2 2 Generating Functions for soltions of Pell's Equation , -Y n + X = 1, for all non-perfect-square n from 2 to , 2499 By Shalosh B. Ekhad In the table below, given in computer-format, so that it can be transported,\ the convention is [P(X, Y), [k, b], f1(t), f2(t)] meaning that if a(i) and b(i) are the coefficients of t^i in the power-serie\ s expansion of f1(t), f2(t) respetively then P(a(i),b(i)) is correct. [k,b] is the smallest non-trivial solution (of\ course [1,0] is also a solution) X^2-2*Y^2 = 1, [3, 2], (1-3*t)/(t^2-6*t+1), 2*t/(t^2-6*t+1) X^2-3*Y^2 = 1, [2, 1], (1-2*t)/(t^2-4*t+1), t/(t^2-4*t+1) X^2-5*Y^2 = 1, [9, 4], (1-9*t)/(t^2-18*t+1), 4*t/(t^2-18*t+1) X^2-6*Y^2 = 1, [5, 2], (1-5*t)/(t^2-10*t+1), 2*t/(t^2-10*t+1) X^2-7*Y^2 = 1, [8, 3], (1-8*t)/(t^2-16*t+1), 3*t/(t^2-16*t+1) X^2-8*Y^2 = 1, [3, 1], (1-3*t)/(t^2-6*t+1), t/(t^2-6*t+1) X^2-10*Y^2 = 1, [19, 6], (1-19*t)/(t^2-38*t+1), 6*t/(t^2-38*t+1) X^2-11*Y^2 = 1, [10, 3], (1-10*t)/(t^2-20*t+1), 3*t/(t^2-20*t+1) X^2-12*Y^2 = 1, [7, 2], (1-7*t)/(t^2-14*t+1), 2*t/(t^2-14*t+1) X^2-13*Y^2 = 1, [649, 180], (1-649*t)/(t^2-1298*t+1), 180*t/(t^2-1298*t+1) X^2-14*Y^2 = 1, [15, 4], (1-15*t)/(t^2-30*t+1), 4*t/(t^2-30*t+1) X^2-15*Y^2 = 1, [4, 1], (1-4*t)/(t^2-8*t+1), t/(t^2-8*t+1) X^2-17*Y^2 = 1, [33, 8], (1-33*t)/(t^2-66*t+1), 8*t/(t^2-66*t+1) X^2-18*Y^2 = 1, [17, 4], (1-17*t)/(t^2-34*t+1), 4*t/(t^2-34*t+1) X^2-19*Y^2 = 1, [170, 39], (1-170*t)/(t^2-340*t+1), 39*t/(t^2-340*t+1) X^2-20*Y^2 = 1, [9, 2], (1-9*t)/(t^2-18*t+1), 2*t/(t^2-18*t+1) X^2-21*Y^2 = 1, [55, 12], (1-55*t)/(t^2-110*t+1), 12*t/(t^2-110*t+1) X^2-22*Y^2 = 1, [197, 42], (1-197*t)/(t^2-394*t+1), 42*t/(t^2-394*t+1) X^2-23*Y^2 = 1, [24, 5], (1-24*t)/(t^2-48*t+1), 5*t/(t^2-48*t+1) X^2-24*Y^2 = 1, [5, 1], (1-5*t)/(t^2-10*t+1), t/(t^2-10*t+1) X^2-26*Y^2 = 1, [51, 10], (1-51*t)/(t^2-102*t+1), 10*t/(t^2-102*t+1) X^2-27*Y^2 = 1, [26, 5], (1-26*t)/(t^2-52*t+1), 5*t/(t^2-52*t+1) X^2-28*Y^2 = 1, [127, 24], (1-127*t)/(t^2-254*t+1), 24*t/(t^2-254*t+1) X^2-29*Y^2 = 1, [9801, 1820], (1-9801*t)/(t^2-19602*t+1), 1820*t/(t^2-19602*t+1 ) X^2-30*Y^2 = 1, [11, 2], (1-11*t)/(t^2-22*t+1), 2*t/(t^2-22*t+1) X^2-31*Y^2 = 1, [1520, 273], (1-1520*t)/(t^2-3040*t+1), 273*t/(t^2-3040*t+1) X^2-32*Y^2 = 1, [17, 3], (1-17*t)/(t^2-34*t+1), 3*t/(t^2-34*t+1) X^2-33*Y^2 = 1, [23, 4], (1-23*t)/(t^2-46*t+1), 4*t/(t^2-46*t+1) X^2-34*Y^2 = 1, [35, 6], (1-35*t)/(t^2-70*t+1), 6*t/(t^2-70*t+1) X^2-35*Y^2 = 1, [6, 1], (1-6*t)/(t^2-12*t+1), t/(t^2-12*t+1) X^2-37*Y^2 = 1, [73, 12], (1-73*t)/(t^2-146*t+1), 12*t/(t^2-146*t+1) X^2-38*Y^2 = 1, [37, 6], (1-37*t)/(t^2-74*t+1), 6*t/(t^2-74*t+1) X^2-39*Y^2 = 1, [25, 4], (1-25*t)/(t^2-50*t+1), 4*t/(t^2-50*t+1) X^2-40*Y^2 = 1, [19, 3], (1-19*t)/(t^2-38*t+1), 3*t/(t^2-38*t+1) X^2-41*Y^2 = 1, [2049, 320], (1-2049*t)/(t^2-4098*t+1), 320*t/(t^2-4098*t+1) X^2-42*Y^2 = 1, [13, 2], (1-13*t)/(t^2-26*t+1), 2*t/(t^2-26*t+1) X^2-43*Y^2 = 1, [3482, 531], (1-3482*t)/(t^2-6964*t+1), 531*t/(t^2-6964*t+1) X^2-44*Y^2 = 1, [199, 30], (1-199*t)/(t^2-398*t+1), 30*t/(t^2-398*t+1) X^2-45*Y^2 = 1, [161, 24], (1-161*t)/(t^2-322*t+1), 24*t/(t^2-322*t+1) X^2-46*Y^2 = 1, [24335, 3588], (1-24335*t)/(t^2-48670*t+1), 3588*t/(t^2-48670*t +1) X^2-47*Y^2 = 1, [48, 7], (1-48*t)/(t^2-96*t+1), 7*t/(t^2-96*t+1) X^2-48*Y^2 = 1, [7, 1], (1-7*t)/(t^2-14*t+1), t/(t^2-14*t+1) X^2-50*Y^2 = 1, [99, 14], (1-99*t)/(t^2-198*t+1), 14*t/(t^2-198*t+1) X^2-51*Y^2 = 1, [50, 7], (1-50*t)/(t^2-100*t+1), 7*t/(t^2-100*t+1) X^2-52*Y^2 = 1, [649, 90], (1-649*t)/(t^2-1298*t+1), 90*t/(t^2-1298*t+1) X^2-53*Y^2 = 1, [66249, 9100], (1-66249*t)/(t^2-132498*t+1), 9100*t/(t^2-132498 *t+1) X^2-54*Y^2 = 1, [485, 66], (1-485*t)/(t^2-970*t+1), 66*t/(t^2-970*t+1) X^2-55*Y^2 = 1, [89, 12], (1-89*t)/(t^2-178*t+1), 12*t/(t^2-178*t+1) X^2-56*Y^2 = 1, [15, 2], (1-15*t)/(t^2-30*t+1), 2*t/(t^2-30*t+1) X^2-57*Y^2 = 1, [151, 20], (1-151*t)/(t^2-302*t+1), 20*t/(t^2-302*t+1) X^2-58*Y^2 = 1, [19603, 2574], (1-19603*t)/(t^2-39206*t+1), 2574*t/(t^2-39206*t +1) X^2-59*Y^2 = 1, [530, 69], (1-530*t)/(t^2-1060*t+1), 69*t/(t^2-1060*t+1) X^2-60*Y^2 = 1, [31, 4], (1-31*t)/(t^2-62*t+1), 4*t/(t^2-62*t+1) X^2-61*Y^2 = 1, [1766319049, 226153980], (1-1766319049*t)/(t^2-3532638098*t+1), 226153980*t/(t^2-3532638098*t+1) X^2-62*Y^2 = 1, [63, 8], (1-63*t)/(t^2-126*t+1), 8*t/(t^2-126*t+1) X^2-63*Y^2 = 1, [8, 1], (1-8*t)/(t^2-16*t+1), t/(t^2-16*t+1) X^2-65*Y^2 = 1, [129, 16], (1-129*t)/(t^2-258*t+1), 16*t/(t^2-258*t+1) X^2-66*Y^2 = 1, [65, 8], (1-65*t)/(t^2-130*t+1), 8*t/(t^2-130*t+1) X^2-67*Y^2 = 1, [48842, 5967], (1-48842*t)/(t^2-97684*t+1), 5967*t/(t^2-97684*t +1) X^2-68*Y^2 = 1, [33, 4], (1-33*t)/(t^2-66*t+1), 4*t/(t^2-66*t+1) X^2-69*Y^2 = 1, [7775, 936], (1-7775*t)/(t^2-15550*t+1), 936*t/(t^2-15550*t+1) X^2-70*Y^2 = 1, [251, 30], (1-251*t)/(t^2-502*t+1), 30*t/(t^2-502*t+1) X^2-71*Y^2 = 1, [3480, 413], (1-3480*t)/(t^2-6960*t+1), 413*t/(t^2-6960*t+1) X^2-72*Y^2 = 1, [17, 2], (1-17*t)/(t^2-34*t+1), 2*t/(t^2-34*t+1) X^2-73*Y^2 = 1, [2281249, 267000], (1-2281249*t)/(t^2-4562498*t+1), 267000*t/(t ^2-4562498*t+1) X^2-74*Y^2 = 1, [3699, 430], (1-3699*t)/(t^2-7398*t+1), 430*t/(t^2-7398*t+1) X^2-75*Y^2 = 1, [26, 3], (1-26*t)/(t^2-52*t+1), 3*t/(t^2-52*t+1) X^2-76*Y^2 = 1, [57799, 6630], (1-57799*t)/(t^2-115598*t+1), 6630*t/(t^2-115598 *t+1) X^2-77*Y^2 = 1, [351, 40], (1-351*t)/(t^2-702*t+1), 40*t/(t^2-702*t+1) X^2-78*Y^2 = 1, [53, 6], (1-53*t)/(t^2-106*t+1), 6*t/(t^2-106*t+1) X^2-79*Y^2 = 1, [80, 9], (1-80*t)/(t^2-160*t+1), 9*t/(t^2-160*t+1) X^2-80*Y^2 = 1, [9, 1], (1-9*t)/(t^2-18*t+1), t/(t^2-18*t+1) X^2-82*Y^2 = 1, [163, 18], (1-163*t)/(t^2-326*t+1), 18*t/(t^2-326*t+1) X^2-83*Y^2 = 1, [82, 9], (1-82*t)/(t^2-164*t+1), 9*t/(t^2-164*t+1) X^2-84*Y^2 = 1, [55, 6], (1-55*t)/(t^2-110*t+1), 6*t/(t^2-110*t+1) X^2-85*Y^2 = 1, [285769, 30996], (1-285769*t)/(t^2-571538*t+1), 30996*t/(t^2-\ 571538*t+1) X^2-86*Y^2 = 1, [10405, 1122], (1-10405*t)/(t^2-20810*t+1), 1122*t/(t^2-20810*t +1) X^2-87*Y^2 = 1, [28, 3], (1-28*t)/(t^2-56*t+1), 3*t/(t^2-56*t+1) X^2-88*Y^2 = 1, [197, 21], (1-197*t)/(t^2-394*t+1), 21*t/(t^2-394*t+1) X^2-89*Y^2 = 1, [500001, 53000], (1-500001*t)/(t^2-1000002*t+1), 53000*t/(t^2-\ 1000002*t+1) X^2-90*Y^2 = 1, [19, 2], (1-19*t)/(t^2-38*t+1), 2*t/(t^2-38*t+1) X^2-91*Y^2 = 1, [1574, 165], (1-1574*t)/(t^2-3148*t+1), 165*t/(t^2-3148*t+1) X^2-92*Y^2 = 1, [1151, 120], (1-1151*t)/(t^2-2302*t+1), 120*t/(t^2-2302*t+1) X^2-93*Y^2 = 1, [12151, 1260], (1-12151*t)/(t^2-24302*t+1), 1260*t/(t^2-24302*t +1) X^2-94*Y^2 = 1, [2143295, 221064], (1-2143295*t)/(t^2-4286590*t+1), 221064*t/(t ^2-4286590*t+1) X^2-95*Y^2 = 1, [39, 4], (1-39*t)/(t^2-78*t+1), 4*t/(t^2-78*t+1) X^2-96*Y^2 = 1, [49, 5], (1-49*t)/(t^2-98*t+1), 5*t/(t^2-98*t+1) X^2-97*Y^2 = 1, [62809633, 6377352], (1-62809633*t)/(t^2-125619266*t+1), 6377352*t/(t^2-125619266*t+1) X^2-98*Y^2 = 1, [99, 10], (1-99*t)/(t^2-198*t+1), 10*t/(t^2-198*t+1) X^2-99*Y^2 = 1, [10, 1], (1-10*t)/(t^2-20*t+1), t/(t^2-20*t+1) X^2-101*Y^2 = 1, [201, 20], (1-201*t)/(t^2-402*t+1), 20*t/(t^2-402*t+1) X^2-102*Y^2 = 1, [101, 10], (1-101*t)/(t^2-202*t+1), 10*t/(t^2-202*t+1) X^2-103*Y^2 = 1, [227528, 22419], (1-227528*t)/(t^2-455056*t+1), 22419*t/(t^2-\ 455056*t+1) X^2-104*Y^2 = 1, [51, 5], (1-51*t)/(t^2-102*t+1), 5*t/(t^2-102*t+1) X^2-105*Y^2 = 1, [41, 4], (1-41*t)/(t^2-82*t+1), 4*t/(t^2-82*t+1) X^2-106*Y^2 = 1, [32080051, 3115890], (1-32080051*t)/(t^2-64160102*t+1), 3115890*t/(t^2-64160102*t+1) X^2-107*Y^2 = 1, [962, 93], (1-962*t)/(t^2-1924*t+1), 93*t/(t^2-1924*t+1) X^2-108*Y^2 = 1, [1351, 130], (1-1351*t)/(t^2-2702*t+1), 130*t/(t^2-2702*t+1) X^2-109*Y^2 = 1, [158070671986249, 15140424455100], (1-158070671986249*t)/(t^2-\ 316141343972498*t+1), 15140424455100*t/(t^2-316141343972498*t+1) X^2-110*Y^2 = 1, [21, 2], (1-21*t)/(t^2-42*t+1), 2*t/(t^2-42*t+1) X^2-111*Y^2 = 1, [295, 28], (1-295*t)/(t^2-590*t+1), 28*t/(t^2-590*t+1) X^2-112*Y^2 = 1, [127, 12], (1-127*t)/(t^2-254*t+1), 12*t/(t^2-254*t+1) X^2-113*Y^2 = 1, [1204353, 113296], (1-1204353*t)/(t^2-2408706*t+1), 113296*t/( t^2-2408706*t+1) X^2-114*Y^2 = 1, [1025, 96], (1-1025*t)/(t^2-2050*t+1), 96*t/(t^2-2050*t+1) X^2-115*Y^2 = 1, [1126, 105], (1-1126*t)/(t^2-2252*t+1), 105*t/(t^2-2252*t+1) X^2-116*Y^2 = 1, [9801, 910], (1-9801*t)/(t^2-19602*t+1), 910*t/(t^2-19602*t+1) X^2-117*Y^2 = 1, [649, 60], (1-649*t)/(t^2-1298*t+1), 60*t/(t^2-1298*t+1) X^2-118*Y^2 = 1, [306917, 28254], (1-306917*t)/(t^2-613834*t+1), 28254*t/(t^2-\ 613834*t+1) X^2-119*Y^2 = 1, [120, 11], (1-120*t)/(t^2-240*t+1), 11*t/(t^2-240*t+1) X^2-120*Y^2 = 1, [11, 1], (1-11*t)/(t^2-22*t+1), t/(t^2-22*t+1) X^2-122*Y^2 = 1, [243, 22], (1-243*t)/(t^2-486*t+1), 22*t/(t^2-486*t+1) X^2-123*Y^2 = 1, [122, 11], (1-122*t)/(t^2-244*t+1), 11*t/(t^2-244*t+1) X^2-124*Y^2 = 1, [4620799, 414960], (1-4620799*t)/(t^2-9241598*t+1), 414960*t/( t^2-9241598*t+1) X^2-125*Y^2 = 1, [930249, 83204], (1-930249*t)/(t^2-1860498*t+1), 83204*t/(t^2-\ 1860498*t+1) X^2-126*Y^2 = 1, [449, 40], (1-449*t)/(t^2-898*t+1), 40*t/(t^2-898*t+1) X^2-127*Y^2 = 1, [4730624, 419775], (1-4730624*t)/(t^2-9461248*t+1), 419775*t/( t^2-9461248*t+1) X^2-128*Y^2 = 1, [577, 51], (1-577*t)/(t^2-1154*t+1), 51*t/(t^2-1154*t+1) X^2-129*Y^2 = 1, [16855, 1484], (1-16855*t)/(t^2-33710*t+1), 1484*t/(t^2-33710* t+1) X^2-130*Y^2 = 1, [6499, 570], (1-6499*t)/(t^2-12998*t+1), 570*t/(t^2-12998*t+1) X^2-131*Y^2 = 1, [10610, 927], (1-10610*t)/(t^2-21220*t+1), 927*t/(t^2-21220*t+ 1) X^2-132*Y^2 = 1, [23, 2], (1-23*t)/(t^2-46*t+1), 2*t/(t^2-46*t+1) X^2-133*Y^2 = 1, [2588599, 224460], (1-2588599*t)/(t^2-5177198*t+1), 224460*t/( t^2-5177198*t+1) X^2-134*Y^2 = 1, [145925, 12606], (1-145925*t)/(t^2-291850*t+1), 12606*t/(t^2-\ 291850*t+1) X^2-135*Y^2 = 1, [244, 21], (1-244*t)/(t^2-488*t+1), 21*t/(t^2-488*t+1) X^2-136*Y^2 = 1, [35, 3], (1-35*t)/(t^2-70*t+1), 3*t/(t^2-70*t+1) X^2-137*Y^2 = 1, [6083073, 519712], (1-6083073*t)/(t^2-12166146*t+1), 519712*t/ (t^2-12166146*t+1) X^2-138*Y^2 = 1, [47, 4], (1-47*t)/(t^2-94*t+1), 4*t/(t^2-94*t+1) X^2-139*Y^2 = 1, [77563250, 6578829], (1-77563250*t)/(t^2-155126500*t+1), 6578829*t/(t^2-155126500*t+1) X^2-140*Y^2 = 1, [71, 6], (1-71*t)/(t^2-142*t+1), 6*t/(t^2-142*t+1) X^2-141*Y^2 = 1, [95, 8], (1-95*t)/(t^2-190*t+1), 8*t/(t^2-190*t+1) X^2-142*Y^2 = 1, [143, 12], (1-143*t)/(t^2-286*t+1), 12*t/(t^2-286*t+1) X^2-143*Y^2 = 1, [12, 1], (1-12*t)/(t^2-24*t+1), t/(t^2-24*t+1) X^2-145*Y^2 = 1, [289, 24], (1-289*t)/(t^2-578*t+1), 24*t/(t^2-578*t+1) X^2-146*Y^2 = 1, [145, 12], (1-145*t)/(t^2-290*t+1), 12*t/(t^2-290*t+1) X^2-147*Y^2 = 1, [97, 8], (1-97*t)/(t^2-194*t+1), 8*t/(t^2-194*t+1) X^2-148*Y^2 = 1, [73, 6], (1-73*t)/(t^2-146*t+1), 6*t/(t^2-146*t+1) X^2-149*Y^2 = 1, [25801741449, 2113761020], (1-25801741449*t)/(t^2-51603482898* t+1), 2113761020*t/(t^2-51603482898*t+1) X^2-150*Y^2 = 1, [49, 4], (1-49*t)/(t^2-98*t+1), 4*t/(t^2-98*t+1) X^2-151*Y^2 = 1, [1728148040, 140634693], (1-1728148040*t)/(t^2-3456296080*t+1) , 140634693*t/(t^2-3456296080*t+1) X^2-152*Y^2 = 1, [37, 3], (1-37*t)/(t^2-74*t+1), 3*t/(t^2-74*t+1) X^2-153*Y^2 = 1, [2177, 176], (1-2177*t)/(t^2-4354*t+1), 176*t/(t^2-4354*t+1) X^2-154*Y^2 = 1, [21295, 1716], (1-21295*t)/(t^2-42590*t+1), 1716*t/(t^2-42590* t+1) X^2-155*Y^2 = 1, [249, 20], (1-249*t)/(t^2-498*t+1), 20*t/(t^2-498*t+1) X^2-156*Y^2 = 1, [25, 2], (1-25*t)/(t^2-50*t+1), 2*t/(t^2-50*t+1) X^2-157*Y^2 = 1, [46698728731849, 3726964292220], (1-46698728731849*t)/(t^2-\ 93397457463698*t+1), 3726964292220*t/(t^2-93397457463698*t+1) X^2-158*Y^2 = 1, [7743, 616], (1-7743*t)/(t^2-15486*t+1), 616*t/(t^2-15486*t+1) X^2-159*Y^2 = 1, [1324, 105], (1-1324*t)/(t^2-2648*t+1), 105*t/(t^2-2648*t+1) X^2-160*Y^2 = 1, [721, 57], (1-721*t)/(t^2-1442*t+1), 57*t/(t^2-1442*t+1) X^2-161*Y^2 = 1, [11775, 928], (1-11775*t)/(t^2-23550*t+1), 928*t/(t^2-23550*t+ 1) X^2-162*Y^2 = 1, [19601, 1540], (1-19601*t)/(t^2-39202*t+1), 1540*t/(t^2-39202* t+1) X^2-163*Y^2 = 1, [64080026, 5019135], (1-64080026*t)/(t^2-128160052*t+1), 5019135*t/(t^2-128160052*t+1) X^2-164*Y^2 = 1, [2049, 160], (1-2049*t)/(t^2-4098*t+1), 160*t/(t^2-4098*t+1) X^2-165*Y^2 = 1, [1079, 84], (1-1079*t)/(t^2-2158*t+1), 84*t/(t^2-2158*t+1) X^2-166*Y^2 = 1, [1700902565, 132015642], (1-1700902565*t)/(t^2-3401805130*t+1) , 132015642*t/(t^2-3401805130*t+1) X^2-167*Y^2 = 1, [168, 13], (1-168*t)/(t^2-336*t+1), 13*t/(t^2-336*t+1) X^2-168*Y^2 = 1, [13, 1], (1-13*t)/(t^2-26*t+1), t/(t^2-26*t+1) X^2-170*Y^2 = 1, [339, 26], (1-339*t)/(t^2-678*t+1), 26*t/(t^2-678*t+1) X^2-171*Y^2 = 1, [170, 13], (1-170*t)/(t^2-340*t+1), 13*t/(t^2-340*t+1) X^2-172*Y^2 = 1, [24248647, 1848942], (1-24248647*t)/(t^2-48497294*t+1), 1848942*t/(t^2-48497294*t+1) X^2-173*Y^2 = 1, [2499849, 190060], (1-2499849*t)/(t^2-4999698*t+1), 190060*t/( t^2-4999698*t+1) X^2-174*Y^2 = 1, [1451, 110], (1-1451*t)/(t^2-2902*t+1), 110*t/(t^2-2902*t+1) X^2-175*Y^2 = 1, [2024, 153], (1-2024*t)/(t^2-4048*t+1), 153*t/(t^2-4048*t+1) X^2-176*Y^2 = 1, [199, 15], (1-199*t)/(t^2-398*t+1), 15*t/(t^2-398*t+1) X^2-177*Y^2 = 1, [62423, 4692], (1-62423*t)/(t^2-124846*t+1), 4692*t/(t^2-\ 124846*t+1) X^2-178*Y^2 = 1, [1601, 120], (1-1601*t)/(t^2-3202*t+1), 120*t/(t^2-3202*t+1) X^2-179*Y^2 = 1, [4190210, 313191], (1-4190210*t)/(t^2-8380420*t+1), 313191*t/( t^2-8380420*t+1) X^2-180*Y^2 = 1, [161, 12], (1-161*t)/(t^2-322*t+1), 12*t/(t^2-322*t+1) X^2-181*Y^2 = 1, [2469645423824185801, 183567298683461940], (1-\ 2469645423824185801*t)/(t^2-4939290847648371602*t+1), 183567298683461940*t/(t^2 -4939290847648371602*t+1) X^2-182*Y^2 = 1, [27, 2], (1-27*t)/(t^2-54*t+1), 2*t/(t^2-54*t+1) X^2-183*Y^2 = 1, [487, 36], (1-487*t)/(t^2-974*t+1), 36*t/(t^2-974*t+1) X^2-184*Y^2 = 1, [24335, 1794], (1-24335*t)/(t^2-48670*t+1), 1794*t/(t^2-48670* t+1) X^2-185*Y^2 = 1, [9249, 680], (1-9249*t)/(t^2-18498*t+1), 680*t/(t^2-18498*t+1) X^2-186*Y^2 = 1, [7501, 550], (1-7501*t)/(t^2-15002*t+1), 550*t/(t^2-15002*t+1) X^2-187*Y^2 = 1, [1682, 123], (1-1682*t)/(t^2-3364*t+1), 123*t/(t^2-3364*t+1) X^2-188*Y^2 = 1, [4607, 336], (1-4607*t)/(t^2-9214*t+1), 336*t/(t^2-9214*t+1) X^2-189*Y^2 = 1, [55, 4], (1-55*t)/(t^2-110*t+1), 4*t/(t^2-110*t+1) X^2-190*Y^2 = 1, [52021, 3774], (1-52021*t)/(t^2-104042*t+1), 3774*t/(t^2-\ 104042*t+1) X^2-191*Y^2 = 1, [8994000, 650783], (1-8994000*t)/(t^2-17988000*t+1), 650783*t/ (t^2-17988000*t+1) X^2-192*Y^2 = 1, [97, 7], (1-97*t)/(t^2-194*t+1), 7*t/(t^2-194*t+1) X^2-193*Y^2 = 1, [6224323426849, 448036604040], (1-6224323426849*t)/(t^2-\ 12448646853698*t+1), 448036604040*t/(t^2-12448646853698*t+1) X^2-194*Y^2 = 1, [195, 14], (1-195*t)/(t^2-390*t+1), 14*t/(t^2-390*t+1) X^2-195*Y^2 = 1, [14, 1], (1-14*t)/(t^2-28*t+1), t/(t^2-28*t+1) X^2-197*Y^2 = 1, [393, 28], (1-393*t)/(t^2-786*t+1), 28*t/(t^2-786*t+1) X^2-198*Y^2 = 1, [197, 14], (1-197*t)/(t^2-394*t+1), 14*t/(t^2-394*t+1) X^2-199*Y^2 = 1, [16266196520, 1153080099], (1-16266196520*t)/(t^2-32532393040* t+1), 1153080099*t/(t^2-32532393040*t+1) X^2-200*Y^2 = 1, [99, 7], (1-99*t)/(t^2-198*t+1), 7*t/(t^2-198*t+1) X^2-201*Y^2 = 1, [515095, 36332], (1-515095*t)/(t^2-1030190*t+1), 36332*t/(t^2-\ 1030190*t+1) X^2-202*Y^2 = 1, [19731763, 1388322], (1-19731763*t)/(t^2-39463526*t+1), 1388322*t/(t^2-39463526*t+1) X^2-203*Y^2 = 1, [57, 4], (1-57*t)/(t^2-114*t+1), 4*t/(t^2-114*t+1) X^2-204*Y^2 = 1, [4999, 350], (1-4999*t)/(t^2-9998*t+1), 350*t/(t^2-9998*t+1) X^2-205*Y^2 = 1, [39689, 2772], (1-39689*t)/(t^2-79378*t+1), 2772*t/(t^2-79378* t+1) X^2-206*Y^2 = 1, [59535, 4148], (1-59535*t)/(t^2-119070*t+1), 4148*t/(t^2-\ 119070*t+1) X^2-207*Y^2 = 1, [1151, 80], (1-1151*t)/(t^2-2302*t+1), 80*t/(t^2-2302*t+1) X^2-208*Y^2 = 1, [649, 45], (1-649*t)/(t^2-1298*t+1), 45*t/(t^2-1298*t+1) X^2-209*Y^2 = 1, [46551, 3220], (1-46551*t)/(t^2-93102*t+1), 3220*t/(t^2-93102* t+1) X^2-210*Y^2 = 1, [29, 2], (1-29*t)/(t^2-58*t+1), 2*t/(t^2-58*t+1) X^2-211*Y^2 = 1, [278354373650, 19162705353], (1-278354373650*t)/(t^2-\ 556708747300*t+1), 19162705353*t/(t^2-556708747300*t+1) X^2-212*Y^2 = 1, [66249, 4550], (1-66249*t)/(t^2-132498*t+1), 4550*t/(t^2-\ 132498*t+1) X^2-213*Y^2 = 1, [194399, 13320], (1-194399*t)/(t^2-388798*t+1), 13320*t/(t^2-\ 388798*t+1) X^2-214*Y^2 = 1, [695359189925, 47533775646], (1-695359189925*t)/(t^2-\ 1390718379850*t+1), 47533775646*t/(t^2-1390718379850*t+1) X^2-215*Y^2 = 1, [44, 3], (1-44*t)/(t^2-88*t+1), 3*t/(t^2-88*t+1) X^2-216*Y^2 = 1, [485, 33], (1-485*t)/(t^2-970*t+1), 33*t/(t^2-970*t+1) X^2-217*Y^2 = 1, [3844063, 260952], (1-3844063*t)/(t^2-7688126*t+1), 260952*t/( t^2-7688126*t+1) X^2-218*Y^2 = 1, [126003, 8534], (1-126003*t)/(t^2-252006*t+1), 8534*t/(t^2-\ 252006*t+1) X^2-219*Y^2 = 1, [74, 5], (1-74*t)/(t^2-148*t+1), 5*t/(t^2-148*t+1) X^2-220*Y^2 = 1, [89, 6], (1-89*t)/(t^2-178*t+1), 6*t/(t^2-178*t+1) X^2-221*Y^2 = 1, [1665, 112], (1-1665*t)/(t^2-3330*t+1), 112*t/(t^2-3330*t+1) X^2-222*Y^2 = 1, [149, 10], (1-149*t)/(t^2-298*t+1), 10*t/(t^2-298*t+1) X^2-223*Y^2 = 1, [224, 15], (1-224*t)/(t^2-448*t+1), 15*t/(t^2-448*t+1) X^2-224*Y^2 = 1, [15, 1], (1-15*t)/(t^2-30*t+1), t/(t^2-30*t+1) X^2-226*Y^2 = 1, [451, 30], (1-451*t)/(t^2-902*t+1), 30*t/(t^2-902*t+1) X^2-227*Y^2 = 1, [226, 15], (1-226*t)/(t^2-452*t+1), 15*t/(t^2-452*t+1) X^2-228*Y^2 = 1, [151, 10], (1-151*t)/(t^2-302*t+1), 10*t/(t^2-302*t+1) X^2-229*Y^2 = 1, [5848201, 386460], (1-5848201*t)/(t^2-11696402*t+1), 386460*t/ (t^2-11696402*t+1) X^2-230*Y^2 = 1, [91, 6], (1-91*t)/(t^2-182*t+1), 6*t/(t^2-182*t+1) X^2-231*Y^2 = 1, [76, 5], (1-76*t)/(t^2-152*t+1), 5*t/(t^2-152*t+1) X^2-232*Y^2 = 1, [19603, 1287], (1-19603*t)/(t^2-39206*t+1), 1287*t/(t^2-39206* t+1) X^2-233*Y^2 = 1, [1072400673, 70255304], (1-1072400673*t)/(t^2-2144801346*t+1), 70255304*t/(t^2-2144801346*t+1) X^2-234*Y^2 = 1, [5201, 340], (1-5201*t)/(t^2-10402*t+1), 340*t/(t^2-10402*t+1) X^2-235*Y^2 = 1, [46, 3], (1-46*t)/(t^2-92*t+1), 3*t/(t^2-92*t+1) X^2-236*Y^2 = 1, [561799, 36570], (1-561799*t)/(t^2-1123598*t+1), 36570*t/(t^2-\ 1123598*t+1) X^2-237*Y^2 = 1, [228151, 14820], (1-228151*t)/(t^2-456302*t+1), 14820*t/(t^2-\ 456302*t+1) X^2-238*Y^2 = 1, [11663, 756], (1-11663*t)/(t^2-23326*t+1), 756*t/(t^2-23326*t+ 1) X^2-239*Y^2 = 1, [6195120, 400729], (1-6195120*t)/(t^2-12390240*t+1), 400729*t/ (t^2-12390240*t+1) X^2-240*Y^2 = 1, [31, 2], (1-31*t)/(t^2-62*t+1), 2*t/(t^2-62*t+1) X^2-241*Y^2 = 1, [10085143557001249, 649641205044600], (1-10085143557001249*t)/ (t^2-20170287114002498*t+1), 649641205044600*t/(t^2-20170287114002498*t+1) X^2-242*Y^2 = 1, [19601, 1260], (1-19601*t)/(t^2-39202*t+1), 1260*t/(t^2-39202* t+1) X^2-243*Y^2 = 1, [70226, 4505], (1-70226*t)/(t^2-140452*t+1), 4505*t/(t^2-\ 140452*t+1) X^2-244*Y^2 = 1, [1766319049, 113076990], (1-1766319049*t)/(t^2-3532638098*t+1) , 113076990*t/(t^2-3532638098*t+1) X^2-245*Y^2 = 1, [51841, 3312], (1-51841*t)/(t^2-103682*t+1), 3312*t/(t^2-\ 103682*t+1) X^2-246*Y^2 = 1, [88805, 5662], (1-88805*t)/(t^2-177610*t+1), 5662*t/(t^2-\ 177610*t+1) X^2-247*Y^2 = 1, [85292, 5427], (1-85292*t)/(t^2-170584*t+1), 5427*t/(t^2-\ 170584*t+1) X^2-248*Y^2 = 1, [63, 4], (1-63*t)/(t^2-126*t+1), 4*t/(t^2-126*t+1) X^2-249*Y^2 = 1, [8553815, 542076], (1-8553815*t)/(t^2-17107630*t+1), 542076*t/ (t^2-17107630*t+1) X^2-250*Y^2 = 1, [39480499, 2496966], (1-39480499*t)/(t^2-78960998*t+1), 2496966*t/(t^2-78960998*t+1) X^2-251*Y^2 = 1, [3674890, 231957], (1-3674890*t)/(t^2-7349780*t+1), 231957*t/( t^2-7349780*t+1) X^2-252*Y^2 = 1, [127, 8], (1-127*t)/(t^2-254*t+1), 8*t/(t^2-254*t+1) X^2-253*Y^2 = 1, [3222617399, 202604220], (1-3222617399*t)/(t^2-6445234798*t+1) , 202604220*t/(t^2-6445234798*t+1) X^2-254*Y^2 = 1, [255, 16], (1-255*t)/(t^2-510*t+1), 16*t/(t^2-510*t+1) X^2-255*Y^2 = 1, [16, 1], (1-16*t)/(t^2-32*t+1), t/(t^2-32*t+1) X^2-257*Y^2 = 1, [513, 32], (1-513*t)/(t^2-1026*t+1), 32*t/(t^2-1026*t+1) X^2-258*Y^2 = 1, [257, 16], (1-257*t)/(t^2-514*t+1), 16*t/(t^2-514*t+1) X^2-259*Y^2 = 1, [847225, 52644], (1-847225*t)/(t^2-1694450*t+1), 52644*t/(t^2-\ 1694450*t+1) X^2-260*Y^2 = 1, [129, 8], (1-129*t)/(t^2-258*t+1), 8*t/(t^2-258*t+1) X^2-261*Y^2 = 1, [192119201, 11891880], (1-192119201*t)/(t^2-384238402*t+1), 11891880*t/(t^2-384238402*t+1) X^2-262*Y^2 = 1, [104980517, 6485718], (1-104980517*t)/(t^2-209961034*t+1), 6485718*t/(t^2-209961034*t+1) X^2-263*Y^2 = 1, [139128, 8579], (1-139128*t)/(t^2-278256*t+1), 8579*t/(t^2-\ 278256*t+1) X^2-264*Y^2 = 1, [65, 4], (1-65*t)/(t^2-130*t+1), 4*t/(t^2-130*t+1) X^2-265*Y^2 = 1, [73738369, 4529712], (1-73738369*t)/(t^2-147476738*t+1), 4529712*t/(t^2-147476738*t+1) X^2-266*Y^2 = 1, [685, 42], (1-685*t)/(t^2-1370*t+1), 42*t/(t^2-1370*t+1) X^2-267*Y^2 = 1, [2402, 147], (1-2402*t)/(t^2-4804*t+1), 147*t/(t^2-4804*t+1) X^2-268*Y^2 = 1, [4771081927, 291440214], (1-4771081927*t)/(t^2-9542163854*t+1) , 291440214*t/(t^2-9542163854*t+1) X^2-269*Y^2 = 1, [13449, 820], (1-13449*t)/(t^2-26898*t+1), 820*t/(t^2-26898*t+ 1) X^2-270*Y^2 = 1, [5291, 322], (1-5291*t)/(t^2-10582*t+1), 322*t/(t^2-10582*t+1) X^2-271*Y^2 = 1, [115974983600, 7044978537], (1-115974983600*t)/(t^2-\ 231949967200*t+1), 7044978537*t/(t^2-231949967200*t+1) X^2-272*Y^2 = 1, [33, 2], (1-33*t)/(t^2-66*t+1), 2*t/(t^2-66*t+1) X^2-273*Y^2 = 1, [727, 44], (1-727*t)/(t^2-1454*t+1), 44*t/(t^2-1454*t+1) X^2-274*Y^2 = 1, [3959299, 239190], (1-3959299*t)/(t^2-7918598*t+1), 239190*t/( t^2-7918598*t+1) X^2-275*Y^2 = 1, [199, 12], (1-199*t)/(t^2-398*t+1), 12*t/(t^2-398*t+1) X^2-276*Y^2 = 1, [7775, 468], (1-7775*t)/(t^2-15550*t+1), 468*t/(t^2-15550*t+1) X^2-277*Y^2 = 1, [159150073798980475849, 9562401173878027020], (1-\ 159150073798980475849*t)/(t^2-318300147597960951698*t+1), 9562401173878027020*t /(t^2-318300147597960951698*t+1) X^2-278*Y^2 = 1, [2501, 150], (1-2501*t)/(t^2-5002*t+1), 150*t/(t^2-5002*t+1) X^2-279*Y^2 = 1, [1520, 91], (1-1520*t)/(t^2-3040*t+1), 91*t/(t^2-3040*t+1) X^2-280*Y^2 = 1, [251, 15], (1-251*t)/(t^2-502*t+1), 15*t/(t^2-502*t+1) X^2-281*Y^2 = 1, [2262200630049, 134951575480], (1-2262200630049*t)/(t^2-\ 4524401260098*t+1), 134951575480*t/(t^2-4524401260098*t+1) X^2-282*Y^2 = 1, [2351, 140], (1-2351*t)/(t^2-4702*t+1), 140*t/(t^2-4702*t+1) X^2-283*Y^2 = 1, [138274082, 8219541], (1-138274082*t)/(t^2-276548164*t+1), 8219541*t/(t^2-276548164*t+1) X^2-284*Y^2 = 1, [24220799, 1437240], (1-24220799*t)/(t^2-48441598*t+1), 1437240*t/(t^2-48441598*t+1) X^2-285*Y^2 = 1, [2431, 144], (1-2431*t)/(t^2-4862*t+1), 144*t/(t^2-4862*t+1) X^2-286*Y^2 = 1, [561835, 33222], (1-561835*t)/(t^2-1123670*t+1), 33222*t/(t^2-\ 1123670*t+1) X^2-287*Y^2 = 1, [288, 17], (1-288*t)/(t^2-576*t+1), 17*t/(t^2-576*t+1) X^2-288*Y^2 = 1, [17, 1], (1-17*t)/(t^2-34*t+1), t/(t^2-34*t+1) X^2-290*Y^2 = 1, [579, 34], (1-579*t)/(t^2-1158*t+1), 34*t/(t^2-1158*t+1) X^2-291*Y^2 = 1, [290, 17], (1-290*t)/(t^2-580*t+1), 17*t/(t^2-580*t+1) X^2-292*Y^2 = 1, [2281249, 133500], (1-2281249*t)/(t^2-4562498*t+1), 133500*t/( t^2-4562498*t+1) X^2-293*Y^2 = 1, [12320649, 719780], (1-12320649*t)/(t^2-24641298*t+1), 719780* t/(t^2-24641298*t+1) X^2-294*Y^2 = 1, [4801, 280], (1-4801*t)/(t^2-9602*t+1), 280*t/(t^2-9602*t+1) X^2-295*Y^2 = 1, [2024999, 117900], (1-2024999*t)/(t^2-4049998*t+1), 117900*t/( t^2-4049998*t+1) X^2-296*Y^2 = 1, [3699, 215], (1-3699*t)/(t^2-7398*t+1), 215*t/(t^2-7398*t+1) X^2-297*Y^2 = 1, [48599, 2820], (1-48599*t)/(t^2-97198*t+1), 2820*t/(t^2-97198* t+1) X^2-298*Y^2 = 1, [335473872499, 19433479650], (1-335473872499*t)/(t^2-\ 670947744998*t+1), 19433479650*t/(t^2-670947744998*t+1) X^2-299*Y^2 = 1, [415, 24], (1-415*t)/(t^2-830*t+1), 24*t/(t^2-830*t+1) X^2-300*Y^2 = 1, [1351, 78], (1-1351*t)/(t^2-2702*t+1), 78*t/(t^2-2702*t+1) X^2-301*Y^2 = 1, [5883392537695, 339113108232], (1-5883392537695*t)/(t^2-\ 11766785075390*t+1), 339113108232*t/(t^2-11766785075390*t+1) X^2-302*Y^2 = 1, [4276623, 246092], (1-4276623*t)/(t^2-8553246*t+1), 246092*t/( t^2-8553246*t+1) X^2-303*Y^2 = 1, [2524, 145], (1-2524*t)/(t^2-5048*t+1), 145*t/(t^2-5048*t+1) X^2-304*Y^2 = 1, [57799, 3315], (1-57799*t)/(t^2-115598*t+1), 3315*t/(t^2-\ 115598*t+1) X^2-305*Y^2 = 1, [489, 28], (1-489*t)/(t^2-978*t+1), 28*t/(t^2-978*t+1) X^2-306*Y^2 = 1, [35, 2], (1-35*t)/(t^2-70*t+1), 2*t/(t^2-70*t+1) X^2-307*Y^2 = 1, [88529282, 5052633], (1-88529282*t)/(t^2-177058564*t+1), 5052633*t/(t^2-177058564*t+1) X^2-308*Y^2 = 1, [351, 20], (1-351*t)/(t^2-702*t+1), 20*t/(t^2-702*t+1) X^2-309*Y^2 = 1, [64202725495, 3652365444], (1-64202725495*t)/(t^2-128405450990 *t+1), 3652365444*t/(t^2-128405450990*t+1) X^2-310*Y^2 = 1, [848719, 48204], (1-848719*t)/(t^2-1697438*t+1), 48204*t/(t^2-\ 1697438*t+1) X^2-311*Y^2 = 1, [16883880, 957397], (1-16883880*t)/(t^2-33767760*t+1), 957397* t/(t^2-33767760*t+1) X^2-312*Y^2 = 1, [53, 3], (1-53*t)/(t^2-106*t+1), 3*t/(t^2-106*t+1) X^2-313*Y^2 = 1, [32188120829134849, 1819380158564160], (1-32188120829134849*t) /(t^2-64376241658269698*t+1), 1819380158564160*t/(t^2-64376241658269698*t+1) X^2-314*Y^2 = 1, [392499, 22150], (1-392499*t)/(t^2-784998*t+1), 22150*t/(t^2-\ 784998*t+1) X^2-315*Y^2 = 1, [71, 4], (1-71*t)/(t^2-142*t+1), 4*t/(t^2-142*t+1) X^2-316*Y^2 = 1, [12799, 720], (1-12799*t)/(t^2-25598*t+1), 720*t/(t^2-25598*t+ 1) X^2-317*Y^2 = 1, [248678907849, 13967198980], (1-248678907849*t)/(t^2-\ 497357815698*t+1), 13967198980*t/(t^2-497357815698*t+1) X^2-318*Y^2 = 1, [107, 6], (1-107*t)/(t^2-214*t+1), 6*t/(t^2-214*t+1) X^2-319*Y^2 = 1, [12901780, 722361], (1-12901780*t)/(t^2-25803560*t+1), 722361* t/(t^2-25803560*t+1) X^2-320*Y^2 = 1, [161, 9], (1-161*t)/(t^2-322*t+1), 9*t/(t^2-322*t+1) X^2-321*Y^2 = 1, [215, 12], (1-215*t)/(t^2-430*t+1), 12*t/(t^2-430*t+1) X^2-322*Y^2 = 1, [323, 18], (1-323*t)/(t^2-646*t+1), 18*t/(t^2-646*t+1) X^2-323*Y^2 = 1, [18, 1], (1-18*t)/(t^2-36*t+1), t/(t^2-36*t+1) X^2-325*Y^2 = 1, [649, 36], (1-649*t)/(t^2-1298*t+1), 36*t/(t^2-1298*t+1) X^2-326*Y^2 = 1, [325, 18], (1-325*t)/(t^2-650*t+1), 18*t/(t^2-650*t+1) X^2-327*Y^2 = 1, [217, 12], (1-217*t)/(t^2-434*t+1), 12*t/(t^2-434*t+1) X^2-328*Y^2 = 1, [163, 9], (1-163*t)/(t^2-326*t+1), 9*t/(t^2-326*t+1) X^2-329*Y^2 = 1, [2376415, 131016], (1-2376415*t)/(t^2-4752830*t+1), 131016*t/( t^2-4752830*t+1) X^2-330*Y^2 = 1, [109, 6], (1-109*t)/(t^2-218*t+1), 6*t/(t^2-218*t+1) X^2-331*Y^2 = 1, [2785589801443970, 153109862634573], (1-2785589801443970*t)/(t ^2-5571179602887940*t+1), 153109862634573*t/(t^2-5571179602887940*t+1) X^2-332*Y^2 = 1, [13447, 738], (1-13447*t)/(t^2-26894*t+1), 738*t/(t^2-26894*t+ 1) X^2-333*Y^2 = 1, [73, 4], (1-73*t)/(t^2-146*t+1), 4*t/(t^2-146*t+1) X^2-334*Y^2 = 1, [63804373719695, 3491219999244], (1-63804373719695*t)/(t^2-\ 127608747439390*t+1), 3491219999244*t/(t^2-127608747439390*t+1) X^2-335*Y^2 = 1, [604, 33], (1-604*t)/(t^2-1208*t+1), 33*t/(t^2-1208*t+1) X^2-336*Y^2 = 1, [55, 3], (1-55*t)/(t^2-110*t+1), 3*t/(t^2-110*t+1) X^2-337*Y^2 = 1, [2063810353129713793, 112422913565764752], (1-\ 2063810353129713793*t)/(t^2-4127620706259427586*t+1), 112422913565764752*t/(t^2 -4127620706259427586*t+1) X^2-338*Y^2 = 1, [114243, 6214], (1-114243*t)/(t^2-228486*t+1), 6214*t/(t^2-\ 228486*t+1) X^2-339*Y^2 = 1, [97970, 5321], (1-97970*t)/(t^2-195940*t+1), 5321*t/(t^2-\ 195940*t+1) X^2-340*Y^2 = 1, [285769, 15498], (1-285769*t)/(t^2-571538*t+1), 15498*t/(t^2-\ 571538*t+1) X^2-341*Y^2 = 1, [10626551, 575460], (1-10626551*t)/(t^2-21253102*t+1), 575460* t/(t^2-21253102*t+1) X^2-342*Y^2 = 1, [37, 2], (1-37*t)/(t^2-74*t+1), 2*t/(t^2-74*t+1) X^2-343*Y^2 = 1, [130576328, 7050459], (1-130576328*t)/(t^2-261152656*t+1), 7050459*t/(t^2-261152656*t+1) X^2-344*Y^2 = 1, [10405, 561], (1-10405*t)/(t^2-20810*t+1), 561*t/(t^2-20810*t+ 1) X^2-345*Y^2 = 1, [6761, 364], (1-6761*t)/(t^2-13522*t+1), 364*t/(t^2-13522*t+1) X^2-346*Y^2 = 1, [17299, 930], (1-17299*t)/(t^2-34598*t+1), 930*t/(t^2-34598*t+ 1) X^2-347*Y^2 = 1, [641602, 34443], (1-641602*t)/(t^2-1283204*t+1), 34443*t/(t^2-\ 1283204*t+1) X^2-348*Y^2 = 1, [1567, 84], (1-1567*t)/(t^2-3134*t+1), 84*t/(t^2-3134*t+1) X^2-349*Y^2 = 1, [169648201, 9081060], (1-169648201*t)/(t^2-339296402*t+1), 9081060*t/(t^2-339296402*t+1) X^2-350*Y^2 = 1, [449, 24], (1-449*t)/(t^2-898*t+1), 24*t/(t^2-898*t+1) X^2-351*Y^2 = 1, [62425, 3332], (1-62425*t)/(t^2-124850*t+1), 3332*t/(t^2-\ 124850*t+1) X^2-352*Y^2 = 1, [77617, 4137], (1-77617*t)/(t^2-155234*t+1), 4137*t/(t^2-\ 155234*t+1) X^2-353*Y^2 = 1, [10157115393, 540608704], (1-10157115393*t)/(t^2-20314230786*t +1), 540608704*t/(t^2-20314230786*t+1) X^2-354*Y^2 = 1, [258065, 13716], (1-258065*t)/(t^2-516130*t+1), 13716*t/(t^2-\ 516130*t+1) X^2-355*Y^2 = 1, [954809, 50676], (1-954809*t)/(t^2-1909618*t+1), 50676*t/(t^2-\ 1909618*t+1) X^2-356*Y^2 = 1, [500001, 26500], (1-500001*t)/(t^2-1000002*t+1), 26500*t/(t^2-\ 1000002*t+1) X^2-357*Y^2 = 1, [3401, 180], (1-3401*t)/(t^2-6802*t+1), 180*t/(t^2-6802*t+1) X^2-358*Y^2 = 1, [176579805797, 9332532726], (1-176579805797*t)/(t^2-\ 353159611594*t+1), 9332532726*t/(t^2-353159611594*t+1) X^2-359*Y^2 = 1, [360, 19], (1-360*t)/(t^2-720*t+1), 19*t/(t^2-720*t+1) X^2-360*Y^2 = 1, [19, 1], (1-19*t)/(t^2-38*t+1), t/(t^2-38*t+1) X^2-362*Y^2 = 1, [723, 38], (1-723*t)/(t^2-1446*t+1), 38*t/(t^2-1446*t+1) X^2-363*Y^2 = 1, [362, 19], (1-362*t)/(t^2-724*t+1), 19*t/(t^2-724*t+1) X^2-364*Y^2 = 1, [4954951, 259710], (1-4954951*t)/(t^2-9909902*t+1), 259710*t/( t^2-9909902*t+1) X^2-365*Y^2 = 1, [23915529, 1251796], (1-23915529*t)/(t^2-47831058*t+1), 1251796*t/(t^2-47831058*t+1) X^2-366*Y^2 = 1, [907925, 47458], (1-907925*t)/(t^2-1815850*t+1), 47458*t/(t^2-\ 1815850*t+1) X^2-367*Y^2 = 1, [19019995568, 992835687], (1-19019995568*t)/(t^2-38039991136*t +1), 992835687*t/(t^2-38039991136*t+1) X^2-368*Y^2 = 1, [1151, 60], (1-1151*t)/(t^2-2302*t+1), 60*t/(t^2-2302*t+1) X^2-369*Y^2 = 1, [8396801, 437120], (1-8396801*t)/(t^2-16793602*t+1), 437120*t/ (t^2-16793602*t+1) X^2-370*Y^2 = 1, [213859, 11118], (1-213859*t)/(t^2-427718*t+1), 11118*t/(t^2-\ 427718*t+1) X^2-371*Y^2 = 1, [1695, 88], (1-1695*t)/(t^2-3390*t+1), 88*t/(t^2-3390*t+1) X^2-372*Y^2 = 1, [12151, 630], (1-12151*t)/(t^2-24302*t+1), 630*t/(t^2-24302*t+ 1) X^2-373*Y^2 = 1, [52387849, 2712540], (1-52387849*t)/(t^2-104775698*t+1), 2712540*t/(t^2-104775698*t+1) X^2-374*Y^2 = 1, [3365, 174], (1-3365*t)/(t^2-6730*t+1), 174*t/(t^2-6730*t+1) X^2-375*Y^2 = 1, [15124, 781], (1-15124*t)/(t^2-30248*t+1), 781*t/(t^2-30248*t+ 1) X^2-376*Y^2 = 1, [2143295, 110532], (1-2143295*t)/(t^2-4286590*t+1), 110532*t/( t^2-4286590*t+1) X^2-377*Y^2 = 1, [233, 12], (1-233*t)/(t^2-466*t+1), 12*t/(t^2-466*t+1) X^2-378*Y^2 = 1, [8749, 450], (1-8749*t)/(t^2-17498*t+1), 450*t/(t^2-17498*t+1) X^2-379*Y^2 = 1, [12941197220540690, 664744650125541], (1-12941197220540690*t)/ (t^2-25882394441081380*t+1), 664744650125541*t/(t^2-25882394441081380*t+1) X^2-380*Y^2 = 1, [39, 2], (1-39*t)/(t^2-78*t+1), 2*t/(t^2-78*t+1) X^2-381*Y^2 = 1, [1015, 52], (1-1015*t)/(t^2-2030*t+1), 52*t/(t^2-2030*t+1) X^2-382*Y^2 = 1, [164998439999, 8442054600], (1-164998439999*t)/(t^2-\ 329996879998*t+1), 8442054600*t/(t^2-329996879998*t+1) X^2-383*Y^2 = 1, [18768, 959], (1-18768*t)/(t^2-37536*t+1), 959*t/(t^2-37536*t+ 1) X^2-384*Y^2 = 1, [4801, 245], (1-4801*t)/(t^2-9602*t+1), 245*t/(t^2-9602*t+1) X^2-385*Y^2 = 1, [95831, 4884], (1-95831*t)/(t^2-191662*t+1), 4884*t/(t^2-\ 191662*t+1) X^2-386*Y^2 = 1, [111555, 5678], (1-111555*t)/(t^2-223110*t+1), 5678*t/(t^2-\ 223110*t+1) X^2-387*Y^2 = 1, [3482, 177], (1-3482*t)/(t^2-6964*t+1), 177*t/(t^2-6964*t+1) X^2-388*Y^2 = 1, [62809633, 3188676], (1-62809633*t)/(t^2-125619266*t+1), 3188676*t/(t^2-125619266*t+1) X^2-389*Y^2 = 1, [3287049, 166660], (1-3287049*t)/(t^2-6574098*t+1), 166660*t/( t^2-6574098*t+1) X^2-390*Y^2 = 1, [79, 4], (1-79*t)/(t^2-158*t+1), 4*t/(t^2-158*t+1) X^2-391*Y^2 = 1, [7338680, 371133], (1-7338680*t)/(t^2-14677360*t+1), 371133*t/ (t^2-14677360*t+1) X^2-392*Y^2 = 1, [99, 5], (1-99*t)/(t^2-198*t+1), 5*t/(t^2-198*t+1) X^2-393*Y^2 = 1, [46437143, 2342444], (1-46437143*t)/(t^2-92874286*t+1), 2342444*t/(t^2-92874286*t+1) X^2-394*Y^2 = 1, [312086396361222451, 15722685507826110], (1-312086396361222451 *t)/(t^2-624172792722444902*t+1), 15722685507826110*t/(t^2-624172792722444902*t +1) X^2-395*Y^2 = 1, [159, 8], (1-159*t)/(t^2-318*t+1), 8*t/(t^2-318*t+1) X^2-396*Y^2 = 1, [199, 10], (1-199*t)/(t^2-398*t+1), 10*t/(t^2-398*t+1) X^2-397*Y^2 = 1, [838721786045180184649, 42094239791738433660], (1-\ 838721786045180184649*t)/(t^2-1677443572090360369298*t+1), 42094239791738433660 *t/(t^2-1677443572090360369298*t+1) X^2-398*Y^2 = 1, [399, 20], (1-399*t)/(t^2-798*t+1), 20*t/(t^2-798*t+1) X^2-399*Y^2 = 1, [20, 1], (1-20*t)/(t^2-40*t+1), t/(t^2-40*t+1) X^2-401*Y^2 = 1, [801, 40], (1-801*t)/(t^2-1602*t+1), 40*t/(t^2-1602*t+1) X^2-402*Y^2 = 1, [401, 20], (1-401*t)/(t^2-802*t+1), 20*t/(t^2-802*t+1) X^2-403*Y^2 = 1, [669878, 33369], (1-669878*t)/(t^2-1339756*t+1), 33369*t/(t^2-\ 1339756*t+1) X^2-404*Y^2 = 1, [201, 10], (1-201*t)/(t^2-402*t+1), 10*t/(t^2-402*t+1) X^2-405*Y^2 = 1, [161, 8], (1-161*t)/(t^2-322*t+1), 8*t/(t^2-322*t+1) X^2-406*Y^2 = 1, [59468095, 2951352], (1-59468095*t)/(t^2-118936190*t+1), 2951352*t/(t^2-118936190*t+1) X^2-407*Y^2 = 1, [2663, 132], (1-2663*t)/(t^2-5326*t+1), 132*t/(t^2-5326*t+1) X^2-408*Y^2 = 1, [101, 5], (1-101*t)/(t^2-202*t+1), 5*t/(t^2-202*t+1) X^2-409*Y^2 = 1, [25052977273092427986049, 1238789998647218582160], (1-\ 25052977273092427986049*t)/(t^2-50105954546184855972098*t+1), 1238789998647218582160*t/(t^2-50105954546184855972098*t+1) X^2-410*Y^2 = 1, [81, 4], (1-81*t)/(t^2-162*t+1), 4*t/(t^2-162*t+1) X^2-411*Y^2 = 1, [49730, 2453], (1-49730*t)/(t^2-99460*t+1), 2453*t/(t^2-99460* t+1) X^2-412*Y^2 = 1, [103537981567, 5100950232], (1-103537981567*t)/(t^2-\ 207075963134*t+1), 5100950232*t/(t^2-207075963134*t+1) X^2-413*Y^2 = 1, [113399, 5580], (1-113399*t)/(t^2-226798*t+1), 5580*t/(t^2-\ 226798*t+1) X^2-414*Y^2 = 1, [24335, 1196], (1-24335*t)/(t^2-48670*t+1), 1196*t/(t^2-48670* t+1) X^2-415*Y^2 = 1, [18412804, 903849], (1-18412804*t)/(t^2-36825608*t+1), 903849* t/(t^2-36825608*t+1) X^2-416*Y^2 = 1, [5201, 255], (1-5201*t)/(t^2-10402*t+1), 255*t/(t^2-10402*t+1) X^2-417*Y^2 = 1, [85322647, 4178268], (1-85322647*t)/(t^2-170645294*t+1), 4178268*t/(t^2-170645294*t+1) X^2-418*Y^2 = 1, [33857, 1656], (1-33857*t)/(t^2-67714*t+1), 1656*t/(t^2-67714* t+1) X^2-419*Y^2 = 1, [270174970, 13198911], (1-270174970*t)/(t^2-540349940*t+1), 13198911*t/(t^2-540349940*t+1) X^2-420*Y^2 = 1, [41, 2], (1-41*t)/(t^2-82*t+1), 2*t/(t^2-82*t+1) X^2-421*Y^2 = 1, [3879474045914926879468217167061449, 189073995951839020880499780706260], (1-3879474045914926879468217167061449*t)/(t ^2-7758948091829853758936434334122898*t+1), 189073995951839020880499780706260*t /(t^2-7758948091829853758936434334122898*t+1) X^2-422*Y^2 = 1, [7022501, 341850], (1-7022501*t)/(t^2-14045002*t+1), 341850*t/ (t^2-14045002*t+1) X^2-423*Y^2 = 1, [4607, 224], (1-4607*t)/(t^2-9214*t+1), 224*t/(t^2-9214*t+1) X^2-424*Y^2 = 1, [32080051, 1557945], (1-32080051*t)/(t^2-64160102*t+1), 1557945*t/(t^2-64160102*t+1) X^2-425*Y^2 = 1, [143649, 6968], (1-143649*t)/(t^2-287298*t+1), 6968*t/(t^2-\ 287298*t+1) X^2-426*Y^2 = 1, [88751, 4300], (1-88751*t)/(t^2-177502*t+1), 4300*t/(t^2-\ 177502*t+1) X^2-427*Y^2 = 1, [62, 3], (1-62*t)/(t^2-124*t+1), 3*t/(t^2-124*t+1) X^2-428*Y^2 = 1, [1850887, 89466], (1-1850887*t)/(t^2-3701774*t+1), 89466*t/(t^ 2-3701774*t+1) X^2-429*Y^2 = 1, [1524095, 73584], (1-1524095*t)/(t^2-3048190*t+1), 73584*t/(t^ 2-3048190*t+1) X^2-430*Y^2 = 1, [2862251, 138030], (1-2862251*t)/(t^2-5724502*t+1), 138030*t/( t^2-5724502*t+1) X^2-431*Y^2 = 1, [151560720, 7300423], (1-151560720*t)/(t^2-303121440*t+1), 7300423*t/(t^2-303121440*t+1) X^2-432*Y^2 = 1, [1351, 65], (1-1351*t)/(t^2-2702*t+1), 65*t/(t^2-2702*t+1) X^2-433*Y^2 = 1, [104564907854286695713, 5025068784834899736], (1-\ 104564907854286695713*t)/(t^2-209129815708573391426*t+1), 5025068784834899736*t /(t^2-209129815708573391426*t+1) X^2-434*Y^2 = 1, [125, 6], (1-125*t)/(t^2-250*t+1), 6*t/(t^2-250*t+1) X^2-435*Y^2 = 1, [146, 7], (1-146*t)/(t^2-292*t+1), 7*t/(t^2-292*t+1) X^2-436*Y^2 = 1, [158070671986249, 7570212227550], (1-158070671986249*t)/(t^2-\ 316141343972498*t+1), 7570212227550*t/(t^2-316141343972498*t+1) X^2-437*Y^2 = 1, [4599, 220], (1-4599*t)/(t^2-9198*t+1), 220*t/(t^2-9198*t+1) X^2-438*Y^2 = 1, [293, 14], (1-293*t)/(t^2-586*t+1), 14*t/(t^2-586*t+1) X^2-439*Y^2 = 1, [440, 21], (1-440*t)/(t^2-880*t+1), 21*t/(t^2-880*t+1) X^2-440*Y^2 = 1, [21, 1], (1-21*t)/(t^2-42*t+1), t/(t^2-42*t+1) X^2-442*Y^2 = 1, [883, 42], (1-883*t)/(t^2-1766*t+1), 42*t/(t^2-1766*t+1) X^2-443*Y^2 = 1, [442, 21], (1-442*t)/(t^2-884*t+1), 21*t/(t^2-884*t+1) X^2-444*Y^2 = 1, [295, 14], (1-295*t)/(t^2-590*t+1), 14*t/(t^2-590*t+1) X^2-445*Y^2 = 1, [43468489, 2060604], (1-43468489*t)/(t^2-86936978*t+1), 2060604*t/(t^2-86936978*t+1) X^2-446*Y^2 = 1, [110166015, 5216512], (1-110166015*t)/(t^2-220332030*t+1), 5216512*t/(t^2-220332030*t+1) X^2-447*Y^2 = 1, [148, 7], (1-148*t)/(t^2-296*t+1), 7*t/(t^2-296*t+1) X^2-448*Y^2 = 1, [127, 6], (1-127*t)/(t^2-254*t+1), 6*t/(t^2-254*t+1) X^2-449*Y^2 = 1, [71798771299708449, 3388393513402120], (1-71798771299708449*t) /(t^2-143597542599416898*t+1), 3388393513402120*t/(t^2-143597542599416898*t+1) X^2-450*Y^2 = 1, [19601, 924], (1-19601*t)/(t^2-39202*t+1), 924*t/(t^2-39202*t+ 1) X^2-451*Y^2 = 1, [46471490, 2188257], (1-46471490*t)/(t^2-92942980*t+1), 2188257*t/(t^2-92942980*t+1) X^2-452*Y^2 = 1, [1204353, 56648], (1-1204353*t)/(t^2-2408706*t+1), 56648*t/(t^ 2-2408706*t+1) X^2-453*Y^2 = 1, [1653751, 77700], (1-1653751*t)/(t^2-3307502*t+1), 77700*t/(t^ 2-3307502*t+1) X^2-454*Y^2 = 1, [16916040084175685, 793909098494766], (1-16916040084175685*t)/ (t^2-33832080168351370*t+1), 793909098494766*t/(t^2-33832080168351370*t+1) X^2-455*Y^2 = 1, [64, 3], (1-64*t)/(t^2-128*t+1), 3*t/(t^2-128*t+1) X^2-456*Y^2 = 1, [1025, 48], (1-1025*t)/(t^2-2050*t+1), 48*t/(t^2-2050*t+1) X^2-457*Y^2 = 1, [6983244756398928218113, 326662411570389853632], (1-\ 6983244756398928218113*t)/(t^2-13966489512797856436226*t+1), 326662411570389853632*t/(t^2-13966489512797856436226*t+1) X^2-458*Y^2 = 1, [22899, 1070], (1-22899*t)/(t^2-45798*t+1), 1070*t/(t^2-45798* t+1) X^2-459*Y^2 = 1, [499850, 23331], (1-499850*t)/(t^2-999700*t+1), 23331*t/(t^2-\ 999700*t+1) X^2-460*Y^2 = 1, [2535751, 118230], (1-2535751*t)/(t^2-5071502*t+1), 118230*t/( t^2-5071502*t+1) X^2-461*Y^2 = 1, [1182351890184201, 55067617520620], (1-1182351890184201*t)/(t^ 2-2364703780368402*t+1), 55067617520620*t/(t^2-2364703780368402*t+1) X^2-462*Y^2 = 1, [43, 2], (1-43*t)/(t^2-86*t+1), 2*t/(t^2-86*t+1) X^2-463*Y^2 = 1, [247512720456368, 11502891625161], (1-247512720456368*t)/(t^2-\ 495025440912736*t+1), 11502891625161*t/(t^2-495025440912736*t+1) X^2-464*Y^2 = 1, [9801, 455], (1-9801*t)/(t^2-19602*t+1), 455*t/(t^2-19602*t+1) X^2-465*Y^2 = 1, [15871, 736], (1-15871*t)/(t^2-31742*t+1), 736*t/(t^2-31742*t+ 1) X^2-466*Y^2 = 1, [938319425, 43466808], (1-938319425*t)/(t^2-1876638850*t+1), 43466808*t/(t^2-1876638850*t+1) X^2-467*Y^2 = 1, [1625626, 75225], (1-1625626*t)/(t^2-3251252*t+1), 75225*t/(t^ 2-3251252*t+1) X^2-468*Y^2 = 1, [649, 30], (1-649*t)/(t^2-1298*t+1), 30*t/(t^2-1298*t+1) X^2-469*Y^2 = 1, [137215, 6336], (1-137215*t)/(t^2-274430*t+1), 6336*t/(t^2-\ 274430*t+1) X^2-470*Y^2 = 1, [1691, 78], (1-1691*t)/(t^2-3382*t+1), 78*t/(t^2-3382*t+1) X^2-471*Y^2 = 1, [7838695, 361188], (1-7838695*t)/(t^2-15677390*t+1), 361188*t/ (t^2-15677390*t+1) X^2-472*Y^2 = 1, [306917, 14127], (1-306917*t)/(t^2-613834*t+1), 14127*t/(t^2-\ 613834*t+1) X^2-473*Y^2 = 1, [87, 4], (1-87*t)/(t^2-174*t+1), 4*t/(t^2-174*t+1) X^2-474*Y^2 = 1, [193549, 8890], (1-193549*t)/(t^2-387098*t+1), 8890*t/(t^2-\ 387098*t+1) X^2-475*Y^2 = 1, [57799, 2652], (1-57799*t)/(t^2-115598*t+1), 2652*t/(t^2-\ 115598*t+1) X^2-476*Y^2 = 1, [28799, 1320], (1-28799*t)/(t^2-57598*t+1), 1320*t/(t^2-57598* t+1) X^2-477*Y^2 = 1, [8777860001, 401910600], (1-8777860001*t)/(t^2-17555720002*t+1 ), 401910600*t/(t^2-17555720002*t+1) X^2-478*Y^2 = 1, [1617319577991743, 73974475657896], (1-1617319577991743*t)/(t^ 2-3234639155983486*t+1), 73974475657896*t/(t^2-3234639155983486*t+1) X^2-479*Y^2 = 1, [2989440, 136591], (1-2989440*t)/(t^2-5978880*t+1), 136591*t/( t^2-5978880*t+1) X^2-480*Y^2 = 1, [241, 11], (1-241*t)/(t^2-482*t+1), 11*t/(t^2-482*t+1) X^2-481*Y^2 = 1, [1859131879201, 84769117080], (1-1859131879201*t)/(t^2-\ 3718263758402*t+1), 84769117080*t/(t^2-3718263758402*t+1) X^2-482*Y^2 = 1, [483, 22], (1-483*t)/(t^2-966*t+1), 22*t/(t^2-966*t+1) X^2-483*Y^2 = 1, [22, 1], (1-22*t)/(t^2-44*t+1), t/(t^2-44*t+1) X^2-485*Y^2 = 1, [969, 44], (1-969*t)/(t^2-1938*t+1), 44*t/(t^2-1938*t+1) X^2-486*Y^2 = 1, [485, 22], (1-485*t)/(t^2-970*t+1), 22*t/(t^2-970*t+1) X^2-487*Y^2 = 1, [51906073840568, 2352088722477], (1-51906073840568*t)/(t^2-\ 103812147681136*t+1), 2352088722477*t/(t^2-103812147681136*t+1) X^2-488*Y^2 = 1, [243, 11], (1-243*t)/(t^2-486*t+1), 11*t/(t^2-486*t+1) X^2-489*Y^2 = 1, [7592629975, 343350596], (1-7592629975*t)/(t^2-15185259950*t+1 ), 343350596*t/(t^2-15185259950*t+1) X^2-490*Y^2 = 1, [1039681, 46968], (1-1039681*t)/(t^2-2079362*t+1), 46968*t/(t^ 2-2079362*t+1) X^2-491*Y^2 = 1, [93628044170, 4225374483], (1-93628044170*t)/(t^2-187256088340 *t+1), 4225374483*t/(t^2-187256088340*t+1) X^2-492*Y^2 = 1, [29767, 1342], (1-29767*t)/(t^2-59534*t+1), 1342*t/(t^2-59534* t+1) X^2-493*Y^2 = 1, [935662752649, 42140131020], (1-935662752649*t)/(t^2-\ 1871325505298*t+1), 42140131020*t/(t^2-1871325505298*t+1) X^2-494*Y^2 = 1, [73035, 3286], (1-73035*t)/(t^2-146070*t+1), 3286*t/(t^2-\ 146070*t+1) X^2-495*Y^2 = 1, [89, 4], (1-89*t)/(t^2-178*t+1), 4*t/(t^2-178*t+1) X^2-496*Y^2 = 1, [4620799, 207480], (1-4620799*t)/(t^2-9241598*t+1), 207480*t/( t^2-9241598*t+1) X^2-497*Y^2 = 1, [1201887, 53912], (1-1201887*t)/(t^2-2403774*t+1), 53912*t/(t^ 2-2403774*t+1) X^2-498*Y^2 = 1, [179777, 8056], (1-179777*t)/(t^2-359554*t+1), 8056*t/(t^2-\ 359554*t+1) X^2-499*Y^2 = 1, [4490, 201], (1-4490*t)/(t^2-8980*t+1), 201*t/(t^2-8980*t+1) X^2-500*Y^2 = 1, [930249, 41602], (1-930249*t)/(t^2-1860498*t+1), 41602*t/(t^2-\ 1860498*t+1) X^2-501*Y^2 = 1, [11242731902975, 502288218432], (1-11242731902975*t)/(t^2-\ 22485463805950*t+1), 502288218432*t/(t^2-22485463805950*t+1) X^2-502*Y^2 = 1, [3832352837, 171046278], (1-3832352837*t)/(t^2-7664705674*t+1) , 171046278*t/(t^2-7664705674*t+1) X^2-503*Y^2 = 1, [24648, 1099], (1-24648*t)/(t^2-49296*t+1), 1099*t/(t^2-49296* t+1) X^2-504*Y^2 = 1, [449, 20], (1-449*t)/(t^2-898*t+1), 20*t/(t^2-898*t+1) X^2-505*Y^2 = 1, [809, 36], (1-809*t)/(t^2-1618*t+1), 36*t/(t^2-1618*t+1) X^2-506*Y^2 = 1, [45, 2], (1-45*t)/(t^2-90*t+1), 2*t/(t^2-90*t+1) X^2-507*Y^2 = 1, [1351, 60], (1-1351*t)/(t^2-2702*t+1), 60*t/(t^2-2702*t+1) X^2-508*Y^2 = 1, [44757606858751, 1985797689600], (1-44757606858751*t)/(t^2-\ 89515213717502*t+1), 1985797689600*t/(t^2-89515213717502*t+1) X^2-509*Y^2 = 1, [313201220822405001, 13882400040814700], (1-313201220822405001 *t)/(t^2-626402441644810002*t+1), 13882400040814700*t/(t^2-626402441644810002*t +1) X^2-510*Y^2 = 1, [271, 12], (1-271*t)/(t^2-542*t+1), 12*t/(t^2-542*t+1) X^2-511*Y^2 = 1, [4188548960, 185290497], (1-4188548960*t)/(t^2-8377097920*t+1) , 185290497*t/(t^2-8377097920*t+1) X^2-512*Y^2 = 1, [665857, 29427], (1-665857*t)/(t^2-1331714*t+1), 29427*t/(t^2-\ 1331714*t+1) X^2-513*Y^2 = 1, [13771351, 608020], (1-13771351*t)/(t^2-27542702*t+1), 608020* t/(t^2-27542702*t+1) X^2-514*Y^2 = 1, [4625, 204], (1-4625*t)/(t^2-9250*t+1), 204*t/(t^2-9250*t+1) X^2-515*Y^2 = 1, [17406, 767], (1-17406*t)/(t^2-34812*t+1), 767*t/(t^2-34812*t+ 1) X^2-516*Y^2 = 1, [16855, 742], (1-16855*t)/(t^2-33710*t+1), 742*t/(t^2-33710*t+ 1) X^2-517*Y^2 = 1, [590968985399, 25990786260], (1-590968985399*t)/(t^2-\ 1181937970798*t+1), 25990786260*t/(t^2-1181937970798*t+1) X^2-518*Y^2 = 1, [2367, 104], (1-2367*t)/(t^2-4734*t+1), 104*t/(t^2-4734*t+1) X^2-519*Y^2 = 1, [14851876, 651925], (1-14851876*t)/(t^2-29703752*t+1), 651925* t/(t^2-29703752*t+1) X^2-520*Y^2 = 1, [6499, 285], (1-6499*t)/(t^2-12998*t+1), 285*t/(t^2-12998*t+1) X^2-521*Y^2 = 1, [32961431500035201, 1444066532654320], (1-32961431500035201*t) /(t^2-65922863000070402*t+1), 1444066532654320*t/(t^2-65922863000070402*t+1) X^2-522*Y^2 = 1, [19603, 858], (1-19603*t)/(t^2-39206*t+1), 858*t/(t^2-39206*t+ 1) X^2-523*Y^2 = 1, [81810300626, 3577314675], (1-81810300626*t)/(t^2-163620601252 *t+1), 3577314675*t/(t^2-163620601252*t+1) X^2-524*Y^2 = 1, [225144199, 9835470], (1-225144199*t)/(t^2-450288398*t+1), 9835470*t/(t^2-450288398*t+1) X^2-525*Y^2 = 1, [6049, 264], (1-6049*t)/(t^2-12098*t+1), 264*t/(t^2-12098*t+1) X^2-526*Y^2 = 1, [84056091546952933775, 3665019757324295532], (1-\ 84056091546952933775*t)/(t^2-168112183093905867550*t+1), 3665019757324295532*t/ (t^2-168112183093905867550*t+1) X^2-527*Y^2 = 1, [528, 23], (1-528*t)/(t^2-1056*t+1), 23*t/(t^2-1056*t+1) X^2-528*Y^2 = 1, [23, 1], (1-23*t)/(t^2-46*t+1), t/(t^2-46*t+1) X^2-530*Y^2 = 1, [1059, 46], (1-1059*t)/(t^2-2118*t+1), 46*t/(t^2-2118*t+1) X^2-531*Y^2 = 1, [530, 23], (1-530*t)/(t^2-1060*t+1), 23*t/(t^2-1060*t+1) X^2-532*Y^2 = 1, [2588599, 112230], (1-2588599*t)/(t^2-5177198*t+1), 112230*t/( t^2-5177198*t+1) X^2-533*Y^2 = 1, [74859849, 3242540], (1-74859849*t)/(t^2-149719698*t+1), 3242540*t/(t^2-149719698*t+1) X^2-534*Y^2 = 1, [3678725, 159194], (1-3678725*t)/(t^2-7357450*t+1), 159194*t/( t^2-7357450*t+1) X^2-535*Y^2 = 1, [1618804, 69987], (1-1618804*t)/(t^2-3237608*t+1), 69987*t/(t^ 2-3237608*t+1) X^2-536*Y^2 = 1, [145925, 6303], (1-145925*t)/(t^2-291850*t+1), 6303*t/(t^2-\ 291850*t+1) X^2-537*Y^2 = 1, [192349463, 8300492], (1-192349463*t)/(t^2-384698926*t+1), 8300492*t/(t^2-384698926*t+1) X^2-538*Y^2 = 1, [9536081203, 411129654], (1-9536081203*t)/(t^2-19072162406*t+1 ), 411129654*t/(t^2-19072162406*t+1) X^2-539*Y^2 = 1, [3970, 171], (1-3970*t)/(t^2-7940*t+1), 171*t/(t^2-7940*t+1) X^2-540*Y^2 = 1, [119071, 5124], (1-119071*t)/(t^2-238142*t+1), 5124*t/(t^2-\ 238142*t+1) X^2-541*Y^2 = 1, [3707453360023867028800645599667005001, 159395869721270110077187138775196900], (1-3707453360023867028800645599667005001 *t)/(t^2-7414906720047734057601291199334010002*t+1), 159395869721270110077187138775196900*t/(t^2-\ 7414906720047734057601291199334010002*t+1) X^2-542*Y^2 = 1, [4293183, 184408], (1-4293183*t)/(t^2-8586366*t+1), 184408*t/( t^2-8586366*t+1) X^2-543*Y^2 = 1, [669337, 28724], (1-669337*t)/(t^2-1338674*t+1), 28724*t/(t^2-\ 1338674*t+1) X^2-544*Y^2 = 1, [2449, 105], (1-2449*t)/(t^2-4898*t+1), 105*t/(t^2-4898*t+1) X^2-545*Y^2 = 1, [1961, 84], (1-1961*t)/(t^2-3922*t+1), 84*t/(t^2-3922*t+1) X^2-546*Y^2 = 1, [701, 30], (1-701*t)/(t^2-1402*t+1), 30*t/(t^2-1402*t+1) X^2-547*Y^2 = 1, [160177601264642, 6848699678673], (1-160177601264642*t)/(t^2-\ 320355202529284*t+1), 6848699678673*t/(t^2-320355202529284*t+1) X^2-548*Y^2 = 1, [6083073, 259856], (1-6083073*t)/(t^2-12166146*t+1), 259856*t/ (t^2-12166146*t+1) X^2-549*Y^2 = 1, [1766319049, 75384660], (1-1766319049*t)/(t^2-3532638098*t+1), 75384660*t/(t^2-3532638098*t+1) X^2-550*Y^2 = 1, [30580901, 1303974], (1-30580901*t)/(t^2-61161802*t+1), 1303974*t/(t^2-61161802*t+1) X^2-551*Y^2 = 1, [8380, 357], (1-8380*t)/(t^2-16760*t+1), 357*t/(t^2-16760*t+1) X^2-552*Y^2 = 1, [47, 2], (1-47*t)/(t^2-94*t+1), 2*t/(t^2-94*t+1) X^2-553*Y^2 = 1, [624635837407, 26562217704], (1-624635837407*t)/(t^2-\ 1249271674814*t+1), 26562217704*t/(t^2-1249271674814*t+1) X^2-554*Y^2 = 1, [60756099699, 2581279330], (1-60756099699*t)/(t^2-121512199398 *t+1), 2581279330*t/(t^2-121512199398*t+1) X^2-555*Y^2 = 1, [1814, 77], (1-1814*t)/(t^2-3628*t+1), 77*t/(t^2-3628*t+1) X^2-556*Y^2 = 1, [12032115501124999, 510275358434250], (1-12032115501124999*t)/ (t^2-24064231002249998*t+1), 510275358434250*t/(t^2-24064231002249998*t+1) X^2-557*Y^2 = 1, [27849, 1180], (1-27849*t)/(t^2-55698*t+1), 1180*t/(t^2-55698* t+1) X^2-558*Y^2 = 1, [7937, 336], (1-7937*t)/(t^2-15874*t+1), 336*t/(t^2-15874*t+1) X^2-559*Y^2 = 1, [506568295, 21425556], (1-506568295*t)/(t^2-1013136590*t+1), 21425556*t/(t^2-1013136590*t+1) X^2-560*Y^2 = 1, [71, 3], (1-71*t)/(t^2-142*t+1), 3*t/(t^2-142*t+1) X^2-561*Y^2 = 1, [522785, 22072], (1-522785*t)/(t^2-1045570*t+1), 22072*t/(t^2-\ 1045570*t+1) X^2-562*Y^2 = 1, [220938497, 9319728], (1-220938497*t)/(t^2-441876994*t+1), 9319728*t/(t^2-441876994*t+1) X^2-563*Y^2 = 1, [68122, 2871], (1-68122*t)/(t^2-136244*t+1), 2871*t/(t^2-\ 136244*t+1) X^2-564*Y^2 = 1, [95, 4], (1-95*t)/(t^2-190*t+1), 4*t/(t^2-190*t+1) X^2-565*Y^2 = 1, [435259412378569, 18311501103948], (1-435259412378569*t)/(t^2-\ 870518824757138*t+1), 18311501103948*t/(t^2-870518824757138*t+1) X^2-566*Y^2 = 1, [95609285, 4018758], (1-95609285*t)/(t^2-191218570*t+1), 4018758*t/(t^2-191218570*t+1) X^2-567*Y^2 = 1, [2024, 85], (1-2024*t)/(t^2-4048*t+1), 