60722)
(-188899/40414,73367/40414)
(35/16,-13/16)
(7/8,1/8)
(219/374,95/374)
(-3975/551,3079/1102)
(-7529/1919,2932/1919)
(-67/32,27/32)
#
# (a,b,c,d) = (4,7,10,8) and D = 9404:
#
(-11476/22451,31533/44902)
(97/418,645/1672)
(5864/1919,-10461/3838)
(-412569/103499,741035/206998)
(3439/2501,-5825/5002)
(0,1/2)
(31/89,55/178)
(-39667/169312,399265/677248)
(-1,1)
(-13/8,3/2)
(-217/22,389/44)
(95/187,31/187)
(1/4,3/8)
(27/16,-47/32)
(73367/20207,-131133/40414)
(1,-3/4)
(-209/106,381/212)
(-63/11,113/22)
(4171/13858,9489/27716)
(763/1028,-527/2056)
(20/19,-31/38)
(26509/30361,-68295/121444)
(693/1082,-10/541)
(-313/1018,314/509)
(-493857/543164,127039/135791)
(-387/167,701/334)
(217021/188,-777967/752)
(3079/551,-11029/2204)
(9/11,-5/11)
(-50816/72941,116653/145882)
(19/22,-6/11)
(-28665/50369,147163/201476)
(1648836/12924769,11431183/25849538)
(-151/1411,3061/5644)
(-153/242,739/968)
(558313868/1683886039,1081633937/3367772078)
(1115/1492,-101/373)
#
# (a,b,c,d) = (294,1,2,0) and D = 9404:
#
(9/92,-269/138)
(1/9,-5/3)
(121/1605,-42841/17655)
(25/363,-4681/1815)
(1/138,191/23)
(841/9219,-557785/267351)
(1/279,-2197/186)
(19881/946025,-650450131/133389525)
(1/24,-55/16)
(81/539,-13/99)
(2/3135,175531/6270)
(44521/326370,42733331/45909380)
(1089/30857,-3816943/1018281)
(200/1449,-3899/4140)
(9/3992,89171/5988)
(2/13035,-496073/8690)
(33282/228715,31471109/59008470)
(44521/326370,-34398481/34432035)
(9/456320,-435932519/2737920)
(9/110,-377/165)
(961/72300,-27498427/4482600)
(3481/55440,-212849/77880)
(19881/946025,1298097041/266779050)
(25/1422,25237/4740)
(81/539,545/9702)
(1/138,-2293/276)
(2/13035,1488217/26070)
(169/10290,-1476313/267540)
(1/189,-175/18)
(2/651,-791/62)
(121/1605,28117/11770)
(200/1449,8431/9660)
(1/15,-79/30)
(1089/30857,7597949/2036562)
(9/110,1481/660)
(1/9,29/18)
(1/279,3295/279)
(35378/787347,228968287/69811434)
(2888/202905,-91414651/15420780)
(1/189,1837/189)
(729/9170,-165193/70740)
(2/651,16609/1302)
(841/9219,51961/25462)
(9/86,-233/129)
(9/86,905/516)
(3481/55440,17673937/6541920)
(961/72300,2289053/373550)
(9/92,1049/552)
(3390408/26468425,-86410497277/68923778700)
(35378/787347,-691610135/209434302)
(32/225,-1391/1800)
(2/15,31/30)
(9/3992,-356711/23952)
(33282/228715,-35764487/59008470)
(1/24,41/12)
(6728/192489,83725123/22328724)
(169/10290,2507/455)
(24649/171780,-5497471/7705560)
(1/15,13/5)
(24649/171780,2884367/4494910)
(25/363,3079/1210)
(6728/192489,-28038449/7442908)
(729/9170,284167/123795)
(2888/202905,30434969/5140260)
(2/15,-11/10)
(32/225,421/600)
(9/456320,108983123/684480)
(3390408/26468425,81996186061/68923778700)
(25/1422,-18959/3555)
(2/3135,-58511/2090)
#
# (a,b,c,d) = (2351,0,1,0) and D = 9404:
#
(25/2844,-151547/14220)
(169/20580,-2950429/267540)
(961/144600,54967063/4482600)
(25/726,-18599/3630)
(121/3210,170033/35310)
(729/18340,-2293019/495180)
(24649/343560,-73094701/53938920)
(17689/787347,-689257498/104717151)
(1444/202905,91359779/7710390)
(16/225,-1327/900)
(1/651,-16610/651)
(1/18,59/18)
(1/48,329/48)
(1/276,-4585/276)
(1089/61714,-15231835/2036562)
(9/7984,713395/23952)
(1/651,16610/651)
(9/7984,-713395/23952)
(17689/787347,689257498/104717151)
(1089/61714,15231835/2036562)
(1/48,-329/48)
(1/378,7349/378)
(9/172,1837/516)
(16/225,1327/900)
(24649/343560,73094701/53938920)
(729/18340,2293019/495180)
(1/15,32/15)
(25/726,18599/3630)
(1/18,-59/18)
(3364/192489,83920235/11164362)
(25/2844,151547/14220)
(1/30,-157/30)
(841/18438,-2206751/534702)
(9/220,2989/660)
(1/558,-13181/558)
(1/3135,-175532/3135)
(1/13035,1488218/13035)
(9/912640,-871865011/2737920)
(16641/228715,33617798/29504235)
(1/276,4585/276)
(1444/202905,-91359779/7710390)
(44521/652740,265793917/137728140)
(19881/1892050,2598997303/266779050)
(961/144600,-54967063/4482600)
(169/20580,2950429/267540)
(1/3135,175532/3135)
(1/30,157/30)
(81/1078,1819/9702)
(3364/192489,-83920235/11164362)
(81/1078,-1819/9702)
(121/3210,-170033/35310)
(16641/228715,-33617798/29504235)
(100/1449,-26293/14490)
(3481/110880,-35553253/6541920)
(1/13035,-1488218/13035)
(44521/652740,-265793917/137728140)
(1695204/26468425,84203341669/34461889350)
(9/220,-2989/660)
(19881/1892050,-2598997303/266779050)
(9/172,-1837/516)
(1/378,-7349/378)
(1/15,-32/15)
(3481/110880,35553253/6541920)
(1/558,13181/558)
(9/184,2125/552)
(9/184,-2125/552)
(9/912640,871865011/2737920)
(100/1449,26293/14490)
(841/18438,2206751/534702)
(1695204/26468425,-84203341669/34461889350)
#
# (a,b,c,d) = (2,9,10,11) and D = 9404:
#
(17187/2204,-4871/2204)
(-303/22,43/11)
(-8,25/11)
(-544/167,157/167)
(16325/3838,-4597/3838)
(-1/4,1/2)
(-95/88,433/968)
(-523320069/3367772078,1639947805/3367772078)
(-1569/2036,943/2036)
(3/34,157/374)
(-295/106,43/53)
(645/1028,59/514)
(5/4,-1/4)
(-3363/5644,2759/5644)
(-1510169/1086328,522455/1086328)
(-1/2,1/2)
(1212009/752,-343925/752)
(-12/89,43/89)
(-204493/201476,89833/201476)
(102250/20207,-28883/20207)
(-41/152,839/1672)
(19/22,-1/22)
(51/38,-11/38)
(-576802/103499,164233/103499)
(-167469/145882,65837/145882)
(-43509/61568,319931/677248)
(733/2164,653/2164)
(-2659/13858,3415/6929)
(4632/2501,-1193/2501)
(-43009/44902,20057/44902)
(-3/2,1/2)
(-37/16,11/16)
(37/16,-5/8)
(121313/121444,-15277/121444)
(-9782347/25849538,13080019/25849538)
(43/44,-5/44)
(1923/2984,307/2984)
#
# (a,b,c,d) = (2352,1,1,0) and D = 9407:
#
#
# (a,b,c,d) = (1,10,28,0) and D = 9408:
#
(1,-5/14)
(1008/4033,225665/677544)
(1008/4033,-286145/677544)
(25/13,-373/910)
(1,0)
(25/13,-18/65)
#
# (a,b,c,d) = (2,4,12,12) and D = 9408:
#
#
# (a,b,c,d) = (37,2,4,0) and D = 9408:
#
(25/91,361/910)
(144/4033,-256769/96792)
(1/7,17/14)
(25/91,-243/455)
(144/4033,6893/2616)
(1/7,-9/7)
#
# (a,b,c,d) = (294,0,2,0) and D = 9408:
#
(72/4033,255905/48396)
(25/182,121/130)
(25/182,-121/130)
(1/14,-5/2)
(1/14,5/2)
(72/4033,-255905/48396)
#
# (a,b,c,d) = (3,18,28,0) and D = 9408:
#
(1,-1/7)
(25/13,-251/455)
(1,-1/2)
(1008/4033,-310337/677544)
(25/13,-89/130)
(1008/4033,201473/677544)
#
# (a,b,c,d) = (2352,0,1,0) and D = 9408:
#
(36/4033,255905/24198)
(36/4033,-255905/24198)
(25/364,-121/65)
(1/28,5)
(25/364,121/65)
(1/28,-5)
#
# (a,b,c,d) = (2,8,14,0) and D = 9408:
#
(504/4033,-268001/338772)
(1/2,3/14)
(25/26,-53/130)
(1/2,-1/2)
(504/4033,243809/338772)
(25/26,-129/910)
#
# (a,b,c,d) = (7,2,7,0) and D = 9408:
#
(25/52,-87/260)
(252/4033,254393/169386)
(25/52,359/1820)
(1/4,-3/4)
(1/4,19/28)
(252/4033,-257417/169386)
#
# (a,b,c,d) = (2353,1,1,0) and D = 9411:
#
(9/121,-251/363)
(9/121,224/363)
#
# (a,b,c,d) = (7,8,10,3) and D = 9411:
#
(-1/2,3/2)
(4/7,-3/7)
(-11/67,60/67)
#
# (a,b,c,d) = (2353,0,1,0) and D = 9412:
#
#
# (a,b,c,d) = (2354,1,1,0) and D = 9415:
#
#
# (a,b,c,d) = (2354,0,1,0) and D = 9416:
#
#
# (a,b,c,d) = (2355,1,1,0) and D = 9419:
#
#
# (a,b,c,d) = (2355,0,1,0) and D = 9420:
#
#
# (a,b,c,d) = (2,5,6,12) and D = 9420:
#
(-25/72,17/36)
#
# (a,b,c,d) = (88,3,3,0) and D = 9423:
#
(2700/18961,-2379709/1706490)
(2700/18961,2136709/1706490)
#
# (a,b,c,d) = (2356,1,1,0) and D = 9423:
#
(900/18961,-2271709/568830)
(900/18961,2244709/568830)
#
# (a,b,c,d) = (4,9,9,8) and D = 9423:
#
(0,1/2)
(-90/47,229/188)
#
# (a,b,c,d) = (2356,0,1,0) and D = 9424:
#
#
# (a,b,c,d) = (295,2,2,0) and D = 9424:
#
#
# (a,b,c,d) = (2357,1,1,0) and D = 9427:
#
#
# (a,b,c,d) = (2357,0,1,0) and D = 9428:
#
(1/41,258/41)
(1/41,-258/41)
#
# (a,b,c,d) = (1,6,5,14) and D = 9428:
#
(1/16,13/32)
(1,0)
(3/10,7/20)
(1879/1519,-156/1519)
(103/14,-37/28)
#
# (a,b,c,d) = (2358,1,1,0) and D = 9431:
#
(121/2700,-125189/29700)
(121/2700,6881/1650)
#
# (a,b,c,d) = (1,4,3,18) and D = 9432:
#
(1,0)
(-95/97,36/97)
(-19/5,9/10)
(211/253,63/506)
#
# (a,b,c,d) = (2358,0,1,0) and D = 9432:
#
(9/151,1313/453)
(9/151,-1313/453)
#
# (a,b,c,d) = (2359,1,1,0) and D = 9435:
#
(144/2569,14099/4404)
(144/2569,-100421/30828)
#
# (a,b,c,d) = (295,1,2,0) and D = 9436:
#
(9/95,112/57)
(9/95,-1147/570)
#
# (a,b,c,d) = (2359,0,1,0) and D = 9436:
#
(9/190,-2267/570)
(9/190,2267/570)
#
# (a,b,c,d) = (2360,1,1,0) and D = 9439:
#
#
# (a,b,c,d) = (6,5,7,4) and D = 9439:
#
(8713/15124,-901/7562)
(-1/2,1)
#
# (a,b,c,d) = (2360,0,1,0) and D = 9440:
#
(1/786,-11018/393)
(1/786,11018/393)
#
# (a,b,c,d) = (295,0,2,0) and D = 9440:
#
(1/393,-5509/393)
(1/393,5509/393)
#
# (a,b,c,d) = (2361,1,1,0) and D = 9443:
#
#
# (a,b,c,d) = (2361,0,1,0) and D = 9444:
#
#
# (a,b,c,d) = (3,4,11,4) and D = 9444:
#
(-1/2,11/8)
#
# (a,b,c,d) = (2362,1,1,0) and D = 9447:
#
#
# (a,b,c,d) = (2362,0,1,0) and D = 9448:
#
#
# (a,b,c,d) = (3,1,7,-4) and D = 9451:
#
(1,2)
(394/567,-29/378)
(15/109,-61/109)
#
# (a,b,c,d) = (2363,1,1,0) and D = 9451:
#
(10201/404855,-14894241/2405315)
(1/17,50/17)
(1/17,-3)
(10201/404855,252171796/40890355)
#
# (a,b,c,d) = (2363,0,1,0) and D = 9452:
#
#
# (a,b,c,d) = (1,2,10,22) and D = 9452:
#
(1,0)
(293/215,-117/215)
#
# (a,b,c,d) = (2364,1,1,0) and D = 9455:
#
(1/14,-10/7)
(1/14,19/14)
(169/33684,-515189/36491)
(169/33684,6180071/437892)
#
# (a,b,c,d) = (2,5,1,8) and D = 9455:
#
(0,1/2)
(469/44,-83/22)
(133/80,-43/80)
(1896167/3365542,922687/3365542)
#
# (a,b,c,d) = (296,2,2,0) and D = 9456:
#
(9/68,-59/51)
(9/68,209/204)
#
# (a,b,c,d) = (37,1,4,0) and D = 9456:
#
(9/34,209/408)
(9/34,-59/102)
#
# (a,b,c,d) = (2364,0,1,0) and D = 9456:
#
(9/136,445/204)
(9/136,-445/204)
#
# (a,b,c,d) = (2365,1,1,0) and D = 9459:
#
#
# (a,b,c,d) = (2365,0,1,0) and D = 9460:
#
#
# (a,b,c,d) = (2366,1,1,0) and D = 9463:
#
(36/481,65/222)
(169/2422,-26953/15743)
(169/2422,7387/4498)
(1/832,923/32)
(36/481,-1061/2886)
(1/832,-23999/832)
#
# (a,b,c,d) = (1,0,13,5) and D = 9463:
#
(1,-13/5)
(1,0)
(121/127,13/127)
(-89/19,234/19)
#
# (a,b,c,d) = (2366,0,1,0) and D = 9464:
#
(1/23,99/23)
(9/3679,-17165/849)
(9/247,281/57)
(961/204191,-7096725/486917)
(4/65,27/10)
(9/247,-281/57)
(2842596/42191305,-11083313639/5471887710)
(961/204191,7096725/486917)
(2842596/42191305,11083313639/5471887710)
(9/3679,17165/849)
(1/23,-99/23)
(4/65,-27/10)
#
# (a,b,c,d) = (3,10,13,0) and D = 9464:
#
(9/19,-32/57)
(961/15707,-557360/486917)
(2842596/3245485,-2695876763/5471887710)
(961/15707,6947770/6329921)
(9/19,146/741)
(13/23,-164/299)
(2842596/3245485,-12879770641/71134540230)
(9/283,-17300/11037)
(9/283,1310/849)
(13/23,34/299)
(4/5,-1/10)
(4/5,-67/130)
#
# (a,b,c,d) = (1,6,-1,8) and D = 9464:
#
(-9/7,2/7)
(-7/2,9/16)
(-198/83,133/332)
(146/101,-63/404)
(-9/31,14/31)
(280/2449,2439/4898)
(1,0)
(0,1/2)
#
# (a,b,c,d) = (2367,1,1,0) and D = 9467:
#
#
# (a,b,c,d) = (12,5,6,0) and D = 9468:
#
(24843/81356,-32871653/44420376)
(41209/130728,9114169/19903338)
(1/12,11/8)
(1/12,-13/9)
(41209/130728,-12748943/17691856)
(3/11,-53/66)
(3/11,19/33)
(1/17,169/102)
(50/23393,-2065913/233930)
(50/23393,6196489/701790)
(24843/81356,2696011/5552547)
(1/17,-29/17)
#
# (a,b,c,d) = (2367,0,1,0) and D = 9468:
#
(1/22,-91/22)
(1/102,343/34)
(41209/784368,-187653839/53075568)
(1/72,-203/24)
(25/70179,-6197114/116965)
(25/70179,6197114/116965)
(8281/162712,54439741/14806792)
(1/22,91/22)
(41209/784368,187653839/53075568)
(8281/162712,-54439741/14806792)
(1/102,-343/34)
(1/72,203/24)
#
# (a,b,c,d) = (88,2,3,0) and D = 9468:
#
(3/22,4/3)
(41209/261456,14940701/13268892)
(25/23393,-6197239/350895)
(25/23393,2065663/116965)
(41209/261456,-98009633/79613352)
(1/34,57/17)
(1/24,101/36)
(3/22,-47/33)
(24843/162712,1185887/1009554)
(1/34,-172/51)
(24843/162712,-28350227/22210188)
(1/24,-17/6)
#
# (a,b,c,d) = (11,1,6,0) and D = 9468:
#
(41209/130728,14940701/26537784)
(24843/81356,-28350227/44420376)
(1/12,101/72)
(1/12,-17/12)
(3/11,2/3)
(24843/81356,1185887/2019108)
(3/11,-47/66)
(1/17,57/34)
(1/17,-86/51)
(50/23393,-6197239/701790)
(50/23393,2065663/233930)
(41209/130728,-98009633/159226704)
#
# (a,b,c,d) = (296,1,2,0) and D = 9468:
#
(1/36,-305/72)
(1/11,-23/11)
(41209/392184,277298045/159226704)
(50/70179,-18591467/701790)
(1/51,-515/102)
(41209/392184,-17853967/9951669)
(1/36,38/9)
(1/11,45/22)
(8281/81356,26843085/14806792)
(1/51,257/51)
(50/70179,18591217/701790)
(8281/81356,-3449582/1850849)
#
# (a,b,c,d) = (2368,1,1,0) and D = 9471:
#
#
# (a,b,c,d) = (1,7,4,9) and D = 9471:
#
(1,0)
#
# (a,b,c,d) = (296,0,2,0) and D = 9472:
#
#
# (a,b,c,d) = (38,4,4,0) and D = 9472:
#
#
# (a,b,c,d) = (37,0,4,0) and D = 9472:
#
#
# (a,b,c,d) = (2368,0,1,0) and D = 9472:
#
#
# (a,b,c,d) = (19,1,5,0) and D = 9475:
#
#
# (a,b,c,d) = (2369,1,1,0) and D = 9475:
#
#
# (a,b,c,d) = (2,3,10,11) and D = 9476:
#
#
# (a,b,c,d) = (2369,0,1,0) and D = 9476:
#
(4/105,1003/210)
(4/105,-1003/210)
#
# (a,b,c,d) = (2370,1,1,0) and D = 9479:
#
#
# (a,b,c,d) = (1,1,10,18) and D = 9480:
#
(-3/5,8/15)
(1055/436,-5743/3924)
(485/398,-261/398)
(-1/2,1/2)
(-334693/86240,205741/86240)
(11015/11201,-4382/11201)
(753/1448,1205/4344)
(11771/11948,397/11948)
(1,0)
#
# (a,b,c,d) = (2370,0,1,0) and D = 9480:
#
(1/8131,733189/8131)
(4/241,-3721/482)
(1/19,-67/19)
(1/19,67/19)
(4/241,3721/482)
(1/8131,-733189/8131)
(23409/1197019,1297980127/183143907)
(23409/1197019,-1297980127/183143907)
#
# (a,b,c,d) = (2371,1,1,0) and D = 9483:
#
#
# (a,b,c,d) = (2371,0,1,0) and D = 9484:
#
(16/833,-23839/3332)
(9/64015,16196554/192045)
(49/3047,-167362/21329)
(49/3047,167362/21329)
(9/64015,-16196554/192045)
(16/833,23839/3332)
#
# (a,b,c,d) = (1,4,6,22) and D = 9484:
#
(265/253,-9/253)
(1,0)
(29/13,-76/143)
(103/411,133/411)
#
# (a,b,c,d) = (2372,1,1,0) and D = 9487:
#
#
# (a,b,c,d) = (2372,0,1,0) and D = 9488:
#
(1/21,-83/21)
(169/21714,1598957/141141)
(27556/592977,398586791/98434182)
(169/21714,-1598957/141141)
(27556/592977,-398586791/98434182)
(1/21,83/21)
#
# (a,b,c,d) = (4,2,8,-1) and D = 9488:
#
(7/11,-1/11)
(0,-1)
(91/316,-93/158)
(315/638,101/319)
(637/2827,3063/2827)
#
# (a,b,c,d) = (297,2,2,0) and D = 9488:
#
(169/10857,72580/12831)
(55112/592977,-37066853/17897124)
(169/10857,-266859/47047)
(55112/592977,129812733/65622788)
(2/21,27/14)
(2/21,-85/42)
#
# (a,b,c,d) = (4,4,9,5) and D = 9488:
#
(208/319,-101/319)
(13/22,1/11)
(-1/2,1)
(-1/158,93/158)
(4337/5654,-3063/2827)
#
# (a,b,c,d) = (1,6,8,19) and D = 9491:
#
(1,0)
(11/19,4/19)
(-205/1406,549/1406)
#
# (a,b,c,d) = (2373,1,1,0) and D = 9491:
#
(9/325,-5723/975)
(9/325,5696/975)
(16/3185,179689/12740)
(16/3185,-25679/1820)
#
# (a,b,c,d) = (2,2,11,6) and D = 9492:
#
#
# (a,b,c,d) = (2373,0,1,0) and D = 9492:
#
#
# (a,b,c,d) = (88,1,3,0) and D = 9495:
#
(20667/369376,-223615577/91974624)
(3/16,-43/48)
(20667/369376,27737527/11496828)
(3/16,5/6)
#
# (a,b,c,d) = (2374,1,1,0) and D = 9495:
#
(1/16,-21/8)
(6889/369376,222472003/30658208)
(1/16,41/16)
(6889/369376,-111521895/15329104)
#
# (a,b,c,d) = (2374,0,1,0) and D = 9496:
#
#
# (a,b,c,d) = (2375,1,1,0) and D = 9499:
#
#
# (a,b,c,d) = (2375,0,1,0) and D = 9500:
#
(1/20,-15/4)
(1/24,107/24)
(1/20,15/4)
(1/24,-107/24)
(11449/196944,-63832753/21073008)
(11449/196944,63832753/21073008)
#
# (a,b,c,d) = (19,0,5,0) and D = 9500:
#
(57245/196944,63832753/105365040)
(5/24,107/120)
(1/4,3/4)
(1/4,-3/4)
(5/24,-107/120)
(57245/196944,-63832753/105365040)
#
# (a,b,c,d) = (3,5,10,0) and D = 9500:
#
(5/12,-11/20)
(57245/98472,16603339/105365040)
(1/2,-1/2)
(5/12,41/120)
(57245/98472,-7871569/17560840)
(1/2,1/4)
#
# (a,b,c,d) = (297,1,2,0) and D = 9500:
#
(1/10,-19/10)
(1/10,37/20)
(1/12,53/24)
(11449/98472,2845805/1915728)
(1/12,-9/4)
(11449/98472,-5421483/3512168)
#
# (a,b,c,d) = (2376,1,1,0) and D = 9503:
#
#
# (a,b,c,d) = (297,0,2,0) and D = 9504:
#
#
# (a,b,c,d) = (88,0,3,0) and D = 9504:
#
#
# (a,b,c,d) = (2376,0,1,0) and D = 9504:
#
#
# (a,b,c,d) = (11,0,6,0) and D = 9504:
#
#
# (a,b,c,d) = (3,3,3,7) and D = 9504:
#
#
# (a,b,c,d) = (2,3,12,7) and D = 9504:
#
#
# (a,b,c,d) = (2377,1,1,0) and D = 9507:
#
#
# (a,b,c,d) = (2377,0,1,0) and D = 9508:
#
#
# (a,b,c,d) = (2378,1,1,0) and D = 9511:
#
#
# (a,b,c,d) = (3,4,11,5) and D = 9511:
#
(-1,2)