85*t/(t^2-4048*t+1) X^2-568*Y^2 = 1, [143, 6], (1-143*t)/(t^2-286*t+1), 6*t/(t^2-286*t+1) X^2-569*Y^2 = 1, [16760473211643448449, 702635588524014320], (1-\ 16760473211643448449*t)/(t^2-33520946423286896898*t+1), 702635588524014320*t/(t ^2-33520946423286896898*t+1) X^2-570*Y^2 = 1, [191, 8], (1-191*t)/(t^2-382*t+1), 8*t/(t^2-382*t+1) X^2-571*Y^2 = 1, [181124355061630786130, 7579818350628982587], (1-\ 181124355061630786130*t)/(t^2-362248710123261572260*t+1), 7579818350628982587*t /(t^2-362248710123261572260*t+1) X^2-572*Y^2 = 1, [287, 12], (1-287*t)/(t^2-574*t+1), 12*t/(t^2-574*t+1) X^2-573*Y^2 = 1, [383, 16], (1-383*t)/(t^2-766*t+1), 16*t/(t^2-766*t+1) X^2-574*Y^2 = 1, [575, 24], (1-575*t)/(t^2-1150*t+1), 24*t/(t^2-1150*t+1) X^2-575*Y^2 = 1, [24, 1], (1-24*t)/(t^2-48*t+1), t/(t^2-48*t+1) X^2-577*Y^2 = 1, [1153, 48], (1-1153*t)/(t^2-2306*t+1), 48*t/(t^2-2306*t+1) X^2-578*Y^2 = 1, [577, 24], (1-577*t)/(t^2-1154*t+1), 24*t/(t^2-1154*t+1) X^2-579*Y^2 = 1, [385, 16], (1-385*t)/(t^2-770*t+1), 16*t/(t^2-770*t+1) X^2-580*Y^2 = 1, [289, 12], (1-289*t)/(t^2-578*t+1), 12*t/(t^2-578*t+1) X^2-581*Y^2 = 1, [152071153975, 6308974548], (1-152071153975*t)/(t^2-\ 304142307950*t+1), 6308974548*t/(t^2-304142307950*t+1) X^2-582*Y^2 = 1, [193, 8], (1-193*t)/(t^2-386*t+1), 8*t/(t^2-386*t+1) X^2-583*Y^2 = 1, [8429543, 349116], (1-8429543*t)/(t^2-16859086*t+1), 349116*t/ (t^2-16859086*t+1) X^2-584*Y^2 = 1, [145, 6], (1-145*t)/(t^2-290*t+1), 6*t/(t^2-290*t+1) X^2-585*Y^2 = 1, [33281, 1376], (1-33281*t)/(t^2-66562*t+1), 1376*t/(t^2-66562* t+1) X^2-586*Y^2 = 1, [33867877212256207699, 1399069112058008310], (1-\ 33867877212256207699*t)/(t^2-67735754424512415398*t+1), 1399069112058008310*t/( t^2-67735754424512415398*t+1) X^2-587*Y^2 = 1, [1907162, 78717], (1-1907162*t)/(t^2-3814324*t+1), 78717*t/(t^ 2-3814324*t+1) X^2-588*Y^2 = 1, [97, 4], (1-97*t)/(t^2-194*t+1), 4*t/(t^2-194*t+1) X^2-589*Y^2 = 1, [41423166067036218751, 1706811823063746000], (1-\ 41423166067036218751*t)/(t^2-82846332134072437502*t+1), 1706811823063746000*t/( t^2-82846332134072437502*t+1) X^2-590*Y^2 = 1, [5781, 238], (1-5781*t)/(t^2-11562*t+1), 238*t/(t^2-11562*t+1) X^2-591*Y^2 = 1, [165676, 6815], (1-165676*t)/(t^2-331352*t+1), 6815*t/(t^2-\ 331352*t+1) X^2-592*Y^2 = 1, [73, 3], (1-73*t)/(t^2-146*t+1), 3*t/(t^2-146*t+1) X^2-593*Y^2 = 1, [721517598849, 29629176560], (1-721517598849*t)/(t^2-\ 1443035197698*t+1), 29629176560*t/(t^2-1443035197698*t+1) X^2-594*Y^2 = 1, [1098305, 45064], (1-1098305*t)/(t^2-2196610*t+1), 45064*t/(t^ 2-2196610*t+1) X^2-595*Y^2 = 1, [18514, 759], (1-18514*t)/(t^2-37028*t+1), 759*t/(t^2-37028*t+ 1) X^2-596*Y^2 = 1, [25801741449, 1056880510], (1-25801741449*t)/(t^2-51603482898* t+1), 1056880510*t/(t^2-51603482898*t+1) X^2-597*Y^2 = 1, [463287093751, 18961078500], (1-463287093751*t)/(t^2-\ 926574187502*t+1), 18961078500*t/(t^2-926574187502*t+1) X^2-598*Y^2 = 1, [1574351, 64380], (1-1574351*t)/(t^2-3148702*t+1), 64380*t/(t^ 2-3148702*t+1) X^2-599*Y^2 = 1, [24686379794520, 1008658133851], (1-24686379794520*t)/(t^2-\ 49372759589040*t+1), 1008658133851*t/(t^2-49372759589040*t+1) X^2-600*Y^2 = 1, [49, 2], (1-49*t)/(t^2-98*t+1), 2*t/(t^2-98*t+1) X^2-601*Y^2 = 1, [38902815462492318420311478049, 1586878942101888360258625080], (1-38902815462492318420311478049*t)/(t^2-77805630924984636840622956098*t+1), 1586878942101888360258625080*t/(t^2-77805630924984636840622956098*t+1) X^2-602*Y^2 = 1, [687, 28], (1-687*t)/(t^2-1374*t+1), 28*t/(t^2-1374*t+1) X^2-603*Y^2 = 1, [48842, 1989], (1-48842*t)/(t^2-97684*t+1), 1989*t/(t^2-97684* t+1) X^2-604*Y^2 = 1, [5972991296311683199, 243037569063951720], (1-\ 5972991296311683199*t)/(t^2-11945982592623366398*t+1), 243037569063951720*t/(t^ 2-11945982592623366398*t+1) X^2-605*Y^2 = 1, [930249, 37820], (1-930249*t)/(t^2-1860498*t+1), 37820*t/(t^2-\ 1860498*t+1) X^2-606*Y^2 = 1, [42187499, 1713750], (1-42187499*t)/(t^2-84374998*t+1), 1713750*t/(t^2-84374998*t+1) X^2-607*Y^2 = 1, [164076033968, 6659640783], (1-164076033968*t)/(t^2-\ 328152067936*t+1), 6659640783*t/(t^2-328152067936*t+1) X^2-608*Y^2 = 1, [2737, 111], (1-2737*t)/(t^2-5474*t+1), 111*t/(t^2-5474*t+1) X^2-609*Y^2 = 1, [605695, 24544], (1-605695*t)/(t^2-1211390*t+1), 24544*t/(t^2-\ 1211390*t+1) X^2-610*Y^2 = 1, [10323982819, 418005846], (1-10323982819*t)/(t^2-20647965638*t +1), 418005846*t/(t^2-20647965638*t+1) X^2-611*Y^2 = 1, [236926, 9585], (1-236926*t)/(t^2-473852*t+1), 9585*t/(t^2-\ 473852*t+1) X^2-612*Y^2 = 1, [2177, 88], (1-2177*t)/(t^2-4354*t+1), 88*t/(t^2-4354*t+1) X^2-613*Y^2 = 1, [464018873584078278910994299849, 18741545784831997880308784340 ], (1-464018873584078278910994299849*t)/(t^2-928037747168156557821988599698*t+1 ), 18741545784831997880308784340*t/(t^2-928037747168156557821988599698*t+1) X^2-614*Y^2 = 1, [348291186245, 14055888354], (1-348291186245*t)/(t^2-\ 696582372490*t+1), 14055888354*t/(t^2-696582372490*t+1) X^2-615*Y^2 = 1, [124, 5], (1-124*t)/(t^2-248*t+1), 5*t/(t^2-248*t+1) X^2-616*Y^2 = 1, [21295, 858], (1-21295*t)/(t^2-42590*t+1), 858*t/(t^2-42590*t+ 1) X^2-617*Y^2 = 1, [3363593612801313, 135413180018248], (1-3363593612801313*t)/(t ^2-6727187225602626*t+1), 135413180018248*t/(t^2-6727187225602626*t+1) X^2-618*Y^2 = 1, [10093, 406], (1-10093*t)/(t^2-20186*t+1), 406*t/(t^2-20186*t+ 1) X^2-619*Y^2 = 1, [517213510553282930, 20788566180548739], (1-517213510553282930 *t)/(t^2-1034427021106565860*t+1), 20788566180548739*t/(t^2-1034427021106565860 *t+1) X^2-620*Y^2 = 1, [249, 10], (1-249*t)/(t^2-498*t+1), 10*t/(t^2-498*t+1) X^2-621*Y^2 = 1, [7775, 312], (1-7775*t)/(t^2-15550*t+1), 312*t/(t^2-15550*t+1) X^2-622*Y^2 = 1, [13804370063, 553504812], (1-13804370063*t)/(t^2-27608740126*t +1), 553504812*t/(t^2-27608740126*t+1) X^2-623*Y^2 = 1, [624, 25], (1-624*t)/(t^2-1248*t+1), 25*t/(t^2-1248*t+1) X^2-624*Y^2 = 1, [25, 1], (1-25*t)/(t^2-50*t+1), t/(t^2-50*t+1) X^2-626*Y^2 = 1, [1251, 50], (1-1251*t)/(t^2-2502*t+1), 50*t/(t^2-2502*t+1) X^2-627*Y^2 = 1, [626, 25], (1-626*t)/(t^2-1252*t+1), 25*t/(t^2-1252*t+1) X^2-628*Y^2 = 1, [46698728731849, 1863482146110], (1-46698728731849*t)/(t^2-\ 93397457463698*t+1), 1863482146110*t/(t^2-93397457463698*t+1) X^2-629*Y^2 = 1, [123245001, 4914100], (1-123245001*t)/(t^2-246490002*t+1), 4914100*t/(t^2-246490002*t+1) X^2-630*Y^2 = 1, [251, 10], (1-251*t)/(t^2-502*t+1), 10*t/(t^2-502*t+1) X^2-631*Y^2 = 1, [48961575312998650035560, 1949129537575151036427], (1-\ 48961575312998650035560*t)/(t^2-97923150625997300071120*t+1), 1949129537575151036427*t/(t^2-97923150625997300071120*t+1) X^2-632*Y^2 = 1, [7743, 308], (1-7743*t)/(t^2-15486*t+1), 308*t/(t^2-15486*t+1) X^2-633*Y^2 = 1, [440772247, 17519124], (1-440772247*t)/(t^2-881544494*t+1), 17519124*t/(t^2-881544494*t+1) X^2-634*Y^2 = 1, [8711856945587257031251, 345992039259400361250], (1-\ 8711856945587257031251*t)/(t^2-17423713891174514062502*t+1), 345992039259400361250*t/(t^2-17423713891174514062502*t+1) X^2-635*Y^2 = 1, [126, 5], (1-126*t)/(t^2-252*t+1), 5*t/(t^2-252*t+1) X^2-636*Y^2 = 1, [3505951, 139020], (1-3505951*t)/(t^2-7011902*t+1), 139020*t/( t^2-7011902*t+1) X^2-637*Y^2 = 1, [1419278889601, 56233877040], (1-1419278889601*t)/(t^2-\ 2838557779202*t+1), 56233877040*t/(t^2-2838557779202*t+1) X^2-638*Y^2 = 1, [42283, 1674], (1-42283*t)/(t^2-84566*t+1), 1674*t/(t^2-84566* t+1) X^2-639*Y^2 = 1, [24220799, 958160], (1-24220799*t)/(t^2-48441598*t+1), 958160* t/(t^2-48441598*t+1) X^2-640*Y^2 = 1, [1039681, 41097], (1-1039681*t)/(t^2-2079362*t+1), 41097*t/(t^ 2-2079362*t+1) X^2-641*Y^2 = 1, [2609429220845977814049, 103066257550962737720], (1-\ 2609429220845977814049*t)/(t^2-5218858441691955628098*t+1), 103066257550962737720*t/(t^2-5218858441691955628098*t+1) X^2-642*Y^2 = 1, [5777, 228], (1-5777*t)/(t^2-11554*t+1), 228*t/(t^2-11554*t+1) X^2-643*Y^2 = 1, [1988960193026, 78436933185], (1-1988960193026*t)/(t^2-\ 3977920386052*t+1), 78436933185*t/(t^2-3977920386052*t+1) X^2-644*Y^2 = 1, [11775, 464], (1-11775*t)/(t^2-23550*t+1), 464*t/(t^2-23550*t+ 1) X^2-645*Y^2 = 1, [1024001, 40320], (1-1024001*t)/(t^2-2048002*t+1), 40320*t/(t^ 2-2048002*t+1) X^2-646*Y^2 = 1, [305, 12], (1-305*t)/(t^2-610*t+1), 12*t/(t^2-610*t+1) X^2-647*Y^2 = 1, [120187368, 4725053], (1-120187368*t)/(t^2-240374736*t+1), 4725053*t/(t^2-240374736*t+1) X^2-648*Y^2 = 1, [19601, 770], (1-19601*t)/(t^2-39202*t+1), 770*t/(t^2-39202*t+ 1) X^2-649*Y^2 = 1, [1123593226162199, 44104892095380], (1-1123593226162199*t)/(t^ 2-2247186452324398*t+1), 44104892095380*t/(t^2-2247186452324398*t+1) X^2-650*Y^2 = 1, [51, 2], (1-51*t)/(t^2-102*t+1), 2*t/(t^2-102*t+1) X^2-651*Y^2 = 1, [1735, 68], (1-1735*t)/(t^2-3470*t+1), 68*t/(t^2-3470*t+1) X^2-652*Y^2 = 1, [8212499464321351, 321626301297510], (1-8212499464321351*t)/(t ^2-16424998928642702*t+1), 321626301297510*t/(t^2-16424998928642702*t+1) X^2-653*Y^2 = 1, [10499986568677299849, 410896226494013260], (1-\ 10499986568677299849*t)/(t^2-20999973137354599698*t+1), 410896226494013260*t/(t ^2-20999973137354599698*t+1) X^2-654*Y^2 = 1, [8915765, 348634], (1-8915765*t)/(t^2-17831530*t+1), 348634*t/ (t^2-17831530*t+1) X^2-655*Y^2 = 1, [737709209, 28824684], (1-737709209*t)/(t^2-1475418418*t+1), 28824684*t/(t^2-1475418418*t+1) X^2-656*Y^2 = 1, [2049, 80], (1-2049*t)/(t^2-4098*t+1), 80*t/(t^2-4098*t+1) X^2-657*Y^2 = 1, [2281249, 89000], (1-2281249*t)/(t^2-4562498*t+1), 89000*t/(t^ 2-4562498*t+1) X^2-658*Y^2 = 1, [1693, 66], (1-1693*t)/(t^2-3386*t+1), 66*t/(t^2-3386*t+1) X^2-659*Y^2 = 1, [5930, 231], (1-5930*t)/(t^2-11860*t+1), 231*t/(t^2-11860*t+1) X^2-660*Y^2 = 1, [1079, 42], (1-1079*t)/(t^2-2158*t+1), 42*t/(t^2-2158*t+1) X^2-661*Y^2 = 1, [16421658242965910275055840472270471049, 638728478116949861246791167518480580], (1-\ 16421658242965910275055840472270471049*t)/(t^2-\ 32843316485931820550111680944540942098*t+1), 638728478116949861246791167518480580*t/(t^2-\ 32843316485931820550111680944540942098*t+1) X^2-662*Y^2 = 1, [1718102501, 66775950], (1-1718102501*t)/(t^2-3436205002*t+1), 66775950*t/(t^2-3436205002*t+1) X^2-663*Y^2 = 1, [103, 4], (1-103*t)/(t^2-206*t+1), 4*t/(t^2-206*t+1) X^2-664*Y^2 = 1, [1700902565, 66007821], (1-1700902565*t)/(t^2-3401805130*t+1), 66007821*t/(t^2-3401805130*t+1) X^2-665*Y^2 = 1, [13719, 532], (1-13719*t)/(t^2-27438*t+1), 532*t/(t^2-27438*t+ 1) X^2-666*Y^2 = 1, [27365201, 1060380], (1-27365201*t)/(t^2-54730402*t+1), 1060380*t/(t^2-54730402*t+1) X^2-667*Y^2 = 1, [107119097, 4147668], (1-107119097*t)/(t^2-214238194*t+1), 4147668*t/(t^2-214238194*t+1) X^2-668*Y^2 = 1, [56447, 2184], (1-56447*t)/(t^2-112894*t+1), 2184*t/(t^2-\ 112894*t+1) X^2-669*Y^2 = 1, [14226117859054135, 550013492618436], (1-14226117859054135*t)/ (t^2-28452235718108270*t+1), 550013492618436*t/(t^2-28452235718108270*t+1) X^2-670*Y^2 = 1, [5791211, 223734], (1-5791211*t)/(t^2-11582422*t+1), 223734*t/ (t^2-11582422*t+1) X^2-671*Y^2 = 1, [58620, 2263], (1-58620*t)/(t^2-117240*t+1), 2263*t/(t^2-\ 117240*t+1) X^2-672*Y^2 = 1, [337, 13], (1-337*t)/(t^2-674*t+1), 13*t/(t^2-674*t+1) X^2-673*Y^2 = 1, [4765506835465395993032041249, 183696788896587421699032600], ( 1-4765506835465395993032041249*t)/(t^2-9531013670930791986064082498*t+1), 183696788896587421699032600*t/(t^2-9531013670930791986064082498*t+1) X^2-674*Y^2 = 1, [675, 26], (1-675*t)/(t^2-1350*t+1), 26*t/(t^2-1350*t+1) X^2-675*Y^2 = 1, [26, 1], (1-26*t)/(t^2-52*t+1), t/(t^2-52*t+1) X^2-677*Y^2 = 1, [1353, 52], (1-1353*t)/(t^2-2706*t+1), 52*t/(t^2-2706*t+1) X^2-678*Y^2 = 1, [677, 26], (1-677*t)/(t^2-1354*t+1), 26*t/(t^2-1354*t+1) X^2-679*Y^2 = 1, [17792625320, 682818291], (1-17792625320*t)/(t^2-35585250640*t +1), 682818291*t/(t^2-35585250640*t+1) X^2-680*Y^2 = 1, [339, 13], (1-339*t)/(t^2-678*t+1), 13*t/(t^2-678*t+1) X^2-681*Y^2 = 1, [10743166003415, 411679015748], (1-10743166003415*t)/(t^2-\ 21486332006830*t+1), 411679015748*t/(t^2-21486332006830*t+1) X^2-682*Y^2 = 1, [1197901, 45870], (1-1197901*t)/(t^2-2395802*t+1), 45870*t/(t^ 2-2395802*t+1) X^2-683*Y^2 = 1, [170067682, 6507459], (1-170067682*t)/(t^2-340135364*t+1), 6507459*t/(t^2-340135364*t+1) X^2-684*Y^2 = 1, [57799, 2210], (1-57799*t)/(t^2-115598*t+1), 2210*t/(t^2-\ 115598*t+1) X^2-685*Y^2 = 1, [95592800063517769, 3652413145693884], (1-95592800063517769*t) /(t^2-191185600127035538*t+1), 3652413145693884*t/(t^2-191185600127035538*t+1) X^2-686*Y^2 = 1, [10850138895, 414260228], (1-10850138895*t)/(t^2-21700277790*t +1), 414260228*t/(t^2-21700277790*t+1) X^2-687*Y^2 = 1, [165337, 6308], (1-165337*t)/(t^2-330674*t+1), 6308*t/(t^2-\ 330674*t+1) X^2-688*Y^2 = 1, [24248647, 924471], (1-24248647*t)/(t^2-48497294*t+1), 924471* t/(t^2-48497294*t+1) X^2-689*Y^2 = 1, [105, 4], (1-105*t)/(t^2-210*t+1), 4*t/(t^2-210*t+1) X^2-690*Y^2 = 1, [1471, 56], (1-1471*t)/(t^2-2942*t+1), 56*t/(t^2-2942*t+1) X^2-691*Y^2 = 1, [31138100617500578690, 1184549173291009383], (1-\ 31138100617500578690*t)/(t^2-62276201235001157380*t+1), 1184549173291009383*t/( t^2-62276201235001157380*t+1) X^2-692*Y^2 = 1, [2499849, 95030], (1-2499849*t)/(t^2-4999698*t+1), 95030*t/(t^ 2-4999698*t+1) X^2-693*Y^2 = 1, [246401, 9360], (1-246401*t)/(t^2-492802*t+1), 9360*t/(t^2-\ 492802*t+1) X^2-694*Y^2 = 1, [38782105445014642382885, 1472148590903997672114], (1-\ 38782105445014642382885*t)/(t^2-77564210890029284765770*t+1), 1472148590903997672114*t/(t^2-77564210890029284765770*t+1) X^2-695*Y^2 = 1, [33639, 1276], (1-33639*t)/(t^2-67278*t+1), 1276*t/(t^2-67278* t+1) X^2-696*Y^2 = 1, [1451, 55], (1-1451*t)/(t^2-2902*t+1), 55*t/(t^2-2902*t+1) X^2-697*Y^2 = 1, [34849, 1320], (1-34849*t)/(t^2-69698*t+1), 1320*t/(t^2-69698* t+1) X^2-698*Y^2 = 1, [51999603, 1968214], (1-51999603*t)/(t^2-103999206*t+1), 1968214*t/(t^2-103999206*t+1) X^2-699*Y^2 = 1, [2271050, 85899], (1-2271050*t)/(t^2-4542100*t+1), 85899*t/(t^ 2-4542100*t+1) X^2-700*Y^2 = 1, [8193151, 309672], (1-8193151*t)/(t^2-16386302*t+1), 309672*t/ (t^2-16386302*t+1) X^2-701*Y^2 = 1, [277631049, 10485980], (1-277631049*t)/(t^2-555262098*t+1), 10485980*t/(t^2-555262098*t+1) X^2-702*Y^2 = 1, [53, 2], (1-53*t)/(t^2-106*t+1), 2*t/(t^2-106*t+1) X^2-703*Y^2 = 1, [1159172, 43719], (1-1159172*t)/(t^2-2318344*t+1), 43719*t/(t^ 2-2318344*t+1) X^2-704*Y^2 = 1, [79201, 2985], (1-79201*t)/(t^2-158402*t+1), 2985*t/(t^2-\ 158402*t+1) X^2-705*Y^2 = 1, [237161, 8932], (1-237161*t)/(t^2-474322*t+1), 8932*t/(t^2-\ 474322*t+1) X^2-706*Y^2 = 1, [34595, 1302], (1-34595*t)/(t^2-69190*t+1), 1302*t/(t^2-69190* t+1) X^2-707*Y^2 = 1, [2526, 95], (1-2526*t)/(t^2-5052*t+1), 95*t/(t^2-5052*t+1) X^2-708*Y^2 = 1, [62423, 2346], (1-62423*t)/(t^2-124846*t+1), 2346*t/(t^2-\ 124846*t+1) X^2-709*Y^2 = 1, [665782673992201, 25003993164540], (1-665782673992201*t)/(t^2-\ 1331565347984402*t+1), 25003993164540*t/(t^2-1331565347984402*t+1) X^2-710*Y^2 = 1, [1279, 48], (1-1279*t)/(t^2-2558*t+1), 48*t/(t^2-2558*t+1) X^2-711*Y^2 = 1, [80, 3], (1-80*t)/(t^2-160*t+1), 3*t/(t^2-160*t+1) X^2-712*Y^2 = 1, [1601, 60], (1-1601*t)/(t^2-3202*t+1), 60*t/(t^2-3202*t+1) X^2-713*Y^2 = 1, [5286367, 197976], (1-5286367*t)/(t^2-10572734*t+1), 197976*t/ (t^2-10572734*t+1) X^2-714*Y^2 = 1, [4115, 154], (1-4115*t)/(t^2-8230*t+1), 154*t/(t^2-8230*t+1) X^2-715*Y^2 = 1, [75646, 2829], (1-75646*t)/(t^2-151292*t+1), 2829*t/(t^2-\ 151292*t+1) X^2-716*Y^2 = 1, [35115719688199, 1312336060110], (1-35115719688199*t)/(t^2-\ 70231439376398*t+1), 1312336060110*t/(t^2-70231439376398*t+1) X^2-717*Y^2 = 1, [6998399, 261360], (1-6998399*t)/(t^2-13996798*t+1), 261360*t/ (t^2-13996798*t+1) X^2-718*Y^2 = 1, [8933399183036079503, 333391496474140716], (1-\ 8933399183036079503*t)/(t^2-17866798366072159006*t+1), 333391496474140716*t/(t^ 2-17866798366072159006*t+1) X^2-719*Y^2 = 1, [403480310400, 15047276489], (1-403480310400*t)/(t^2-\ 806960620800*t+1), 15047276489*t/(t^2-806960620800*t+1) X^2-720*Y^2 = 1, [161, 6], (1-161*t)/(t^2-322*t+1), 6*t/(t^2-322*t+1) X^2-721*Y^2 = 1, [18632176943292415, 693898530122112], (1-18632176943292415*t)/ (t^2-37264353886584830*t+1), 693898530122112*t/(t^2-37264353886584830*t+1) X^2-722*Y^2 = 1, [22619537, 841812], (1-22619537*t)/(t^2-45239074*t+1), 841812* t/(t^2-45239074*t+1) X^2-723*Y^2 = 1, [242, 9], (1-242*t)/(t^2-484*t+1), 9*t/(t^2-484*t+1) X^2-724*Y^2 = 1, [2469645423824185801, 91783649341730970], (1-\ 2469645423824185801*t)/(t^2-4939290847648371602*t+1), 91783649341730970*t/(t^2-\ 4939290847648371602*t+1) X^2-725*Y^2 = 1, [9801, 364], (1-9801*t)/(t^2-19602*t+1), 364*t/(t^2-19602*t+1) X^2-726*Y^2 = 1, [485, 18], (1-485*t)/(t^2-970*t+1), 18*t/(t^2-970*t+1) X^2-727*Y^2 = 1, [728, 27], (1-728*t)/(t^2-1456*t+1), 27*t/(t^2-1456*t+1) X^2-728*Y^2 = 1, [27, 1], (1-27*t)/(t^2-54*t+1), t/(t^2-54*t+1) X^2-730*Y^2 = 1, [1459, 54], (1-1459*t)/(t^2-2918*t+1), 54*t/(t^2-2918*t+1) X^2-731*Y^2 = 1, [730, 27], (1-730*t)/(t^2-1460*t+1), 27*t/(t^2-1460*t+1) X^2-732*Y^2 = 1, [487, 18], (1-487*t)/(t^2-974*t+1), 18*t/(t^2-974*t+1) X^2-733*Y^2 = 1, [195307849, 7213860], (1-195307849*t)/(t^2-390615698*t+1), 7213860*t/(t^2-390615698*t+1) X^2-734*Y^2 = 1, [10394175, 383656], (1-10394175*t)/(t^2-20788350*t+1), 383656* t/(t^2-20788350*t+1) X^2-735*Y^2 = 1, [244, 9], (1-244*t)/(t^2-488*t+1), 9*t/(t^2-488*t+1) X^2-736*Y^2 = 1, [24335, 897], (1-24335*t)/(t^2-48670*t+1), 897*t/(t^2-48670*t+ 1) X^2-737*Y^2 = 1, [252975383, 9318468], (1-252975383*t)/(t^2-505950766*t+1), 9318468*t/(t^2-505950766*t+1) X^2-738*Y^2 = 1, [163, 6], (1-163*t)/(t^2-326*t+1), 6*t/(t^2-326*t+1) X^2-739*Y^2 = 1, [98015661073616742153890, 3605564376516452758671], (1-\ 98015661073616742153890*t)/(t^2-196031322147233484307780*t+1), 3605564376516452758671*t/(t^2-196031322147233484307780*t+1) X^2-740*Y^2 = 1, [9249, 340], (1-9249*t)/(t^2-18498*t+1), 340*t/(t^2-18498*t+1) X^2-741*Y^2 = 1, [7352695, 270108], (1-7352695*t)/(t^2-14705390*t+1), 270108*t/ (t^2-14705390*t+1) X^2-742*Y^2 = 1, [263091151, 9658380], (1-263091151*t)/(t^2-526182302*t+1), 9658380*t/(t^2-526182302*t+1) X^2-743*Y^2 = 1, [714024, 26195], (1-714024*t)/(t^2-1428048*t+1), 26195*t/(t^2-\ 1428048*t+1) X^2-744*Y^2 = 1, [7501, 275], (1-7501*t)/(t^2-15002*t+1), 275*t/(t^2-15002*t+1) X^2-745*Y^2 = 1, [12769001, 467820], (1-12769001*t)/(t^2-25538002*t+1), 467820* t/(t^2-25538002*t+1) X^2-746*Y^2 = 1, [61268974069299, 2243216519470], (1-61268974069299*t)/(t^2-\ 122537948138598*t+1), 2243216519470*t/(t^2-122537948138598*t+1) X^2-747*Y^2 = 1, [82, 3], (1-82*t)/(t^2-164*t+1), 3*t/(t^2-164*t+1) X^2-748*Y^2 = 1, [5658247, 206886], (1-5658247*t)/(t^2-11316494*t+1), 206886*t/ (t^2-11316494*t+1) X^2-749*Y^2 = 1, [1084616384895, 39631020176], (1-1084616384895*t)/(t^2-\ 2169232769790*t+1), 39631020176*t/(t^2-2169232769790*t+1) X^2-750*Y^2 = 1, [2550251, 93122], (1-2550251*t)/(t^2-5100502*t+1), 93122*t/(t^ 2-5100502*t+1) X^2-751*Y^2 = 1, [7293318466794882424418960, 266136970677206024456793], (1-\ 7293318466794882424418960*t)/(t^2-14586636933589764848837920*t+1), 266136970677206024456793*t/(t^2-14586636933589764848837920*t+1) X^2-752*Y^2 = 1, [4607, 168], (1-4607*t)/(t^2-9214*t+1), 168*t/(t^2-9214*t+1) X^2-753*Y^2 = 1, [308526027863, 11243313484], (1-308526027863*t)/(t^2-\ 617052055726*t+1), 11243313484*t/(t^2-617052055726*t+1) X^2-754*Y^2 = 1, [836977699, 30480930], (1-836977699*t)/(t^2-1673955398*t+1), 30480930*t/(t^2-1673955398*t+1) X^2-755*Y^2 = 1, [1209, 44], (1-1209*t)/(t^2-2418*t+1), 44*t/(t^2-2418*t+1) X^2-756*Y^2 = 1, [55, 2], (1-55*t)/(t^2-110*t+1), 2*t/(t^2-110*t+1) X^2-757*Y^2 = 1, [3750107388553, 136299971388], (1-3750107388553*t)/(t^2-\ 7500214777106*t+1), 136299971388*t/(t^2-7500214777106*t+1) X^2-758*Y^2 = 1, [413959717, 15035694], (1-413959717*t)/(t^2-827919434*t+1), 15035694*t/(t^2-827919434*t+1) X^2-759*Y^2 = 1, [551, 20], (1-551*t)/(t^2-1102*t+1), 20*t/(t^2-1102*t+1) X^2-760*Y^2 = 1, [52021, 1887], (1-52021*t)/(t^2-104042*t+1), 1887*t/(t^2-\ 104042*t+1) X^2-761*Y^2 = 1, [1280001, 46400], (1-1280001*t)/(t^2-2560002*t+1), 46400*t/(t^ 2-2560002*t+1) X^2-762*Y^2 = 1, [6349, 230], (1-6349*t)/(t^2-12698*t+1), 230*t/(t^2-12698*t+1) X^2-763*Y^2 = 1, [719724601, 26055780], (1-719724601*t)/(t^2-1439449202*t+1), 26055780*t/(t^2-1439449202*t+1) X^2-764*Y^2 = 1, [161784071999999, 5853142302000], (1-161784071999999*t)/(t^2-\ 323568143999998*t+1), 5853142302000*t/(t^2-323568143999998*t+1) X^2-765*Y^2 = 1, [285769, 10332], (1-285769*t)/(t^2-571538*t+1), 10332*t/(t^2-\ 571538*t+1) X^2-766*Y^2 = 1, [145933611945744638015, 5272795728865625208], (1-\ 145933611945744638015*t)/(t^2-291867223891489276030*t+1), 5272795728865625208*t /(t^2-291867223891489276030*t+1) X^2-767*Y^2 = 1, [31212, 1127], (1-31212*t)/(t^2-62424*t+1), 1127*t/(t^2-62424* t+1) X^2-768*Y^2 = 1, [18817, 679], (1-18817*t)/(t^2-37634*t+1), 679*t/(t^2-37634*t+ 1) X^2-769*Y^2 = 1, [535781868388881310859702308423201, 19320788325040337217824455505160], (1-535781868388881310859702308423201*t)/(t^2 -1071563736777762621719404616846402*t+1), 19320788325040337217824455505160*t/(t ^2-1071563736777762621719404616846402*t+1) X^2-770*Y^2 = 1, [111, 4], (1-111*t)/(t^2-222*t+1), 4*t/(t^2-222*t+1) X^2-771*Y^2 = 1, [2989136930, 107651137], (1-2989136930*t)/(t^2-5978273860*t+1) , 107651137*t/(t^2-5978273860*t+1) X^2-772*Y^2 = 1, [6224323426849, 224018302020], (1-6224323426849*t)/(t^2-\ 12448646853698*t+1), 224018302020*t/(t^2-12448646853698*t+1) X^2-773*Y^2 = 1, [3607394696649, 129748968980], (1-3607394696649*t)/(t^2-\ 7214789393298*t+1), 129748968980*t/(t^2-7214789393298*t+1) X^2-774*Y^2 = 1, [10405, 374], (1-10405*t)/(t^2-20810*t+1), 374*t/(t^2-20810*t+ 1) X^2-775*Y^2 = 1, [4620799, 165984], (1-4620799*t)/(t^2-9241598*t+1), 165984*t/( t^2-9241598*t+1) X^2-776*Y^2 = 1, [195, 7], (1-195*t)/(t^2-390*t+1), 7*t/(t^2-390*t+1) X^2-777*Y^2 = 1, [223, 8], (1-223*t)/(t^2-446*t+1), 8*t/(t^2-446*t+1) X^2-778*Y^2 = 1, [5964562960504723, 213839942395674], (1-5964562960504723*t)/(t ^2-11929125921009446*t+1), 213839942395674*t/(t^2-11929125921009446*t+1) X^2-779*Y^2 = 1, [11785490, 422259], (1-11785490*t)/(t^2-23570980*t+1), 422259* t/(t^2-23570980*t+1) X^2-780*Y^2 = 1, [391, 14], (1-391*t)/(t^2-782*t+1), 14*t/(t^2-782*t+1) X^2-781*Y^2 = 1, [67606199, 2419140], (1-67606199*t)/(t^2-135212398*t+1), 2419140*t/(t^2-135212398*t+1) X^2-782*Y^2 = 1, [783, 28], (1-783*t)/(t^2-1566*t+1), 28*t/(t^2-1566*t+1) X^2-783*Y^2 = 1, [28, 1], (1-28*t)/(t^2-56*t+1), t/(t^2-56*t+1) X^2-785*Y^2 = 1, [1569, 56], (1-1569*t)/(t^2-3138*t+1), 56*t/(t^2-3138*t+1) X^2-786*Y^2 = 1, [785, 28], (1-785*t)/(t^2-1570*t+1), 28*t/(t^2-1570*t+1) X^2-787*Y^2 = 1, [34625394242, 1234262007], (1-34625394242*t)/(t^2-69250788484* t+1), 1234262007*t/(t^2-69250788484*t+1) X^2-788*Y^2 = 1, [393, 14], (1-393*t)/(t^2-786*t+1), 14*t/(t^2-786*t+1) X^2-789*Y^2 = 1, [16116667272575, 573768548496], (1-16116667272575*t)/(t^2-\ 32233334545150*t+1), 573768548496*t/(t^2-32233334545150*t+1) X^2-790*Y^2 = 1, [6616066879, 235389096], (1-6616066879*t)/(t^2-13232133758*t+1 ), 235389096*t/(t^2-13232133758*t+1) X^2-791*Y^2 = 1, [225, 8], (1-225*t)/(t^2-450*t+1), 8*t/(t^2-450*t+1) X^2-792*Y^2 = 1, [197, 7], (1-197*t)/(t^2-394*t+1), 7*t/(t^2-394*t+1) X^2-793*Y^2 = 1, [4393, 156], (1-4393*t)/(t^2-8786*t+1), 156*t/(t^2-8786*t+1) X^2-794*Y^2 = 1, [1828310451, 64884310], (1-1828310451*t)/(t^2-3656620902*t+1), 64884310*t/(t^2-3656620902*t+1) X^2-795*Y^2 = 1, [6626, 235], (1-6626*t)/(t^2-13252*t+1), 235*t/(t^2-13252*t+1) X^2-796*Y^2 = 1, [529178298454520220799, 18756227493635055480], (1-\ 529178298454520220799*t)/(t^2-1058356596909040441598*t+1), 18756227493635055480 *t/(t^2-1058356596909040441598*t+1) X^2-797*Y^2 = 1, [1221759532448649, 43276943002540], (1-1221759532448649*t)/(t^ 2-2443519064897298*t+1), 43276943002540*t/(t^2-2443519064897298*t+1) X^2-798*Y^2 = 1, [113, 4], (1-113*t)/(t^2-226*t+1), 4*t/(t^2-226*t+1) X^2-799*Y^2 = 1, [424, 15], (1-424*t)/(t^2-848*t+1), 15*t/(t^2-848*t+1) X^2-800*Y^2 = 1, [19601, 693], (1-19601*t)/(t^2-39202*t+1), 693*t/(t^2-39202*t+ 1) X^2-801*Y^2 = 1, [500002000001, 17666702000], (1-500002000001*t)/(t^2-\ 1000004000002*t+1), 17666702000*t/(t^2-1000004000002*t+1) X^2-802*Y^2 = 1, [295496099, 10434330], (1-295496099*t)/(t^2-590992198*t+1), 10434330*t/(t^2-590992198*t+1) X^2-803*Y^2 = 1, [7226, 255], (1-7226*t)/(t^2-14452*t+1), 255*t/(t^2-14452*t+1) X^2-804*Y^2 = 1, [515095, 18166], (1-515095*t)/(t^2-1030190*t+1), 18166*t/(t^2-\ 1030190*t+1) X^2-805*Y^2 = 1, [1514868641, 