#
# (a,b,c,d) = (2,2,11,1) and D = 9512:
#
(0,1)
#
# (a,b,c,d) = (2378,0,1,0) and D = 9512:
#
#
# (a,b,c,d) = (2379,1,1,0) and D = 9515:
#
#
# (a,b,c,d) = (2379,0,1,0) and D = 9516:
#
#
# (a,b,c,d) = (3,0,4,6) and D = 9516:
#
(107/41,-116/41)
(1,-1)
(-419/1711,1058/1711)
(-49/83,67/83)
#
# (a,b,c,d) = (2380,1,1,0) and D = 9519:
#
(36/481,397/2886)
(9/1480,14227/1110)
(9/1480,-11387/888)
(21609/374662,167466529/55075314)
(21609/374662,-85321526/27537657)
(36/481,-613/2886)
#
# (a,b,c,d) = (7,5,8,1) and D = 9519:
#
(0,1)
(-9/31,73/31)
(18/49,-5/7)
#
# (a,b,c,d) = (298,2,2,0) and D = 9520:
#
#
# (a,b,c,d) = (2380,0,1,0) and D = 9520:
#
#
# (a,b,c,d) = (5,4,8,4) and D = 9520:
#
#
# (a,b,c,d) = (1,5,5,18) and D = 9523:
#
(45686519/27120080,-15474949/54240160)
(361/511,90/511)
(-75/221,259/663)
(285/2407,2653/7221)
(17/5,-7/10)
(1,0)
#
# (a,b,c,d) = (2381,1,1,0) and D = 9523:
#
(1/47,318/47)
(1/47,-319/47)
#
# (a,b,c,d) = (2381,0,1,0) and D = 9524:
#
#
# (a,b,c,d) = (2382,1,1,0) and D = 9527:
#
(1681/6638144,-8551471937/136081952)
(4/57,59/38)
(4/57,-185/114)
(961/102524,32780431/3178244)
(961/102524,-16405111/1589122)
(1681/6638144,17102874953/272163904)
#
# (a,b,c,d) = (7,13,14,7) and D = 9527:
#
(4269/1169,-694/167)
(-1/37,20/37)
(-223/377,337/377)
(1,-1)
(-365/3091,1847/3091)
#
# (a,b,c,d) = (2382,0,1,0) and D = 9528:
#
#
# (a,b,c,d) = (2383,1,1,0) and D = 9531:
#
(1/15,31/15)
(49/4155,-267476/29085)
(1/15,-32/15)
(64/865,-5009/6920)
(49/4155,267133/29085)
(64/865,4497/6920)
#
# (a,b,c,d) = (89,3,3,0) and D = 9531:
#
(1/5,3/5)
(192/865,-7057/20760)
(49/1385,29529/9695)
(49/1385,-29872/9695)
(1/5,-4/5)
(192/865,2449/20760)
#
# (a,b,c,d) = (4,3,9,1) and D = 9531:
#
(0,1)
(35/307,227/307)
(83239/345576,-82801/86394)
(7/12,-1/3)
(-133/468,307/117)
(7/23,-17/23)
(24/49,-23/49)
(-2359/1369,20549/1369)
#
# (a,b,c,d) = (2,7,5,9) and D = 9531:
#
(-137953/115192,27649/57596)
(-68/147,71/147)
(943/921,-157/921)
(-1/4,1/2)
(4/3,-1/3)
(79837/4107,-25267/4107)
(-61/69,31/69)
(177/52,-83/78)
#
# (a,b,c,d) = (298,1,2,0) and D = 9532:
#
(361/38164,10539009/1450232)
(361/38164,-2636467/362558)
(1/7,9/14)
(1/7,-5/7)
#
# (a,b,c,d) = (2383,0,1,0) and D = 9532:
#
(1/14,-19/14)
(1/14,19/14)
(361/76328,-21084877/1450232)
(361/76328,21084877/1450232)
#
# (a,b,c,d) = (2384,1,1,0) and D = 9535:
#
#
# (a,b,c,d) = (2384,0,1,0) and D = 9536:
#
#
# (a,b,c,d) = (298,0,2,0) and D = 9536:
#
#
# (a,b,c,d) = (2385,1,1,0) and D = 9539:
#
(38416/2513025,440334311/54728100)
(38416/2513025,-794107667/98510580)
#
# (a,b,c,d) = (2385,0,1,0) and D = 9540:
#
#
# (a,b,c,d) = (2386,1,1,0) and D = 9543:
#
(81/2938,154853/26442)
(81/2938,-77791/13221)
#
# (a,b,c,d) = (2386,0,1,0) and D = 9544:
#
#
# (a,b,c,d) = (2387,1,1,0) and D = 9547:
#
(100/2849,-13137/2590)
(100/2849,20501/4070)
#
# (a,b,c,d) = (2387,0,1,0) and D = 9548:
#
(16/753,20425/3012)
(16/753,-20425/3012)
#
# (a,b,c,d) = (1,4,11,28) and D = 9548:
#
(1,0)
(173/122,-153/488)
#
# (a,b,c,d) = (3,1,8,-3) and D = 9551:
#
(5/9,1/3)
(2/3,1/9)
(244/513,253/513)
#
# (a,b,c,d) = (2388,1,1,0) and D = 9551:
#
(1/342,-6325/342)
(1/342,1054/57)
(1681/1149084,-307948577/11778111)
(1681/1149084,410575129/15704148)
#
# (a,b,c,d) = (1,2,14,16) and D = 9552:
#
(106/49,-171/98)
(1,0)
#
# (a,b,c,d) = (299,2,2,0) and D = 9552:
#
#
# (a,b,c,d) = (2,7,4,8) and D = 9552:
#
(0,1/2)
(-171/49,53/49)
#
# (a,b,c,d) = (2388,0,1,0) and D = 9552:
#
#
# (a,b,c,d) = (1,4,10,27) and D = 9555:
#
(95/71,-18/71)
(1,0)
(17/2,-5/2)
(0,1/3)
(1843/964,-487/964)
#
# (a,b,c,d) = (7,1,7,0) and D = 9555:
#
(1/7,48/49)
(25/73,-209/365)
(1/7,-1)
(25/73,1338/2555)
(289/583,12048/69377)
(289/583,-2423/9911)
#
# (a,b,c,d) = (2389,1,1,0) and D = 9555:
#
(1/49,-340/49)
(289/4081,99075/69377)
(1/49,339/49)
(25/511,-9866/2555)
(25/511,9741/2555)
(289/4081,-103988/69377)
#
# (a,b,c,d) = (2389,0,1,0) and D = 9556:
#
(169/2453,56824/31889)
(169/2453,-56824/31889)
#
# (a,b,c,d) = (2390,1,1,0) and D = 9559:
#
(9/6820,563203/20460)
(9/6820,-56323/2046)
#
# (a,b,c,d) = (2,3,11,0) and D = 9559:
#
(9/620,4651/1860)
(9/620,-25621/10230)
#
# (a,b,c,d) = (2390,0,1,0) and D = 9560:
#
#
# (a,b,c,d) = (5,0,7,2) and D = 9560:
#
(3/7,-4/7)
(1265/3073,1286/3073)
(31/70,-197/140)
#
# (a,b,c,d) = (1,6,-4,7) and D = 9563:
#
(-19/8,3/8)
(1,0)
(348315/3717352,1992949/3717352)
(-38/25,7/25)
(-1/31,16/31)
#
# (a,b,c,d) = (2391,1,1,0) and D = 9563:
#
(1/27,131/27)
(256/4553,230917/72848)
(1/27,-44/9)
(256/4553,-235013/72848)
(69169/1047843,-202847788/91860903)
(69169/1047843,590351917/275582709)
#
# (a,b,c,d) = (2391,0,1,0) and D = 9564:
#
(192721/3106480,-3586587707/1363744720)
(192721/3106480,3586587707/1363744720)
(1/58,-439/58)
(1/58,439/58)
#
# (a,b,c,d) = (299,1,2,0) and D = 9564:
#
(192721/1553240,875495797/681872360)
(1/29,-110/29)
(192721/1553240,-141199701/104903440)
(1/29,219/58)
#
# (a,b,c,d) = (2392,1,1,0) and D = 9567:
#
#
# (a,b,c,d) = (299,0,2,0) and D = 9568:
#
#
# (a,b,c,d) = (2392,0,1,0) and D = 9568:
#
#
# (a,b,c,d) = (2393,1,1,0) and D = 9571:
#
#
# (a,b,c,d) = (3,2,-1,6) and D = 9572:
#
(-5/16,17/32)
(59/45,-67/90)
(1,-1/2)
(-77/498,179/332)
#
# (a,b,c,d) = (2393,0,1,0) and D = 9572:
#
(4/57,179/114)
(4/57,-179/114)
#
# (a,b,c,d) = (1,2,13,19) and D = 9575:
#
(101/59,-63/59)
(-50664487/60326641,39582662/60326641)
(16/29,7/29)
(87147/87809,-22477/87809)
(-54/11,35/11)
(1,0)
#
# (a,b,c,d) = (2394,1,1,0) and D = 9575:
#
(441/8626,-17509/4767)
(441/8626,656081/181146)
(1/126,-101/9)
(1/126,157/14)
(25/336,111/280)
(25/336,-113/240)
#
# (a,b,c,d) = (2394,0,1,0) and D = 9576:
#
(4/81,-205/54)
(4/81,205/54)
#
# (a,b,c,d) = (89,2,3,0) and D = 9576:
#
(4/27,197/162)
(4/27,-71/54)
#
# (a,b,c,d) = (2395,1,1,0) and D = 9579:
#
#
# (a,b,c,d) = (1,1,9,19) and D = 9580:
#
(256/217,-117/217)
(1,0)
#
# (a,b,c,d) = (2395,0,1,0) and D = 9580:
#
#
# (a,b,c,d) = (2,17,37,0) and D = 9583:
#
(148/137,-961/10138)
(148/137,-4071/10138)
#
# (a,b,c,d) = (5,3,8,3) and D = 9583:
#
#
# (a,b,c,d) = (2396,1,1,0) and D = 9583:
#
(4/137,1551/274)
(4/137,-1559/274)
#
# (a,b,c,d) = (38,3,4,0) and D = 9584:
#
#
# (a,b,c,d) = (2396,0,1,0) and D = 9584:
#
#
# (a,b,c,d) = (300,2,2,0) and D = 9584:
#
#
# (a,b,c,d) = (2397,1,1,0) and D = 9587:
#
#
# (a,b,c,d) = (2397,0,1,0) and D = 9588:
#
#
# (a,b,c,d) = (2398,1,1,0) and D = 9591:
#
#
# (a,b,c,d) = (2398,0,1,0) and D = 9592:
#
(25/3239,-184237/16195)
(25/3239,184237/16195)
#
# (a,b,c,d) = (2399,1,1,0) and D = 9595:
#
#
# (a,b,c,d) = (300,1,2,0) and D = 9596:
#
#
# (a,b,c,d) = (2399,0,1,0) and D = 9596:
#
#
# (a,b,c,d) = (2400,1,1,0) and D = 9599:
#
#
# (a,b,c,d) = (2400,0,1,0) and D = 9600:
#
(2116/34825,883103/320390)
(2116/34825,-883103/320390)
(1/25,23/5)
(1/25,-23/5)
#
# (a,b,c,d) = (4,8,10,0) and D = 9600:
#
(2/5,-31/50)
(4232/6965,20883/640780)
(4232/6965,-1661791/3203900)
(2/5,3/10)
#
# (a,b,c,d) = (300,0,2,0) and D = 9600:
#
(4232/34825,-883103/640780)
(4232/34825,883103/640780)
(2/25,-23/10)
(2/25,23/10)
#
# (a,b,c,d) = (20,4,5,0) and D = 9600:
#
(1/5,21/25)
(2116/6965,688431/1601950)
(2116/6965,-43111/64078)
(1/5,-1)
#
# (a,b,c,d) = (89,1,3,0) and D = 9603:
#
(3/31,-167/93)
(3/31,164/93)
#
# (a,b,c,d) = (2401,1,1,0) and D = 9603:
#
(1/31,165/31)
(1/31,-166/31)
#
# (a,b,c,d) = (2401,0,1,0) and D = 9604:
#
#
# (a,b,c,d) = (7,0,7,0) and D = 9604:
#
#
# (a,b,c,d) = (2402,1,1,0) and D = 9607:
#
(1/478,5225/239)
(256/4369,205561/69904)
(1/14,-19/14)
(1/478,-10451/478)
(256/4369,-209657/69904)
(1/14,9/7)
#
# (a,b,c,d) = (3,2,9,-1) and D = 9607:
#
(3/5,1/5)
(29/63,8/21)
(-71821/472633,-818318/472633)
(3088/11165,7571/11165)
(1/7,-5/7)
(0,-1)
#
# (a,b,c,d) = (2402,0,1,0) and D = 9608:
#
#
# (a,b,c,d) = (2403,1,1,0) and D = 9611:
#
#
# (a,b,c,d) = (1,3,9,25) and D = 9612:
#
(-211/263,114/263)