53392104], (1-1514868641*t)/(t^2-3029737282*t+1), 53392104*t/(t^2-3029737282*t+1) X^2-806*Y^2 = 1, [6166395, 217202], (1-6166395*t)/(t^2-12332790*t+1), 217202*t/ (t^2-12332790*t+1) X^2-807*Y^2 = 1, [51841948, 1824923], (1-51841948*t)/(t^2-103683896*t+1), 1824923*t/(t^2-103683896*t+1) X^2-808*Y^2 = 1, [19731763, 694161], (1-19731763*t)/(t^2-39463526*t+1), 694161* t/(t^2-39463526*t+1) X^2-809*Y^2 = 1, [376455160998025676163201, 13235458622462202510640], (1-\ 376455160998025676163201*t)/(t^2-752910321996051352326402*t+1), 13235458622462202510640*t/(t^2-752910321996051352326402*t+1) X^2-810*Y^2 = 1, [27379, 962], (1-27379*t)/(t^2-54758*t+1), 962*t/(t^2-54758*t+ 1) X^2-811*Y^2 = 1, [1382072163578616410, 48531117622921197], (1-\ 1382072163578616410*t)/(t^2-2764144327157232820*t+1), 48531117622921197*t/(t^2-\ 2764144327157232820*t+1) X^2-812*Y^2 = 1, [57, 2], (1-57*t)/(t^2-114*t+1), 2*t/(t^2-114*t+1) X^2-813*Y^2 = 1, [2167, 76], (1-2167*t)/(t^2-4334*t+1), 76*t/(t^2-4334*t+1) X^2-814*Y^2 = 1, [4206992174549, 147454999410], (1-4206992174549*t)/(t^2-\ 8413984349098*t+1), 147454999410*t/(t^2-8413984349098*t+1) X^2-815*Y^2 = 1, [156644, 5487], (1-156644*t)/(t^2-313288*t+1), 5487*t/(t^2-\ 313288*t+1) X^2-816*Y^2 = 1, [4999, 175], (1-4999*t)/(t^2-9998*t+1), 175*t/(t^2-9998*t+1) X^2-817*Y^2 = 1, [343, 12], (1-343*t)/(t^2-686*t+1), 12*t/(t^2-686*t+1) X^2-818*Y^2 = 1, [40899, 1430], (1-40899*t)/(t^2-81798*t+1), 1430*t/(t^2-81798* t+1) X^2-819*Y^2 = 1, [1574, 55], (1-1574*t)/(t^2-3148*t+1), 55*t/(t^2-3148*t+1) X^2-820*Y^2 = 1, [39689, 1386], (1-39689*t)/(t^2-79378*t+1), 1386*t/(t^2-79378* t+1) X^2-821*Y^2 = 1, [9000987377460935993101449, 314136625452886403879740], (1-\ 9000987377460935993101449*t)/(t^2-18001974754921871986202898*t+1), 314136625452886403879740*t/(t^2-18001974754921871986202898*t+1) X^2-822*Y^2 = 1, [7397, 258], (1-7397*t)/(t^2-14794*t+1), 258*t/(t^2-14794*t+1) X^2-823*Y^2 = 1, [235170474903644006168, 8197527430497636651], (1-\ 235170474903644006168*t)/(t^2-470340949807288012336*t+1), 8197527430497636651*t /(t^2-470340949807288012336*t+1) X^2-824*Y^2 = 1, [59535, 2074], (1-59535*t)/(t^2-119070*t+1), 2074*t/(t^2-\ 119070*t+1) X^2-825*Y^2 = 1, [48599, 1692], (1-48599*t)/(t^2-97198*t+1), 1692*t/(t^2-97198* t+1) X^2-826*Y^2 = 1, [222239304685, 7732694382], (1-222239304685*t)/(t^2-\ 444478609370*t+1), 7732694382*t/(t^2-444478609370*t+1) X^2-827*Y^2 = 1, [900602, 31317], (1-900602*t)/(t^2-1801204*t+1), 31317*t/(t^2-\ 1801204*t+1) X^2-828*Y^2 = 1, [1151, 40], (1-1151*t)/(t^2-2302*t+1), 40*t/(t^2-2302*t+1) X^2-829*Y^2 = 1, [479835713751049, 16665383182260], (1-479835713751049*t)/(t^2-\ 959671427502098*t+1), 16665383182260*t/(t^2-959671427502098*t+1) X^2-830*Y^2 = 1, [146411, 5082], (1-146411*t)/(t^2-292822*t+1), 5082*t/(t^2-\ 292822*t+1) X^2-831*Y^2 = 1, [9799705, 339948], (1-9799705*t)/(t^2-19599410*t+1), 339948*t/ (t^2-19599410*t+1) X^2-832*Y^2 = 1, [842401, 29205], (1-842401*t)/(t^2-1684802*t+1), 29205*t/(t^2-\ 1684802*t+1) X^2-833*Y^2 = 1, [9478657, 328416], (1-9478657*t)/(t^2-18957314*t+1), 328416*t/ (t^2-18957314*t+1) X^2-834*Y^2 = 1, [6552578705, 226897244], (1-6552578705*t)/(t^2-13105157410*t+1 ), 226897244*t/(t^2-13105157410*t+1) X^2-835*Y^2 = 1, [34336355806, 1188258591], (1-34336355806*t)/(t^2-68672711612* t+1), 1188258591*t/(t^2-68672711612*t+1) X^2-836*Y^2 = 1, [46551, 1610], (1-46551*t)/(t^2-93102*t+1), 1610*t/(t^2-93102* t+1) X^2-837*Y^2 = 1, [12151, 420], (1-12151*t)/(t^2-24302*t+1), 420*t/(t^2-24302*t+ 1) X^2-838*Y^2 = 1, [42112785797, 1454762046], (1-42112785797*t)/(t^2-84225571594* t+1), 1454762046*t/(t^2-84225571594*t+1) X^2-839*Y^2 = 1, [840, 29], (1-840*t)/(t^2-1680*t+1), 29*t/(t^2-1680*t+1) X^2-840*Y^2 = 1, [29, 1], (1-29*t)/(t^2-58*t+1), t/(t^2-58*t+1) X^2-842*Y^2 = 1, [1683, 58], (1-1683*t)/(t^2-3366*t+1), 58*t/(t^2-3366*t+1) X^2-843*Y^2 = 1, [842, 29], (1-842*t)/(t^2-1684*t+1), 29*t/(t^2-1684*t+1) X^2-844*Y^2 = 1, [154962314660167628644999, 5334022845973817148450], (1-\ 154962314660167628644999*t)/(t^2-309924629320335257289998*t+1), 5334022845973817148450*t/(t^2-309924629320335257289998*t+1) X^2-845*Y^2 = 1, [299537289, 10304396], (1-299537289*t)/(t^2-599074578*t+1), 10304396*t/(t^2-599074578*t+1) X^2-846*Y^2 = 1, [2143295, 73688], (1-2143295*t)/(t^2-4286590*t+1), 73688*t/(t^ 2-4286590*t+1) X^2-847*Y^2 = 1, [8193151, 281520], (1-8193151*t)/(t^2-16386302*t+1), 281520*t/ (t^2-16386302*t+1) X^2-848*Y^2 = 1, [66249, 2275], (1-66249*t)/(t^2-132498*t+1), 2275*t/(t^2-\ 132498*t+1) X^2-849*Y^2 = 1, [1501654712948695, 51536656330476], (1-1501654712948695*t)/(t^ 2-3003309425897390*t+1), 51536656330476*t/(t^2-3003309425897390*t+1) X^2-850*Y^2 = 1, [2449, 84], (1-2449*t)/(t^2-4898*t+1), 84*t/(t^2-4898*t+1) X^2-851*Y^2 = 1, [8418574, 288585], (1-8418574*t)/(t^2-16837148*t+1), 288585*t/ (t^2-16837148*t+1) X^2-852*Y^2 = 1, [194399, 6660], (1-194399*t)/(t^2-388798*t+1), 6660*t/(t^2-\ 388798*t+1) X^2-853*Y^2 = 1, [215454135724113414336120649, 7377009103065498851032020], (1-\ 215454135724113414336120649*t)/(t^2-430908271448226828672241298*t+1), 7377009103065498851032020*t/(t^2-430908271448226828672241298*t+1) X^2-854*Y^2 = 1, [1294299, 44290], (1-1294299*t)/(t^2-2588598*t+1), 44290*t/(t^ 2-2588598*t+1) X^2-855*Y^2 = 1, [3041, 104], (1-3041*t)/(t^2-6082*t+1), 104*t/(t^2-6082*t+1) X^2-856*Y^2 = 1, [695359189925, 23766887823], (1-695359189925*t)/(t^2-\ 1390718379850*t+1), 23766887823*t/(t^2-1390718379850*t+1) X^2-857*Y^2 = 1, [131822292741249, 4502963741200], (1-131822292741249*t)/(t^2-\ 263644585482498*t+1), 4502963741200*t/(t^2-263644585482498*t+1) X^2-858*Y^2 = 1, [703, 24], (1-703*t)/(t^2-1406*t+1), 24*t/(t^2-1406*t+1) X^2-859*Y^2 = 1, [2058844771979643060124010, 70246877103894937291269], (1-\ 2058844771979643060124010*t)/(t^2-4117689543959286120248020*t+1), 70246877103894937291269*t/(t^2-4117689543959286120248020*t+1) X^2-860*Y^2 = 1, [3871, 132], (1-3871*t)/(t^2-7742*t+1), 132*t/(t^2-7742*t+1) X^2-861*Y^2 = 1, [541601801, 18457740], (1-541601801*t)/(t^2-1083203602*t+1), 18457740*t/(t^2-1083203602*t+1) X^2-862*Y^2 = 1, [358022566147312125503, 12194296994921665128], (1-\ 358022566147312125503*t)/(t^2-716045132294624251006*t+1), 12194296994921665128* t/(t^2-716045132294624251006*t+1) X^2-863*Y^2 = 1, [18524026608, 630565199], (1-18524026608*t)/(t^2-37048053216*t +1), 630565199*t/(t^2-37048053216*t+1) X^2-864*Y^2 = 1, [470449, 16005], (1-470449*t)/(t^2-940898*t+1), 16005*t/(t^2-\ 940898*t+1) X^2-865*Y^2 = 1, [242688628535063329, 8251660923733224], (1-242688628535063329* t)/(t^2-485377257070126658*t+1), 8251660923733224*t/(t^2-485377257070126658*t+1 ) X^2-866*Y^2 = 1, [42435, 1442], (1-42435*t)/(t^2-84870*t+1), 1442*t/(t^2-84870* t+1) X^2-867*Y^2 = 1, [70226, 2385], (1-70226*t)/(t^2-140452*t+1), 2385*t/(t^2-\ 140452*t+1) X^2-868*Y^2 = 1, [3844063, 130476], (1-3844063*t)/(t^2-7688126*t+1), 130476*t/( t^2-7688126*t+1) X^2-869*Y^2 = 1, [60192738698751, 2041898807200], (1-60192738698751*t)/(t^2-\ 120385477397502*t+1), 2041898807200*t/(t^2-120385477397502*t+1) X^2-870*Y^2 = 1, [59, 2], (1-59*t)/(t^2-118*t+1), 2*t/(t^2-118*t+1) X^2-871*Y^2 = 1, [19442812076, 658794555], (1-19442812076*t)/(t^2-38885624152*t +1), 658794555*t/(t^2-38885624152*t+1) X^2-872*Y^2 = 1, [126003, 4267], (1-126003*t)/(t^2-252006*t+1), 4267*t/(t^2-\ 252006*t+1) X^2-873*Y^2 = 1, [62809633, 2125784], (1-62809633*t)/(t^2-125619266*t+1), 2125784*t/(t^2-125619266*t+1) X^2-874*Y^2 = 1, [3725, 126], (1-3725*t)/(t^2-7450*t+1), 126*t/(t^2-7450*t+1) X^2-875*Y^2 = 1, [120126, 4061], (1-120126*t)/(t^2-240252*t+1), 4061*t/(t^2-\ 240252*t+1) X^2-876*Y^2 = 1, [10951, 370], (1-10951*t)/(t^2-21902*t+1), 370*t/(t^2-21902*t+ 1) X^2-877*Y^2 = 1, [116476476553, 3933131148], (1-116476476553*t)/(t^2-\ 232952953106*t+1), 3933131148*t/(t^2-232952953106*t+1) X^2-878*Y^2 = 1, [9314703, 314356], (1-9314703*t)/(t^2-18629406*t+1), 314356*t/ (t^2-18629406*t+1) X^2-879*Y^2 = 1, [107245324, 3617295], (1-107245324*t)/(t^2-214490648*t+1), 3617295*t/(t^2-214490648*t+1) X^2-880*Y^2 = 1, [89, 3], (1-89*t)/(t^2-178*t+1), 3*t/(t^2-178*t+1) X^2-881*Y^2 = 1, [22606256615916825861249, 761624136944072910800], (1-\ 22606256615916825861249*t)/(t^2-45212513231833651722498*t+1), 761624136944072910800*t/(t^2-45212513231833651722498*t+1) X^2-882*Y^2 = 1, [19601, 660], (1-19601*t)/(t^2-39202*t+1), 660*t/(t^2-39202*t+ 1) X^2-883*Y^2 = 1, [34878475759617272473442, 1173754162936357802169], (1-\ 34878475759617272473442*t)/(t^2-69756951519234544946884*t+1), 1173754162936357802169*t/(t^2-69756951519234544946884*t+1) X^2-884*Y^2 = 1, [1665, 56], (1-1665*t)/(t^2-3330*t+1), 56*t/(t^2-3330*t+1) X^2-885*Y^2 = 1, [119, 4], (1-119*t)/(t^2-238*t+1), 4*t/(t^2-238*t+1) X^2-886*Y^2 = 1, [7743524593057655851637765, 260148796464024194850378], (1-\ 7743524593057655851637765*t)/(t^2-15487049186115311703275530*t+1), 260148796464024194850378*t/(t^2-15487049186115311703275530*t+1) X^2-887*Y^2 = 1, [469224, 15755], (1-469224*t)/(t^2-938448*t+1), 15755*t/(t^2-\ 938448*t+1) X^2-888*Y^2 = 1, [149, 5], (1-149*t)/(t^2-298*t+1), 5*t/(t^2-298*t+1) X^2-889*Y^2 = 1, [13231974717803657215, 443786188413453504], (1-\ 13231974717803657215*t)/(t^2-26463949435607314430*t+1), 443786188413453504*t/(t ^2-26463949435607314430*t+1) X^2-890*Y^2 = 1, [179, 6], (1-179*t)/(t^2-358*t+1), 6*t/(t^2-358*t+1) X^2-891*Y^2 = 1, [3970, 133], (1-3970*t)/(t^2-7940*t+1), 133*t/(t^2-7940*t+1) X^2-892*Y^2 = 1, [100351, 3360], (1-100351*t)/(t^2-200702*t+1), 3360*t/(t^2-\ 200702*t+1) X^2-893*Y^2 = 1, [6091434999, 203842100], (1-6091434999*t)/(t^2-12182869998*t+1 ), 203842100*t/(t^2-12182869998*t+1) X^2-894*Y^2 = 1, [299, 10], (1-299*t)/(t^2-598*t+1), 10*t/(t^2-598*t+1) X^2-895*Y^2 = 1, [359, 12], (1-359*t)/(t^2-718*t+1), 12*t/(t^2-718*t+1) X^2-896*Y^2 = 1, [449, 15], (1-449*t)/(t^2-898*t+1), 15*t/(t^2-898*t+1) X^2-897*Y^2 = 1, [599, 20], (1-599*t)/(t^2-1198*t+1), 20*t/(t^2-1198*t+1) X^2-898*Y^2 = 1, [899, 30], (1-899*t)/(t^2-1798*t+1), 30*t/(t^2-1798*t+1) X^2-899*Y^2 = 1, [30, 1], (1-30*t)/(t^2-60*t+1), t/(t^2-60*t+1) X^2-901*Y^2 = 1, [1801, 60], (1-1801*t)/(t^2-3602*t+1), 60*t/(t^2-3602*t+1) X^2-902*Y^2 = 1, [901, 30], (1-901*t)/(t^2-1802*t+1), 30*t/(t^2-1802*t+1) X^2-903*Y^2 = 1, [601, 20], (1-601*t)/(t^2-1202*t+1), 20*t/(t^2-1202*t+1) X^2-904*Y^2 = 1, [451, 15], (1-451*t)/(t^2-902*t+1), 15*t/(t^2-902*t+1) X^2-905*Y^2 = 1, [361, 12], (1-361*t)/(t^2-722*t+1), 12*t/(t^2-722*t+1) X^2-906*Y^2 = 1, [301, 10], (1-301*t)/(t^2-602*t+1), 10*t/(t^2-602*t+1) X^2-907*Y^2 = 1, [123823410343073497682, 4111488857741309517], (1-\ 123823410343073497682*t)/(t^2-247646820686146995364*t+1), 4111488857741309517*t /(t^2-247646820686146995364*t+1) X^2-908*Y^2 = 1, [102151, 3390], (1-102151*t)/(t^2-204302*t+1), 3390*t/(t^2-\ 204302*t+1) X^2-909*Y^2 = 1, [80801, 2680], (1-80801*t)/(t^2-161602*t+1), 2680*t/(t^2-\ 161602*t+1) X^2-910*Y^2 = 1, [181, 6], (1-181*t)/(t^2-362*t+1), 6*t/(t^2-362*t+1) X^2-911*Y^2 = 1, [371832584927520, 12319363142953], (1-371832584927520*t)/(t^2-\ 743665169855040*t+1), 12319363142953*t/(t^2-743665169855040*t+1) X^2-912*Y^2 = 1, [151, 5], (1-151*t)/(t^2-302*t+1), 5*t/(t^2-302*t+1) X^2-913*Y^2 = 1, [515734243080407, 17068312251564], (1-515734243080407*t)/(t^2-\ 1031468486160814*t+1), 17068312251564*t/(t^2-1031468486160814*t+1) X^2-914*Y^2 = 1, [62563299, 2069410], (1-62563299*t)/(t^2-125126598*t+1), 2069410*t/(t^2-125126598*t+1) X^2-915*Y^2 = 1, [121, 4], (1-121*t)/(t^2-242*t+1), 4*t/(t^2-242*t+1) X^2-916*Y^2 = 1, [5848201, 193230], (1-5848201*t)/(t^2-11696402*t+1), 193230*t/ (t^2-11696402*t+1) X^2-917*Y^2 = 1, [823604599, 27197820], (1-823604599*t)/(t^2-1647209198*t+1), 27197820*t/(t^2-1647209198*t+1) X^2-918*Y^2 = 1, [4120901, 136010], (1-4120901*t)/(t^2-8241802*t+1), 136010*t/( t^2-8241802*t+1) X^2-919*Y^2 = 1, [4481603010937119451551263720, 147834442396536759781499589], ( 1-4481603010937119451551263720*t)/(t^2-8963206021874238903102527440*t+1), 147834442396536759781499589*t/(t^2-8963206021874238903102527440*t+1) X^2-920*Y^2 = 1, [91, 3], (1-91*t)/(t^2-182*t+1), 3*t/(t^2-182*t+1) X^2-921*Y^2 = 1, [2522057712835735, 83104627139412], (1-2522057712835735*t)/(t^ 2-5044115425671470*t+1), 83104627139412*t/(t^2-5044115425671470*t+1) X^2-922*Y^2 = 1, [351605368773852499, 11579506138834350], (1-351605368773852499 *t)/(t^2-703210737547704998*t+1), 11579506138834350*t/(t^2-703210737547704998*t +1) X^2-923*Y^2 = 1, [638, 21], (1-638*t)/(t^2-1276*t+1), 21*t/(t^2-1276*t+1) X^2-924*Y^2 = 1, [11551, 380], (1-11551*t)/(t^2-23102*t+1), 380*t/(t^2-23102*t+ 1) X^2-925*Y^2 = 1, [1555849, 51156], (1-1555849*t)/(t^2-3111698*t+1), 51156*t/(t^ 2-3111698*t+1) X^2-926*Y^2 = 1, [304560297142335, 10008472361032], (1-304560297142335*t)/(t^2-\ 609120594284670*t+1), 10008472361032*t/(t^2-609120594284670*t+1) X^2-927*Y^2 = 1, [227528, 7473], (1-227528*t)/(t^2-455056*t+1), 7473*t/(t^2-\ 455056*t+1) X^2-928*Y^2 = 1, [768555217, 25229061], (1-768555217*t)/(t^2-1537110434*t+1), 25229061*t/(t^2-1537110434*t+1) X^2-929*Y^2 = 1, [13224937103288377430049, 433896111669844912840], (1-\ 13224937103288377430049*t)/(t^2-26449874206576754860098*t+1), 433896111669844912840*t/(t^2-26449874206576754860098*t+1) X^2-930*Y^2 = 1, [61, 2], (1-61*t)/(t^2-122*t+1), 2*t/(t^2-122*t+1) X^2-931*Y^2 = 1, [6681448801, 218975640], (1-6681448801*t)/(t^2-13362897602*t+1 ), 218975640*t/(t^2-13362897602*t+1) X^2-932*Y^2 = 1, [1072400673, 35127652], (1-1072400673*t)/(t^2-2144801346*t+1), 35127652*t/(t^2-2144801346*t+1) X^2-933*Y^2 = 1, [75263, 2464], (1-75263*t)/(t^2-150526*t+1), 2464*t/(t^2-\ 150526*t+1) X^2-934*Y^2 = 1, [3034565, 99294], (1-3034565*t)/(t^2-6069130*t+1), 99294*t/(t^ 2-6069130*t+1) X^2-935*Y^2 = 1, [1376, 45], (1-1376*t)/(t^2-2752*t+1), 45*t/(t^2-2752*t+1) X^2-936*Y^2 = 1, [5201, 170], (1-5201*t)/(t^2-10402*t+1), 170*t/(t^2-10402*t+1) X^2-937*Y^2 = 1, [480644425002415999597113107233, 15701968936415353889062192632 ], (1-480644425002415999597113107233*t)/(t^2-961288850004831999194226214466*t+1 ), 15701968936415353889062192632*t/(t^2-961288850004831999194226214466*t+1) X^2-938*Y^2 = 1, [17151, 560], (1-17151*t)/(t^2-34302*t+1), 560*t/(t^2-34302*t+ 1) X^2-939*Y^2 = 1, [122695, 4004], (1-122695*t)/(t^2-245390*t+1), 4004*t/(t^2-\ 245390*t+1) X^2-940*Y^2 = 1, [4231, 138], (1-4231*t)/(t^2-8462*t+1), 138*t/(t^2-8462*t+1) X^2-941*Y^2 = 1, [1068924905989944201, 34845956052079180], (1-\ 1068924905989944201*t)/(t^2-2137849811979888402*t+1), 34845956052079180*t/(t^2-\ 2137849811979888402*t+1) X^2-942*Y^2 = 1, [106133, 3458], (1-106133*t)/(t^2-212266*t+1), 3458*t/(t^2-\ 212266*t+1) X^2-943*Y^2 = 1, [737, 24], (1-737*t)/(t^2-1474*t+1), 24*t/(t^2-1474*t+1) X^2-944*Y^2 = 1, [561799, 18285], (1-561799*t)/(t^2-1123598*t+1), 18285*t/(t^2-\ 1123598*t+1) X^2-945*Y^2 = 1, [275561, 8964], (1-275561*t)/(t^2-551122*t+1), 8964*t/(t^2-\ 551122*t+1) X^2-946*Y^2 = 1, [45225786400145, 1470417148788], (1-45225786400145*t)/(t^2-\ 90451572800290*t+1), 1470417148788*t/(t^2-90451572800290*t+1) X^2-947*Y^2 = 1, [13509645362, 439004487], (1-13509645362*t)/(t^2-27019290724*t +1), 439004487*t/(t^2-27019290724*t+1) X^2-948*Y^2 = 1, [228151, 7410], (1-228151*t)/(t^2-456302*t+1), 7410*t/(t^2-\ 456302*t+1) X^2-949*Y^2 = 1, [609622436806639069525576201, 19789181711517243032971740], (1-\ 609622436806639069525576201*t)/(t^2-1219244873613278139051152402*t+1), 19789181711517243032971740*t/(t^2-1219244873613278139051152402*t+1) X^2-950*Y^2 = 1, [202501, 6570], (1-202501*t)/(t^2-405002*t+1), 6570*t/(t^2-\ 405002*t+1) X^2-951*Y^2 = 1, [224208076, 7270445], (1-224208076*t)/(t^2-448416152*t+1), 7270445*t/(t^2-448416152*t+1) X^2-952*Y^2 = 1, [11663, 378], (1-11663*t)/(t^2-23326*t+1), 378*t/(t^2-23326*t+ 1) X^2-953*Y^2 = 1, [15090531843660371073, 488830275367615376], (1-\ 15090531843660371073*t)/(t^2-30181063687320742146*t+1), 488830275367615376*t/(t ^2-30181063687320742146*t+1) X^2-954*Y^2 = 1, [32080051, 1038630], (1-32080051*t)/(t^2-64160102*t+1), 1038630*t/(t^2-64160102*t+1) X^2-955*Y^2 = 1, [2095256249, 67800900], (1-2095256249*t)/(t^2-4190512498*t+1), 67800900*t/(t^2-4190512498*t+1) X^2-956*Y^2 = 1, [76759023628799, 2482564242480], (1-76759023628799*t)/(t^2-\ 153518047257598*t+1), 2482564242480*t/(t^2-153518047257598*t+1) X^2-957*Y^2 = 1, [14849, 480], (1-14849*t)/(t^2-29698*t+1), 480*t/(t^2-29698*t+ 1) X^2-958*Y^2 = 1, [16762522330425599, 541572514048560], (1-16762522330425599*t)/ (t^2-33525044660851198*t+1), 541572514048560*t/(t^2-33525044660851198*t+1) X^2-959*Y^2 = 1, [960, 31], (1-960*t)/(t^2-1920*t+1), 31*t/(t^2-1920*t+1) X^2-960*Y^2 = 1, [31, 1], (1-31*t)/(t^2-62*t+1), t/(t^2-62*t+1) X^2-962*Y^2 = 1, [1923, 62], (1-1923*t)/(t^2-3846*t+1), 62*t/(t^2-3846*t+1) X^2-963*Y^2 = 1, [962, 31], (1-962*t)/(t^2-1924*t+1), 31*t/(t^2-1924*t+1) X^2-964*Y^2 = 1, [10085143557001249, 324820602522300], (1-10085143557001249*t)/ (t^2-20170287114002498*t+1), 324820602522300*t/(t^2-20170287114002498*t+1) X^2-965*Y^2 = 1, [446526729, 14374204], (1-446526729*t)/(t^2-893053458*t+1), 14374204*t/(t^2-893053458*t+1) X^2-966*Y^2 = 1, [57499, 1850], (1-57499*t)/(t^2-114998*t+1), 1850*t/(t^2-\ 114998*t+1) X^2-967*Y^2 = 1, [4649532557817485528, 149518887194649693], (1-\ 4649532557817485528*t)/(t^2-9299065115634971056*t+1), 149518887194649693*t/(t^2 -9299065115634971056*t+1) X^2-968*Y^2 = 1, [19601, 630], (1-19601*t)/(t^2-39202*t+1), 630*t/(t^2-39202*t+ 1) X^2-969*Y^2 = 1, [13588951, 436540], (1-13588951*t)/(t^2-27177902*t+1), 436540* t/(t^2-27177902*t+1) X^2-970*Y^2 = 1, [215395035859, 6915917802], (1-215395035859*t)/(t^2-\ 430790071718*t+1), 6915917802*t/(t^2-430790071718*t+1) X^2-971*Y^2 = 1, [12479806786330, 400496058813], (1-12479806786330*t)/(t^2-\ 24959613572660*t+1), 400496058813*t/(t^2-24959613572660*t+1) X^2-972*Y^2 = 1, [9863382151, 316368130], (1-9863382151*t)/(t^2-19726764302*t+1 ), 316368130*t/(t^2-19726764302*t+1) X^2-973*Y^2 = 1, [903223, 28956], (1-903223*t)/(t^2-1806446*t+1), 28956*t/(t^2-\ 1806446*t+1) X^2-974*Y^2 = 1, [488825745235215, 15662987185124], (1-488825745235215*t)/(t^2-\ 977651490470430*t+1), 15662987185124*t/(t^2-977651490470430*t+1) X^2-975*Y^2 = 1, [1249, 40], (1-1249*t)/(t^2-2498*t+1), 40*t/(t^2-2498*t+1) X^2-976*Y^2 = 1, [1766319049, 56538495], (1-1766319049*t)/(t^2-3532638098*t+1), 56538495*t/(t^2-3532638098*t+1) X^2-977*Y^2 = 1, [108832847723078562849, 3481871275306470280], (1-\ 108832847723078562849*t)/(t^2-217665695446157125698*t+1), 3481871275306470280*t /(t^2-217665695446157125698*t+1) X^2-978*Y^2 = 1, [118337, 3784], (1-118337*t)/(t^2-236674*t+1), 3784*t/(t^2-\ 236674*t+1) X^2-979*Y^2 = 1, [360449, 11520], (1-360449*t)/(t^2-720898*t+1), 11520*t/(t^2-\ 720898*t+1) X^2-980*Y^2 = 1, [51841, 1656], (1-51841*t)/(t^2-103682*t+1), 1656*t/(t^2-\ 103682*t+1) X^2-981*Y^2 = 1, [158070671986249, 5046808151700], (1-158070671986249*t)/(t^2-\ 316141343972498*t+1), 5046808151700*t/(t^2-316141343972498*t+1) X^2-982*Y^2 = 1, [8837, 282], (1-8837*t)/(t^2-17674*t+1), 282*t/(t^2-17674*t+1) X^2-983*Y^2 = 1, [284088, 9061], (1-284088*t)/(t^2-568176*t+1), 9061*t/(t^2-\ 568176*t+1) X^2-984*Y^2 = 1, [88805, 2831], (1-88805*t)/(t^2-177610*t+1), 2831*t/(t^2-\ 177610*t+1) X^2-985*Y^2 = 1, [332929, 10608], (1-332929*t)/(t^2-665858*t+1), 10608*t/(t^2-\ 665858*t+1) X^2-986*Y^2 = 1, [49299, 1570], (1-49299*t)/(t^2-98598*t+1), 1570*t/(t^2-98598* t+1) X^2-987*Y^2 = 1, [377, 12], (1-377*t)/(t^2-754*t+1), 12*t/(t^2-754*t+1) X^2-988*Y^2 = 1, [14549450527, 462879684], (1-14549450527*t)/(t^2-29098901054*t +1), 462879684*t/(t^2-29098901054*t+1) X^2-989*Y^2 = 1, [550271588560695, 17497618534396], (1-550271588560695*t)/(t^2-\ 1100543177121390*t+1), 17497618534396*t/(t^2-1100543177121390*t+1) X^2-990*Y^2 = 1, [881, 28], (1-881*t)/(t^2-1762*t+1), 28*t/(t^2-1762*t+1) X^2-991*Y^2 = 1, [379516400906811930638014896080, 12055735790331359447442538767 ], (1-379516400906811930638014896080*t)/(t^2-759032801813623861276029792160*t+1 ), 12055735790331359447442538767*t/(t^2-759032801813623861276029792160*t+1) X^2-992*Y^2 = 1, [63, 2], (1-63*t)/(t^2-126*t+1), 2*t/(t^2-126*t+1) X^2-993*Y^2 = 1, [2647, 84], (1-2647*t)/(t^2-5294*t+1), 84*t/(t^2-5294*t+1) X^2-994*Y^2 = 1, [1135, 36], (1-1135*t)/(t^2-2270*t+1), 36*t/(t^2-2270*t+1) X^2-995*Y^2 = 1, [8835999, 280120], (1-8835999*t)/(t^2-17671998*t+1), 280120*t/ (t^2-17671998*t+1) X^2-996*Y^2 = 1, [8553815, 271038], (1-8553815*t)/(t^2-17107630*t+1), 271038*t/ (t^2-17107630*t+1) X^2-997*Y^2 = 1, [14418057673, 456624468], (1-14418057673*t)/(t^2-28836115346*t +1), 456624468*t/(t^2-28836115346*t+1) X^2-998*Y^2 = 1, [984076901, 31150410], (1-984076901*t)/(t^2-1968153802*t+1), 31150410*t/(t^2-1968153802*t+1) X^2-999*Y^2 = 1, [102688615, 3248924], (1-102688615*t)/(t^2-205377230*t+1), 3248924*t/(t^2-205377230*t+1) X^2-1000*Y^2 = 1, [39480499, 1248483], (1-39480499*t)/(t^2-78960998*t+1), 1248483*t/(t^2-78960998*t+1) X^2-1001*Y^2 = 1, [1060905, 33532], (1-1060905*t)/(t^2-2121810*t+1), 33532*t/(t ^2-2121810*t+1) X^2-1002*Y^2 = 1, [206869247, 6535248], (1-206869247*t)/(t^2-413738494*t+1), 6535248*t/(t^2-413738494*t+1) X^2-1003*Y^2 = 1, [9026, 285], (1-9026*t)/(t^2-18052*t+1), 285*t/(t^2-18052*t+1 ) X^2-1004*Y^2 = 1, [27009633024199, 852416459730], (1-27009633024199*t)/(t^2-\ 54019266048398*t+1), 852416459730*t/(t^2-54019266048398*t+1) X^2-1005*Y^2 = 1, [2950149761, 93059568], (1-2950149761*t)/(t^2-5900299522*t+1) , 93059568*t/(t^2-5900299522*t+1) X^2-1006*Y^2 = 1, [14125267563780214605455, 445346140255574921748], (1-\ 14125267563780214605455*t)/(t^2-28250535127560429210910*t+1), 445346140255574921748*t/(t^2-28250535127560429210910*t+1) X^2-1007*Y^2 = 1, [476, 15], (1-476*t)/(t^2-952*t+1), 15*t/(t^2-952*t+1) X^2-1008*Y^2 = 1, [127, 4], (1-127*t)/(t^2-254*t+1), 4*t/(t^2-254*t+1) X^2-1009*Y^2 = 1, [583201, 18360], (1-583201*t)/(t^2-1166402*t+1), 18360*t/(t^2 -1166402*t+1) X^2-1010*Y^2 = 1, [3395619, 106846], (1-3395619*t)/(t^2-6791238*t+1), 106846*t/ (t^2-6791238*t+1) X^2-1011*Y^2 = 1, [8426, 265], (1-8426*t)/(t^2-16852*t+1), 265*t/(t^2-16852*t+1 ) X^2-1012*Y^2 = 1, [3222617399, 101302110], (1-3222617399*t)/(t^2-6445234798*t+1 ), 101302110*t/(t^2-6445234798*t+1) X^2-1013*Y^2 = 1, [309159979019115849, 9713562669309460], (1-309159979019115849 *t)/(t^2-618319958038231698*t+1), 9713562669309460*t/(t^2-618319958038231698*t+ 1) X^2-1014*Y^2 = 1, [4656965, 146246], (1-4656965*t)/(t^2-9313930*t+1), 146246*t/ (t^2-9313930*t+1) X^2-1015*Y^2 = 1, [352871, 11076], (1-352871*t)/(t^2-705742*t+1), 11076*t/(t^2-\ 705742*t+1) X^2-1016*Y^2 = 1, [255, 8], (1-255*t)/(t^2-510*t+1), 8*t/(t^2-510*t+1) X^2-1017*Y^2 = 1, [2900932297217, 90965584992], (1-2900932297217*t)/(t^2-\ 5801864594434*t+1), 90965584992*t/(t^2-5801864594434*t+1) X^2-1018*Y^2 = 1, [15155578752298003, 475005498176334], (1-15155578752298003*t) /(t^2-30311157504596006*t+1), 475005498176334*t/(t^2-30311157504596006*t+1) X^2-1019*Y^2 = 1, [6089923321730, 190776436539], (1-6089923321730*t)/(t^2-\ 12179846643460*t+1), 190776436539*t/(t^2-12179846643460*t+1) X^2-1020*Y^2 = 1, [511, 16], (1-511*t)/(t^2-1022*t+1), 16*t/(t^2-1022*t+1) X^2-1021*Y^2 = 1, [198723867690977573219668252231077415636351801801, 6219237759214762827187409503019432615976684540], (1-\ 198723867690977573219668252231077415636351801801*t)/(t^2-\ 397447735381955146439336504462154831272703603602*t+1), 6219237759214762827187409503019432615976684540*t/(t^2-\ 397447735381955146439336504462154831272703603602*t+1) X^2-1022*Y^2 = 1, [1023, 32], (1-1023*t)/(t^2-2046*t+1), 32*t/(t^2-2046*t+1) X^2-1023*Y^2 = 1, [32, 1], (1-32*t)/(t^2-64*t+1), t/(t^2-64*t+1) X^2-1025*Y^2 = 1, [2049, 64], (1-2049*t)/(t^2-4098*t+1), 64*t/(t^2-4098*t+1) X^2-1026*Y^2 = 1, [1025, 32], (1-1025*t)/(t^2-2050*t+1), 32*t/(t^2-2050*t+1) X^2-1027*Y^2 = 1, [133150393, 4154868], (1-133150393*t)/(t^2-266300786*t+1), 4154868*t/(t^2-266300786*t+1) X^2-1028*Y^2 = 1, [513, 16], (1-513*t)/(t^2-1026*t+1), 16*t/(t^2-1026*t+1) X^2-1029*Y^2 = 1, [97379496466615, 3035706895884], (1-97379496466615*t)/(t^2-\ 194758992933230*t+1), 3035706895884*t/(t^2-194758992933230*t+1) X^2-1030*Y^2 = 1, [884307011291, 27553987434], (1-884307011291*t)/(t^2-\ 1768614022582*t+1), 27553987434*t/(t^2-1768614022582*t+1) X^2-1031*Y^2 = 1, [651737448664200, 20297537082877], (1-651737448664200*t)/(t^2 -1303474897328400*t+1), 20297537082877*t/(t^2-1303474897328400*t+1) X^2-1032*Y^2 = 1, [257, 8], (1-257*t)/(t^2-514*t+1), 8*t/(t^2-514*t+1) X^2-1033*Y^2 = 1, [69833593956354694952807071952492833, 2172772383489805842331071281808456], (1-69833593956354694952807071952492833*t)/ (t^2-139667187912709389905614143904985666*t+1), 2172772383489805842331071281808456*t/(t^2-139667187912709389905614143904985666* t+1) X^2-1034*Y^2 = 1, [15885, 494], (1-15885*t)/(t^2-31770*t+1), 494*t/(t^2-31770*t +1) X^2-1035*Y^2 = 1, [1126, 35], (1-1126*t)/(t^2-2252*t+1), 35*t/(t^2-2252*t+1) X^2-1036*Y^2 = 1, [847225, 26322], (1-847225*t)/(t^2-1694450*t+1), 26322*t/(t^2 -1694450*t+1) X^2-1037*Y^2 = 1, [8710152963849, 270480776020], (1-8710152963849*t)/(t^2-\ 17420305927698*t+1), 270480776020*t/(t^2-17420305927698*t+1) X^2-1038*Y^2 = 1, [15404267, 478126], (1-15404267*t)/(t^2-30808534*t+1), 478126 *t/(t^2-30808534*t+1) X^2-1039*Y^2 = 1, [493194634979076339348637520, 15300674275156671864306921], (1 -493194634979076339348637520*t)/(t^2-986389269958152678697275040*t+1), 15300674275156671864306921*t/(t^2-986389269958152678697275040*t+1) X^2-1040*Y^2 = 1, [129, 4], (1-129*t)/(t^2-258*t+1), 4*t/(t^2-258*t+1) X^2-1041*Y^2 = 1, [770918649927575, 23893687943492], (1-770918649927575*t)/(t^2 -1541837299855150*t+1), 23893687943492*t/(t^2-1541837299855150*t+1) X^2-1042*Y^2 = 1, [1302499, 40350], (1-1302499*t)/(t^2-2604998*t+1), 40350*t/(t ^2-2604998*t+1) X^2-1043*Y^2 = 1, [576927, 17864], (1-576927*t)/(t^2-1153854*t+1), 17864*t/(t^2 -1153854*t+1) X^2-1044*Y^2 = 1, [192119201, 5945940], (1-192119201*t)/(t^2-384238402*t+1), 5945940*t/(t^2-384238402*t+1) X^2-1045*Y^2 = 1, [456191, 14112], (1-456191*t)/(t^2-912382*t+1), 14112*t/(t^2-\ 912382*t+1) X^2-1046*Y^2 = 1, [3987042510565, 123277842162], (1-3987042510565*t)/(t^2-\ 7974085021130*t+1), 123277842162*t/(t^2-7974085021130*t+1) X^2-1047*Y^2 = 1, [136807, 4228], (1-136807*t)/(t^2-273614*t+1), 4228*t/(t^2-\ 273614*t+1) X^2-1048*Y^2 = 1, [104980517, 3242859], (1-104980517*t)/(t^2-209961034*t+1), 3242859*t/(t^2-209961034*t+1) X^2-1049*Y^2 = 1, [4720747718766511296768801, 145754861076386671221320], (1-\ 4720747718766511296768801*t)/(t^2-9441495437533022593537602*t+1), 145754861076386671221320*t/(t^2-9441495437533022593537602*t+1) X^2-1050*Y^2 = 1, [8749, 270], (1-8749*t)/(t^2-17498*t+1), 270*t/(t^2-17498*t+1 ) X^2-1051*Y^2 = 1, [955382766460015065912973250, 29469722410666558657086507], (1 -955382766460015065912973250*t)/(t^2-1910765532920030131825946500*t+1), 29469722410666558657086507*t/(t^2-1910765532920030131825946500*t+1) X^2-1052*Y^2 = 1, [38713200767, 1193579112], (1-38713200767*t)/(t^2-77426401534 *t+1), 1193579112*t/(t^2-77426401534*t+1) X^2-1053*Y^2 = 1, [649, 20], (1-649*t)/(t^2-1298*t+1), 20*t/(t^2-1298*t+1) X^2-1054*Y^2 = 1, [3355576256056895, 103358645005416], (1-3355576256056895*t)/( t^2-6711152512113790*t+1), 103358645005416*t/(t^2-6711152512113790*t+1) X^2-1055*Y^2 = 1, [1689, 52], (1-1689*t)/(t^2-3378*t+1), 52*t/(t^2-3378*t+1) X^2-1056*Y^2 = 1, [65, 2], (1-65*t)/(t^2-130*t+1), 2*t/(t^2-130*t+1) X^2-1057*Y^2 = 1, [239637339568529407, 7370840200132992], (1-239637339568529407 *t)/(t^2-479274679137058814*t+1), 7370840200132992*t/(t^2-479274679137058814*t+ 1) X^2-1058*Y^2 = 1, [131836323, 4053146], (1-131836323*t)/(t^2-263672646*t+1), 4053146*t/(t^2-263672646*t+1) X^2-1059*Y^2 = 1, [5983486610, 183868081], (1-5983486610*t)/(t^2-11966973220*t+ 1), 183868081*t/(t^2-11966973220*t+1) X^2-1060*Y^2 = 1, [73738369, 2264856], (1-73738369*t)/(t^2-147476738*t+1), 2264856*t/(t^2-147476738*t+1) X^2-1061*Y^2 = 1, [170800615664635332564330517881801, 5243626382156167474921782674260], (1-170800615664635332564330517881801*t)/(t^2-\ 341601231329270665128661035763602*t+1), 5243626382156167474921782674260*t/(t^2-\ 341601231329270665128661035763602*t+1) X^2-1062*Y^2 = 1, [306917, 9418], (1-306917*t)/(t^2-613834*t+1), 9418*t/(t^2-\ 613834*t+1) X^2-1063*Y^2 = 1, [1745324831097224, 53531527412685], (1-1745324831097224*t)/(t ^2-3490649662194448*t+1), 53531527412685*t/(t^2-3490649662194448*t+1) X^2-1064*Y^2 = 1, [685, 21], (1-685*t)/(t^2-1370*t+1), 21*t/(t^2-1370*t+1) X^2-1065*Y^2 = 1, [82667999, 2533160], (1-82667999*t)/(t^2-165335998*t+1), 2533160*t/(t^2-165335998*t+1) X^2-1066*Y^2 = 1, [23597172197299, 722738781870], (1-23597172197299*t)/(t^2-\ 47194344394598*t+1), 722738781870*t/(t^2-47194344394598*t+1) X^2-1067*Y^2 = 1, [98, 3], (1-98*t)/(t^2-196*t+1), 3*t/(t^2-196*t+1) X^2-1068*Y^2 = 1, [11539207, 353094], (1-11539207*t)/(t^2-23078414*t+1), 353094 *t/(t^2-23078414*t+1) X^2-1069*Y^2 = 1, [742925865816843150858935268959512942700219559049, 22722526912283010072320240710785462723519145740], (1-\ 742925865816843150858935268959512942700219559049*t)/(t^2-\ 1485851731633686301717870537919025885400439118098*t+1), 22722526912283010072320240710785462723519145740*t/(t^2-\ 1485851731633686301717870537919025885400439118098*t+1) X^2-1070*Y^2 = 1, [2948491, 90138], (1-2948491*t)/(t^2-5896982*t+1), 90138*t/(t ^2-5896982*t+1) X^2-1071*Y^2 = 1, [28799, 880], (1-28799*t)/(t^2-57598*t+1), 880*t/(t^2-57598*t +1) X^2-1072*Y^2 = 1, [4771081927, 145720107], (1-4771081927*t)/(t^2-9542163854*t+1 ), 145720107*t/(t^2-9542163854*t+1) X^2-1073*Y^2 = 1, [4116510849, 125669360], (1-4116510849*t)/(t^2-8233021698*t+1 ), 125669360*t/(t^2-8233021698*t+1) X^2-1074*Y^2 = 1, [3489425, 106476], (1-3489425*t)/(t^2-6978850*t+1), 106476*t/ (t^2-6978850*t+1) X^2-1075*Y^2 = 1, [168867574226, 5150412729], (1-168867574226*t)/(t^2-\ 337735148452*t+1), 5150412729*t/(t^2-337735148452*t+1) X^2-1076*Y^2 = 1, [13449, 410], (1-13449*t)/(t^2-26898*t+1), 410*t/(t^2-26898*t +1) X^2-1077*Y^2 = 1, [23522399, 716760], (1-23522399*t)/(t^2-47044798*t+1), 716760 *t/(t^2-47044798*t+1) X^2-1078*Y^2 = 1, [197, 6], (1-197*t)/(t^2-394*t+1), 6*t/(t^2-394*t+1) X^2-1079*Y^2 = 1, [180576876, 5497325], (1-180576876*t)/(t^2-361153752*t+1), 5497325*t/(t^2-361153752*t+1) X^2-1080*Y^2 = 1, [5291, 161], (1-5291*t)/(t^2-10582*t+1), 161*t/(t^2-10582*t+1 ) X^2-1081*Y^2 = 1, [293215056101715119615, 8918122218728007648], (1-\ 293215056101715119615*t)/(t^2-586430112203430239230*t+1), 8918122218728007648*t /(t^2-586430112203430239230*t+1) X^2-1082*Y^2 = 1, [3185797868403, 96851106538], (1-3185797868403*t)/(t^2-\ 6371595736806*t+1), 96851106538*t/(t^2-6371595736806*t+1) X^2-1083*Y^2 = 1, [362, 11], (1-362*t)/(t^2-724*t+1), 11*t/(t^2-724*t+1) X^2-1084*Y^2 = 1, [26900393642040537919999, 817041270290926993200], (1-\ 26900393642040537919999*t)/(t^2-53800787284081075839998*t+1), 817041270290926993200*t/(t^2-53800787284081075839998*t+1) X^2-1085*Y^2 = 1, [17919, 544], (1-17919*t)/(t^2-35838*t+1), 544*t/(t^2-35838*t +1) X^2-1086*Y^2 = 1, [725, 22], (1-725*t)/(t^2-1450*t+1), 22*t/(t^2-1450*t+1) X^2-1087*Y^2 = 1, [1088, 33], (1-1088*t)/(t^2-2176*t+1), 33*t/(t^2-2176*t+1) X^2-1088*Y^2 = 1, [33, 1], (1-33*t)/(t^2-66*t+1), t/(t^2-66*t+1) X^2-1090*Y^2 = 1, [2179, 66], (1-2179*t)/(t^2-4358*t+1), 66*t/(t^2-4358*t+1) X^2-1091*Y^2 = 1, [1090, 33], (1-1090*t)/(t^2-2180*t+1), 33*t/(t^2-2180*t+1) X^2-1092*Y^2 = 1, [727, 22], (1-727*t)/(t^2-1454*t+1), 22*t/(t^2-1454*t+1) X^2-1093*Y^2 = 1, [649296649, 19639620], (1-649296649*t)/(t^2-1298593298*t+1), 19639620*t/(t^2-1298593298*t+1) X^2-1094*Y^2 = 1, [14898540581538085, 450438047467914], (1-14898540581538085*t) /(t^2-29797081163076170*t+1), 450438047467914*t/(t^2-29797081163076170*t+1) X^2-1095*Y^2 = 1, [364, 11], (1-364*t)/(t^2-728*t+1), 11*t/(t^2-728*t+1) X^2-1096*Y^2 = 1, [3959299, 119595], (1-3959299*t)/(t^2-7918598*t+1), 119595*t/ (t^2-7918598*t+1) X^2-1097*Y^2 = 1, [883619927128353, 26678547908792], (1-883619927128353*t)/(t^2 -1767239854256706*t+1), 26678547908792*t/(t^2-1767239854256706*t+1) X^2-1098*Y^2 = 1, [118097, 3564], (1-118097*t)/(t^2-236194*t+1), 3564*t/(t^2-\ 236194*t+1) X^2-1099*Y^2 = 1, [1593163815326, 48057545715], (1-1593163815326*t)/(t^2-\ 3186327630652*t+1), 48057545715*t/(t^2-3186327630652*t+1) X^2-1100*Y^2 = 1, [199, 6], (1-199*t)/(t^2-398*t+1), 6*t/(t^2-398*t+1) X^2-1101*Y^2 = 1, [24313015, 732732], (1-24313015*t)/(t^2-48626030*t+1), 732732 *t/(t^2-48626030*t+1) X^2-1102*Y^2 = 1, [11382443, 342882], (1-11382443*t)/(t^2-22764886*t+1), 342882 *t/(t^2-22764886*t+1) X^2-1103*Y^2 = 1, [2346242745024, 70645611145], (1-2346242745024*t)/(t^2-\ 4692485490048*t+1), 70645611145*t/(t^2-4692485490048*t+1) X^2-1104*Y^2 = 1, [7775, 234], (1-7775*t)/(t^2-15550*t+1), 234*t/(t^2-15550*t+1 ) X^2-1105*Y^2 = 1, [1623132289, 48828432], (1-1623132289*t)/(t^2-3246264578*t+1) , 48828432*t/(t^2-3246264578*t+1) X^2-1106*Y^2 = 1, [5055, 152], (1-5055*t)/(t^2-10110*t+1), 152*t/(t^2-10110*t+1 ) X^2-1107*Y^2 = 1, [7263026, 218295], (1-7263026*t)/(t^2-14526052*t+1), 218295*t /(t^2-14526052*t+1) X^2-1108*Y^2 = 1, [159150073798980475849, 4781200586939013510], (1-\ 159150073798980475849*t)/(t^2-318300147597960951698*t+1), 4781200586939013510*t /(t^2-318300147597960951698*t+1) X^2-1109*Y^2 = 1, [744702728637239515399291224201, 22362336179089374248695940740], (1-744702728637239515399291224201*t)/(t^2-\ 1489405457274479030798582448402*t+1), 22362336179089374248695940740*t/(t^2-\ 1489405457274479030798582448402*t+1) X^2-1110*Y^2 = 1, [1999, 60], (1-1999*t)/(t^2-3998*t+1), 60*t/(t^2-3998*t+1) X^2-1111*Y^2 = 1, [100, 3], (1-100*t)/(t^2-200*t+1), 3*t/(t^2-200*t+1) X^2-1112*Y^2 = 1, [2501, 75], (1-2501*t)/(t^2-5002*t+1), 75*t/(t^2-5002*t+1) X^2-1113*Y^2 = 1, [702463, 21056], (1-702463*t)/(t^2-1404926*t+1), 21056*t/(t^2 -1404926*t+1) X^2-1114*Y^2 = 1, [74707907636890165020962560915699, 2238329289963186402088628832570], (1-74707907636890165020962560915699*t)/(t^2-\ 149415815273780330041925121831398*t+1), 2238329289963186402088628832570*t/(t^2-\ 149415815273780330041925121831398*t+1) X^2-1115*Y^2 = 1, [4560126, 136565], (1-4560126*t)/(t^2-9120252*t+1), 136565*t/ (t^2-9120252*t+1) X^2-1116*Y^2 = 1, [4620799, 138320], (1-4620799*t)/(t^2-9241598*t+1), 138320*t/ (t^2-9241598*t+1) X^2-1117*Y^2 = 1, [87897747594260774254246835664214545379849, 2629972211566463612149241455626172190220], (1-\ 87897747594260774254246835664214545379849*t)/(t^2-\ 175795495188521548508493671328429090759698*t+1), 2629972211566463612149241455626172190220*t/(t^2-\ 175795495188521548508493671328429090759698*t+1) X^2-1118*Y^2 = 1, [4213, 126], (1-4213*t)/(t^2-8426*t+1), 126*t/(t^2-8426*t+1) X^2-1119*Y^2 = 1, [31657255, 946364], (1-31657255*t)/(t^2-63314510*t+1), 946364 *t/(t^2-63314510*t+1) X^2-1120*Y^2 = 1, [126001, 3765], (1-126001*t)/(t^2-252002*t+1), 3765*t/(t^2-\ 252002*t+1) X^2-1121*Y^2 = 1, [151985104364951, 4539397558620], (1-151985104364951*t)/(t^2-\ 303970208729902*t+1), 4539397558620*t/(t^2-303970208729902*t+1) X^2-1122*Y^2 = 1, [67, 2], (1-67*t)/(t^2-134*t+1), 2*t/(t^2-134*t+1) X^2-1123*Y^2 = 1, [16506645562632482, 492571123214799], (1-16506645562632482*t) /(t^2-33013291125264964*t+1), 492571123214799*t/(t^2-33013291125264964*t+1) X^2-1124*Y^2 = 1, [2262200630049, 67475787740], (1-2262200630049*t)/(t^2-\ 4524401260098*t+1), 67475787740*t/(t^2-4524401260098*t+1) X^2-1125*Y^2 = 1, [1730726404001, 51600291864], (1-1730726404001*t)/(t^2-\ 3461452808002*t+1), 51600291864*t/(t^2-3461452808002*t+1) X^2-1126*Y^2 = 1, [91205, 2718], (1-91205*t)/(t^2-182410*t+1), 2718*t/(t^2-\ 182410*t+1) X^2-1127*Y^2 = 1, [55224, 1645], (1-55224*t)/(t^2-110448*t+1), 1645*t/(t^2-\ 110448*t+1) X^2-1128*Y^2 = 1, [2351, 70], (1-2351*t)/(t^2-4702*t+1), 70*t/(t^2-4702*t+1) X^2-1129*Y^2 = 1, [56449, 1680], (1-56449*t)/(t^2-112898*t+1), 1680*t/(t^2-\ 112898*t+1) X^2-1130*Y^2 = 1, [381939, 11362], (1-381939*t)/(t^2-763878*t+1), 11362*t/(t^2-\ 763878*t+1) X^2-1131*Y^2 = 1, [368185, 10948], (1-368185*t)/(t^2-736370*t+1), 10948*t/(t^2-\ 736370*t+1) X^2-1132*Y^2 = 1, [38239443505885447, 1136549486236362], (1-38239443505885447*t )/(t^2-76478887011770894*t+1), 1136549486236362*t/(t^2-76478887011770894*t+1) X^2-1133*Y^2 = 1, [514999, 15300], (1-514999*t)/(t^2-1029998*t+1), 15300*t/(t^2 -1029998*t+1) X^2-1134*Y^2 = 1, [362074049, 10752040], (1-362074049*t)/(t^2-724148098*t+1), 10752040*t/(t^2-724148098*t+1) X^2-1135*Y^2 = 1, [10614754956124, 315073619505], (1-10614754956124*t)/(t^2-\ 21229509912248*t+1), 315073619505*t/(t^2-21229509912248*t+1) X^2-1136*Y^2 = 1, [24220799, 718620], (1-24220799*t)/(t^2-48441598*t+1), 718620 *t/(t^2-48441598*t+1) X^2-1137*Y^2 = 1, [650468934487, 19290626292], (1-650468934487*t)/(t^2-\ 1300937868974*t+1), 19290626292*t/(t^2-1300937868974*t+1) X^2-1138*Y^2 = 1, [243198723043, 7209251214], (1-243198723043*t)/(t^2-\ 486397446086*t+1), 7209251214*t/(t^2-486397446086*t+1) X^2-1139*Y^2 = 1, [135, 4], (1-135*t)/(t^2-270*t+1), 4*t/(t^2-270*t+1) X^2-1140*Y^2 = 1, [2431, 72], (1-2431*t)/(t^2-4862*t+1), 72*t/(t^2-4862*t+1) X^2-1141*Y^2 = 1, [1036782394157223963237125215, 30693385322765657197397208], ( 1-1036782394157223963237125215*t)/(t^2-2073564788314447926474250430*t+1), 30693385322765657197397208*t/(t^2-2073564788314447926474250430*t+1) X^2-1142*Y^2 = 1, [906612101, 26828010], (1-906612101*t)/(t^2-1813224202*t+1), 26828010*t/(t^2-1813224202*t+1) X^2-1143*Y^2 = 1, [4730624, 139925], (1-4730624*t)/(t^2-9461248*t+1), 139925*t/ (t^2-9461248*t+1) X^2-1144*Y^2 = 1, [561835, 16611], (1-561835*t)/(t^2-1123670*t+1), 16611*t/(t^2 -1123670*t+1) X^2-1145*Y^2 = 1, [3135009, 92648], (1-3135009*t)/(t^2-6270018*t+1), 92648*t/(t ^2-6270018*t+1) X^2-1146*Y^2 = 1, [3447551, 101840], (1-3447551*t)/(t^2-6895102*t+1), 101840*t/ (t^2-6895102*t+1) X^2-1147*Y^2 = 1, [9447152318, 278945403], (1-9447152318*t)/(t^2-18894304636*t+ 1), 278945403*t/(t^2-18894304636*t+1) X^2-1148*Y^2 = 1, [165887, 4896], (1-165887*t)/(t^2-331774*t+1), 4896*t/(t^2-\ 331774*t+1) X^2-1149*Y^2 = 1, [7207295, 212624], (1-7207295*t)/(t^2-14414590*t+1), 212624*t /(t^2-14414590*t+1) X^2-1150*Y^2 = 1, [1184384449, 34925592], (1-1184384449*t)/(t^2-2368768898*t+1) , 34925592*t/(t^2-2368768898*t+1) X^2-1151*Y^2 = 1, [65905671840, 1942607807], (1-65905671840*t)/(t^2-\ 131811343680*t+1), 1942607807*t/(t^2-131811343680*t+1) X^2-1152*Y^2 = 1, [577, 17], (1-577*t)/(t^2-1154*t+1), 17*t/(t^2-1154*t+1) X^2-1153*Y^2 = 1, [21002267655460685387089654909788673, 618516849717028248841100388607776], (1-21002267655460685387089654909788673*t)/( t^2-42004535310921370774179309819577346*t+1), 618516849717028248841100388607776 *t/(t^2-42004535310921370774179309819577346*t+1) X^2-1154*Y^2 = 1, [1155, 34], (1-1155*t)/(t^2-2310*t+1), 34*t/(t^2-2310*t+1) X^2-1155*Y^2 = 1, [34, 1], (1-34*t)/(t^2-68*t+1), t/(t^2-68*t+1) X^2-1157*Y^2 = 1, [2313, 68], (1-2313*t)/(t^2-4626*t+1), 68*t/(t^2-4626*t+1) X^2-1158*Y^2 = 1, [1157, 34], (1-1157*t)/(t^2-2314*t+1), 34*t/(t^2-2314*t+1) X^2-1159*Y^2 = 1, [1669145551424551, 49028938575180], (1-1669145551424551*t)/(t ^2-3338291102849102*t+1), 49028938575180*t/(t^2-3338291102849102*t+1) X^2-1160*Y^2 = 1, [579, 17], (1-579*t)/(t^2-1158*t+1), 17*t/(t^2-1158*t+1) X^2-1161*Y^2 = 1, [19153416854935, 562121440972], (1-19153416854935*t)/(t^2-\ 38306833709870*t+1), 562121440972*t/(t^2-38306833709870*t+1) X^2-1162*Y^2 = 1, [22616173, 663462], (1-22616173*t)/(t^2-45232346*t+1), 663462 *t/(t^2-45232346*t+1) X^2-1163*Y^2 = 1, [1260321002, 36956541], (1-1260321002*t)/(t^2-2520642004*t+1) , 36956541*t/(t^2-2520642004*t+1) X^2-1164*Y^2 = 1, [168199, 4930], (1-168199*t)/(t^2-336398*t+1), 4930*t/(t^2-\ 336398*t+1) X^2-1165*Y^2 = 1, [17522747454441842569, 513380346877228788], (1-\ 17522747454441842569*t)/(t^2-35045494908883685138*t+1), 513380346877228788*t/(t ^2-35045494908883685138*t+1) X^2-1166*Y^2 = 1, [660427701, 19340870], (1-660427701*t)/(t^2-1320855402*t+1), 19340870*t/(t^2-1320855402*t+1) X^2-1167*Y^2 = 1, [373828, 10943], (1-373828*t)/(t^2-747656*t+1), 10943*t/(t^2-\ 747656*t+1) X^2-1168*Y^2 = 1, [2281249, 66750], (1-2281249*t)/(t^2-4562498*t+1), 66750*t/(t ^2-4562498*t+1) X^2-1169*Y^2 = 1, [184235994983935, 5388491828064], (1-184235994983935*t)/(t^2-\ 368471989967870*t+1), 5388491828064*t/(t^2-368471989967870*t+1) X^2-1170*Y^2 = 1, [6499, 190], (1-6499*t)/(t^2-12998*t+1), 190*t/(t^2-12998*t+1 ) X^2-1171*Y^2 = 1, [52268476130, 1527430263], (1-52268476130*t)/(t^2-\ 104536952260*t+1), 1527430263*t/(t^2-104536952260*t+1) X^2-1172*Y^2 = 1, [12320649, 359890], (1-12320649*t)/(t^2-24641298*t+1), 359890 *t/(t^2-24641298*t+1) X^2-1173*Y^2 = 1, [137, 4], (1-137*t)/(t^2-274*t+1), 4*t/(t^2-274*t+1) X^2-1174*Y^2 = 1, [4672442879206569303591365, 136367209121366140674774], (1-\ 4672442879206569303591365*t)/(t^2-9344885758413138607182730*t+1), 136367209121366140674774*t/(t^2-9344885758413138607182730*t+1) X^2-1175*Y^2 = 1, [442224, 12901], (1-442224*t)/(t^2-884448*t+1), 12901*t/(t^2-\ 884448*t+1) X^2-1176*Y^2 = 1, [4801, 140], (1-4801*t)/(t^2-9602*t+1), 140*t/(t^2-9602*t+1) X^2-1177*Y^2 = 1, [9482010153904475351, 276383546065778460], (1-\ 9482010153904475351*t)/(t^2-18964020307808950702*t+1), 276383546065778460*t/(t^ 2-18964020307808950702*t+1) X^2-1178*Y^2 = 1, [59583, 1736], (1-59583*t)/(t^2-119166*t+1), 1736*t/(t^2-\ 119166*t+1) X^2-1179*Y^2 = 1, [10610, 309], (1-10610*t)/(t^2-21220*t+1), 309*t/(t^2-21220*t +1) X^2-1180*Y^2 = 1, [2024999, 58950], (1-2024999*t)/(t^2-4049998*t+1), 58950*t/(t ^2-4049998*t+1) X^2-1181*Y^2 = 1, [299819549856198391714823049, 8724388547388468773672620], (1-\ 299819549856198391714823049*t)/(t^2-599639099712396783429646098*t+1), 8724388547388468773672620*t/(t^2-599639099712396783429646098*t+1) X^2-1182*Y^2 = 1, [27252587, 792682], (1-27252587*t)/(t^2-54505174*t+1), 792682 *t/(t^2-54505174*t+1) X^2-1183*Y^2 = 1, [130576328, 3796401], (1-130576328*t)/(t^2-261152656*t+1), 3796401*t/(t^2-261152656*t+1) X^2-1184*Y^2 = 1, [27365201, 795285], (1-27365201*t)/(t^2-54730402*t+1), 795285 *t/(t^2-54730402*t+1) X^2-1185*Y^2 = 1, [41418751, 1203200], (1-41418751*t)/(t^2-82837502*t+1), 1203200*t/(t^2-82837502*t+1) X^2-1186*Y^2 = 1, [6320195, 183522], (1-6320195*t)/(t^2-12640390*t+1), 183522*t /(t^2-12640390*t+1) X^2-1187*Y^2 = 1, [39095175626, 1134743775], (1-39095175626*t)/(t^2-78190351252 *t+1), 1134743775*t/(t^2-78190351252*t+1) X^2-1188*Y^2 = 1, [48599, 1410], (1-48599*t)/(t^2-97198*t+1), 1410*t/(t^2-97198 *t+1) X^2-1189*Y^2 = 1, [143698819617947177389973449, 4167372038262395220808020], (1-\ 143698819617947177389973449*t)/(t^2-287397639235894354779946898*t+1), 4167372038262395220808020*t/(t^2-287397639235894354779946898*t+1) X^2-1190*Y^2 = 1, [69, 2], (1-69*t)/(t^2-138*t+1), 2*t/(t^2-138*t+1) X^2-1191*Y^2 = 1, [3175, 92], (1-3175*t)/(t^2-6350*t+1), 92*t/(t^2-6350*t+1) X^2-1192*Y^2 = 1, [335473872499, 9716739825], (1-335473872499*t)/(t^2-\ 670947744998*t+1), 9716739825*t/(t^2-670947744998*t+1) X^2-1193*Y^2 = 1, [1462023556679567649, 42328623757159480], (1-\ 1462023556679567649*t)/(t^2-2924047113359135298*t+1), 42328623757159480*t/(t^2-\ 2924047113359135298*t+1) X^2-1194*Y^2 = 1, [21647468749, 626476750], (1-21647468749*t)/(t^2-43294937498* t+1), 626476750*t/(t^2-43294937498*t+1) X^2-1195*Y^2 = 1, [4650060959, 134516232], (1-4650060959*t)/(t^2-9300121918*t+1 ), 134516232*t/(t^2-9300121918*t+1) X^2-1196*Y^2 = 1, [415, 12], (1-415*t)/(t^2-830*t+1), 12*t/(t^2-830*t+1) X^2-1197*Y^2 = 1, [2588599, 74820], (1-2588599*t)/(t^2-5177198*t+1), 74820*t/(t ^2-5177198*t+1) X^2-1198*Y^2 = 1, [4206256963502359251599, 121525492983646316460], (1-\ 4206256963502359251599*t)/(t^2-8412513927004718503198*t+1), 121525492983646316460*t/(t^2-8412513927004718503198*t+1) X^2-1199*Y^2 = 1, [497777820, 14375599], (1-497777820*t)/(t^2-995555640*t+1), 14375599*t/(t^2-995555640*t+1) X^2-1200*Y^2 = 1, [1351, 39], (1-1351*t)/(t^2-2702*t+1), 39*t/(t^2-2702*t+1) X^2-1201*Y^2 = 1, [124015777380821763117401108566632174583648616449, 3578536376412875571438541467679723838177648640], (1-\ 124015777380821763117401108566632174583648616449*t)/(t^2-\ 248031554761643526234802217133264349167297232898*t+1), 3578536376412875571438541467679723838177648640*t/(t^2-\ 248031554761643526234802217133264349167297232898*t+1) X^2-1202*Y^2 = 1, [10817, 312], (1-10817*t)/(t^2-21634*t+1), 312*t/(t^2-21634*t +1) X^2-1203*Y^2 = 1, [434282, 12521], (1-434282*t)/(t^2-868564*t+1), 12521*t/(t^2-\ 868564*t+1) X^2-1204*Y^2 = 1, [5883392537695, 169556554116], (1-5883392537695*t)/(t^2-\ 11766785075390*t+1), 169556554116*t/(t^2-11766785075390*t+1) X^2-1205*Y^2 = 1, [7174089, 206668], (1-7174089*t)/(t^2-14348178*t+1), 206668*t /(t^2-14348178*t+1) X^2-1206*Y^2 = 1, [145925, 4202], (1-145925*t)/(t^2-291850*t+1), 4202*t/(t^2-\ 291850*t+1) X^2-1207*Y^2 = 1, [1159928, 33387], (1-1159928*t)/(t^2-2319856*t+1), 33387*t/(t ^2-2319856*t+1) X^2-1208*Y^2 = 1, [4276623, 123046], (1-4276623*t)/(t^2-8553246*t+1), 123046*t/ (t^2-8553246*t+1) X^2-1209*Y^2 = 1, [57029335, 1640156], (1-57029335*t)/(t^2-114058670*t+1), 1640156*t/(t^2-114058670*t+1) X^2-1210*Y^2 = 1, [1499219281, 43099524], (1-1499219281*t)/(t^2-2998438562*t+1) , 43099524*t/(t^2-2998438562*t+1) X^2-1211*Y^2 = 1, [174, 5], (1-174*t)/(t^2-348*t+1), 5*t/(t^2-348*t+1) X^2-1212*Y^2 = 1, [12741151, 365980], (1-12741151*t)/(t^2-25482302*t+1), 365980 *t/(t^2-25482302*t+1) X^2-1213*Y^2 = 1, [9968927282677513, 286231896207756], (1-9968927282677513*t)/( t^2-19937854565355026*t+1), 286231896207756*t/(t^2-19937854565355026*t+1) X^2-1214*Y^2 = 1, [73150798374975, 2099470260104], (1-73150798374975*t)/(t^2-\ 146301596749950*t+1), 2099470260104*t/(t^2-146301596749950*t+1) X^2-1215*Y^2 = 1, [244, 7], (1-244*t)/(t^2-488*t+1), 7*t/(t^2-488*t+1) X^2-1216*Y^2 = 1, [6681448801, 191603685], (1-6681448801*t)/(t^2-13362897602*t+ 1), 191603685*t/(t^2-13362897602*t+1) X^2-1217*Y^2 = 1, [1526641059203073, 43761444552128], (1-1526641059203073*t)/(t ^2-3053282118406146*t+1), 43761444552128*t/(t^2-3053282118406146*t+1) X^2-1218*Y^2 = 1, [349, 10], (1-349*t)/(t^2-698*t+1), 10*t/(t^2-698*t+1) X^2-1219*Y^2 = 1, [26811112454855326, 767914700295135], (1-26811112454855326*t) /(t^2-53622224909710652*t+1), 767914700295135*t/(t^2-53622224909710652*t+1) X^2-1220*Y^2 = 1, [489, 14], (1-489*t)/(t^2-978*t+1), 14*t/(t^2-978*t+1) X^2-1221*Y^2 = 1, [21385, 612], (1-21385*t)/(t^2-42770*t+1), 612*t/(t^2-42770*t +1) X^2-1222*Y^2 = 1, [7734245409307, 221249524122], (1-7734245409307*t)/(t^2-\ 15468490818614*t+1), 221249524122*t/(t^2-15468490818614*t+1) X^2-1223*Y^2 = 1, [1224, 35], (1-1224*t)/(t^2-2448*t+1), 35*t/(t^2-2448*t+1) X^2-1224*Y^2 = 1, [35, 1], (1-35*t)/(t^2-70*t+1), t/(t^2-70*t+1) X^2-1226*Y^2 = 1, [2451, 70], (1-2451*t)/(t^2-4902*t+1), 70*t/(t^2-4902*t+1) X^2-1227*Y^2 = 1, [1226, 35], (1-1226*t)/(t^2-2452*t+1), 35*t/(t^2-2452*t+1) X^2-1228*Y^2 = 1, [15674867542871047, 447305971699506], (1-15674867542871047*t) /(t^2-31349735085742094*t+1), 447305971699506*t/(t^2-31349735085742094*t+1) X^2-1229*Y^2 = 1, [923640201, 26346740], (1-923640201*t)/(t^2-1847280402*t+1), 26346740*t/(t^2-1847280402*t+1) X^2-1230*Y^2 = 1, [491, 14], (1-491*t)/(t^2-982*t+1), 14*t/(t^2-982*t+1) X^2-1231*Y^2 = 1, [2051772574240109813487200, 58479034523501522751177], (1-\ 2051772574240109813487200*t)/(t^2-4103545148480219626974400*t+1), 58479034523501522751177*t/(t^2-4103545148480219626974400*t+1) X^2-1232*Y^2 = 1, [351, 10], (1-351*t)/(t^2-702*t+1), 10*t/(t^2-702*t+1) X^2-1233*Y^2 = 1, [74007554246657, 2107630689984], (1-74007554246657*t)/(t^2-\ 148015108493314*t+1), 2107630689984*t/(t^2-148015108493314*t+1) X^2-1234*Y^2 = 1, [586327869067265, 16691023073856], (1-586327869067265*t)/(t^2 -1172655738134530*t+1), 16691023073856*t/(t^2-1172655738134530*t+1) X^2-1235*Y^2 = 1, [246, 7], (1-246*t)/(t^2-492*t+1), 7*t/(t^2-492*t+1) X^2-1236*Y^2 = 1, [64202725495, 1826182722], (1-64202725495*t)/(t^2-\ 128405450990*t+1), 1826182722*t/(t^2-128405450990*t+1) X^2-1237*Y^2 = 1, [2347849777171254083668416002496336649, 66755254524262858038831090292970460], (1-2347849777171254083668416002496336649* t)/(t^2-4695699554342508167336832004992673298*t+1), 66755254524262858038831090292970460*t/(t^2-\ 4695699554342508167336832004992673298*t+1) X^2-1238*Y^2 = 1, [902501, 25650], (1-902501*t)/(t^2-1805002*t+1), 25650*t/(t^2 -1805002*t+1) X^2-1239*Y^2 = 1, [176, 5], (1-176*t)/(t^2-352*t+1), 5*t/(t^2-352*t+1) X^2-1240*Y^2 = 1, [848719, 24102], (1-848719*t)/(t^2-1697438*t+1), 24102*t/(t^2 -1697438*t+1) X^2-1241*Y^2 = 1, [2311324401362049, 65610751710320], (1-2311324401362049*t)/(t ^2-4622648802724098*t+1), 65610751710320*t/(t^2-4622648802724098*t+1) X^2-1242*Y^2 = 1, [415151, 