(-254/141,95/141)
(-5198/1737,1835/1737)
(4/3,-1/3)
(1,0)
(416/1077,301/1077)
#
# (a,b,c,d) = (1,0,12,10) and D = 9612:
#
(13617/19667,-7645/19667)
(-19263/4187,24335/4187)
(3/5,7/25)
(4649353/6480457,-24246318/32402285)
(1,0)
(69/91,-139/455)
(1,-6/5)
(-27/23,35/23)
#
# (a,b,c,d) = (89,0,3,0) and D = 9612:
#
(1/29,-90/29)
(3025/55577,7510056/3056735)
(12/73,-485/438)
(12/73,485/438)
(25/113,-132/565)
(219961/14061269,-30437021850/6594735161)
(3025/55577,-7510056/3056735)
(25/113,132/565)
(1/29,90/29)
(219961/14061269,30437021850/6594735161)
#
# (a,b,c,d) = (3,6,9,10) and D = 9612:
#
(-197/136,281/272)
(-3/7,4/7)
(3,-2)
(1,-1/2)
(53/206,151/412)
#
# (a,b,c,d) = (3,6,12,10) and D = 9612:
#
(-1,1)
(-3/19,10/19)
(9/11,-4/11)
(321/7,-290/7)
(35027/36349,-25625/36349)
(37/59,5/59)
#
# (a,b,c,d) = (2403,0,1,0) and D = 9612:
#
(4/73,485/146)
(3025/166731,-22530168/3056735)
(1/87,-270/29)
(25/339,396/565)
(1/87,270/29)
(219961/42183807,-91311065550/6594735161)
(219961/42183807,91311065550/6594735161)
(25/339,-396/565)
(3025/166731,22530168/3056735)
(4/73,-485/146)
#
# (a,b,c,d) = (1,8,8,10) and D = 9612:
#
(-81/47,14/47)
(-121/359,180/359)
(-1597/579,238/579)
(-781/789,245/789)
(1/3,1/3)
(1,0)
#
# (a,b,c,d) = (2404,1,1,0) and D = 9615:
#
#
# (a,b,c,d) = (3,3,10,5) and D = 9615:
#
(2/3,-1/3)
(25153/41181,-19745/41181)
#
# (a,b,c,d) = (2404,0,1,0) and D = 9616:
#
#
# (a,b,c,d) = (301,2,2,0) and D = 9616:
#
#
# (a,b,c,d) = (2405,1,1,0) and D = 9619:
#
#
# (a,b,c,d) = (2405,0,1,0) and D = 9620:
#
(11236/155601,18863239/16493706)
(11236/155601,-18863239/16493706)
#
# (a,b,c,d) = (2406,1,1,0) and D = 9623:
#
#
# (a,b,c,d) = (2406,0,1,0) and D = 9624:
#
#
# (a,b,c,d) = (2,5,12,15) and D = 9624:
#
(-7/10,3/5)
#
# (a,b,c,d) = (2407,1,1,0) and D = 9627:
#
(4/97,867/194)
(4/97,-875/194)
(11236/176833,-46590411/18744298)
(11236/176833,45399395/18744298)
#
# (a,b,c,d) = (3,5,5,8) and D = 9627:
#
(-1710/1817,5059/7268)
(0,1/2)
(16/45,11/30)
(-2,5/4)
(121351/148800,-88441/396800)
#
# (a,b,c,d) = (2407,0,1,0) and D = 9628:
#
#
# (a,b,c,d) = (301,1,2,0) and D = 9628:
#
#
# (a,b,c,d) = (2408,1,1,0) and D = 9631:
#
#
# (a,b,c,d) = (301,0,2,0) and D = 9632:
#
(3969/35501,3600214/2236563)
(18/121,-127/726)
(18/121,127/726)
(3969/35501,-3600214/2236563)
#
# (a,b,c,d) = (4,8,7,7) and D = 9632:
#
(-3/2,1)
(627/752,-223/752)
(-12/17,11/17)
(15/26,1/13)
(2182647/3443098,-10243/1721549)
#
# (a,b,c,d) = (2408,0,1,0) and D = 9632:
#
(3969/71002,7200428/2236563)
(9/121,127/363)
(9/121,-127/363)
(3969/71002,-7200428/2236563)
#
# (a,b,c,d) = (4,2,2,5) and D = 9632:
#
(-13/34,11/17)
(-1,1)
(1086202/1721549,-10243/1721549)
(8/13,1/13)
(1031/1504,-223/752)
#
# (a,b,c,d) = (2409,1,1,0) and D = 9635:
#
#
# (a,b,c,d) = (2409,0,1,0) and D = 9636:
#
#
# (a,b,c,d) = (2410,1,1,0) and D = 9639:
#
(1/358,6773/358)
(169/5580,-403727/72540)
(49/3294,-94237/11529)
(16/225,1201/900)
(169/5580,40153/7254)
(16/225,-253/180)
(1/18,-59/18)
(1/358,-3387/179)
(1/18,29/9)
(49/3294,188131/23058)
#
# (a,b,c,d) = (90,3,3,0) and D = 9639:
#
(169/1860,7273/4030)
(16/75,-169/300)
(49/1098,-10547/3843)
(1/6,1)
(16/75,7/20)
(49/1098,6917/2562)
(1/6,-7/6)
(3/358,-3389/537)
(169/1860,-9167/4836)
(3/358,6769/1074)
#
# (a,b,c,d) = (4,5,9,0) and D = 9639:
#
(16/25,-23/900)
(169/620,9811/18135)
(16/25,-33/100)
(49/366,-1210/1281)
(49/366,20065/23058)
(1/2,2/9)
(169/620,-5581/8060)
(1/2,-1/2)
(9/358,6751/3222)
(9/358,-3398/1611)
#
# (a,b,c,d) = (1,6,9,21) and D = 9639:
#
(-5,1)
(-13/11,4/11)
(-64/83,31/83)
(13/19,3/19)
(1,0)
(1898/113,-2635/791)
#
# (a,b,c,d) = (2410,0,1,0) and D = 9640:
#
#
# (a,b,c,d) = (2411,1,1,0) and D = 9643:
#
#
# (a,b,c,d) = (2411,0,1,0) and D = 9644:
#
#
# (a,b,c,d) = (3,2,8,6) and D = 9644:
#
(35/29,-46/29)
#
# (a,b,c,d) = (2412,1,1,0) and D = 9647:
#
#
# (a,b,c,d) = (4,8,12,9) and D = 9648:
#
(272/355,-101/355)
(-1,1)
#
# (a,b,c,d) = (2412,0,1,0) and D = 9648:
#
#
# (a,b,c,d) = (302,2,2,0) and D = 9648:
#
#
# (a,b,c,d) = (2413,1,1,0) and D = 9651:
#
(16597476/312764377,-234572287555/67063266942)
(16597476/312764377,4389255346321/1274202071898)
#
# (a,b,c,d) = (2,1,10,6) and D = 9652:
#
(2035/2599,109/2599)
(-1/2,1)
(35/59,-31/59)
(947/1516,-327/758)
#
# (a,b,c,d) = (2413,0,1,0) and D = 9652:
#
(1/17,50/17)
(10000/411689,-259544363/41168900)
(1/17,-50/17)
(10000/411689,259544363/41168900)
#
# (a,b,c,d) = (2414,1,1,0) and D = 9655:
#
(169/2486,-62035/32318)
(169/2486,29919/16159)
#
# (a,b,c,d) = (2,0,7,8) and D = 9656:
#
(1519/2516,5879/20128)
(-26/37,131/148)
(-130923/33781,142445/33781)
(29/37,-25/37)
(4160/5293,733/10586)
(882/2071,3113/8284)
(0,1/2)
(1,-1)
(209/41,-227/41)
#
# (a,b,c,d) = (2414,0,1,0) and D = 9656:
#
(16/13377,-1547167/53508)
(4/393,7781/786)
(1/15,31/15)
(841/11439,246775/331731)
(81/2599,-127565/23391)
(4/393,-7781/786)
(1/15,-31/15)
(3844/340305,-198173543/21098910)
(81/2599,127565/23391)
(3844/340305,198173543/21098910)
(16/13377,1547167/53508)
(121/2775,130739/30525)
(25600/866889,-781641787/138702240)
(841/11439,-246775/331731)
(25600/866889,781641787/138702240)
(121/2775,-130739/30525)
#
# (a,b,c,d) = (2415,1,1,0) and D = 9659:
#
#
# (a,b,c,d) = (302,1,2,0) and D = 9660:
#
(25/578,4837/1445)
(1/8,-21/16)
(25/578,-19473/5780)
(49/422,2183/1477)
(72/206089,-93558493/2473068)
(1/8,5/4)
(72/206089,93558061/2473068)
(49/422,-9075/5908)
#
# (a,b,c,d) = (2415,0,1,0) and D = 9660:
#
(25/1156,38821/5780)
(36/206089,-93558277/1236534)
(1/16,-41/16)
(1/16,41/16)
(36/206089,93558277/1236534)
(25/1156,-38821/5780)
(49/844,-17807/5908)
(49/844,17807/5908)
#
# (a,b,c,d) = (2416,1,1,0) and D = 9663:
#
(9/124,-395/372)
(9/124,92/93)
#
# (a,b,c,d) = (1,1,12,15) and D = 9663:
#
(-11,9)
(1,0)
(-419134/294263,354789/294263)
(404/299,-315/299)
(31/43,9/43)
#
# (a,b,c,d) = (5,3,8,0) and D = 9664:
#
(1/25,-71/40)
(499849/3132550,3000104747/3543540560)
(1/25,44/25)
(499849/3132550,-2007587933/2214712850)
#
# (a,b,c,d) = (38,2,4,0) and D = 9664:
#
(1/50,-177/50)
(1/50,353/100)
(499849/6265100,7676958489/4429425700)
(499849/6265100,-15707310221/8858851400)
#
# (a,b,c,d) = (2416,0,1,0) and D = 9664:
#
(499849/25060400,-31061227199/4429425700)
(499849/25060400,31061227199/4429425700)
(1/200,707/50)
(1/200,-707/50)
#
# (a,b,c,d) = (302,0,2,0) and D = 9664:
#
(1/100,-707/100)
(1/100,707/100)
(499849/12530200,-31061227199/8858851400)
(499849/12530200,31061227199/8858851400)
#
# (a,b,c,d) = (2417,1,1,0) and D = 9667:
#
(4/113,1131/226)
(4/113,-1139/226)
#
# (a,b,c,d) = (1,4,-2,13) and D = 9667:
#
(287/551,198/551)
(1,0)
(10453/7413,-1480/7413)
(21/173,74/173)
#
# (a,b,c,d) = (4,3,8,-1) and D = 9668:
#
(0,-1)
(657/1348,101/337)
(-545/2812,-1333/703)
#
# (a,b,c,d) = (2417,0,1,0) and D = 9668:
#
#
# (a,b,c,d) = (1,5,8,23) and D = 9671:
#
(1,0)
(101/89,-7/89)
(496/511,9/511)
(641776/549763,-1219309/12644549)
(61/73,7/73)
#
# (a,b,c,d) = (2418,1,1,0) and D = 9671:
#
(1/1460,27893/730)
(1/1460,-55787/1460)
(9/261118,5131943/30129)
(1/974,-15199/487)
(9/261118,-133430545/783354)
(1/974,30397/974)
#
# (a,b,c,d) = (2,8,9,12) and D = 9672:
#
#
# (a,b,c,d) = (2418,0,1,0) and D = 9672:
#
#
# (a,b,c,d) = (2419,1,1,0) and D = 9675:
#
#
# (a,b,c,d) = (1,4,2,17) and D = 9675:
#
(1,0)
(79/103,18/103)
#
# (a,b,c,d) = (2,4,8,13) and D = 9676:
#
(-25250/10803,14359/10803)
(1/3,1/3)
#
# (a,b,c,d) = (2419,0,1,0) and D = 9676:
#
#
# (a,b,c,d) = (2420,1,1,0) and D = 9679:
#
#
# (a,b,c,d) = (1,4,9,26) and D = 9680:
#
(-3/2,1/2)
(1,0)
(-8157/2390,2347/2390)
(29/23,-9/46)
#
# (a,b,c,d) = (2420,0,1,0) and D = 9680:
#
(9/2149,99613/6447)
(1/14,9/7)
(9/2149,-99613/6447)
(1/14,-9/7)
#
# (a,b,c,d) = (303,2,2,0) and D = 9680:
#
(1/7,4/7)
(1/7,-5/7)
(18/2149,-99667/12894)
(18/2149,99559/12894)
#
# (a,b,c,d) = (5,5,9,1) and D = 9680:
#
(0,1)
(31/92,-67/92)
(1/2,-1/2)
(-279/1195,2626/1195)
#
# (a,b,c,d) = (2421,1,1,0) and D = 9683:
#
#
# (a,b,c,d) = (1,4,12,29) and D = 9683:
#
(1,0)
(719/479,-180/479)
#
# (a,b,c,d) = (2421,0,1,0) and D = 9684:
#
(1156/42705,-2870189/483990)
(1156/42705,2870189/483990)
#
# (a,b,c,d) = (90,2,3,0) and D = 9684:
#
(1156/14235,566177/290394)
(1156/14235,-323277/161330)
#
# (a,b,c,d) = (6,3,5,-2) and D = 9687:
#
(-1/2,-7/4)
#
# (a,b,c,d) = (2422,1,1,0) and D = 9687:
#
#
# (a,b,c,d) = (2422,0,1,0) and D = 9688:
#
#
# (a,b,c,d) = (2423,1,1,0) and D = 9691:
#
#
# (a,b,c,d) = (303,1,2,0) and D = 9692:
#
#
# (a,b,c,d) = (2423,0,1,0) and D = 9692:
#
#
# (a,b,c,d) = (2424,1,1,0) and D = 9695:
#
#
# (a,b,c,d) = (4,2,6,-3) and D = 9696:
#
(523/3956,-1223/1978)
(1/2,1)
#
# (a,b,c,d) = (303,0,2,0) and D = 9696:
#
#
# (a,b,c,d) = (4,4,7,6) and D = 9696:
#
(-175/989,1223/1978)
(1,-1)
#
# (a,b,c,d) = (2424,0,1,0) and D = 9696:
#
#
# (a,b,c,d) = (2425,1,1,0) and D = 9699:
#
#
# (a,b,c,d) = (2425,0,1,0) and D = 9700:
#
#
# (a,b,c,d) = (2,4,11,13) and D = 9700:
#
#
# (a,b,c,d) = (2426,1,1,0) and D = 9703:
#
#
# (a,b,c,d) = (2426,0,1,0) and D = 9704:
#
(4/57,-173/114)
(4/57,173/114)
#
# (a,b,c,d) = (1,5,2,14) and D = 9704:
#
(1,0)
(253/538,171/538)
(-159/103,38/103)
(-13535/5984,2831/5984)
#
# (a,b,c,d) = (2427,1,1,0) and D = 9707:
#
#
# (a,b,c,d) = (1,1,11,17) and D = 9708:
#
(1,0)
(229/181,-144/181)
#
# (a,b,c,d) = (2427,0,1,0) and D = 9708:
#
#
# (a,b,c,d) = (90,1,3,0) and D = 9711:
#
(4/51,613/306)
(4/51,-69/34)
#
# (a,b,c,d) = (2428,1,1,0) and D = 9711:
#
(4/153,1847/306)
(4/153,-1855/306)
#
# (a,b,c,d) = (304,2,2,0) and D = 9712:
#
(25/292,-3237/1460)
(25/292,778/365)
#
# (a,b,c,d) = (38,1,4,0) and D = 9712:
#
(25/146,389/365)
(25/146,-3237/2920)
#
# (a,b,c,d) = (2428,0,1,0) and D = 9712:
#
(25/584,6349/1460)
(25/584,-6349/1460)
#
# (a,b,c,d) = (2429,1,1,0) and D = 9715:
#
(4/3241,-26359/926)
(25/2761,-145009/13805)
(25/2761,144884/13805)
(1/59,-451/59)
(1/59,450/59)
(4/3241,184505/6482)
#
# (a,b,c,d) = (1,3,1,18) and D = 9715:
#
(57/37,-35/111)
(1,0)
(13/31,21/62)
(17/19,2/19)
#
# (a,b,c,d) = (2429,0,1,0) and D = 9716:
#
#
# (a,b,c,d) = (2430,1,1,0) and D = 9719:
#
#
# (a,b,c,d) = (5,3,6,-2) and D = 9720:
#
#
# (a,b,c,d) = (2430,0,1,0) and D = 9720:
#
#
# (a,b,c,d) = (90,0,3,0) and D = 9720:
#
#
# (a,b,c,d) = (3,0,9,2) and D = 9720:
#
#
# (a,b,c,d) = (2,0,9,6) and D = 9720:
#
#
# (a,b,c,d) = (2,3,0,9) and D = 9720:
#
#
# (a,b,c,d) = (2,5,11,15) and D = 9723:
#
(1,-1/3)
#
# (a,b,c,d) = (2431,1,1,0) and D = 9723:
#
#
# (a,b,c,d) = (304,1,2,0) and D = 9724:
#
(1/19,3)
(1/19,-115/38)
#
# (a,b,c,d) = (2431,0,1,0) and D = 9724:
#
(1/38,229/38)
(1/38,-229/38)
#
# (a,b,c,d) = (2432,1,1,0) and D = 9727:
#
#
# (a,b,c,d) = (5,2,5,4) and D = 9728:
#
(-1/4,3/4)
(17/37,12/37)
#
# (a,b,c,d) = (39,4,4,0) and D = 9728:
#
#
# (a,b,c,d) = (2432,0,1,0) and D = 9728:
#
#
# (a,b,c,d) = (304,0,2,0) and D = 9728:
#
#
# (a,b,c,d) = (1,5,-1,11) and D = 9728:
#
(43/148,63/148)
(1,0)
#
# (a,b,c,d) = (38,0,4,0) and D = 9728:
#
#
# (a,b,c,d) = (2,2,2,10) and D = 9728:
#
(73/148,53/148)
(-1/2,1/2)
#
# (a,b,c,d) = (2,0,10,4) and D = 9728:
#
(1/2,-1/2)
(29/37,5/74)
#
# (a,b,c,d) = (2433,1,1,0) and D = 9731:
#
#
# (a,b,c,d) = (2433,0,1,0) and D = 9732:
#
(225/4369,235972/65535)
(225/4369,-235972/65535)
#
# (a,b,c,d) = (2434,1,1,0) and D = 9735:
#
#
# (a,b,c,d) = (2434,0,1,0) and D = 9736:
#
#
# (a,b,c,d) = (2435,1,1,0) and D = 9739:
#
#
# (a,b,c,d) = (1,2,6,22) and D = 9740:
#
(1,0)
(293/251,-63/251)
#
# (a,b,c,d) = (2435,0,1,0) and D = 9740:
#
(441/65059,16588088/1366239)
(441/65059,-16588088/1366239)
#
# (a,b,c,d) = (1,3,2,19) and D = 9743:
#
(18/19,1/19)
(-29/101,38/101)
(1,0)
(4976/491,-1311/491)
(-1009/5,266/5)
#
# (a,b,c,d) = (2436,1,1,0) and D = 9743:
#
(976144/19303833,69715985117/19072187004)
(4/89,737/178)
(976144/19303833,-23560138463/6357395668)
(1/3248,6383/112)
(1/3248,-6611/116)
(4/89,-745/178)
#
# (a,b,c,d) = (2436,0,1,0) and D = 9744:
#
#
# (a,b,c,d) = (305,2,2,0) and D = 9744:
#
#
# (a,b,c,d) = (1,3,3,20) and D = 9747:
#
(2,-1/2)
(437/479,201/2395)
(59/109,31/109)
(-108659/66294,670397/1325880)
(-127/33,35/33)
(-7/3,2/3)
(14/9,-31/90)
(-127/1028,1533/4112)
(1091/831,-196/831)
(1/9,13/36)
(358/297,-103/594)
(1/3,1/3)
(-1/2,3/8)
(-11,3)
(-3661/13301,4983/13301)
(1,0)
(-1,2/5)
(-17/23,35/92)
(127/179,196/895)
(-19999/27323,10386/27323)
(-2249053/8374761,62744899/167495220)
(1129/205,-1533/1025)
(49/17,-13/17)
#
# (a,b,c,d) = (2437,1,1,0) and D = 9747:
#
(1/1273,45419/1273)
(1/93,-896/93)
(1/309,5431/309)
(121/2869,-139584/31559)
(25/399,-5107/1995)
(900/19729,2416067/591870)
(1/19,66/19)
(1/57,-428/57)
(11449/441997,-288175080/47293679)
(49/1387,48630/9709)
(16/2793,147541/11172)
(16/19209,2662267/76836)
(4/57,167/114)
(16/19209,-2662331/76836)
(121/2869,138253/31559)
(2809/37947,721625/2011191)
(1/57,427/57)
(900/19729,-2443067/591870)
(1/19,-67/19)
(1/39,-239/39)
(1/309,-5432/309)
(1/93,895/93)
(2809/37947,-870502/2011191)
(49/1387,-48973/9709)
(1/1273,-45420/1273)
(16/2793,-147605/11172)
(11449/441997,286950037/47293679)
(1/39,238/39)
(25/399,4982/1995)
(4/57,-175/114)
#
# (a,b,c,d) = (1,1,13,12) and D = 9747:
#
(-2/33,91/198)
(4231279/4652645,-11969551/55831740)
(5/6,-7/24)
(1,-1/12)
(17/11,-18/11)
(-2/3,5/6)
(1,-1)
(13/3,-14/3)
(29537/36830,-315953/441960)
(2939/3084,-2041/12336)
(-2/5,19/30)
(3793/7185,1984/7185)
(11/15,-7/15)
(1/3,1/3)
(63089/81969,-30385/81969)
(-55/51,62/51)
(-53/277,143/277)
(36203/39903,-8644/39903)
(2203/2685,439/2685)
(-6619/3075,7178/3075)
(1,0)
(53/69,-103/276)
(307/327,28/327)
#
# (a,b,c,d) = (1,15,57,0) and D = 9747:
#
(19/13,-74/247)
(19/31,-147/589)
(34347/23263,-12428596/141881037)
(147/73,-10286/29127)
(1,-5/19)
(19/103,556/1957)
(3,-1/3)
(51300/19729,-13972067/33736590)
(19/31,52/589)
(19/13,-21/247)
(53371/12649,-6983206/12737543)
(363/151,-22636/94677)
(19/103,-651/1957)
(16/49,37/196)
(16/337,-15729/25612)
(25/7,-283/665)
(3/67,2368/3819)
(147/73,-271/1533)
(1,0)
(3/67,-127/201)
(25/7,-18/35)
(34347/23263,-2247281/7467423)
(4,-1/2)
(51300/19729,-9112933/33736590)
(16/49,-1023/3724)
(16/337,811/1348)
(4,-21/38)
(3,-26/57)
(363/151,-1961/4983)
(53371/12649,-7160109/12737543)
#
# (a,b,c,d) = (91,3,3,0) and D = 9747:
#
(147/1387,47258/29127)
(25/133,498/665)
(1/31,-100/31)
(1/103,603/103)
(34347/441997,-293075252/141881037)
(16/6403,-295843/25612)
(4/19,15/38)
(2809/12649,-1790/7367)
(3/1273,45415/3819)
(3/19,62/57)
(1/13,2)
(16/931,-2347/532)
(3/1273,-45424/3819)
(2700/19729,-2551067/1775610)
(1/19,47/19)
(363/2869,132929/94677)
(16/931,16365/3724)
(147/1387,-50345/29127)
(1/103,-604/103)
(1/31,99/31)
(3/19,-71/57)
(2700/19729,2308067/1775610)
(1/19,-48/19)
(1/13,-27/13)
(34347/441997,282049865/141881037)
(363/2869,-144908/94677)
(16/6403,295779/25612)
(2809/12649,14013/670397)
(4/19,-23/38)
(25/133,-89/95)
#
# (a,b,c,d) = (1,7,19,0) and D = 9747:
#
(19/309,-5498/5871)
(1/3,-26/57)
(1/67,-126/67)
(25/21,-172/1995)
(19/93,829/1767)
(19/39,172/741)
(17100/19729,-4225067/11245530)
(53371/37947,-10696384/38212629)
(16/147,397/588)
(49/73,72/511)
(1/3,1/3)
(11449/23263,10847221/47293679)
(49/73,-3769/9709)
(4/3,-37/114)
(17100/19729,634067/11245530)
(4/3,-1/6)
(19/39,-305/741)
(1,-7/19)
(1,0)
(16/1011,7363/4044)
(16/1011,-140345/76836)
(16/147,-7991/11172)
(19/93,-962/1767)
(1/67,2387/1273)
(25/21,-37/105)
(121/151,2653/31559)
(11449/23263,-1022238/2489141)
(53371/37947,-9104257/38212629)
(19/309,5365/5871)
(121/151,-630/1661)
#
# (a,b,c,d) = (2,3,2,10) and D = 9748:
#
#
# (a,b,c,d) = (2437,0,1,0) and D = 9748:
#
#
# (a,b,c,d) = (2,4,1,9) and D = 9748:
#
#
# (a,b,c,d) = (2,6,11,16) and D = 9748:
#
#
# (a,b,c,d) = (2,4,-3,7) and D = 9748:
#
#
# (a,b,c,d) = (3,2,5,7) and D = 9751:
#
(-1,1)
(96/133,-29/133)
(-167/131,160/131)
(-103163/145299,38497/48433)