11780], (1-415151*t)/(t^2-830302*t+1), 11780*t/(t^2-\ 830302*t+1) X^2-1243*Y^2 = 1, [171874, 4875], (1-171874*t)/(t^2-343748*t+1), 4875*t/(t^2-\ 343748*t+1) X^2-1244*Y^2 = 1, [570130807708799, 16164576060360], (1-570130807708799*t)/(t^2 -1140261615417598*t+1), 16164576060360*t/(t^2-1140261615417598*t+1) X^2-1245*Y^2 = 1, [7534241, 213528], (1-7534241*t)/(t^2-15068482*t+1), 213528*t /(t^2-15068482*t+1) X^2-1246*Y^2 = 1, [443896693148735, 12575431287288], (1-443896693148735*t)/(t^2 -887793386297470*t+1), 12575431287288*t/(t^2-887793386297470*t+1) X^2-1247*Y^2 = 1, [929188, 26313], (1-929188*t)/(t^2-1858376*t+1), 26313*t/(t^2 -1858376*t+1) X^2-1248*Y^2 = 1, [5617, 159], (1-5617*t)/(t^2-11234*t+1), 159*t/(t^2-11234*t+1 ) X^2-1249*Y^2 = 1, [170592135737332963602258146192126623188595201, 4827005428364886233636226185917486870412640], (1-\ 170592135737332963602258146192126623188595201*t)/(t^2-\ 341184271474665927204516292384253246377190402*t+1), 4827005428364886233636226185917486870412640*t/(t^2-\ 341184271474665927204516292384253246377190402*t+1) X^2-1250*Y^2 = 1, [152139002499, 4303140814], (1-152139002499*t)/(t^2-\ 304278004998*t+1), 4303140814*t/(t^2-304278004998*t+1) X^2-1251*Y^2 = 1, [77563250, 2192943], (1-77563250*t)/(t^2-155126500*t+1), 2192943*t/(t^2-155126500*t+1) X^2-1252*Y^2 = 1, [32188120829134849, 909690079282080], (1-32188120829134849*t) /(t^2-64376241658269698*t+1), 909690079282080*t/(t^2-64376241658269698*t+1) X^2-1253*Y^2 = 1, [2772351, 78320], (1-2772351*t)/(t^2-5544702*t+1), 78320*t/(t ^2-5544702*t+1) X^2-1254*Y^2 = 1, [362405, 10234], (1-362405*t)/(t^2-724810*t+1), 10234*t/(t^2-\ 724810*t+1) X^2-1255*Y^2 = 1, [31134002572889, 878846634708], (1-31134002572889*t)/(t^2-\ 62268005145778*t+1), 878846634708*t/(t^2-62268005145778*t+1) X^2-1256*Y^2 = 1, [392499, 11075], (1-392499*t)/(t^2-784998*t+1), 11075*t/(t^2-\ 784998*t+1) X^2-1257*Y^2 = 1, [101399, 2860], (1-101399*t)/(t^2-202798*t+1), 2860*t/(t^2-\ 202798*t+1) X^2-1258*Y^2 = 1, [26297959123, 741449754], (1-26297959123*t)/(t^2-52595918246* t+1), 741449754*t/(t^2-52595918246*t+1) X^2-1259*Y^2 = 1, [111409143832810, 3139843281069], (1-111409143832810*t)/(t^2-\ 222818287665620*t+1), 3139843281069*t/(t^2-222818287665620*t+1) X^2-1260*Y^2 = 1, [71, 2], (1-71*t)/(t^2-142*t+1), 2*t/(t^2-142*t+1) X^2-1261*Y^2 = 1, [121645306092343879707029626249, 3425609167948170805090878900 ], (1-121645306092343879707029626249*t)/(t^2-243290612184687759414059252498*t+1 ), 3425609167948170805090878900*t/(t^2-243290612184687759414059252498*t+1) X^2-1262*Y^2 = 1, [61855669263, 1741204708], (1-61855669263*t)/(t^2-\ 123711338526*t+1), 1741204708*t/(t^2-123711338526*t+1) X^2-1263*Y^2 = 1, [142297, 4004], (1-142297*t)/(t^2-284594*t+1), 4004*t/(t^2-\ 284594*t+1) X^2-1264*Y^2 = 1, [12799, 360], (1-12799*t)/(t^2-25598*t+1), 360*t/(t^2-25598*t +1) X^2-1265*Y^2 = 1, [206999, 5820], (1-206999*t)/(t^2-413998*t+1), 5820*t/(t^2-\ 413998*t+1) X^2-1266*Y^2 = 1, [533240465, 14986708], (1-533240465*t)/(t^2-1066480930*t+1), 14986708*t/(t^2-1066480930*t+1) X^2-1267*Y^2 = 1, [625514462, 17573127], (1-625514462*t)/(t^2-1251028924*t+1), 17573127*t/(t^2-1251028924*t+1) X^2-1268*Y^2 = 1, [248678907849, 6983599490], (1-248678907849*t)/(t^2-\ 497357815698*t+1), 6983599490*t/(t^2-497357815698*t+1) X^2-1269*Y^2 = 1, [3429215, 96264], (1-3429215*t)/(t^2-6858430*t+1), 96264*t/(t ^2-6858430*t+1) X^2-1270*Y^2 = 1, [581837113691, 16326743118], (1-581837113691*t)/(t^2-\ 1163674227382*t+1), 16326743118*t/(t^2-1163674227382*t+1) X^2-1271*Y^2 = 1, [32799, 920], (1-32799*t)/(t^2-65598*t+1), 920*t/(t^2-65598*t +1) X^2-1272*Y^2 = 1, [107, 3], (1-107*t)/(t^2-214*t+1), 3*t/(t^2-214*t+1) X^2-1273*Y^2 = 1, [183449440868134807, 5141646215851476], (1-183449440868134807 *t)/(t^2-366898881736269614*t+1), 5141646215851476*t/(t^2-366898881736269614*t+ 1) X^2-1274*Y^2 = 1, [54100801, 1515720], (1-54100801*t)/(t^2-108201602*t+1), 1515720*t/(t^2-108201602*t+1) X^2-1275*Y^2 = 1, [4999, 140], (1-4999*t)/(t^2-9998*t+1), 140*t/(t^2-9998*t+1) X^2-1276*Y^2 = 1, [332911854336799, 9319742702580], (1-332911854336799*t)/(t^2-\ 665823708673598*t+1), 9319742702580*t/(t^2-665823708673598*t+1) X^2-1277*Y^2 = 1, [41741976277195612208649, 1168093368310765922740], (1-\ 41741976277195612208649*t)/(t^2-83483952554391224417298*t+1), 1168093368310765922740*t/(t^2-83483952554391224417298*t+1) X^2-1278*Y^2 = 1, [143, 4], (1-143*t)/(t^2-286*t+1), 4*t/(t^2-286*t+1) X^2-1279*Y^2 = 1, [2823156987094185989161256000, 78940478828277833993575041], ( 1-2823156987094185989161256000*t)/(t^2-5646313974188371978322512000*t+1), 78940478828277833993575041*t/(t^2-5646313974188371978322512000*t+1) X^2-1280*Y^2 = 1, [51841, 1449], (1-51841*t)/(t^2-103682*t+1), 1449*t/(t^2-\ 103682*t+1) X^2-1281*Y^2 = 1, [790329175, 22081748], (1-790329175*t)/(t^2-1580658350*t+1), 22081748*t/(t^2-1580658350*t+1) X^2-1282*Y^2 = 1, [3410326403, 95247138], (1-3410326403*t)/(t^2-6820652806*t+1) , 95247138*t/(t^2-6820652806*t+1) X^2-1283*Y^2 = 1, [1846514088226, 51551261505], (1-1846514088226*t)/(t^2-\ 3693028176452*t+1), 51551261505*t/(t^2-3693028176452*t+1) X^2-1284*Y^2 = 1, [215, 6], (1-215*t)/(t^2-430*t+1), 6*t/(t^2-430*t+1) X^2-1285*Y^2 = 1, [154066218432467100261106249, 4297895572464941510177100], (1-\ 154066218432467100261106249*t)/(t^2-308132436864934200522212498*t+1), 4297895572464941510177100*t/(t^2-308132436864934200522212498*t+1) X^2-1286*Y^2 = 1, [25363110565, 707264778], (1-25363110565*t)/(t^2-50726221130* t+1), 707264778*t/(t^2-50726221130*t+1) X^2-1287*Y^2 = 1, [287, 8], (1-287*t)/(t^2-574*t+1), 8*t/(t^2-574*t+1) X^2-1288*Y^2 = 1, [323, 9], (1-323*t)/(t^2-646*t+1), 9*t/(t^2-646*t+1) X^2-1289*Y^2 = 1, [180150127796503885363999220001, 5017739558355166143865161400 ], (1-180150127796503885363999220001*t)/(t^2-360300255593007770727998440002*t+1 ), 5017739558355166143865161400*t/(t^2-360300255593007770727998440002*t+1) X^2-1290*Y^2 = 1, [431, 12], (1-431*t)/(t^2-862*t+1), 12*t/(t^2-862*t+1) X^2-1291*Y^2 = 1, [709367533957910186877445608410, 19742774580291798609489951267], (1-709367533957910186877445608410*t)/(t^2-\ 1418735067915820373754891216820*t+1), 19742774580291798609489951267*t/(t^2-\ 1418735067915820373754891216820*t+1) X^2-1292*Y^2 = 1, [647, 18], (1-647*t)/(t^2-1294*t+1), 18*t/(t^2-1294*t+1) X^2-1293*Y^2 = 1, [863, 24], (1-863*t)/(t^2-1726*t+1), 24*t/(t^2-1726*t+1) X^2-1294*Y^2 = 1, [1295, 36], (1-1295*t)/(t^2-2590*t+1), 36*t/(t^2-2590*t+1) X^2-1295*Y^2 = 1, [36, 1], (1-36*t)/(t^2-72*t+1), t/(t^2-72*t+1) X^2-1297*Y^2 = 1, [2593, 72], (1-2593*t)/(t^2-5186*t+1), 72*t/(t^2-5186*t+1) X^2-1298*Y^2 = 1, [1297, 36], (1-1297*t)/(t^2-2594*t+1), 36*t/(t^2-2594*t+1) X^2-1299*Y^2 = 1, [865, 24], (1-865*t)/(t^2-1730*t+1), 24*t/(t^2-1730*t+1) X^2-1300*Y^2 = 1, [649, 18], (1-649*t)/(t^2-1298*t+1), 18*t/(t^2-1298*t+1) X^2-1301*Y^2 = 1, [94454226249, 2618681900], (1-94454226249*t)/(t^2-\ 188908452498*t+1), 2618681900*t/(t^2-188908452498*t+1) X^2-1302*Y^2 = 1, [433, 12], (1-433*t)/(t^2-866*t+1), 12*t/(t^2-866*t+1) X^2-1303*Y^2 = 1, [36556474232606087113228808, 1012726314518934688771461], (1-\ 36556474232606087113228808*t)/(t^2-73112948465212174226457616*t+1), 1012726314518934688771461*t/(t^2-73112948465212174226457616*t+1) X^2-1304*Y^2 = 1, [325, 9], (1-325*t)/(t^2-650*t+1), 9*t/(t^2-650*t+1) X^2-1305*Y^2 = 1, [289, 8], (1-289*t)/(t^2-578*t+1), 8*t/(t^2-578*t+1) X^2-1306*Y^2 = 1, [194390104309027154137909530451, 5379012634001634472555250670 ], (1-194390104309027154137909530451*t)/(t^2-388780208618054308275819060902*t+1 ), 5379012634001634472555250670*t/(t^2-388780208618054308275819060902*t+1) X^2-1307*Y^2 = 1, [195748082, 5414517], (1-195748082*t)/(t^2-391496164*t+1), 5414517*t/(t^2-391496164*t+1) X^2-1308*Y^2 = 1, [217, 6], (1-217*t)/(t^2-434*t+1), 6*t/(t^2-434*t+1) X^2-1309*Y^2 = 1, [803170174072265, 22199221738044], (1-803170174072265*t)/(t^2 -1606340348144530*t+1), 22199221738044*t/(t^2-1606340348144530*t+1) X^2-1310*Y^2 = 1, [125100021, 3456382], (1-125100021*t)/(t^2-250200042*t+1), 3456382*t/(t^2-250200042*t+1) X^2-1311*Y^2 = 1, [193820, 5353], (1-193820*t)/(t^2-387640*t+1), 5353*t/(t^2-\ 387640*t+1) X^2-1312*Y^2 = 1, [53137, 1467], (1-53137*t)/(t^2-106274*t+1), 1467*t/(t^2-\ 106274*t+1) X^2-1313*Y^2 = 1, [758913, 20944], (1-758913*t)/(t^2-1517826*t+1), 20944*t/(t^2 -1517826*t+1) X^2-1314*Y^2 = 1, [145, 4], (1-145*t)/(t^2-290*t+1), 4*t/(t^2-290*t+1) X^2-1315*Y^2 = 1, [887511646, 24474351], (1-887511646*t)/(t^2-1775023292*t+1), 24474351*t/(t^2-1775023292*t+1) X^2-1316*Y^2 = 1, [2376415, 65508], (1-2376415*t)/(t^2-4752830*t+1), 65508*t/(t ^2-4752830*t+1) X^2-1317*Y^2 = 1, [37542877077093751, 1034509930681500], (1-37542877077093751*t )/(t^2-75085754154187502*t+1), 1034509930681500*t/(t^2-75085754154187502*t+1) X^2-1318*Y^2 = 1, [11393611468262768176276517, 313836679699540895794554], (1-\ 11393611468262768176276517*t)/(t^2-22787222936525536352553034*t+1), 313836679699540895794554*t/(t^2-22787222936525536352553034*t+1) X^2-1319*Y^2 = 1, [1213059240, 33401011], (1-1213059240*t)/(t^2-2426118480*t+1) , 33401011*t/(t^2-2426118480*t+1) X^2-1320*Y^2 = 1, [109, 3], (1-109*t)/(t^2-218*t+1), 3*t/(t^2-218*t+1) X^2-1321*Y^2 = 1, [5714003133469398668515586785344107222143861249, 157213220905969449559233656682503745171415200], (1-\ 5714003133469398668515586785344107222143861249*t)/(t^2-\ 11428006266938797337031173570688214444287722498*t+1), 157213220905969449559233656682503745171415200*t/(t^2-\ 11428006266938797337031173570688214444287722498*t+1) X^2-1322*Y^2 = 1, [1782164403, 49015342], (1-1782164403*t)/(t^2-3564328806*t+1) , 49015342*t/(t^2-3564328806*t+1) X^2-1323*Y^2 = 1, [3650401, 100360], (1-3650401*t)/(t^2-7300802*t+1), 100360*t/ (t^2-7300802*t+1) X^2-1324*Y^2 = 1, [15519021083817312418194098721799, 426501271855353724503844374810], (1-15519021083817312418194098721799*t)/(t^2-\ 31038042167634624836388197443598*t+1), 426501271855353724503844374810*t/(t^2-\ 31038042167634624836388197443598*t+1) X^2-1325*Y^2 = 1, [66249, 1820], (1-66249*t)/(t^2-132498*t+1), 1820*t/(t^2-\ 132498*t+1) X^2-1326*Y^2 = 1, [2549, 70], (1-2549*t)/(t^2-5098*t+1), 70*t/(t^2-5098*t+1) X^2-1327*Y^2 = 1, [65024, 1785], (1-65024*t)/(t^2-130048*t+1), 1785*t/(t^2-\ 130048*t+1) X^2-1328*Y^2 = 1, [13447, 369], (1-13447*t)/(t^2-26894*t+1), 369*t/(t^2-26894*t +1) X^2-1329*Y^2 = 1, [704641456388201495, 19328835950934116], (1-\ 704641456388201495*t)/(t^2-1409282912776402990*t+1), 19328835950934116*t/(t^2-\ 1409282912776402990*t+1) X^2-1330*Y^2 = 1, [1246589, 34182], (1-1246589*t)/(t^2-2493178*t+1), 34182*t/(t ^2-2493178*t+1) X^2-1331*Y^2 = 1, [99612037019890, 2730378110727], (1-99612037019890*t)/(t^2-\ 199224074039780*t+1), 2730378110727*t/(t^2-199224074039780*t+1) X^2-1332*Y^2 = 1, [73, 2], (1-73*t)/(t^2-146*t+1), 2*t/(t^2-146*t+1) X^2-1333*Y^2 = 1, [330126493332151, 9042016684140], (1-330126493332151*t)/(t^2-\ 660252986664302*t+1), 9042016684140*t/(t^2-660252986664302*t+1) X^2-1334*Y^2 = 1, [3155972095, 86408256], (1-3155972095*t)/(t^2-6311944190*t+1) , 86408256*t/(t^2-6311944190*t+1) X^2-1335*Y^2 = 1, [45124, 1235], (1-45124*t)/(t^2-90248*t+1), 1235*t/(t^2-90248 *t+1) X^2-1336*Y^2 = 1, [63804373719695, 1745609999622], (1-63804373719695*t)/(t^2-\ 127608747439390*t+1), 1745609999622*t/(t^2-127608747439390*t+1) X^2-1337*Y^2 = 1, [1367431647, 37397272], (1-1367431647*t)/(t^2-2734863294*t+1) , 37397272*t/(t^2-2734863294*t+1) X^2-1338*Y^2 = 1, [17308813, 473194], (1-17308813*t)/(t^2-34617626*t+1), 473194 *t/(t^2-34617626*t+1) X^2-1339*Y^2 = 1, [150175, 4104], (1-150175*t)/(t^2-300350*t+1), 4104*t/(t^2-\ 300350*t+1) X^2-1340*Y^2 = 1, [729631, 19932], (1-729631*t)/(t^2-1459262*t+1), 19932*t/(t^2 -1459262*t+1) X^2-1341*Y^2 = 1, [1331459723602089239201, 36359143548676345320], (1-\ 1331459723602089239201*t)/(t^2-2662919447204178478402*t+1), 36359143548676345320*t/(t^2-2662919447204178478402*t+1) X^2-1342*Y^2 = 1, [1099, 30], (1-1099*t)/(t^2-2198*t+1), 30*t/(t^2-2198*t+1) X^2-1343*Y^2 = 1, [388128, 10591], (1-388128*t)/(t^2-776256*t+1), 10591*t/(t^2-\ 776256*t+1) X^2-1344*Y^2 = 1, [6049, 165], (1-6049*t)/(t^2-12098*t+1), 165*t/(t^2-12098*t+1 ) X^2-1345*Y^2 = 1, [4841, 132], (1-4841*t)/(t^2-9682*t+1), 132*t/(t^2-9682*t+1) X^2-1346*Y^2 = 1, [340550115, 9282362], (1-340550115*t)/(t^2-681100230*t+1), 9282362*t/(t^2-681100230*t+1) X^2-1347*Y^2 = 1, [6046682, 164753], (1-6046682*t)/(t^2-12093364*t+1), 164753*t /(t^2-12093364*t+1) X^2-1348*Y^2 = 1, [2063810353129713793, 56211456782882376], (1-\ 2063810353129713793*t)/(t^2-4127620706259427586*t+1), 56211456782882376*t/(t^2-\ 4127620706259427586*t+1) X^2-1349*Y^2 = 1, [2039180665951, 55520034840], (1-2039180665951*t)/(t^2-\ 4078361331902*t+1), 55520034840*t/(t^2-4078361331902*t+1) X^2-1350*Y^2 = 1, [470449, 12804], (1-470449*t)/(t^2-940898*t+1), 12804*t/(t^2-\ 940898*t+1) X^2-1351*Y^2 = 1, [6175, 168], (1-6175*t)/(t^2-12350*t+1), 168*t/(t^2-12350*t+1 ) X^2-1352*Y^2 = 1, [114243, 3107], (1-114243*t)/(t^2-228486*t+1), 3107*t/(t^2-\ 228486*t+1) X^2-1353*Y^2 = 1, [42982433, 1168536], (1-42982433*t)/(t^2-85964866*t+1), 1168536*t/(t^2-85964866*t+1) X^2-1354*Y^2 = 1, [346105897748788220212734451, 9405885067178313198370290], (1-\ 346105897748788220212734451*t)/(t^2-692211795497576440425468902*t+1), 9405885067178313198370290*t/(t^2-692211795497576440425468902*t+1) X^2-1355*Y^2 = 1, [1823289, 49532], (1-1823289*t)/(t^2-3646578*t+1), 49532*t/(t ^2-3646578*t+1) X^2-1356*Y^2 = 1, [19196241799, 521298370], (1-19196241799*t)/(t^2-38392483598* t+1), 521298370*t/(t^2-38392483598*t+1) X^2-1357*Y^2 = 1, [355593479414372351, 9653034643064640], (1-355593479414372351 *t)/(t^2-711186958828744702*t+1), 9653034643064640*t/(t^2-711186958828744702*t+ 1) X^2-1358*Y^2 = 1, [2999823, 81404], (1-2999823*t)/(t^2-5999646*t+1), 81404*t/(t ^2-5999646*t+1) X^2-1359*Y^2 = 1, [1728148040, 46878231], (1-1728148040*t)/(t^2-3456296080*t+1) , 46878231*t/(t^2-3456296080*t+1) X^2-1360*Y^2 = 1, [285769, 7749], (1-285769*t)/(t^2-571538*t+1), 7749*t/(t^2-\ 571538*t+1) X^2-1361*Y^2 = 1, [351475875811710155440935201, 9527225818589057344845080], (1-\ 351475875811710155440935201*t)/(t^2-702951751623420310881870402*t+1), 9527225818589057344845080*t/(t^2-702951751623420310881870402*t+1) X^2-1362*Y^2 = 1, [1370184257, 37127048], (1-1370184257*t)/(t^2-2740368514*t+1) , 37127048*t/(t^2-2740368514*t+1) X^2-1363*Y^2 = 1, [3451726, 93495], (1-3451726*t)/(t^2-6903452*t+1), 93495*t/(t ^2-6903452*t+1) X^2-1364*Y^2 = 1, [10626551, 287730], (1-10626551*t)/(t^2-21253102*t+1), 287730 *t/(t^2-21253102*t+1) X^2-1365*Y^2 = 1, [25271, 684], (1-25271*t)/(t^2-50542*t+1), 684*t/(t^2-50542*t +1) X^2-1366*Y^2 = 1, [2291037052846189335142389540899525, 61987877112128467931286485364042], (1-2291037052846189335142389540899525*t)/(t^ 2-4582074105692378670284779081799050*t+1), 61987877112128467931286485364042*t/( t^2-4582074105692378670284779081799050*t+1) X^2-1367*Y^2 = 1, [1368, 37], (1-1368*t)/(t^2-2736*t+1), 37*t/(t^2-2736*t+1) X^2-1368*Y^2 = 1, [37, 1], (1-37*t)/(t^2-74*t+1), t/(t^2-74*t+1) X^2-1370*Y^2 = 1, [2739, 74], (1-2739*t)/(t^2-5478*t+1), 74*t/(t^2-5478*t+1) X^2-1371*Y^2 = 1, [1370, 37], (1-1370*t)/(t^2-2740*t+1), 37*t/(t^2-2740*t+1) X^2-1372*Y^2 = 1, [34100354867927167, 920623046934552], (1-34100354867927167*t) /(t^2-68200709735854334*t+1), 920623046934552*t/(t^2-68200709735854334*t+1) X^2-1373*Y^2 = 1, [1288491849, 34773340], (1-1288491849*t)/(t^2-2576983698*t+1) , 34773340*t/(t^2-2576983698*t+1) X^2-1374*Y^2 = 1, [153544325045, 4142289074], (1-153544325045*t)/(t^2-\ 307088650090*t+1), 4142289074*t/(t^2-307088650090*t+1) X^2-1375*Y^2 = 1, [89330852249, 2409073932], (1-89330852249*t)/(t^2-\ 178661704498*t+1), 2409073932*t/(t^2-178661704498*t+1) X^2-1376*Y^2 = 1, [216528049, 5837205], (1-216528049*t)/(t^2-433056098*t+1), 5837205*t/(t^2-433056098*t+1) X^2-1377*Y^2 = 1, [41270070401, 1112162480], (1-41270070401*t)/(t^2-82540140802 *t+1), 1112162480*t/(t^2-82540140802*t+1) X^2-1378*Y^2 = 1, [3663851203, 98699106], (1-3663851203*t)/(t^2-7327702406*t+1) , 98699106*t/(t^2-7327702406*t+1) X^2-1379*Y^2 = 1, [2517968895, 67806016], (1-2517968895*t)/(t^2-5035937790*t+1) , 67806016*t/(t^2-5035937790*t+1) X^2-1380*Y^2 = 1, [6761, 182], (1-6761*t)/(t^2-13522*t+1), 182*t/(t^2-13522*t+1 ) X^2-1381*Y^2 = 1, [ 91889645003972654622127399341267476203024769394634584316300287049, 2472690352775053537868141555978544119564691977342423075952738420], (1-\ 91889645003972654622127399341267476203024769394634584316300287049*t)/(t^2-\ 183779290007945309244254798682534952406049538789269168632600574098*t+1), 2472690352775053537868141555978544119564691977342423075952738420*t/(t^2-\ 183779290007945309244254798682534952406049538789269168632600574098*t+1) X^2-1382*Y^2 = 1, [13003237, 349782], (1-13003237*t)/(t^2-26006474*t+1), 349782 *t/(t^2-26006474*t+1) X^2-1383*Y^2 = 1, [1294948, 34821], (1-1294948*t)/(t^2-2589896*t+1), 34821*t/(t ^2-2589896*t+1) X^2-1384*Y^2 = 1, [17299, 465], (1-17299*t)/(t^2-34598*t+1), 465*t/(t^2-34598*t +1) X^2-1385*Y^2 = 1, [21670288929, 582290648], (1-21670288929*t)/(t^2-43340577858* t+1), 582290648*t/(t^2-43340577858*t+1) X^2-1386*Y^2 = 1, [21295, 572], (1-21295*t)/(t^2-42590*t+1), 572*t/(t^2-42590*t +1) X^2-1387*Y^2 = 1, [1510442, 40557], (1-1510442*t)/(t^2-3020884*t+1), 40557*t/(t ^2-3020884*t+1) X^2-1388*Y^2 = 1, [823306252807, 22098697686], (1-823306252807*t)/(t^2-\ 1646612505614*t+1), 22098697686*t/(t^2-1646612505614*t+1) X^2-1389*Y^2 = 1, [625975, 16796], (1-625975*t)/(t^2-1251950*t+1), 16796*t/(t^2 -1251950*t+1) X^2-1390*Y^2 = 1, [2298622285432981, 61653851607582], (1-2298622285432981*t)/(t ^2-4597244570865962*t+1), 61653851607582*t/(t^2-4597244570865962*t+1) X^2-1391*Y^2 = 1, [9081305, 243492], (1-9081305*t)/(t^2-18162610*t+1), 243492*t /(t^2-18162610*t+1) X^2-1392*Y^2 = 1, [1567, 42], (1-1567*t)/(t^2-3134*t+1), 42*t/(t^2-3134*t+1) X^2-1393*Y^2 = 1, [3583, 96], (1-3583*t)/(t^2-7166*t+1), 96*t/(t^2-7166*t+1) X^2-1394*Y^2 = 1, [12545, 336], (1-12545*t)/(t^2-25090*t+1), 336*t/(t^2-25090*t +1) X^2-1395*Y^2 = 1, [124001, 3320], (1-124001*t)/(t^2-248002*t+1), 3320*t/(t^2-\ 248002*t+1) X^2-1396*Y^2 = 1, [169648201, 4540530], (1-169648201*t)/(t^2-339296402*t+1), 4540530*t/(t^2-339296402*t+1) X^2-1397*Y^2 = 1, [16033248351, 428966440], (1-16033248351*t)/(t^2-32066496702* t+1), 428966440*t/(t^2-32066496702*t+1) X^2-1398*Y^2 = 1, [4866437, 130154], (1-4866437*t)/(t^2-9732874*t+1), 130154*t/ (t^2-9732874*t+1) X^2-1399*Y^2 = 1, [72267866478994045309640, 1932130144300442015349], (1-\ 72267866478994045309640*t)/(t^2-144535732957988090619280*t+1), 1932130144300442015349*t/(t^2-144535732957988090619280*t+1) X^2-1400*Y^2 = 1, [449, 12], (1-449*t)/(t^2-898*t+1), 12*t/(t^2-898*t+1) X^2-1401*Y^2 = 1, [1653779660151229685015, 44183343633378497932], (1-\ 1653779660151229685015*t)/(t^2-3307559320302459370030*t+1), 44183343633378497932*t/(t^2-3307559320302459370030*t+1) X^2-1402*Y^2 = 1, [1729858406386491965718163, 46199422791797974269522], (1-\ 1729858406386491965718163*t)/(t^2-3459716812772983931436326*t+1), 46199422791797974269522*t/(t^2-3459716812772983931436326*t+1) X^2-1403*Y^2 = 1, [74726, 1995], (1-74726*t)/(t^2-149452*t+1), 1995*t/(t^2-\ 149452*t+1) X^2-1404*Y^2 = 1, [62425, 1666], (1-62425*t)/(t^2-124850*t+1), 1666*t/(t^2-\ 124850*t+1) X^2-1405*Y^2 = 1, [2249, 60], (1-2249*t)/(t^2-4498*t+1), 60*t/(t^2-4498*t+1) X^2-1406*Y^2 = 1, [75, 2], (1-75*t)/(t^2-150*t+1), 2*t/(t^2-150*t+1) X^2-1407*Y^2 = 1, [3751, 100], (1-3751*t)/(t^2-7502*t+1), 100*t/(t^2-7502*t+1) X^2-1408*Y^2 = 1, [12048797377, 321101529], (1-12048797377*t)/(t^2-24097594754* t+1), 321101529*t/(t^2-24097594754*t+1) X^2-1409*Y^2 = 1, [2515181276570874689623012210848801, 67006015714662899288959142526920], (1-2515181276570874689623012210848801*t)/(t^ 2-5030362553141749379246024421697602*t+1), 67006015714662899288959142526920*t/( t^2-5030362553141749379246024421697602*t+1) X^2-1410*Y^2 = 1, [751, 20], (1-751*t)/(t^2-1502*t+1), 20*t/(t^2-1502*t+1) X^2-1411*Y^2 = 1, [444071330, 11821953], (1-444071330*t)/(t^2-888142660*t+1), 11821953*t/(t^2-888142660*t+1) X^2-1412*Y^2 = 1, [10157115393, 270304352], (1-10157115393*t)/(t^2-20314230786* t+1), 270304352*t/(t^2-20314230786*t+1) X^2-1413*Y^2 = 1, [46698728731849, 1242321430740], (1-46698728731849*t)/(t^2-\ 93397457463698*t+1), 1242321430740*t/(t^2-93397457463698*t+1) X^2-1414*Y^2 = 1, [182475063042299, 4852648311810], (1-182475063042299*t)/(t^2-\ 364950126084598*t+1), 4852648311810*t/(t^2-364950126084598*t+1) X^2-1415*Y^2 = 1, [22029004, 585621], (1-22029004*t)/(t^2-44058008*t+1), 585621 *t/(t^2-44058008*t+1) X^2-1416*Y^2 = 1, [258065, 6858], (1-258065*t)/(t^2-516130*t+1), 6858*t/(t^2-\ 516130*t+1) X^2-1417*Y^2 = 1, [5380608104297224993, 142937583715450488], (1-\ 5380608104297224993*t)/(t^2-10761216208594449986*t+1), 142937583715450488*t/(t^ 2-10761216208594449986*t+1) X^2-1418*Y^2 = 1, [3026264403, 80365334], (1-3026264403*t)/(t^2-6052528806*t+1) , 80365334*t/(t^2-6052528806*t+1) X^2-1419*Y^2 = 1, [12770, 339], (1-12770*t)/(t^2-25540*t+1), 339*t/(t^2-25540*t +1) X^2-1420*Y^2 = 1, [954809, 25338], (1-954809*t)/(t^2-1909618*t+1), 25338*t/(t^2 -1909618*t+1) X^2-1421*Y^2 = 1, [9801, 260], (1-9801*t)/(t^2-19602*t+1), 260*t/(t^2-19602*t+1 ) X^2-1422*Y^2 = 1, [119908097, 3179792], (1-119908097*t)/(t^2-239816194*t+1), 3179792*t/(t^2-239816194*t+1) X^2-1423*Y^2 = 1, [480011423186147603704208, 12724746017155626396759], (1-\ 480011423186147603704208*t)/(t^2-960022846372295207408416*t+1), 12724746017155626396759*t/(t^2-960022846372295207408416*t+1) X^2-1424*Y^2 = 1, [500001, 13250], (1-500001*t)/(t^2-1000002*t+1), 13250*t/(t^2 -1000002*t+1) X^2-1425*Y^2 = 1, [151, 4], (1-151*t)/(t^2-302*t+1), 4*t/(t^2-302*t+1) X^2-1426*Y^2 = 1, [9860975, 261132], (1-9860975*t)/(t^2-19721950*t+1), 261132*t /(t^2-19721950*t+1) X^2-1427*Y^2 = 1, [9373918762, 248147097], (1-9373918762*t)/(t^2-18747837524*t+ 1), 248147097*t/(t^2-18747837524*t+1) X^2-1428*Y^2 = 1, [3401, 90], (1-3401*t)/(t^2-6802*t+1), 90*t/(t^2-6802*t+1) X^2-1429*Y^2 = 1, [22793644685449, 602972713980], (1-22793644685449*t)/(t^2-\ 45587289370898*t+1), 602972713980*t/(t^2-45587289370898*t+1) X^2-1430*Y^2 = 1, [13311, 352], (1-13311*t)/(t^2-26622*t+1), 352*t/(t^2-26622*t +1) X^2-1431*Y^2 = 1, [1324, 35], (1-1324*t)/(t^2-2648*t+1), 35*t/(t^2-2648*t+1) X^2-1432*Y^2 = 1, [176579805797, 4666266363], (1-176579805797*t)/(t^2-\ 353159611594*t+1), 4666266363*t/(t^2-353159611594*t+1) X^2-1433*Y^2 = 1, [66524184290667832353, 1757342704595433176], (1-\ 66524184290667832353*t)/(t^2-133048368581335664706*t+1), 1757342704595433176*t/ (t^2-133048368581335664706*t+1) X^2-1434*Y^2 = 1, [176669098751, 4665369200], (1-176669098751*t)/(t^2-\ 353338197502*t+1), 4665369200*t/(t^2-353338197502*t+1) X^2-1435*Y^2 = 1, [999046, 26373], (1-999046*t)/(t^2-1998092*t+1), 26373*t/(t^2 -1998092*t+1) X^2-1436*Y^2 = 1, [259199, 6840], (1-259199*t)/(t^2-518398*t+1), 6840*t/(t^2-\ 518398*t+1) X^2-1437*Y^2 = 1, [97359338210399, 2568320564040], (1-97359338210399*t)/(t^2-\ 194718676420798*t+1), 2568320564040*t/(t^2-194718676420798*t+1) X^2-1438*Y^2 = 1, [15960728127743, 420894506064], (1-15960728127743*t)/(t^2-\ 31921456255486*t+1), 420894506064*t/(t^2-31921456255486*t+1) X^2-1439*Y^2 = 1, [12857985170030364960, 338955373761021521], (1-\ 12857985170030364960*t)/(t^2-25715970340060729920*t+1), 338955373761021521*t/(t ^2-25715970340060729920*t+1) X^2-1440*Y^2 = 1, [721, 19], (1-721*t)/(t^2-1442*t+1), 19*t/(t^2-1442*t+1) X^2-1441*Y^2 = 1, [841014472843068524054999, 22154985959533110482700], (1-\ 841014472843068524054999*t)/(t^2-1682028945686137048109998*t+1), 22154985959533110482700*t/(t^2-1682028945686137048109998*t+1) X^2-1442*Y^2 = 1, [1443, 38], (1-1443*t)/(t^2-2886*t+1), 38*t/(t^2-2886*t+1) X^2-1443*Y^2 = 1, [38, 1], (1-38*t)/(t^2-76*t+1), t/(t^2-76*t+1) X^2-1445*Y^2 = 1, [2889, 76], (1-2889*t)/(t^2-5778*t+1), 76*t/(t^2-5778*t+1) X^2-1446*Y^2 = 1, [1445, 38], (1-1445*t)/(t^2-2890*t+1), 38*t/(t^2-2890*t+1) X^2-1447*Y^2 = 1, [130410331757421848, 3428291438910093], (1-130410331757421848 *t)/(t^2-260820663514843696*t+1), 3428291438910093*t/(t^2-260820663514843696*t+ 1) X^2-1448*Y^2 = 1, [723, 19], (1-723*t)/(t^2-1446*t+1), 19*t/(t^2-1446*t+1) X^2-1449*Y^2 = 1, [277301249, 