(157/231,4/77)
(-190417/422037,92354/140679)
(-1092198/318493,1001293/318493)
(5/7,-1/7)
(-156837/557641,331414/557641)
(-4/7,5/7)
(265/347,-146/347)
#
# (a,b,c,d) = (8,5,7,0) and D = 9751:
#
(1/70,-776/245)
(1/2,0)
(1/70,221/70)
(7/3250,-92648/11375)
(16/31,-229/868)
(1/2,-5/14)
(2023/4888,154741/581672)
(25/908,2574/1135)
(2023/4888,-40837/72709)
(25/908,-72697/31780)
(16/31,-13/124)
(7/3250,185261/22750)
#
# (a,b,c,d) = (1,6,-5,7) and D = 9751:
#
(-1579/2429,741/2429)
(-2/7,3/7)
(23318/20757,-1099/20757)
(10/7,-1/7)
(-1/33,17/33)
(448509/557641,77353/557641)
(-51/133,52/133)
(1607/917,-195/917)
(1,0)
(1443405/318493,-207974/318493)
(7825/8613,3187/60291)
#
# (a,b,c,d) = (2438,1,1,0) and D = 9751:
#
(25/6356,506629/31780)
(25/6356,-253377/15890)
(1/3250,92639/1625)
(1/490,5423/245)
(1/14,17/14)
(16/217,451/868)
(1/3250,-185279/3250)
(289/4888,-243175/83096)
(289/4888,119131/41548)
(1/14,-9/7)
(16/217,-515/868)
(1/490,-10847/490)
#
# (a,b,c,d) = (1,3,4,21) and D = 9751:
#
(-2143/917,633/917)
(-13/7,4/7)
(2969/2429,-465/2429)
(20/19,-1/19)
(-134381/140679,170699/422037)
(-282346/45499,79883/45499)
(65/77,31/231)
(-66211/48433,67756/145299)
(-55861/79663,30617/79663)
(-8/7,3/7)
(1,0)
#
# (a,b,c,d) = (2438,0,1,0) and D = 9752:
#
#
# (a,b,c,d) = (2439,1,1,0) and D = 9755:
#
#
# (a,b,c,d) = (2439,0,1,0) and D = 9756:
#
(9/238,3421/714)
(9/238,-3421/714)
#
# (a,b,c,d) = (305,1,2,0) and D = 9756:
#
(9/119,1697/714)
(9/119,-862/357)
#
# (a,b,c,d) = (2440,1,1,0) and D = 9759:
#
(81/3496,-25489/3933)
(81/3496,203183/31464)
#
# (a,b,c,d) = (1,8,6,8) and D = 9760:
#
(-37/101,207/404)
(3/5,1/5)
(-7104/1477,1957/2954)
(13/3,-7/12)
(553/1490,2029/5960)
(0,1/2)
(1,0)
#
# (a,b,c,d) = (2440,0,1,0) and D = 9760:
#
(1/34,96/17)
(1/86,-398/43)
(1/86,398/43)
(1/241,-3741/241)
(158404/3523721,-5835626149/1402440958)
(158404/3523721,5835626149/1402440958)
(1/241,3741/241)
(1/34,-96/17)
(1024/13889,243553/444448)
(1024/13889,-243553/444448)
#
# (a,b,c,d) = (1,0,13,6) and D = 9760:
#
(1,-13/6)
(7/10,-3/10)
(1291/1490,-553/2980)
(1/2,-1/2)
(85/101,37/202)
(-1595/1477,3552/1477)
(1,0)
#
# (a,b,c,d) = (305,0,2,0) and D = 9760:
#
(2/241,3741/482)
(1/17,48/17)
(316808/3523721,5835626149/2804881916)
(1/43,199/43)
(1/43,-199/43)
(1/17,-48/17)
(316808/3523721,-5835626149/2804881916)
(2/241,-3741/482)
(2048/13889,243553/888896)
(2048/13889,-243553/888896)
#
# (a,b,c,d) = (2441,1,1,0) and D = 9763:
#
#
# (a,b,c,d) = (2441,0,1,0) and D = 9764:
#
#
# (a,b,c,d) = (2442,1,1,0) and D = 9767:
#
#
# (a,b,c,d) = (2442,0,1,0) and D = 9768:
#
#
# (a,b,c,d) = (2443,1,1,0) and D = 9771:
#
#
# (a,b,c,d) = (4,6,7,7) and D = 9772:
#
(11/14,-5/14)
(53/6,-43/6)
(-3/8,5/8)
#
# (a,b,c,d) = (2443,0,1,0) and D = 9772:
#
#
# (a,b,c,d) = (20,3,5,0) and D = 9775:
#
(4/37,97/74)
(4/37,-509/370)
#
# (a,b,c,d) = (2444,1,1,0) and D = 9775:
#
(4/185,-2489/370)
(4/185,2481/370)
#
# (a,b,c,d) = (5,7,11,5) and D = 9776:
#
(12/19,-13/19)
#
# (a,b,c,d) = (2444,0,1,0) and D = 9776:
#
#
# (a,b,c,d) = (306,2,2,0) and D = 9776:
#
#
# (a,b,c,d) = (1,3,5,22) and D = 9779:
#
(1,0)
(-71/19,21/19)
(-131/133,111/266)
(21/19,-2/19)
(-137/208,161/416)
#
# (a,b,c,d) = (2445,1,1,0) and D = 9779:
#
(529/9557,-720919/219811)
(529/9557,708752/219811)
(3721/343995,13422062/1398913)
(3721/343995,-201557911/20983695)
(1/15,-31/15)
(1/15,2)
#
# (a,b,c,d) = (2445,0,1,0) and D = 9780:
#
#
# (a,b,c,d) = (1,8,7,9) and D = 9783:
#
(1,0)
(-269/763,387/763)
(-3676/1505,549/1505)
#
# (a,b,c,d) = (2446,1,1,0) and D = 9783:
#
(9/214,1409/321)
(9/214,-2845/642)
#
# (a,b,c,d) = (2446,0,1,0) and D = 9784:
#
#
# (a,b,c,d) = (2447,1,1,0) and D = 9787:
#
#
# (a,b,c,d) = (2447,0,1,0) and D = 9788:
#
(1/26,-123/26)
(1/26,123/26)
(1681/26832,-2773871/1100112)
(1681/26832,2773871/1100112)
#
# (a,b,c,d) = (306,1,2,0) and D = 9788:
#
(1/13,61/26)
(1/13,-31/13)
(1681/13416,450825/366704)
(1681/13416,-355349/275028)
#
# (a,b,c,d) = (2448,1,1,0) and D = 9791:
#
#
# (a,b,c,d) = (12,4,6,0) and D = 9792:
#
(2/11,19/22)
(2/11,-65/66)
(29768/67859,-297883/16557596)
(29768/67859,-13633135/49672788)
#
# (a,b,c,d) = (2448,0,1,0) and D = 9792:
#
(1/33,61/11)
(14884/203577,-6369743/8278798)
(1/33,-61/11)
(14884/203577,6369743/8278798)
#
# (a,b,c,d) = (91,2,3,0) and D = 9792:
#
(1/11,20/11)
(14884/67859,1517965/8278798)
(1/11,-62/33)
(14884/67859,-8185591/24836394)
#
# (a,b,c,d) = (306,0,2,0) and D = 9792:
#
(29768/203577,-6369743/16557596)
(29768/203577,6369743/16557596)
(2/33,61/22)
(2/33,-61/22)
#
# (a,b,c,d) = (2449,1,1,0) and D = 9795:
#
#
# (a,b,c,d) = (2449,0,1,0) and D = 9796:
#
#
# (a,b,c,d) = (2450,1,1,0) and D = 9799:
#
(121/3710,-6195/1166)
(1/20,37/10)
(49/3152,87987/11032)
(1/20,-15/4)
(205209/3367174,2038739197/762664911)
(9/124,167/186)
(841/28598,-4695311/829342)
(49/3152,-176317/22064)
(205209/3367174,-4170438071/1525329822)
(121/3710,107747/20405)
(9/124,-361/372)
(841/28598,2335461/414671)
#
# (a,b,c,d) = (3,2,9,5) and D = 9799:
#
(1/3,2/5)
(389189/555175,-70208/555175)
(352/603,-131/201)
(-24119863/545105,42593123/545105)
(11/17,2/17)
(-13/5,23/5)
(-13/19,25/19)
(123302/206965,-104669/206965)
(208127/2202309,1948729/3670515)
(2/3,-1)
(285432454/406157623,-33368507/406157623)
#
# (a,b,c,d) = (2,6,1,7) and D = 9800:
#
#
# (a,b,c,d) = (2450,0,1,0) and D = 9800:
#
#
# (a,b,c,d) = (2451,1,1,0) and D = 9803:
#
#
# (a,b,c,d) = (2451,0,1,0) and D = 9804:
#
#
# (a,b,c,d) = (2,4,4,11) and D = 9804:
#
#
# (a,b,c,d) = (2452,1,1,0) and D = 9807:
#
#
# (a,b,c,d) = (307,2,2,0) and D = 9808:
#
(25/367,4662/1835)
(25/367,-4787/1835)
#
# (a,b,c,d) = (2452,0,1,0) and D = 9808:
#
(25/734,-9449/1835)
(25/734,9449/1835)
#
# (a,b,c,d) = (2453,1,1,0) and D = 9811:
#
(4/65,339/130)
(4/65,-347/130)
#
# (a,b,c,d) = (3,2,4,7) and D = 9811:
#
(40759/151788,160795/354172)
(-217131/302404,226789/302404)
(5/6,-1/2)
(316227/338494,-218117/338494)
(19/136,67/136)
#
# (a,b,c,d) = (2453,0,1,0) and D = 9812:
#
#
# (a,b,c,d) = (2454,1,1,0) and D = 9815:
#
#
# (a,b,c,d) = (2454,0,1,0) and D = 9816:
#
#
# (a,b,c,d) = (91,1,3,0) and D = 9819:
#
(3025/22477,1688769/1236235)
(1/7,-4/3)
(3025/22477,-57502/40755)
(1/7,9/7)
#
# (a,b,c,d) = (2455,1,1,0) and D = 9819:
#
(3025/67431,15365296/3708705)
(1/21,-83/21)
(1/21,82/21)
(3025/67431,-15531671/3708705)
#
# (a,b,c,d) = (307,1,2,0) and D = 9820:
#
(1/7,4/7)
(1/7,-9/14)
#
# (a,b,c,d) = (2455,0,1,0) and D = 9820:
#
(1/14,17/14)
(1/14,-17/14)
#
# (a,b,c,d) = (1,4,5,21) and D = 9823:
#
(4331903/15104099,4903326/15104099)
(503/515,9/515)
(-4,1)
(1,0)
(-5059/5983,2257/5983)
(-26/29,11/29)
#
# (a,b,c,d) = (2456,1,1,0) and D = 9823:
#
(1/16,5/2)
(1/16,-41/16)
#
# (a,b,c,d) = (307,0,2,0) and D = 9824:
#
#
# (a,b,c,d) = (2456,0,1,0) and D = 9824:
#
#
# (a,b,c,d) = (2457,1,1,0) and D = 9827:
#
#
# (a,b,c,d) = (91,0,3,0) and D = 9828:
#
(27/337,6040/3033)
(27/337,-6040/3033)
#
# (a,b,c,d) = (2457,0,1,0) and D = 9828:
#
(9/337,6040/1011)
(9/337,-6040/1011)
#
# (a,b,c,d) = (1,3,12,26) and D = 9828:
#
(1,0)
(25/16,-9/16)
#
# (a,b,c,d) = (3,3,10,1) and D = 9831:
#
(0,1)
(11/43,-34/43)
(-1/3,10/3)
(2014/4343,1375/4343)
(56/109,29/109)
(19/27,-1/27)
(35/51,1/51)
#
# (a,b,c,d) = (2458,1,1,0) and D = 9831:
#
(1521/23050,-963293/449475)
(1/22,-91/22)
(7056/13419505,-49159480553/1127238420)
(121/2242,41247/12331)
(25/616,6957/1540)
(64/3073,-168705/24584)
(74529/1019008,191478925/278189184)
(121/2242,-83825/24662)
(25/616,-14039/3080)
(1/190,-2619/190)
(32761/666820,227690973/60347210)
(64/3073,168193/24584)
(1/190,1309/95)
(441/6364,-110659/66822)
(1521/23050,1867267/898950)
(7056/13419505,49158887849/1127238420)
(1/22,45/11)
(441/6364,212057/133644)
(74529/1019008,-105912671/139094592)
(32761/666820,-461311687/120694420)
#
# (a,b,c,d) = (2458,0,1,0) and D = 9832:
#
(144/2881,128737/34572)
(144/2881,-128737/34572)
(1444/97897,30509451/3720086)