7284800], (1-277301249*t)/(t^2-554602498*t+1), 7284800*t/(t^2-554602498*t+1) X^2-1450*Y^2 = 1, [30131975818099, 791304451938], (1-30131975818099*t)/(t^2-\ 60263951636198*t+1), 791304451938*t/(t^2-60263951636198*t+1) X^2-1451*Y^2 = 1, [32507827844328530, 853403156620707], (1-32507827844328530*t) /(t^2-65015655688657060*t+1), 853403156620707*t/(t^2-65015655688657060*t+1) X^2-1452*Y^2 = 1, [262087, 6878], (1-262087*t)/(t^2-524174*t+1), 6878*t/(t^2-\ 524174*t+1) X^2-1453*Y^2 = 1, [410437909280225285392045277163541936816200282681664800649, 10767494523648864494064975684283690243920830620634227020], (1-\ 410437909280225285392045277163541936816200282681664800649*t)/(t^2-\ 820875818560450570784090554327083873632400565363329601298*t+1), 10767494523648864494064975684283690243920830620634227020*t/(t^2-\ 820875818560450570784090554327083873632400565363329601298*t+1) X^2-1454*Y^2 = 1, [366707758095, 9616961884], (1-366707758095*t)/(t^2-\ 733415516190*t+1), 9616961884*t/(t^2-733415516190*t+1) X^2-1455*Y^2 = 1, [23764, 623], (1-23764*t)/(t^2-47528*t+1), 623*t/(t^2-47528*t +1) X^2-1456*Y^2 = 1, [4954951, 129855], (1-4954951*t)/(t^2-9909902*t+1), 129855*t/ (t^2-9909902*t+1) X^2-1457*Y^2 = 1, [7233162836703, 189495310312], (1-7233162836703*t)/(t^2-\ 14466325673406*t+1), 189495310312*t/(t^2-14466325673406*t+1) X^2-1458*Y^2 = 1, [30122754096401, 788889025540], (1-30122754096401*t)/(t^2-\ 60245508192802*t+1), 788889025540*t/(t^2-60245508192802*t+1) X^2-1459*Y^2 = 1, [98143956337994034503281010, 2569424820981242287252281], (1-\ 98143956337994034503281010*t)/(t^2-196287912675988069006562020*t+1), 2569424820981242287252281*t/(t^2-196287912675988069006562020*t+1) X^2-1460*Y^2 = 1, [23915529, 625898], (1-23915529*t)/(t^2-47831058*t+1), 625898 *t/(t^2-47831058*t+1) X^2-1461*Y^2 = 1, [416529161979728987575, 10897335066584502228], (1-\ 416529161979728987575*t)/(t^2-833058323959457975150*t+1), 10897335066584502228* t/(t^2-833058323959457975150*t+1) X^2-1462*Y^2 = 1, [2753, 72], (1-2753*t)/(t^2-5506*t+1), 72*t/(t^2-5506*t+1) X^2-1463*Y^2 = 1, [153, 4], (1-153*t)/(t^2-306*t+1), 4*t/(t^2-306*t+1) X^2-1464*Y^2 = 1, [907925, 23729], (1-907925*t)/(t^2-1815850*t+1), 23729*t/(t^2 -1815850*t+1) X^2-1465*Y^2 = 1, [1347185567591142710089249, 35197239977950541355240], (1-\ 1347185567591142710089249*t)/(t^2-2694371135182285420178498*t+1), 35197239977950541355240*t/(t^2-2694371135182285420178498*t+1) X^2-1466*Y^2 = 1, [47033698184547699, 1228406604685910], (1-47033698184547699*t )/(t^2-94067396369095398*t+1), 1228406604685910*t/(t^2-94067396369095398*t+1) X^2-1467*Y^2 = 1, [64080026, 1673045], (1-64080026*t)/(t^2-128160052*t+1), 1673045*t/(t^2-128160052*t+1) X^2-1468*Y^2 = 1, [723520462813479285247, 18883730366492235216], (1-\ 723520462813479285247*t)/(t^2-1447040925626958570494*t+1), 18883730366492235216 *t/(t^2-1447040925626958570494*t+1) X^2-1469*Y^2 = 1, [760265, 19836], (1-760265*t)/(t^2-1520530*t+1), 19836*t/(t^2 -1520530*t+1) X^2-1470*Y^2 = 1, [5291, 138], (1-5291*t)/(t^2-10582*t+1), 138*t/(t^2-10582*t+1 ) X^2-1471*Y^2 = 1, [39010573734728288548756018366160, 1017128916397276238715671536737], (1-39010573734728288548756018366160*t)/(t^2-\ 78021147469456577097512036732320*t+1), 1017128916397276238715671536737*t/(t^2-\ 78021147469456577097512036732320*t+1) X^2-1472*Y^2 = 1, [1151, 30], (1-1151*t)/(t^2-2302*t+1), 30*t/(t^2-2302*t+1) X^2-1473*Y^2 = 1, [2658699293399, 69273614220], (1-2658699293399*t)/(t^2-\ 5317398586798*t+1), 69273614220*t/(t^2-5317398586798*t+1) X^2-1474*Y^2 = 1, [54959576050729745, 1431510810979476], (1-54959576050729745*t )/(t^2-109919152101459490*t+1), 1431510810979476*t/(t^2-109919152101459490*t+1) X^2-1475*Y^2 = 1, [561799, 14628], (1-561799*t)/(t^2-1123598*t+1), 14628*t/(t^2 -1123598*t+1) X^2-1476*Y^2 = 1, [8396801, 218560], (1-8396801*t)/(t^2-16793602*t+1), 218560*t /(t^2-16793602*t+1) X^2-1477*Y^2 = 1, [10055043780174150436351, 261633721214706222240], (1-\ 10055043780174150436351*t)/(t^2-20110087560348300872702*t+1), 261633721214706222240*t/(t^2-20110087560348300872702*t+1) X^2-1478*Y^2 = 1, [119717, 3114], (1-119717*t)/(t^2-239434*t+1), 3114*t/(t^2-\ 239434*t+1) X^2-1479*Y^2 = 1, [4404376, 114525], (1-4404376*t)/(t^2-8808752*t+1), 114525*t/ (t^2-8808752*t+1) X^2-1480*Y^2 = 1, [213859, 5559], (1-213859*t)/(t^2-427718*t+1), 5559*t/(t^2-\ 427718*t+1) X^2-1481*Y^2 = 1, [3078401222921030518510235626262049, 79992209653108287396849617045080], (1-3078401222921030518510235626262049*t)/(t^ 2-6156802445842061037020471252524098*t+1), 79992209653108287396849617045080*t/( t^2-6156802445842061037020471252524098*t+1) X^2-1482*Y^2 = 1, [77, 2], (1-77*t)/(t^2-154*t+1), 2*t/(t^2-154*t+1) X^2-1483*Y^2 = 1, [158695889009423019181226, 4120928705704463238045], (1-\ 158695889009423019181226*t)/(t^2-317391778018846038362452*t+1), 4120928705704463238045*t/(t^2-317391778018846038362452*t+1) X^2-1484*Y^2 = 1, [1695, 44], (1-1695*t)/(t^2-3390*t+1), 44*t/(t^2-3390*t+1) X^2-1485*Y^2 = 1, [1079, 28], (1-1079*t)/(t^2-2158*t+1), 28*t/(t^2-2158*t+1) X^2-1486*Y^2 = 1, [18974735, 492228], (1-18974735*t)/(t^2-37949470*t+1), 492228 *t/(t^2-37949470*t+1) X^2-1487*Y^2 = 1, [7924224, 205495], (1-7924224*t)/(t^2-15848448*t+1), 205495*t /(t^2-15848448*t+1) X^2-1488*Y^2 = 1, [12151, 315], (1-12151*t)/(t^2-24302*t+1), 315*t/(t^2-24302*t +1) X^2-1489*Y^2 = 1, [19794264626972449, 512970066248280], (1-19794264626972449*t) /(t^2-39588529253944898*t+1), 512970066248280*t/(t^2-39588529253944898*t+1) X^2-1490*Y^2 = 1, [74499, 1930], (1-74499*t)/(t^2-148998*t+1), 1930*t/(t^2-\ 148998*t+1) X^2-1491*Y^2 = 1, [68230, 1767], (1-68230*t)/(t^2-136460*t+1), 1767*t/(t^2-\ 136460*t+1) X^2-1492*Y^2 = 1, [52387849, 1356270], (1-52387849*t)/(t^2-104775698*t+1), 1356270*t/(t^2-104775698*t+1) X^2-1493*Y^2 = 1, [85729041586288866249, 2218697350071605900], (1-\ 85729041586288866249*t)/(t^2-171458083172577732498*t+1), 2218697350071605900*t/ (t^2-171458083172577732498*t+1) X^2-1494*Y^2 = 1, [1700902565, 44005214], (1-1700902565*t)/(t^2-3401805130*t+1) , 44005214*t/(t^2-3401805130*t+1) X^2-1495*Y^2 = 1, [116, 3], (1-116*t)/(t^2-232*t+1), 3*t/(t^2-232*t+1) X^2-1496*Y^2 = 1, [3365, 87], (1-3365*t)/(t^2-6730*t+1), 87*t/(t^2-6730*t+1) X^2-1497*Y^2 = 1, [22516718751127, 581961430932], (1-22516718751127*t)/(t^2-\ 45033437502254*t+1), 581961430932*t/(t^2-45033437502254*t+1) X^2-1498*Y^2 = 1, [321700659967, 8311818384], (1-321700659967*t)/(t^2-\ 643401319934*t+1), 8311818384*t/(t^2-643401319934*t+1) X^2-1499*Y^2 = 1, [3002576946562695360610, 77552058394306780299], (1-\ 3002576946562695360610*t)/(t^2-6005153893125390721220*t+1), 77552058394306780299*t/(t^2-6005153893125390721220*t+1) X^2-1500*Y^2 = 1, [457470751, 11811844], (1-457470751*t)/(t^2-914941502*t+1), 11811844*t/(t^2-914941502*t+1) X^2-1501*Y^2 = 1, [13534735238019723614555987551, 349348930906018990606250760], (1-13534735238019723614555987551*t)/(t^2-27069470476039447229111975102*t+1), 349348930906018990606250760*t/(t^2-27069470476039447229111975102*t+1) X^2-1502*Y^2 = 1, [5966017599, 153939320], (1-5966017599*t)/(t^2-11932035198*t+ 1), 153939320*t/(t^2-11932035198*t+1) X^2-1503*Y^2 = 1, [56447, 1456], (1-56447*t)/(t^2-112894*t+1), 1456*t/(t^2-\ 112894*t+1) X^2-1504*Y^2 = 1, [2143295, 55266], (1-2143295*t)/(t^2-4286590*t+1), 55266*t/(t ^2-4286590*t+1) X^2-1505*Y^2 = 1, [11968361, 308508], (1-11968361*t)/(t^2-23936722*t+1), 308508 *t/(t^2-23936722*t+1) X^2-1506*Y^2 = 1, [31880816705, 821517752], (1-31880816705*t)/(t^2-63761633410* t+1), 821517752*t/(t^2-63761633410*t+1) X^2-1507*Y^2 = 1, [4893778, 126063], (1-4893778*t)/(t^2-9787556*t+1), 126063*t/ (t^2-9787556*t+1) X^2-1508*Y^2 = 1, [233, 6], (1-233*t)/(t^2-466*t+1), 6*t/(t^2-466*t+1) X^2-1509*Y^2 = 1, [64393055, 1657656], (1-64393055*t)/(t^2-128786110*t+1), 1657656*t/(t^2-128786110*t+1) X^2-1510*Y^2 = 1, [84053391679, 2163051048], (1-84053391679*t)/(t^2-\ 168106783358*t+1), 2163051048*t/(t^2-168106783358*t+1) X^2-1511*Y^2 = 1, [38459732591163960, 989404834498003], (1-38459732591163960*t) /(t^2-76919465182327920*t+1), 989404834498003*t/(t^2-76919465182327920*t+1) X^2-1512*Y^2 = 1, [8749, 225], (1-8749*t)/(t^2-17498*t+1), 225*t/(t^2-17498*t+1 ) X^2-1513*Y^2 = 1, [22280499233, 572803224], (1-22280499233*t)/(t^2-44560998466* t+1), 572803224*t/(t^2-44560998466*t+1) X^2-1514*Y^2 = 1, [5151268521999699, 132388801787270], (1-5151268521999699*t)/( t^2-10302537043999398*t+1), 132388801787270*t/(t^2-10302537043999398*t+1) X^2-1515*Y^2 = 1, [506, 13], (1-506*t)/(t^2-1012*t+1), 13*t/(t^2-1012*t+1) X^2-1516*Y^2 = 1, [334949171001860160500111891352199, 8602591618573944625072398763290], (1-334949171001860160500111891352199*t)/(t^2-\ 669898342003720321000223782704398*t+1), 8602591618573944625072398763290*t/(t^2-\ 669898342003720321000223782704398*t+1) X^2-1517*Y^2 = 1, [29601, 760], (1-29601*t)/(t^2-59202*t+1), 760*t/(t^2-59202*t +1) X^2-1518*Y^2 = 1, [1013, 26], (1-1013*t)/(t^2-2026*t+1), 26*t/(t^2-2026*t+1) X^2-1519*Y^2 = 1, [1520, 39], (1-1520*t)/(t^2-3040*t+1), 39*t/(t^2-3040*t+1) X^2-1520*Y^2 = 1, [39, 1], (1-39*t)/(t^2-78*t+1), t/(t^2-78*t+1) X^2-1522*Y^2 = 1, [3043, 78], (1-3043*t)/(t^2-6086*t+1), 78*t/(t^2-6086*t+1) X^2-1523*Y^2 = 1, [1522, 39], (1-1522*t)/(t^2-3044*t+1), 39*t/(t^2-3044*t+1) X^2-1524*Y^2 = 1, [1015, 26], (1-1015*t)/(t^2-2030*t+1), 26*t/(t^2-2030*t+1) X^2-1525*Y^2 = 1, [1766319049, 45230796], (1-1766319049*t)/(t^2-3532638098*t+1) , 45230796*t/(t^2-3532638098*t+1) X^2-1526*Y^2 = 1, [102135615, 2614568], (1-102135615*t)/(t^2-204271230*t+1), 2614568*t/(t^2-204271230*t+1) X^2-1527*Y^2 = 1, [508, 13], (1-508*t)/(t^2-1016*t+1), 13*t/(t^2-1016*t+1) X^2-1528*Y^2 = 1, [164998439999, 4221027300], (1-164998439999*t)/(t^2-\ 329996879998*t+1), 4221027300*t/(t^2-329996879998*t+1) X^2-1529*Y^2 = 1, [72285400494999, 1848616601300], (1-72285400494999*t)/(t^2-\ 144570800989998*t+1), 1848616601300*t/(t^2-144570800989998*t+1) X^2-1530*Y^2 = 1, [229841, 5876], (1-229841*t)/(t^2-459682*t+1), 5876*t/(t^2-\ 459682*t+1) X^2-1531*Y^2 = 1, [1157070504812569705163513222450, 29571423275371204812741659877], (1-1157070504812569705163513222450*t)/(t^2-\ 2314141009625139410327026444900*t+1), 29571423275371204812741659877*t/(t^2-\ 2314141009625139410327026444900*t+1) X^2-1532*Y^2 = 1, [704475647, 17998512], (1-704475647*t)/(t^2-1408951294*t+1), 17998512*t/(t^2-1408951294*t+1) X^2-1533*Y^2 = 1, [65935351, 1684020], (1-65935351*t)/(t^2-131870702*t+1), 1684020*t/(t^2-131870702*t+1) X^2-1534*Y^2 = 1, [235, 6], (1-235*t)/(t^2-470*t+1), 6*t/(t^2-470*t+1) X^2-1535*Y^2 = 1, [1378124, 35175], (1-1378124*t)/(t^2-2756248*t+1), 35175*t/(t ^2-2756248*t+1) X^2-1536*Y^2 = 1, [46099201, 1176245], (1-46099201*t)/(t^2-92198402*t+1), 1176245*t/(t^2-92198402*t+1) X^2-1537*Y^2 = 1, [75080329577, 1915090212], (1-75080329577*t)/(t^2-\ 150160659154*t+1), 1915090212*t/(t^2-150160659154*t+1) X^2-1538*Y^2 = 1, [813603, 20746], (1-813603*t)/(t^2-1627206*t+1), 20746*t/(t^2 -1627206*t+1) X^2-1539*Y^2 = 1, [19651490, 500929], (1-19651490*t)/(t^2-39302980*t+1), 500929 *t/(t^2-39302980*t+1) X^2-1540*Y^2 = 1, [95831, 2442], (1-95831*t)/(t^2-191662*t+1), 2442*t/(t^2-\ 191662*t+1) X^2-1541*Y^2 = 1, [832350906580405815, 21203381993734892], (1-\ 832350906580405815*t)/(t^2-1664701813160811630*t+1), 21203381993734892*t/(t^2-\ 1664701813160811630*t+1) X^2-1542*Y^2 = 1, [2592101, 66010], (1-2592101*t)/(t^2-5184202*t+1), 66010*t/(t ^2-5184202*t+1) X^2-1543*Y^2 = 1, [6643215129085261568619128, 169120149360850062054141], (1-\ 6643215129085261568619128*t)/(t^2-13286430258170523137238256*t+1), 169120149360850062054141*t/(t^2-13286430258170523137238256*t+1) X^2-1544*Y^2 = 1, [111555, 2839], (1-111555*t)/(t^2-223110*t+1), 2839*t/(t^2-\ 223110*t+1) X^2-1545*Y^2 = 1, [123481961, 3141516], (1-123481961*t)/(t^2-246963922*t+1), 3141516*t/(t^2-246963922*t+1) X^2-1546*Y^2 = 1, [3802792051, 96715890], (1-3802792051*t)/(t^2-7605584102*t+1) , 96715890*t/(t^2-7605584102*t+1) X^2-1547*Y^2 = 1, [118, 3], (1-118*t)/(t^2-236*t+1), 3*t/(t^2-236*t+1) X^2-1548*Y^2 = 1, [24248647, 616314], (1-24248647*t)/(t^2-48497294*t+1), 616314 *t/(t^2-48497294*t+1) X^2-1549*Y^2 = 1, [ 48106848972197087743588687481413975084698632248110750633952591202305801, 1222309542826747495934242683346380508818076263178681966098672827963220], (1-\ 48106848972197087743588687481413975084698632248110750633952591202305801*t)/(t^2 -96213697944394175487177374962827950169397264496221501267905182404611602*t+1), 1222309542826747495934242683346380508818076263178681966098672827963220*t/(t^2-\ 96213697944394175487177374962827950169397264496221501267905182404611602*t+1) X^2-1550*Y^2 = 1, [999999, 25400], (1-999999*t)/(t^2-1999998*t+1), 25400*t/(t^2 -1999998*t+1) X^2-1551*Y^2 = 1, [1850201, 46980], (1-1850201*t)/(t^2-3700402*t+1), 46980*t/(t ^2-3700402*t+1) X^2-1552*Y^2 = 1, [62809633, 1594338], (1-62809633*t)/(t^2-125619266*t+1), 1594338*t/(t^2-125619266*t+1) X^2-1553*Y^2 = 1, [16865536001301633, 427971077468464], (1-16865536001301633*t) /(t^2-33731072002603266*t+1), 427971077468464*t/(t^2-33731072002603266*t+1) X^2-1554*Y^2 = 1, [160285, 4066], (1-160285*t)/(t^2-320570*t+1), 4066*t/(t^2-\ 320570*t+1) X^2-1555*Y^2 = 1, [5117847907209209, 129784305853476], (1-5117847907209209*t)/( t^2-10235695814418418*t+1), 129784305853476*t/(t^2-10235695814418418*t+1) X^2-1556*Y^2 = 1, [3287049, 83330], (1-3287049*t)/(t^2-6574098*t+1), 83330*t/(t ^2-6574098*t+1) X^2-1557*Y^2 = 1, [12498490045601, 316747533960], (1-12498490045601*t)/(t^2-\ 24996980091202*t+1), 316747533960*t/(t^2-24996980091202*t+1) X^2-1558*Y^2 = 1, [17873016101, 452808030], (1-17873016101*t)/(t^2-35746032202* t+1), 452808030*t/(t^2-35746032202*t+1) X^2-1559*Y^2 = 1, [2122635541940760, 53759147640581], (1-2122635541940760*t)/(t ^2-4245271083881520*t+1), 53759147640581*t/(t^2-4245271083881520*t+1) X^2-1560*Y^2 = 1, [79, 2], (1-79*t)/(t^2-158*t+1), 2*t/(t^2-158*t+1) X^2-1561*Y^2 = 1, [171407516109350655091252735, 4338388198177894781607072], (1-\ 171407516109350655091252735*t)/(t^2-342815032218701310182505470*t+1), 4338388198177894781607072*t/(t^2-342815032218701310182505470*t+1) X^2-1562*Y^2 = 1, [1813197, 45878], (1-1813197*t)/(t^2-3626394*t+1), 45878*t/(t ^2-3626394*t+1) X^2-1563*Y^2 = 1, [24054459026, 608437685], (1-24054459026*t)/(t^2-48108918052* t+1), 608437685*t/(t^2-48108918052*t+1) X^2-1564*Y^2 = 1, [107712448284799, 2723626324440], (1-107712448284799*t)/(t^2-\ 215424896569598*t+1), 2723626324440*t/(t^2-215424896569598*t+1) X^2-1565*Y^2 = 1, [467897169491706249, 11827507906169900], (1-\ 467897169491706249*t)/(t^2-935794338983412498*t+1), 11827507906169900*t/(t^2-\ 935794338983412498*t+1) X^2-1566*Y^2 = 1, [12219743051, 308792110], (1-12219743051*t)/(t^2-24439486102* t+1), 308792110*t/(t^2-24439486102*t+1) X^2-1567*Y^2 = 1, [2634128, 66543], (1-2634128*t)/(t^2-5268256*t+1), 66543*t/(t ^2-5268256*t+1) X^2-1568*Y^2 = 1, [19601, 495], (1-19601*t)/(t^2-39202*t+1), 495*t/(t^2-39202*t +1) X^2-1569*Y^2 = 1, [3674077401859095458455, 92754893170353950236], (1-\ 3674077401859095458455*t)/(t^2-7348154803718190916910*t+1), 92754893170353950236*t/(t^2-7348154803718190916910*t+1) X^2-1570*Y^2 = 1, [287696384061859, 7260801722778], (1-287696384061859*t)/(t^2-\ 575392768123718*t+1), 7260801722778*t/(t^2-575392768123718*t+1) X^2-1571*Y^2 = 1, [1430064397610, 36080080863], (1-1430064397610*t)/(t^2-\ 2860128795220*t+1), 36080080863*t/(t^2-2860128795220*t+1) X^2-1572*Y^2 = 1, [46437143, 1171222], (1-46437143*t)/(t^2-92874286*t+1), 1171222*t/(t^2-92874286*t+1) X^2-1573*Y^2 = 1, [842401, 21240], (1-842401*t)/(t^2-1684802*t+1), 21240*t/(t^2 -1684802*t+1) X^2-1574*Y^2 = 1, [3097184950960165, 78066512141574], (1-3097184950960165*t)/(t ^2-6194369901920330*t+1), 78066512141574*t/(t^2-6194369901920330*t+1) X^2-1575*Y^2 = 1, [2024, 51], (1-2024*t)/(t^2-4048*t+1), 51*t/(t^2-4048*t+1) X^2-1576*Y^2 = 1, [312086396361222451, 7861342753913055], (1-312086396361222451 *t)/(t^2-624172792722444902*t+1), 7861342753913055*t/(t^2-624172792722444902*t+ 1) X^2-1577*Y^2 = 1, [112326799954263, 2828573966428], (1-112326799954263*t)/(t^2-\ 224653599908526*t+1), 2828573966428*t/(t^2-224653599908526*t+1) X^2-1578*Y^2 = 1, [442367, 11136], (1-442367*t)/(t^2-884734*t+1), 11136*t/(t^2-\ 884734*t+1) X^2-1579*Y^2 = 1, [852876982639022059460736831316490, 21463242324201893177981952219891], (1-852876982639022059460736831316490*t)/(t^2 -1705753965278044118921473662632980*t+1), 21463242324201893177981952219891*t/(t ^2-1705753965278044118921473662632980*t+1) X^2-1580*Y^2 = 1, [159, 4], (1-159*t)/(t^2-318*t+1), 4*t/(t^2-318*t+1) X^2-1581*Y^2 = 1, [291090185, 7320852], (1-291090185*t)/(t^2-582180370*t+1), 7320852*t/(t^2-582180370*t+1) X^2-1582*Y^2 = 1, [8593649, 216060], (1-8593649*t)/(t^2-17187298*t+1), 216060*t /(t^2-17187298*t+1) X^2-1583*Y^2 = 1, [94312707829728, 2370444310151], (1-94312707829728*t)/(t^2-\ 188625415659456*t+1), 2370444310151*t/(t^2-188625415659456*t+1) X^2-1584*Y^2 = 1, [199, 5], (1-199*t)/(t^2-398*t+1), 5*t/(t^2-398*t+1) X^2-1585*Y^2 = 1, [318341744070762403104769, 7996113646631818744896], (1-\ 318341744070762403104769*t)/(t^2-636683488141524806209538*t+1), 7996113646631818744896*t/(t^2-636683488141524806209538*t+1) X^2-1586*Y^2 = 1, [335042499, 8412950], (1-335042499*t)/(t^2-670084998*t+1), 8412950*t/(t^2-670084998*t+1) X^2-1587*Y^2 = 1, [978122, 24553], (1-978122*t)/(t^2-1956244*t+1), 24553*t/(t^2 -1956244*t+1) X^2-1588*Y^2 = 1, [838721786045180184649, 21047119895869216830], (1-\ 838721786045180184649*t)/(t^2-1677443572090360369298*t+1), 21047119895869216830 *t/(t^2-1677443572090360369298*t+1) X^2-1589*Y^2 = 1, [126866457849998708855, 3182620572954663804], (1-\ 126866457849998708855*t)/(t^2-253732915699997417710*t+1), 3182620572954663804*t /(t^2-253732915699997417710*t+1) X^2-1590*Y^2 = 1, [319, 8], (1-319*t)/(t^2-638*t+1), 8*t/(t^2-638*t+1) X^2-1591*Y^2 = 1, [11540919718817324, 289337903407635], (1-11540919718817324*t) /(t^2-23081839437634648*t+1), 289337903407635*t/(t^2-23081839437634648*t+1) X^2-1592*Y^2 = 1, [399, 10], (1-399*t)/(t^2-798*t+1), 10*t/(t^2-798*t+1) X^2-1593*Y^2 = 1, [62423, 1564], (1-62423*t)/(t^2-124846*t+1), 1564*t/(t^2-\ 124846*t+1) X^2-1594*Y^2 = 1, [1096489048689708486929226451, 27463769151288592914799710], ( 1-1096489048689708486929226451*t)/(t^2-2192978097379416973858452902*t+1), 27463769151288592914799710*t/(t^2-2192978097379416973858452902*t+1) X^2-1595*Y^2 = 1, [639, 16], (1-639*t)/(t^2-1278*t+1), 16*t/(t^2-1278*t+1) X^2-1596*Y^2 = 1, [799, 20], (1-799*t)/(t^2-1598*t+1), 20*t/(t^2-1598*t+1) X^2-1597*Y^2 = 1, [519711527755463096224266385375638449943026746249, 13004986088790772250309504643908671520836229100], (1-\ 519711527755463096224266385375638449943026746249*t)/(t^2-\ 1039423055510926192448532770751276899886053492498*t+1), 13004986088790772250309504643908671520836229100*t/(t^2-\ 1039423055510926192448532770751276899886053492498*t+1) X^2-1598*Y^2 = 1, [1599, 40], (1-1599*t)/(t^2-3198*t+1), 40*t/(t^2-3198*t+1) X^2-1599*Y^2 = 1, [40, 1], (1-40*t)/(t^2-80*t+1), t/(t^2-80*t+1) X^2-1601*Y^2 = 1, [3201, 80], (1-3201*t)/(t^2-6402*t+1), 80*t/(t^2-6402*t+1) X^2-1602*Y^2 = 1, [1601, 40], (1-1601*t)/(t^2-3202*t+1), 40*t/(t^2-3202*t+1) X^2-1603*Y^2 = 1, [72515603726, 1811192895], (1-72515603726*t)/(t^2-\ 145031207452*t+1), 1811192895*t/(t^2-145031207452*t+1) X^2-1604*Y^2 = 1, [801, 20], (1-801*t)/(t^2-1602*t+1), 20*t/(t^2-1602*t+1) X^2-1605*Y^2 = 1, [641, 16], (1-641*t)/(t^2-1282*t+1), 16*t/(t^2-1282*t+1) X^2-1606*Y^2 = 1, [24538370918885, 612312261798], (1-24538370918885*t)/(t^2-\ 49076741837770*t+1), 612312261798*t/(t^2-49076741837770*t+1) X^2-1607*Y^2 = 1, [137050219854024, 3418785065885], (1-137050219854024*t)/(t^2-\ 274100439708048*t+1), 3418785065885*t/(t^2-274100439708048*t+1) X^2-1608*Y^2 = 1, [401, 10], (1-401*t)/(t^2-802*t+1), 10*t/(t^2-802*t+1) X^2-1609*Y^2 = 1, [106239618545424991765243316655636841919665809723452449, 2648551857407766364935405630459204820419664252354920], (1-\ 106239618545424991765243316655636841919665809723452449*t)/(t^2-\ 212479237090849983530486633311273683839331619446904898*t+1), 2648551857407766364935405630459204820419664252354920*t/(t^2-\ 212479237090849983530486633311273683839331619446904898*t+1) X^2-1610*Y^2 = 1, [321, 8], (1-321*t)/(t^2-642*t+1), 8*t/(t^2-642*t+1) X^2-1611*Y^2 = 1, [4190210, 104397], (1-4190210*t)/(t^2-8380420*t+1), 104397*t/ (t^2-8380420*t+1) X^2-1612*Y^2 = 1, [897473069767, 22353158982], (1-897473069767*t)/(t^2-\ 1794946139534*t+1), 22353158982*t/(t^2-1794946139534*t+1) X^2-1613*Y^2 = 1, [4416393, 109964], (1-4416393*t)/(t^2-8832786*t+1), 109964*t/ (t^2-8832786*t+1) X^2-1614*Y^2 = 1, [291698879051, 7260775270], (1-291698879051*t)/(t^2-\ 583397758102*t+1), 7260775270*t/(t^2-583397758102*t+1) X^2-1615*Y^2 = 1, [3284569, 81732], (1-3284569*t)/(t^2-6569138*t+1), 81732*t/(t ^2-6569138*t+1) X^2-1616*Y^2 = 1, [201, 5], (1-201*t)/(t^2-402*t+1), 5*t/(t^2-402*t+1) X^2-1617*Y^2 = 1, [2234497, 55568], (1-2234497*t)/(t^2-4468994*t+1), 55568*t/(t ^2-4468994*t+1) X^2-1618*Y^2 = 1, [2313310158883, 57510164046], (1-2313310158883*t)/(t^2-\ 4626620317766*t+1), 57510164046*t/(t^2-4626620317766*t+1) X^2-1619*Y^2 = 1, [78053433117061872410, 1939851949127419161], (1-\ 78053433117061872410*t)/(t^2-156106866234123744820*t+1), 1939851949127419161*t/ (t^2-156106866234123744820*t+1) X^2-1620*Y^2 = 1, [161, 4], (1-161*t)/(t^2-322*t+1), 4*t/(t^2-322*t+1) X^2-1621*Y^2 = 1, [ 6298101812493732343034974500091457815529942308667051412857352310169665125001, 156429324369979112128445583345098338627552043874824108399177922442751050500], ( 1-6298101812493732343034974500091457815529942308667051412857352310169665125001* t)/(t^2-\ 12596203624987464686069949000182915631059884617334102825714704620339330250002*t +1), 156429324369979112128445583345098338627552043874824108399177922442751050500*t/( t^2-\ 12596203624987464686069949000182915631059884617334102825714704620339330250002*t +1) X^2-1622*Y^2 = 1, [2831176412101, 70297763190], (1-2831176412101*t)/(t^2-\ 5662352824202*t+1), 70297763190*t/(t^2-5662352824202*t+1) X^2-1623*Y^2 = 1, [53017, 1316], (1-53017*t)/(t^2-106034*t+1), 1316*t/(t^2-\ 106034*t+1) X^2-1624*Y^2 = 1, [59468095, 1475676], (1-59468095*t)/(t^2-118936190*t+1), 1475676*t/(t^2-118936190*t+1) X^2-1625*Y^2 = 1, [571525893249, 14177812496], (1-571525893249*t)/(t^2-\ 1143051786498*t+1), 14177812496*t/(t^2-1143051786498*t+1) X^2-1626*Y^2 = 1, [266647183921549, 6612668183130], (1-266647183921549*t)/(t^2-\ 533294367843098*t+1), 6612668183130*t/(t^2-533294367843098*t+1) X^2-1627*Y^2 = 1, [14642, 363], (1-14642*t)/(t^2-29284*t+1), 363*t/(t^2-29284*t +1) X^2-1628*Y^2 = 1, [2663, 66], (1-2663*t)/(t^2-5326*t+1), 66*t/(t^2-5326*t+1) X^2-1629*Y^2 = 1, [2469645423824185801, 61189099561153980], (1-\ 2469645423824185801*t)/(t^2-4939290847648371602*t+1), 61189099561153980*t/(t^2-\ 4939290847648371602*t+1) X^2-1630*Y^2 = 1, [15078465611, 373476558], (1-15078465611*t)/(t^2-30156931222* t+1), 373476558*t/(t^2-30156931222*t+1) X^2-1631*Y^2 = 1, [39376, 975], (1-39376*t)/(t^2-78752*t+1), 975*t/(t^2-78752*t +1) X^2-1632*Y^2 = 1, [20401, 505], (1-20401*t)/(t^2-40802*t+1), 505*t/(t^2-40802*t +1) X^2-1633*Y^2 = 1, [329993200416163472690687, 8166047445137789303136], (1-\ 329993200416163472690687*t)/(t^2-659986400832326945381374*t+1), 8166047445137789303136*t/(t^2-659986400832326945381374*t+1) X^2-1634*Y^2 = 1, [24720785, 611556], (1-24720785*t)/(t^2-49441570*t+1), 611556 *t/(t^2-49441570*t+1) X^2-1635*Y^2 = 1, [115321, 2852], (1-115321*t)/(t^2-230642*t+1), 2852*t/(t^2-\ 230642*t+1) X^2-1636*Y^2 = 1, [25052977273092427986049, 619394999323609291080], (1-\ 25052977273092427986049*t)/(t^2-50105954546184855972098*t+1), 619394999323609291080*t/(t^2-50105954546184855972098*t+1) X^2-1637*Y^2 = 1, [14502382675358453346249, 358438805194633965100], (1-\ 14502382675358453346249*t)/(t^2-29004765350716906692498*t+1), 358438805194633965100*t/(t^2-29004765350716906692498*t+1) X^2-1638*Y^2 = 1, [1457, 36], (1-1457*t)/(t^2-2914*t+1), 36*t/(t^2-2914*t+1) X^2-1639*Y^2 = 1, [1401940, 34629], (1-1401940*t)/(t^2-2803880*t+1), 34629*t/(t ^2-2803880*t+1) X^2-1640*Y^2 = 1, [81, 2], (1-81*t)/(t^2-162*t+1), 2*t/(t^2-162*t+1) X^2-1641*Y^2 = 1, [4375, 108], (1-4375*t)/(t^2-8750*t+1), 108*t/(t^2-8750*t+1) X^2-1642*Y^2 = 