(1444/97897,-30509451/3720086)
#
# (a,b,c,d) = (5,7,10,6) and D = 9832:
#
(-7/16,13/16)
(7/10,-1/2)
(121841/194740,-4063/38948)
(-37/14,47/14)
#
# (a,b,c,d) = (2459,1,1,0) and D = 9835:
#
#
# (a,b,c,d) = (3,5,3,7) and D = 9836:
#
(346/327,-149/327)
(4/9,1/3)
(2/3,1/21)
(1899704/840123,-340825/280041)
#
# (a,b,c,d) = (2459,0,1,0) and D = 9836:
#
(4/825,-23693/1650)
(4/825,23693/1650)
#
# (a,b,c,d) = (2460,1,1,0) and D = 9839:
#
#
# (a,b,c,d) = (39,3,4,0) and D = 9840:
#
#
# (a,b,c,d) = (308,2,2,0) and D = 9840:
#
#
# (a,b,c,d) = (2460,0,1,0) and D = 9840:
#
#
# (a,b,c,d) = (1,2,12,21) and D = 9843:
#
(1,0)
(559/367,-288/367)
#
# (a,b,c,d) = (2461,1,1,0) and D = 9843:
#
#
# (a,b,c,d) = (1,4,1,16) and D = 9844:
#
(1,0)
(92/131,117/524)
#
# (a,b,c,d) = (2461,0,1,0) and D = 9844:
#
#
# (a,b,c,d) = (2462,1,1,0) and D = 9847:
#
#
# (a,b,c,d) = (2462,0,1,0) and D = 9848:
#
#
# (a,b,c,d) = (1,3,11,26) and D = 9851:
#
(6551/6766,397/13532)
(-1,1/2)
(425/37,-163/37)
(25/17,-8/17)
(429889/12019,-329841/24038)
(1,0)
(-19/17,9/17)
#
# (a,b,c,d) = (2463,1,1,0) and D = 9851:
#
(1/17,-50/17)
(64/3113,171563/24904)
(1/10439,-1066568/10439)
(1/10439,1066567/10439)
(64/3113,-172075/24904)
(1/17,49/17)
(9/145,1106/435)
(9/145,-1133/435)
#
# (a,b,c,d) = (2463,0,1,0) and D = 9852:
#
(25/1864,80237/9320)
(25/1864,-80237/9320)
#
# (a,b,c,d) = (308,1,2,0) and D = 9852:
#
(25/932,5007/1165)
(25/932,-40181/9320)
#
# (a,b,c,d) = (2464,1,1,0) and D = 9855:
#
(1/364,248/13)
(1/364,-6945/364)
#
# (a,b,c,d) = (1,3,6,23) and D = 9855:
#
(22/19,-3/19)
(1,0)
(2074795/2600587,400791/2600587)
#
# (a,b,c,d) = (92,3,3,0) and D = 9855:
#
(3/364,1735/273)
(3/364,-6949/1092)
#
# (a,b,c,d) = (308,0,2,0) and D = 9856:
#
#
# (a,b,c,d) = (2464,0,1,0) and D = 9856:
#
#
# (a,b,c,d) = (1,6,4,13) and D = 9859:
#
(-6925/1484,1227/1484)
(-2/7,3/7)
(5/21,8/21)
(-58602/38773,13129/38773)
(7/4,-1/4)
(1,0)
(-404413/532952,190171/532952)
#
# (a,b,c,d) = (2465,1,1,0) and D = 9859:
#
(1/175,2314/175)
(1/175,-463/35)
(1/23,-99/23)
(361/5251,-173222/99769)
(1/23,98/23)
(361/5251,166363/99769)
#
# (a,b,c,d) = (2465,0,1,0) and D = 9860:
#
#
# (a,b,c,d) = (2466,1,1,0) and D = 9863:
#
#
# (a,b,c,d) = (3,5,12,7) and D = 9863:
#
(1/3,1/3)
#
# (a,b,c,d) = (2466,0,1,0) and D = 9864:
#
(16/265,2917/1060)
(16/265,-2917/1060)
#
# (a,b,c,d) = (1,4,-1,14) and D = 9864:
#
(6815/1467,-19673/20538)
(1,0)
(157/271,171/542)
#
# (a,b,c,d) = (2467,1,1,0) and D = 9867:
#
#
# (a,b,c,d) = (2467,0,1,0) and D = 9868:
#
#
# (a,b,c,d) = (5,2,8,2) and D = 9868:
#
(-1/31,26/31)
#
# (a,b,c,d) = (2468,1,1,0) and D = 9871:
#
#
# (a,b,c,d) = (2,3,4,11) and D = 9872:
#
(37/46,-1/46)
(46/139,53/139)
(47527/85376,11759/42688)
(-295/634,157/317)
(2,-1)
(-6023/6950,2021/3475)
(-1/2,1/2)
(57/46,-25/46)
(-19308126/102435077,47956795/102435077)
(555/698,-1/349)
(-1128/101,583/101)
(-19/8,5/4)
(3/10,43/110)
(214198/178997,-91781/178997)
#
# (a,b,c,d) = (309,2,2,0) and D = 9872:
#
(1682/28773,4679089/1668834)
(1/9,-5/3)
(1/20049,669118/6683)
(2/69,-191/46)
(2/69,569/138)
(49/11433,-2798/259)
(25/453,-6701/2265)
(9/293,-3544/879)
(49/11433,864239/80031)
(13689/99653,-10757536/11659401)
(25/453,2192/755)
(128/921,3521/4912)
(9/293,3517/879)
(128/921,-12611/14736)
(18/157,1385/942)
(1/9,14/9)
(1/20049,-2007355/20049)
(13689/99653,9155923/11659401)
(18/157,-1493/942)
(1682/28773,-1592215/556278)
#
# (a,b,c,d) = (1,5,1,13) and D = 9872:
#
(113/278,99/278)
(49/16,-9/16)
(18149/13900,-1981/13900)
(-37657/27538,122417/357994)
(-33/23,8/23)
(23027/170752,71045/170752)
(2877/202,-545/202)
(-5/2,1/2)
(1237/1268,19/1268)
(24/55,19/55)
(1,0)
(163178511/204870154,28648669/204870154)
(-10/23,9/23)
(-561/1396,553/1396)
#
# (a,b,c,d) = (2468,0,1,0) and D = 9872:
#
(64/921,11587/7368)
(9/157,-1439/471)
(25/906,13277/2265)
(49/22866,1728821/80031)
(9/157,1439/471)
(49/22866,-1728821/80031)
(1/69,-571/69)
(1/69,571/69)
(64/921,-11587/7368)
(1/18,-29/9)
(1/40098,-4014709/20049)
(1/40098,4014709/20049)
(13689/199306,19913459/11659401)
(841/28773,-4727867/834417)
(841/28773,4727867/834417)
(9/586,7061/879)
(13689/199306,-19913459/11659401)
(9/586,-7061/879)
(25/906,-13277/2265)
(1/18,29/9)
#
# (a,b,c,d) = (21,5,5,0) and D = 9875:
#
#
# (a,b,c,d) = (2469,1,1,0) and D = 9875:
#
#
# (a,b,c,d) = (2469,0,1,0) and D = 9876:
#
#
# (a,b,c,d) = (2470,1,1,0) and D = 9879:
#
#
# (a,b,c,d) = (2470,0,1,0) and D = 9880:
#
#
# (a,b,c,d) = (2471,1,1,0) and D = 9883:
#
#
# (a,b,c,d) = (309,1,2,0) and D = 9884:
#
(9/65,301/390)
(9/65,-164/195)
#
# (a,b,c,d) = (2471,0,1,0) and D = 9884:
#
(9/130,629/390)
(9/130,-629/390)
#
# (a,b,c,d) = (2472,1,1,0) and D = 9887:
#
(4/177,2317/354)
(121/2852,136517/31372)
(1/14,-17/14)
(121/2852,-34462/7843)
(4/177,-775/118)
(121/35028,-6556091/385308)
(121/35028,546230/32109)
(1/14,8/7)
#
# (a,b,c,d) = (1,3,14,25) and D = 9887:
#
(-2,1)
(-1/17,6/17)
(7279/5893,-2717/5893)
(-13,157/25)
(1,0)
(24/13,-11/13)
#
# (a,b,c,d) = (1,5,0,12) and D = 9888:
#
(19/3,-7/6)
(1,0)
(199/574,225/574)
#
# (a,b,c,d) = (5,1,5,-3) and D = 9888:
#
(649/1148,-251/1148)
(2,13/3)
(1/2,1/2)
#
# (a,b,c,d) = (309,0,2,0) and D = 9888:
#
(1/23,-77/23)
(1/23,77/23)
#
# (a,b,c,d) = (2472,0,1,0) and D = 9888:
#
(1/46,154/23)
(1/46,-154/23)
#
# (a,b,c,d) = (2,5,7,13) and D = 9891:
#
(1015/1004,-129/502)
(-8617097/13488818,3366771/6744409)
(1/3,1/3)
#
# (a,b,c,d) = (2473,1,1,0) and D = 9891:
#
(1/37,-220/37)
(1/37,219/37)
#
# (a,b,c,d) = (2473,0,1,0) and D = 9892:
#
#
# (a,b,c,d) = (2474,1,1,0) and D = 9895:
#
#
# (a,b,c,d) = (2474,0,1,0) and D = 9896:
#
(1/35,201/35)
(1/35,-201/35)
(17956/243705,-12302029/32656470)
(17956/243705,12302029/32656470)
#
# (a,b,c,d) = (2,1,4,10) and D = 9896:
#
(297/421,85/421)
(-1/4,1/2)
(-101/17,69/17)
(383/1016,997/2540)
#
# (a,b,c,d) = (1,4,8,25) and D = 9899:
#
(1,0)
(611/515,-72/515)
#
# (a,b,c,d) = (2475,1,1,0) and D = 9899:
#
#
# (a,b,c,d) = (1,4,15,0) and D = 9900:
#
(16/103,261/412)
(1,0)
(1,-4/15)
(16/103,-4171/6180)
#
# (a,b,c,d) = (4,14,15,0) and D = 9900:
#
(1,-1/3)
(1,-3/5)
(16/103,719/1236)
(16/103,-1497/2060)
#
# (a,b,c,d) = (2475,0,1,0) and D = 9900:
#
(1/15,-2)
(1/15,2)
(16/1545,-4043/412)
(16/1545,4043/412)
#
# (a,b,c,d) = (92,2,3,0) and D = 9900:
#
(1/5,-11/15)
(16/515,6717/2060)
(1/5,3/5)
(16/515,-20279/6180)
#
# (a,b,c,d) = (20,2,5,0) and D = 9900:
#
(16/309,2413/1236)
(1/3,-7/15)
(1/3,1/3)
(16/309,-12193/6180)
#
# (a,b,c,d) = (2476,1,1,0) and D = 9903:
#
#
# (a,b,c,d) = (310,2,2,0) and D = 9904:
#
#
# (a,b,c,d) = (1,7,7,13) and D = 9904:
#
(1,0)
(2/149,63/149)
#
# (a,b,c,d) = (2476,0,1,0) and D = 9904:
#
#
# (a,b,c,d) = (2477,1,1,0) and D = 9907:
#
#
# (a,b,c,d) = (6,1,7,-1) and D = 9907:
#
(0,-1)
#
# (a,b,c,d) = (2477,0,1,0) and D = 9908:
#
#
# (a,b,c,d) = (2478,1,1,0) and D = 9911:
#
#
# (a,b,c,d) = (2478,0,1,0) and D = 9912:
#
#
# (a,b,c,d) = (1,4,0,15) and D = 9915:
#
(548/5,-117/5)
(1,0)
(341/533,144/533)
(-9197/14152,5031/14152)
#
# (a,b,c,d) = (2479,1,1,0) and D = 9915:
#
(9/259,-107/21)
(9/259,3932/777)
#
# (a,b,c,d) = (2479,0,1,0) and D = 9916:
#
#
# (a,b,c,d) = (310,1,2,0) and D = 9916:
#
#
# (a,b,c,d) = (2480,1,1,0) and D = 9919:
#
#
# (a,b,c,d) = (2480,0,1,0) and D = 9920:
#
#
# (a,b,c,d) = (39,2,4,0) and D = 9920:
#
#
# (a,b,c,d) = (4,0,8,2) and D = 9920:
#
#
# (a,b,c,d) = (310,0,2,0) and D = 9920:
#
#
# (a,b,c,d) = (2481,1,1,0) and D = 9923:
#
#
# (a,b,c,d) = (2481,0,1,0) and D = 9924:
#
#
# (a,b,c,d) = (2482,1,1,0) and D = 9927:
#
(1/24,-107/24)
(1/24,53/12)
#
# (a,b,c,d) = (92,1,3,0) and D = 9927:
#
(1/8,35/24)
(1/8,-3/2)
#
# (a,b,c,d) = (6,8,11,4) and D = 9928:
#
(-1/3,1)
(87/107,-175/107)
#
# (a,b,c,d) = (2482,0,1,0) and D = 9928:
#
(4/89,739/178)
(4/89,-739/178)
#
# (a,b,c,d) = (2483,1,1,0) and D = 9931:
#
#
# (a,b,c,d) = (2483,0,1,0) and D = 9932:
#
(1024/22673,-2998215/725536)
(1024/22673,2998215/725536)
#
# (a,b,c,d) = (3,7,7,9) and D = 9932:
#
(-10/11,61/99)
(2,-1)
#
# (a,b,c,d) = (2484,1,1,0) and D = 9935:
#
(169/4044,-77931/17524)
(169/4044,57899/13143)
#
# (a,b,c,d) = (2484,0,1,0) and D = 9936:
#
(1/94,-455/47)
(1/94,455/47)
#
# (a,b,c,d) = (13,6,6,0) and D = 9936:
#
(3/47,-232/141)
(3/47,223/141)
#
# (a,b,c,d) = (2,3,12,8) and D = 9936:
#
(3/5,1/5)
(0,1/2)
#
# (a,b,c,d) = (92,0,3,0) and D = 9936:
#
(3/94,-455/141)
(3/94,455/141)
#
# (a,b,c,d) = (1,6,6,16) and D = 9936:
#
(1,0)
(2/5,3/10)
#
# (a,b,c,d) = (311,2,2,0) and D = 9936:
#
(1/47,-228/47)
(1/47,227/47)
#
# (a,b,c,d) = (2485,1,1,0) and D = 9939:
#
(36/3241,184087/19446)
(36/3241,-26329/2778)
#
# (a,b,c,d) = (2485,0,1,0) and D = 9940:
#
(1/29,-148/29)
(1/29,148/29)
(961/100909,-32020512/3128179)
(961/100909,32020512/3128179)
#
# (a,b,c,d) = (2,1,10,-3) and D = 9940:
#
(10/13,1/13)
(1/4,-1/2)
(-10/53,-157/159)
(-14354/1675,-50009/1675)
#
# (a,b,c,d) = (2486,1,1,0) and D = 9943:
#
#
# (a,b,c,d) = (2486,0,1,0) and D = 9944:
#
#
# (a,b,c,d) = (9,7,7,0) and D = 9947:
#
#
# (a,b,c,d) = (2487,1,1,0) and D = 9947:
#
#
# (a,b,c,d) = (2487,0,1,0) and D = 9948:
#
#
# (a,b,c,d) = (311,1,2,0) and D = 9948:
#
#
# (a,b,c,d) = (2488,1,1,0) and D = 9951:
#
#
# (a,b,c,d) = (311,0,2,0) and D = 9952:
#
(1/7,4/7)
(1/7,-4/7)
(128/19817,2789579/317072)
(128/19817,-2789579/317072)
#
# (a,b,c,d) = (4,8,11,9) and D = 9952:
#
#
# (a,b,c,d) = (4,2,6,5) and D = 9952:
#
#
# (a,b,c,d) = (2488,0,1,0) and D = 9952:
#
(64/19817,-2789579/158536)
(1/14,-8/7)
(64/19817,2789579/158536)
(1/14,8/7)
#
# (a,b,c,d) = (2489,1,1,0) and D = 9955:
#
#
# (a,b,c,d) = (2489,0,1,0) and D = 9956:
#
#
# (a,b,c,d) = (2490,1,1,0) and D = 9959:
#
#
# (a,b,c,d) = (2490,0,1,0) and D = 9960:
#
#
# (a,b,c,d) = (93,3,3,0) and D = 9963:
#
(48/433,8137/5196)
(48/433,-8713/5196)
#
# (a,b,c,d) = (1,6,0,9) and D = 9963:
#
(1,0)
(1/25,12/25)
#
# (a,b,c,d) = (2491,1,1,0) and D = 9963:
#
(16/433,8393/1732)
(16/433,-8457/1732)
#
# (a,b,c,d) = (1,5,6,20) and D = 9964:
#
(83/104,63/520)
(1,0)
#
# (a,b,c,d) = (2491,0,1,0) and D = 9964:
#
#
# (a,b,c,d) = (2,7,11,16) and D = 9967:
#
(16316/39955,20483/79910)
(-17/5,107/80)
(-5/2,1)
(3/2,-1/2)
#
# (a,b,c,d) = (2492,1,1,0) and D = 9967:
#
(9/27202,2243210/40803)
(1/28,-5)
(1/28,139/28)
(8649/130312,24107383/12119016)
(8649/130312,-889705/432822)
(9/27202,-640921/11658)
#
# (a,b,c,d) = (312,2,2,0) and D = 9968:
#
(841/5856,25309/56608)
(1/16,43/16)
(1/16,-11/4)
(841/5856,-25079/42456)
#
# (a,b,c,d) = (2492,0,1,0) and D = 9968:
#
(841/11712,-176243/169824)
(841/11712,176243/169824)
(1/32,-87/16)
(1/32,87/16)
#
# (a,b,c,d) = (39,1,4,0) and D = 9968:
#
(1/8,-11/8)
(1/8,43/32)
(841/2928,-25079/84912)
(841/2928,25309/113216)
#
# (a,b,c,d) = (1,2,14,17) and D = 9971:
#
(451/223,-342/223)
(1,0)
#
# (a,b,c,d) = (2493,1,1,0) and D = 9971:
#
(12996/214345,65412847/24435330)
(12996/214345,-66894391/24435330)
#
# (a,b,c,d) = (2493,0,1,0) and D = 9972:
#
#
# (a,b,c,d) = (2,5,2,9) and D = 9972:
#
#
# (a,b,c,d) = (2494,1,1,0) and D = 9975:
#
#
# (a,b,c,d) = (20,1,5,0) and D = 9975:
#
#
# (a,b,c,d) = (2494,0,1,0) and D = 9976:
#
#
# (a,b,c,d) = (2495,1,1,0) and D = 9979:
#
#
# (a,b,c,d) = (312,1,2,0) and D = 9980:
#
#
# (a,b,c,d) = (2495,0,1,0) and D = 9980:
#
#
# (a,b,c,d) = (2496,1,1,0) and D = 9983:
#
#
# (a,b,c,d) = (6,6,8,0) and D = 9984:
#
(72/3337,-193411/80088)
(1/5,7/10)
(10609/30140,4927303/12417680)
(25/188,-953/940)
(1/11,-53/44)
(961/1640,-14419/50840)
(961/1640,-31697/203360)
(49/7025,832177/196700)
(1/5,-17/20)
(18/43,-307/516)
(1/11,25/22)
(10609/30140,-2051371/3104420)
(49/7025,-416603/98350)
(1/2,1/8)
(162/295,37/10620)
(18/43,145/516)
(1/2,-1/2)
(72/3337,192115/80088)
(25/188,3437/3760)
(162/295,-4411/10620)
#
# (a,b,c,d) = (2496,0,1,0) and D = 9984:
#
(1/40,31/5)
(25/1504,7249/940)
(49/56200,1665383/49175)
(961/13120,25979/50840)
(9/172,452/129)
(1/16,5/2)
(1/88,-103/11)
(1/88,103/11)
(81/1180,-4448/2655)
(25/1504,-7249/940)
(9/3337,192763/10011)
(49/56200,-1665383/49175)
(1/16,-5/2)
(1/40,-31/5)
(10609/241120,13132787/3104420)
(961/13120,-25979/50840)
(81/1180,4448/2655)
(9/172,-452/129)
(9/3337,-192763/10011)
(10609/241120,-13132787/3104420)
#
# (a,b,c,d) = (5,2,8,0) and D = 9984:
#
(1/11,51/44)
(25/188,-3687/3760)
(1/5,3/4)
(72/3337,192547/80088)
(162/295,-2953/10620)
(1/2,-3/8)
(10609/30140,602003/1241768)
(162/295,299/2124)
(25/188,1781/1880)
(1/2,1/4)
(961/1640,-5577/40672)
(49/7025,41626/9835)
(1/11,-13/11)
(10609/30140,-7112757/12417680)
(1/5,-4/5)
(18/43,-253/516)
(72/3337,-192979/80088)
(18/43,199/516)
(49/7025,-832863/196700)
(961/1640,-953/101680)
#
# (a,b,c,d) = (1,5,16,0) and D = 9984:
#
(2/5,-9/20)
(144/3337,191683/160176)
(961/820,-87467/406720)
(2/11,49/88)
(144/3337,-193843/160176)
(98/7025,415917/196700)
(36/43,-361/1032)
(10609/15070,239661/1552210)
(98/7025,-833549/393400)
(25/94,207/470)
(10609/15070,-9298211/24835360)
(2/5,13/40)
(25/94,-3937/7520)
(36/43,91/1032)
(961/820,-3843/25420)
(1,0)
(1,-5/16)
(2/11,-27/44)
(324/295,-5869/21240)
(324/295,-1421/21240)
#
# (a,b,c,d) = (39,0,4,0) and D = 9984:
#
(9/43,113/129)
(36/3337,192763/40044)
(81/295,-1112/2655)
(1/10,31/20)
(961/3280,-25979/203360)
(1/22,103/44)
(10609/60280,13132787/12417680)
(1/4,5/8)
(1/4,-5/8)
(9/43,-113/129)
(10609/60280,-13132787/12417680)
(1/22,-103/44)
(81/295,1112/2655)
(49/14050,1665383/196700)
(1/10,-31/20)
(36/3337,-192763/40044)
(961/3280,25979/203360)
(49/14050,-1665383/196700)
(25/376,7249/3760)
(25/376,-7249/3760)
#
# (a,b,c,d) = (312,0,2,0) and D = 9984:
#
(961/6560,25979/101680)
(961/6560,-25979/101680)
(1/44,-103/22)
(1/8,5/4)
(49/28100,1665383/98350)
(18/3337,-192763/20022)
(49/28100,-1665383/98350)
(81/590,2224/2655)
(81/590,-2224/2655)
(18/3337,192763/20022)
(10609/120560,-13132787/6208840)
(1/8,-5/4)
(10609/120560,13132787/6208840)
(1/20,-31/10)
(9/86,226/129)
(1/44,103/22)
(25/752,-7249/1880)
(9/86,-226/129)
(25/752,7249/1880)
(1/20,31/10)
#
# (a,b,c,d) = (40,4,4,0) and D = 9984:
#
(1/22,-26/11)
(36/3337,-192979/40044)
(1/4,-3/4)
(1/22,51/22)
(49/14050,83252/9835)
(25/376,1781/940)
(81/295,299/1062)
(961/3280,-5577/20336)
(1/4,1/2)
(10609/60280,-7112757/6208840)
(9/43,-253/258)
(961/3280,-953/50840)
(49/14050,-832863/98350)
(81/295,-2953/5310)
(1/10,3/2)
(36/3337,192547/40044)
(9/43,199/258)
(1/10,-8/5)
(25/376,-3687/1880)
(10609/60280,602003/620884)
#
# (a,b,c,d) = (2497,1,1,0) and D = 9987:
#
#
# (a,b,c,d) = (2497,0,1,0) and D = 9988:
#
(169/2597,73910/33761)
(169/2597,-73910/33761)
#
# (a,b,c,d) = (2498,1,1,0) and D = 9991:
#
#
# (a,b,c,d) = (2498,0,1,0) and D = 9992:
#
#
# (a,b,c,d) = (2499,1,1,0) and D = 9995:
#
#
# (a,b,c,d) = (6,2,6,3) and D = 9996:
#
(-1/3,1)
(22387/40281,-1813/13427)
#
# (a,b,c,d) = (2499,0,1,0) and D = 9996:
#
#
# (a,b,c,d) = (2500,1,1,0) and D = 9999:
#
#
# (a,b,c,d) = (5,22,25,0) and D = 10000:
#
(119025/91834,-112805173/158413650)
(49/29,-136/203)
(1/2,-1/2)
(119025/91834,-67874777/158413650)
(49/29,-4146/5075)
(1/2,3/50)
#
# (a,b,c,d) = (313,2,2,0) and D = 10000:
#
(4761/45917,-5780554/3168273)
(4761/45917,5452045/3168273)
(1/25,87/25)
(1/25,-88/25)
(98/725,-10011/10150)
(98/725,8639/10150)
#
# (a,b,c,d) = (20,0,5,0) and D = 10000:
#
(1/10,7/5)
(1/10,-7/5)
(23805/91834,-11232599/15841365)
(49/145,373/1015)
(23805/91834,11232599/15841365)
(49/145,-373/1015)
#
# (a,b,c,d) = (5,10,10,0) and D = 10000:
#
(98/145,-313/2030)
(98/145,-1059/2030)
(23805/45917,-9722662/15841365)
(1/5,-4/5)
(23805/45917,1509937/15841365)
(1/5,3/5)
#
# (a,b,c,d) = (2500,0,1,0) and D = 10000:
#
(4761/91834,-11232599/3168273)
(1/50,7)
(1/50,-7)
(4761/91834,11232599/3168273)
(49/725,373/203)
(49/725,-373/203)
#
# (a,b,c,d) = (1,14,50,0) and D = 10000:
#
(98/29,-207/406)
(119025/45917,-23128238/79206825)
(119025/45917,-34360837/79206825)
(1,0)
(98/29,-4429/10150)
(1,-7/25)