1, [2849294043676512198199390483, 70315439208370501553286858], ( 1-2849294043676512198199390483*t)/(t^2-5698588087353024396398780966*t+1), 70315439208370501553286858*t/(t^2-5698588087353024396398780966*t+1) X^2-1643*Y^2 = 1, [8958, 221], (1-8958*t)/(t^2-17916*t+1), 221*t/(t^2-17916*t+1 ) X^2-1644*Y^2 = 1, [4946145799, 121987690], (1-4946145799*t)/(t^2-9892291598*t+1 ), 121987690*t/(t^2-9892291598*t+1) X^2-1645*Y^2 = 1, [9460519131041, 233255566728], (1-9460519131041*t)/(t^2-\ 18921038262082*t+1), 233255566728*t/(t^2-18921038262082*t+1) X^2-1646*Y^2 = 1, [80655, 1988], (1-80655*t)/(t^2-161310*t+1), 1988*t/(t^2-\ 161310*t+1) X^2-1647*Y^2 = 1, [487, 12], (1-487*t)/(t^2-974*t+1), 12*t/(t^2-974*t+1) X^2-1648*Y^2 = 1, [103537981567, 2550475116], (1-103537981567*t)/(t^2-\ 207075963134*t+1), 2550475116*t/(t^2-207075963134*t+1) X^2-1649*Y^2 = 1, [23694502880412801, 583495181032880], (1-23694502880412801*t) /(t^2-47389005760825602*t+1), 583495181032880*t/(t^2-47389005760825602*t+1) X^2-1650*Y^2 = 1, [8449, 208], (1-8449*t)/(t^2-16898*t+1), 208*t/(t^2-16898*t+1 ) X^2-1651*Y^2 = 1, [56161343343007135, 1382177919146568], (1-56161343343007135*t )/(t^2-112322686686014270*t+1), 1382177919146568*t/(t^2-112322686686014270*t+1) X^2-1652*Y^2 = 1, [113399, 2790], (1-113399*t)/(t^2-226798*t+1), 2790*t/(t^2-\ 226798*t+1) X^2-1653*Y^2 = 1, [1440734849, 35436240], (1-1440734849*t)/(t^2-2881469698*t+1) , 35436240*t/(t^2-2881469698*t+1) X^2-1654*Y^2 = 1, [14885, 366], (1-14885*t)/(t^2-29770*t+1), 366*t/(t^2-29770*t +1) X^2-1655*Y^2 = 1, [320409, 7876], (1-320409*t)/(t^2-640818*t+1), 7876*t/(t^2-\ 640818*t+1) X^2-1656*Y^2 = 1, [24335, 598], (1-24335*t)/(t^2-48670*t+1), 598*t/(t^2-48670*t +1) X^2-1657*Y^2 = 1, [230089311110767526480728245224891806849, 5652429959428489976269630864789895280], (1-\ 230089311110767526480728245224891806849*t)/(t^2-\ 460178622221535052961456490449783613698*t+1), 5652429959428489976269630864789895280*t/(t^2-\ 460178622221535052961456490449783613698*t+1) X^2-1658*Y^2 = 1, [3817806963, 93760886], (1-3817806963*t)/(t^2-7635613926*t+1) , 93760886*t/(t^2-7635613926*t+1) X^2-1659*Y^2 = 1, [747655, 18356], (1-747655*t)/(t^2-1495310*t+1), 18356*t/(t^2 -1495310*t+1) X^2-1660*Y^2 = 1, [678062702284831, 16642394482596], (1-678062702284831*t)/(t^2 -1356125404569662*t+1), 16642394482596*t/(t^2-1356125404569662*t+1) X^2-1661*Y^2 = 1, [12416252642220275199, 304653186299769440], (1-\ 12416252642220275199*t)/(t^2-24832505284440550398*t+1), 304653186299769440*t/(t ^2-24832505284440550398*t+1) X^2-1662*Y^2 = 1, [64353749, 1578550], (1-64353749*t)/(t^2-128707498*t+1), 1578550*t/(t^2-128707498*t+1) X^2-1663*Y^2 = 1, [172548834009765974150624, 4231222898258884355775], (1-\ 172548834009765974150624*t)/(t^2-345097668019531948301248*t+1), 4231222898258884355775*t/(t^2-345097668019531948301248*t+1) X^2-1664*Y^2 = 1, [54100801, 1326255], (1-54100801*t)/(t^2-108201602*t+1), 1326255*t/(t^2-108201602*t+1) X^2-1665*Y^2 = 1, [171088001, 4192880], (1-171088001*t)/(t^2-342176002*t+1), 4192880*t/(t^2-342176002*t+1) X^2-1666*Y^2 = 1, [2449, 60], (1-2449*t)/(t^2-4898*t+1), 60*t/(t^2-4898*t+1) X^2-1667*Y^2 = 1, [272140632242, 6665390367], (1-272140632242*t)/(t^2-\ 544281264484*t+1), 6665390367*t/(t^2-544281264484*t+1) X^2-1668*Y^2 = 1, [85322647, 2089134], (1-85322647*t)/(t^2-170645294*t+1), 2089134*t/(t^2-170645294*t+1) X^2-1669*Y^2 = 1, [2340275266476287900450581841147662370297772626212288201, 57284717328038737412405689988022934138392598249664340], (1-\ 2340275266476287900450581841147662370297772626212288201*t)/(t^2-\ 4680550532952575800901163682295324740595545252424576402*t+1), 57284717328038737412405689988022934138392598249664340*t/(t^2-\ 4680550532952575800901163682295324740595545252424576402*t+1) X^2-1670*Y^2 = 1, [100045691, 2448162], (1-100045691*t)/(t^2-200091382*t+1), 2448162*t/(t^2-200091382*t+1) X^2-1671*Y^2 = 1, [9558676, 233835], (1-9558676*t)/(t^2-19117352*t+1), 233835*t /(t^2-19117352*t+1) X^2-1672*Y^2 = 1, [33857, 828], (1-33857*t)/(t^2-67714*t+1), 828*t/(t^2-67714*t +1) X^2-1673*Y^2 = 1, [3178424641407, 77707680976], (1-3178424641407*t)/(t^2-\ 6356849282814*t+1), 77707680976*t/(t^2-6356849282814*t+1) X^2-1674*Y^2 = 1, [1688175067501, 41261000550], (1-1688175067501*t)/(t^2-\ 3376350135002*t+1), 41261000550*t/(t^2-3376350135002*t+1) X^2-1675*Y^2 = 1, [466058366908226, 11387618344557], (1-466058366908226*t)/(t^2 -932116733816452*t+1), 11387618344557*t/(t^2-932116733816452*t+1) X^2-1676*Y^2 = 1, [145989028829001799, 3566015383457670], (1-145989028829001799 *t)/(t^2-291978057658003598*t+1), 3566015383457670*t/(t^2-291978057658003598*t+ 1) X^2-1677*Y^2 = 1, [34399, 840], (1-34399*t)/(t^2-68798*t+1), 840*t/(t^2-68798*t +1) X^2-1678*Y^2 = 1, [9777409878270240143, 238686492939208596], (1-\ 9777409878270240143*t)/(t^2-19554819756540480286*t+1), 238686492939208596*t/(t^ 2-19554819756540480286*t+1) X^2-1679*Y^2 = 1, [1680, 41], (1-1680*t)/(t^2-3360*t+1), 41*t/(t^2-3360*t+1) X^2-1680*Y^2 = 1, [41, 1], (1-41*t)/(t^2-82*t+1), t/(t^2-82*t+1) X^2-1682*Y^2 = 1, [3363, 82], (1-3363*t)/(t^2-6726*t+1), 82*t/(t^2-6726*t+1) X^2-1683*Y^2 = 1, [1682, 41], (1-1682*t)/(t^2-3364*t+1), 41*t/(t^2-3364*t+1) X^2-1684*Y^2 = 1, [3879474045914926879468217167061449, 94536997975919510440249890353130], (1-3879474045914926879468217167061449*t)/(t^ 2-7758948091829853758936434334122898*t+1), 94536997975919510440249890353130*t/( t^2-7758948091829853758936434334122898*t+1) X^2-1685*Y^2 = 1, [2383536969, 58066004], (1-2383536969*t)/(t^2-4767073938*t+1) , 58066004*t/(t^2-4767073938*t+1) X^2-1686*Y^2 = 1, [35350768325, 860934422], (1-35350768325*t)/(t^2-70701536650* t+1), 860934422*t/(t^2-70701536650*t+1) X^2-1687*Y^2 = 1, [34655415003224, 843749566395], (1-34655415003224*t)/(t^2-\ 69310830006448*t+1), 843749566395*t/(t^2-69310830006448*t+1) X^2-1688*Y^2 = 1, [7022501, 170925], (1-7022501*t)/(t^2-14045002*t+1), 170925*t /(t^2-14045002*t+1) X^2-1689*Y^2 = 1, [32165559846732699944855, 782665679312412462996], (1-\ 32165559846732699944855*t)/(t^2-64331119693465399889710*t+1), 782665679312412462996*t/(t^2-64331119693465399889710*t+1) X^2-1690*Y^2 = 1, [27379, 666], (1-27379*t)/(t^2-54758*t+1), 666*t/(t^2-54758*t +1) X^2-1691*Y^2 = 1, [33501079090, 814679883], (1-33501079090*t)/(t^2-67002158180* t+1), 814679883*t/(t^2-67002158180*t+1) X^2-1692*Y^2 = 1, [4607, 112], (1-4607*t)/(t^2-9214*t+1), 112*t/(t^2-9214*t+1) X^2-1693*Y^2 = 1, [3347246173698861715400298156892411849, 81350302974597900525875082210468540], (1-3347246173698861715400298156892411849* t)/(t^2-6694492347397723430800596313784823698*t+1), 81350302974597900525875082210468540*t/(t^2-\ 6694492347397723430800596313784823698*t+1) X^2-1694*Y^2 = 1, [12082575, 293564], (1-12082575*t)/(t^2-24165150*t+1), 293564 *t/(t^2-24165150*t+1) X^2-1695*Y^2 = 1, [249616, 6063], (1-249616*t)/(t^2-499232*t+1), 6063*t/(t^2-\ 499232*t+1) X^2-1696*Y^2 = 1, [2058259344325201, 49978955055195], (1-2058259344325201*t)/(t ^2-4116518688650402*t+1), 49978955055195*t/(t^2-4116518688650402*t+1) X^2-1697*Y^2 = 1, [276165737906448719649, 6703920821893618840], (1-\ 276165737906448719649*t)/(t^2-552331475812897439298*t+1), 6703920821893618840*t /(t^2-552331475812897439298*t+1) X^2-1698*Y^2 = 1, [4947715601, 120070380], (1-4947715601*t)/(t^2-9895431202*t+1 ), 120070380*t/(t^2-9895431202*t+1) X^2-1699*Y^2 = 1, [2743345037851573163040031857578450, 66555468361862588059573967039601], (1-2743345037851573163040031857578450*t)/(t^ 2-5486690075703146326080063715156900*t+1), 66555468361862588059573967039601*t/( t^2-5486690075703146326080063715156900*t+1) X^2-1700*Y^2 = 1, [143649, 3484], (1-143649*t)/(t^2-287298*t+1), 3484*t/(t^2-\ 287298*t+1) X^2-1701*Y^2 = 1, [665335, 16132], (1-665335*t)/(t^2-1330670*t+1), 16132*t/(t^2 -1330670*t+1) X^2-1702*Y^2 = 1, [231069000116251, 5600952727350], (1-231069000116251*t)/(t^2-\ 462138000232502*t+1), 5600952727350*t/(t^2-462138000232502*t+1) X^2-1703*Y^2 = 1, [1937753, 46956], (1-1937753*t)/(t^2-3875506*t+1), 46956*t/(t ^2-3875506*t+1) X^2-1704*Y^2 = 1, [88751, 2150], (1-88751*t)/(t^2-177502*t+1), 2150*t/(t^2-\ 177502*t+1) X^2-1705*Y^2 = 1, [991, 24], (1-991*t)/(t^2-1982*t+1), 24*t/(t^2-1982*t+1) X^2-1706*Y^2 = 1, [464962384640822451, 11257146203165230], (1-\ 464962384640822451*t)/(t^2-929924769281644902*t+1), 11257146203165230*t/(t^2-\ 929924769281644902*t+1) X^2-1707*Y^2 = 1, [616226, 14915], (1-616226*t)/(t^2-1232452*t+1), 14915*t/(t^2 -1232452*t+1) X^2-1708*Y^2 = 1, [7687, 186], (1-7687*t)/(t^2-15374*t+1), 186*t/(t^2-15374*t+1 ) X^2-1709*Y^2 = 1, [12275567551745514715418401801688716704201, 296941261474754418895689188431662360740], (1-\ 12275567551745514715418401801688716704201*t)/(t^2-\ 24551135103491029430836803603377433408402*t+1), 296941261474754418895689188431662360740*t/(t^2-\ 24551135103491029430836803603377433408402*t+1) X^2-1710*Y^2 = 1, [52021, 1258], (1-52021*t)/(t^2-104042*t+1), 1258*t/(t^2-\ 104042*t+1) X^2-1711*Y^2 = 1, [12257063847449, 296320326540], (1-12257063847449*t)/(t^2-\ 24514127694898*t+1), 296320326540*t/(t^2-24514127694898*t+1) X^2-1712*Y^2 = 1, [1850887, 44733], (1-1850887*t)/(t^2-3701774*t+1), 44733*t/(t ^2-3701774*t+1) X^2-1713*Y^2 = 1, [38597180060887, 932560238356], (1-38597180060887*t)/(t^2-\ 77194360121774*t+1), 932560238356*t/(t^2-77194360121774*t+1) X^2-1714*Y^2 = 1, [85699, 2070], (1-85699*t)/(t^2-171398*t+1), 2070*t/(t^2-\ 171398*t+1) X^2-1715*Y^2 = 1, [17057046, 411881], (1-17057046*t)/(t^2-34114092*t+1), 411881 *t/(t^2-34114092*t+1) X^2-1716*Y^2 = 1, [1524095, 36792], (1-1524095*t)/(t^2-3048190*t+1), 36792*t/(t ^2-3048190*t+1) X^2-1717*Y^2 = 1, [51713, 1248], (1-51713*t)/(t^2-103426*t+1), 1248*t/(t^2-\ 103426*t+1) X^2-1718*Y^2 = 1, [137592901, 3319590], (1-137592901*t)/(t^2-275185802*t+1), 3319590*t/(t^2-275185802*t+1) X^2-1719*Y^2 = 1, [161784071999999, 3902094868000], (1-161784071999999*t)/(t^2-\ 323568143999998*t+1), 3902094868000*t/(t^2-323568143999998*t+1) X^2-1720*Y^2 = 1, [2862251, 69015], (1-2862251*t)/(t^2-5724502*t+1), 69015*t/(t ^2-5724502*t+1) X^2-1721*Y^2 = 1, [20146877307386204293940577255201, 485643193698452138520439803320], (1-20146877307386204293940577255201*t)/(t^2-\ 40293754614772408587881154510402*t+1), 485643193698452138520439803320*t/(t^2-\ 40293754614772408587881154510402*t+1) X^2-1722*Y^2 = 1, [83, 2], (1-83*t)/(t^2-166*t+1), 2*t/(t^2-166*t+1) X^2-1723*Y^2 = 1, [527541088010971890626, 12709066495146742875], (1-\ 527541088010971890626*t)/(t^2-1055082176021943781252*t+1), 12709066495146742875 *t/(t^2-1055082176021943781252*t+1) X^2-1724*Y^2 = 1, [45941303693836799, 1106457366184560], (1-45941303693836799*t )/(t^2-91882607387673598*t+1), 1106457366184560*t/(t^2-91882607387673598*t+1) X^2-1725*Y^2 = 1, [120901249, 2910960], (1-120901249*t)/(t^2-241802498*t+1), 2910960*t/(t^2-241802498*t+1) X^2-1726*Y^2 = 1, [2689844967637183200753607543760431273535, 64745092245111302274843632152698614232], (1-\ 2689844967637183200753607543760431273535*t)/(t^2-\ 5379689935274366401507215087520862547070*t+1), 64745092245111302274843632152698614232*t/(t^2-\ 5379689935274366401507215087520862547070*t+1) X^2-1727*Y^2 = 1, [25433, 612], (1-25433*t)/(t^2-50866*t+1), 612*t/(t^2-50866*t +1) X^2-1728*Y^2 = 1, [3650401, 87815], (1-3650401*t)/(t^2-7300802*t+1), 87815*t/(t ^2-7300802*t+1) X^2-1729*Y^2 = 1, [44611924489705, 1072885712316], (1-44611924489705*t)/(t^2-\ 89223848979410*t+1), 1072885712316*t/(t^2-89223848979410*t+1) X^2-1730*Y^2 = 1, [10632611139, 255632978], (1-10632611139*t)/(t^2-21265222278* t+1), 255632978*t/(t^2-21265222278*t+1) X^2-1731*Y^2 = 1, [1666375, 40052], (1-1666375*t)/(t^2-3332750*t+1), 40052*t/(t ^2-3332750*t+1) X^2-1732*Y^2 = 1, [104564907854286695713, 2512534392417449868], (1-\ 104564907854286695713*t)/(t^2-209129815708573391426*t+1), 2512534392417449868*t /(t^2-209129815708573391426*t+1) X^2-1733*Y^2 = 1, [13121910625238042893028027475849, 315208408380294046461405392740], (1-13121910625238042893028027475849*t)/(t^2-\ 26243821250476085786056054951698*t+1), 315208408380294046461405392740*t/(t^2-\ 26243821250476085786056054951698*t+1) X^2-1734*Y^2 = 1, [456335045, 10958706], (1-456335045*t)/(t^2-912670090*t+1), 10958706*t/(t^2-912670090*t+1) X^2-1735*Y^2 = 1, [3124, 75], (1-3124*t)/(t^2-6248*t+1), 75*t/(t^2-6248*t+1) X^2-1736*Y^2 = 1, [125, 3], (1-125*t)/(t^2-250*t+1), 3*t/(t^2-250*t+1) X^2-1737*Y^2 = 1, [6224323426849, 149345534680], (1-6224323426849*t)/(t^2-\ 12448646853698*t+1), 149345534680*t/(t^2-12448646853698*t+1) X^2-1738*Y^2 = 1, [2801715696553663, 67204627338744], (1-2801715696553663*t)/(t ^2-5603431393107326*t+1), 67204627338744*t/(t^2-5603431393107326*t+1) X^2-1739*Y^2 = 1, [34520185, 827796], (1-34520185*t)/(t^2-69040370*t+1), 827796 *t/(t^2-69040370*t+1) X^2-1740*Y^2 = 1, [42631, 1022], (1-42631*t)/(t^2-85262*t+1), 1022*t/(t^2-85262 *t+1) X^2-1741*Y^2 = 1, [ 200732766003831003193006297682960023218244607119128428033893005001, 4810817514964694733460371899299888507813254563349737403155528100], (1-\ 200732766003831003193006297682960023218244607119128428033893005001*t)/(t^2-\ 401465532007662006386012595365920046436489214238256856067786010002*t+1), 4810817514964694733460371899299888507813254563349737403155528100*t/(t^2-\ 401465532007662006386012595365920046436489214238256856067786010002*t+1) X^2-1742*Y^2 = 1, [96747, 2318], (1-96747*t)/(t^2-193494*t+1), 2318*t/(t^2-\ 193494*t+1) X^2-1743*Y^2 = 1, [167, 4], (1-167*t)/(t^2-334*t+1), 4*t/(t^2-334*t+1) X^2-1744*Y^2 = 1, [158070671986249, 3785106113775], (1-158070671986249*t)/(t^2-\ 316141343972498*t+1), 3785106113775*t/(t^2-316141343972498*t+1) X^2-1745*Y^2 = 1, [32837409, 786088], (1-32837409*t)/(t^2-65674818*t+1), 786088 *t/(t^2-65674818*t+1) X^2-1746*Y^2 = 1, [76049, 1820], (1-76049*t)/(t^2-152098*t+1), 1820*t/(t^2-\ 152098*t+1) X^2-1747*Y^2 = 1, [722692635222980474388116882, 17290485040281059863874103], (1 -722692635222980474388116882*t)/(t^2-1445385270445960948776233764*t+1), 17290485040281059863874103*t/(t^2-1445385270445960948776233764*t+1) X^2-1748*Y^2 = 1, [4599, 110], (1-4599*t)/(t^2-9198*t+1), 110*t/(t^2-9198*t+1) X^2-1749*Y^2 = 1, [31356358199, 749774580], (1-31356358199*t)/(t^2-62712716398* t+1), 749774580*t/(t^2-62712716398*t+1) X^2-1750*Y^2 = 1, [251, 6], (1-251*t)/(t^2-502*t+1), 6*t/(t^2-502*t+1) X^2-1751*Y^2 = 1, [34815, 832], (1-34815*t)/(t^2-69630*t+1), 832*t/(t^2-69630*t +1) X^2-1752*Y^2 = 1, [293, 7], (1-293*t)/(t^2-586*t+1), 7*t/(t^2-586*t+1) X^2-1753*Y^2 = 1, [1619748562245139313693000103452757473032993, 38686250985878460680927299688094405197496], (1-\ 1619748562245139313693000103452757473032993*t)/(t^2-\ 3239497124490278627386000206905514946065986*t+1), 38686250985878460680927299688094405197496*t/(t^2-\ 3239497124490278627386000206905514946065986*t+1) X^2-1754*Y^2 = 1, [85240173975114903632499, 2035305156619813089050], (1-\ 85240173975114903632499*t)/(t^2-170480347950229807264998*t+1), 2035305156619813089050*t/(t^2-170480347950229807264998*t+1) X^2-1755*Y^2 = 1, [10934, 261], (1-10934*t)/(t^2-21868*t+1), 261*t/(t^2-21868*t +1) X^2-1756*Y^2 = 1, [387199, 9240], (1-387199*t)/(t^2-774398*t+1), 9240*t/(t^2-\ 774398*t+1) X^2-1757*Y^2 = 1, [503, 12], (1-503*t)/(t^2-1006*t+1), 12*t/(t^2-1006*t+1) X^2-1758*Y^2 = 1, [587, 14], (1-587*t)/(t^2-1174*t+1), 14*t/(t^2-1174*t+1) X^2-1759*Y^2 = 1, [171219104308739629828563069290064892640, 4082435210582013346732801540734333681], (1-\ 171219104308739629828563069290064892640*t)/(t^2-\ 342438208617479259657126138580129785280*t+1), 4082435210582013346732801540734333681*t/(t^2-\ 342438208617479259657126138580129785280*t+1) X^2-1760*Y^2 = 1, [881, 21], (1-881*t)/(t^2-1762*t+1), 21*t/(t^2-1762*t+1) X^2-1761*Y^2 = 1, [1175, 28], (1-1175*t)/(t^2-2350*t+1), 28*t/(t^2-2350*t+1) X^2-1762*Y^2 = 1, [1763, 42], (1-1763*t)/(t^2-3526*t+1), 42*t/(t^2-3526*t+1) X^2-1763*Y^2 = 1, [42, 1], (1-42*t)/(t^2-84*t+1), t/(t^2-84*t+1) X^2-1765*Y^2 = 1, [3529, 84], (1-3529*t)/(t^2-7058*t+1), 84*t/(t^2-7058*t+1) X^2-1766*Y^2 = 1, [1765, 42], (1-1765*t)/(t^2-3530*t+1), 42*t/(t^2-3530*t+1) X^2-1767*Y^2 = 1, [1177, 28], (1-1177*t)/(t^2-2354*t+1), 28*t/(t^2-2354*t+1) X^2-1768*Y^2 = 1, [883, 21], (1-883*t)/(t^2-1766*t+1), 21*t/(t^2-1766*t+1) X^2-1769*Y^2 = 1, [30905719492118049, 734809803891160], (1-30905719492118049*t) /(t^2-61811438984236098*t+1), 734809803891160*t/(t^2-61811438984236098*t+1) X^2-1770*Y^2 = 1, [589, 14], (1-589*t)/(t^2-1178*t+1), 14*t/(t^2-1178*t+1) X^2-1771*Y^2 = 1, [505, 12], (1-505*t)/(t^2-1010*t+1), 12*t/(t^2-1010*t+1) X^2-1772*Y^2 = 1, [390727, 9282], (1-390727*t)/(t^2-781454*t+1), 9282*t/(t^2-\ 781454*t+1) X^2-1773*Y^2 = 1, [308897, 7336], (1-308897*t)/(t^2-617794*t+1), 7336*t/(t^2-\ 617794*t+1) X^2-1774*Y^2 = 1, [125288009537733004908595972131215, 2974628275728557930834554244724], (1-125288009537733004908595972131215*t)/(t^2-\ 250576019075466009817191944262430*t+1), 2974628275728557930834554244724*t/(t^2-\ 250576019075466009817191944262430*t+1) X^2-1775*Y^2 = 1, [24220799, 574896], (1-24220799*t)/(t^2-48441598*t+1), 574896 *t/(t^2-48441598*t+1) X^2-1776*Y^2 = 1, [295, 7], (1-295*t)/(t^2-590*t+1), 7*t/(t^2-590*t+1) X^2-1777*Y^2 = 1, [114654350050825314539681710339770969616513, 2719861708389141746619218981337647759472], (1-\ 114654350050825314539681710339770969616513*t)/(t^2-\ 229308700101650629079363420679541939233026*t+1), 2719861708389141746619218981337647759472*t/(t^2-\ 229308700101650629079363420679541939233026*t+1) X^2-1778*Y^2 = 1, [253, 6], (1-253*t)/(t^2-506*t+1), 6*t/(t^2-506*t+1) X^2-1779*Y^2 = 1, [84624555410, 2006357991], (1-84624555410*t)/(t^2-\ 169249110820*t+1), 2006357991*t/(t^2-169249110820*t+1) X^2-1780*Y^2 = 1, [43468489, 1030302], (1-43468489*t)/(t^2-86936978*t+1), 1030302*t/(t^2-86936978*t+1) X^2-1781*Y^2 = 1, [44128916375049, 1045661946020], (1-44128916375049*t)/(t^2-\ 88257832750098*t+1), 1045661946020*t/(t^2-88257832750098*t+1) X^2-1782*Y^2 = 1, [30580901, 724430], (1-30580901*t)/(t^2-61161802*t+1), 724430 *t/(t^2-61161802*t+1) X^2-1783*Y^2 = 1, [300574618222444417557224, 7118305658345640812235], (1-\ 300574618222444417557224*t)/(t^2-601149236444888835114448*t+1), 7118305658345640812235*t/(t^2-601149236444888835114448*t+1) X^2-1784*Y^2 = 1, [110166015, 2608256], (1-110166015*t)/(t^2-220332030*t+1), 2608256*t/(t^2-220332030*t+1) X^2-1785*Y^2 = 1, [169, 4], (1-169*t)/(t^2-338*t+1), 4*t/(t^2-338*t+1) X^2-1786*Y^2 = 1, [78064935471648262925, 1847205775499723178], (1-\ 78064935471648262925*t)/(t^2-156129870943296525850*t+1), 1847205775499723178*t/ (t^2-156129870943296525850*t+1) X^2-1787*Y^2 = 1, [216226, 5115], (1-216226*t)/(t^2-432452*t+1), 5115*t/(t^2-\ 432452*t+1) X^2-1788*Y^2 = 1, [43807, 1036], (1-43807*t)/(t^2-87614*t+1), 1036*t/(t^2-87614 *t+1) X^2-1789*Y^2 = 1, [ 13673687937600285436522338047798889300505982960692087644059539022368201, 323281233024712565221770716009156212819348235266978239649677477568260], (1-\ 13673687937600285436522338047798889300505982960692087644059539022368201*t)/(t^2 -27347375875200570873044676095597778601011965921384175288119078044736402*t+1), 323281233024712565221770716009156212819348235266978239649677477568260*t/(t^2-\ 27347375875200570873044676095597778601011965921384175288119078044736402*t+1) X^2-1790*Y^2 = 1, [60501, 1430], (1-60501*t)/(t^2-121002*t+1), 1430*t/(t^2-\ 121002*t+1) X^2-1791*Y^2 = 1, [16266196520, 384360033], (1-16266196520*t)/(t^2-32532393040* t+1), 384360033*t/(t^2-32532393040*t+1) X^2-1792*Y^2 = 1, [127, 3], (1-127*t)/(t^2-254*t+1), 3*t/(t^2-254*t+1) X^2-1793*Y^2 = 1, [262535353551703, 6200085091284], (1-262535353551703*t)/(t^2-\ 525070707103406*t+1), 6200085091284*t/(t^2-525070707103406*t+1) X^2-1794*Y^2 = 1, [12582335, 297064], (1-12582335*t)/(t^2-25164670*t+1), 297064 *t/(t^2-25164670*t+1) X^2-1795*Y^2 = 1, [2389684563359, 56403798408], (1-2389684563359*t)/(t^2-\ 4779369126718*t+1), 56403798408*t/(t^2-4779369126718*t+1) X^2-1796*Y^2 = 1, [71798771299708449, 1694196756701060], (1-71798771299708449*t )/(t^2-143597542599416898*t+1), 1694196756701060*t/(t^2-143597542599416898*t+1) X^2-1797*Y^2 = 1, [15908371013339999, 375276761753400], (1-15908371013339999*t) /(t^2-31816742026679998*t+1), 375276761753400*t/(t^2-31816742026679998*t+1) X^2-1798*Y^2 = 1, [2089768622363, 49283706246], (1-2089768622363*t)/(t^2-\ 4179537244726*t+1), 49283706246*t/(t^2-4179537244726*t+1) X^2-1799*Y^2 = 1, [3024120, 71299], (1-3024120*t)/(t^2-6048240*t+1), 71299*t/(t ^2-6048240*t+1) X^2-1800*Y^2 = 1, [19601, 462], (1-19601*t)/(t^2-39202*t+1), 462*t/(t^2-39202*t +1) X^2-1801*Y^2 = 1, [806667238174283887339603999510156079461856181188670036342049 , 19008049861749803182382268306718420151334269606450750222280], (1-\ 806667238174283887339603999510156079461856181188670036342049*t)/(t^2-\ 1613334476348567774679207999020312158923712362377340072684098*t+1), 19008049861749803182382268306718420151334269606450750222280*t/(t^2-\ 1613334476348567774679207999020312158923712362377340072684098*t+1) X^2-1802*Y^2 = 1, [849, 20], (1-849*t)/(t^2-1698*t+1), 20*t/(t^2-1698*t+1) X^2-1803*Y^2 = 1, [203137, 4784], (1-203137*t)/(t^2-406274*t+1), 4784*t/(t^2-\ 406274*t+1) X^2-1804*Y^2 = 1, [4319198765640199, 101691563292930], (1-4319198765640199*t)/( t^2-8638397531280398*t+1), 101691563292930*t/(t^2-8638397531280398*t+1) X^2-1805*Y^2 = 1, [2889, 68], (1-2889*t)/(t^2-5778*t+1), 68*t/(t^2-5778*t+1) X^2-1806*Y^2 = 1, [85, 2], (1-85*t)/(t^2-170*t+1), 2*t/(t^2-170*t+1) X^2-1807*Y^2 = 1, [146471428766233, 3445671269172], (1-146471428766233*t)/(t^2-\ 292942857532466*t+1), 3445671269172*t/(t^2-292942857532466*t+1) X^2-1808*Y^2 = 1, [1204353, 28324], (1-1204353*t)/(t^2-2408706*t+1), 28324*t/(t ^2-2408706*t+1) X^2-1809*Y^2 = 1, [546665912276384215, 12852946818782956], (1-\ 546665912276384215*t)/(t^2-1093331824552768430*t+1), 12852946818782956*t/(t^2-\ 1093331824552768430*t+1) X^2-1810*Y^2 = 1, [104491504202900419, 2456075391002874], (1-104491504202900419 *t)/(t^2-208983008405800838*t+1), 2456075391002874*t/(t^2-208983008405800838*t+ 1) X^2-1811*Y^2 = 1, [146690, 3447], (1-146690*t)/(t^2-293380*t+1), 3447*t/(t^2-\ 293380*t+1) X^2-1812*Y^2 = 1, [1653751, 38850], (1-1653751*t)/(t^2-3307502*t+1), 38850*t/(t ^2-3307502*t+1) X^2-1813*Y^2 = 1, [1555849, 36540], (1-1555849*t)/(t^2-3111698*t+1), 36540*t/(t ^2-3111698*t+1) X^2-1814*Y^2 = 1, [789064983271716805, 18526531941823254], (1-\ 789064983271716805*t)/(t^2-1578129966543433610*t+1), 18526531941823254*t/(t^2-\ 1578129966543433610*t+1) X^2-1815*Y^2 = 1, [15124, 355], (1-15124*t)/(t^2-30248*t+1), 355*t/(t^2-30248*t +1) X^2-1816*Y^2 = 1, [16916040084175685, 396954549247383], (1-16916040084175685*t) /(t^2-33832080168351370*t+1), 396954549247383*t/(t^2-33832080168351370*t+1) X^2-1817*Y^2 = 1, [23937367869663, 561563575352], (1-23937367869663*t)/(t^2-\ 47874735739326*t+1), 561563575352*t/(t^2-47874735739326*t+1) X^2-1818*Y^2 = 1, [19731763, 462774], (1-19731763*t)/(t^2-39463526*t+1), 462774 *t/(t^2-39463526*t+1) X^2-1819*Y^2 = 1, [44077149500774570, 1033468279123611], (1-44077149500774570*t )/(t^2-88154299001549140*t+1), 1033468279123611*t/(t^2-88154299001549140*t+1) X^2-1820*Y^2 = 1, [8191, 192], (1-8191*t)/(t^2-16382*t+1), 192*t/(t^2-16382*t+1 ) X^2-1821*Y^2 = 1, [27895878625724240557523549815, 653709914682473849947668012], (1-27895878625724240557523549815*t)/(t^2-55791757251448481115047099630*t+1), 653709914682473849947668012*t/(t^2-55791757251448481115047099630*t+1) X^2-1822*Y^2 = 1, [371368817235398339023103, 8700240303998557258992], (1-\ 371368817235398339023103*t)/(t^2-742737634470796678046206*t+1), 8700240303998557258992*t/(t^2-742737634470796678046206*t+1) X^2-1823*Y^2 = 1, [396777789408, 9292958959], (1-396777789408*t)/(t^2-\ 793555578816*t+1), 9292958959*t/(t^2-793555578816*t+1) X^2-1824*Y^2 = 1, [1025, 24], (1-1025*t)/(t^2-2050*t+1), 24*t/(t^2-2050*t+1) X^2-1825*Y^2 = 1, [2281249, 53400], (1-2281249*t)/(t^2-4562498*t+1), 53400*t/(t ^2-4562498*t+1) X^2-1826*Y^2 = 1, [3069505, 71832], (1-3069505*t)/(t^2-6139010*t+1), 71832*t/(t ^2-6139010*t+1) X^2-1827*Y^2 = 1, [6497, 152], (1-6497*t)/(t^2-12994*t+1), 152*t/(t^2-12994*t+1 ) X^2-1828*Y^2 = 1, [6983244756398928218113, 163331205785194926816], (1-\ 6983244756398928218113*t)/(t^2-13966489512797856436226*t+1), 163331205785194926816*t/(t^2-13966489512797856436226*t+1) X^2-1829*Y^2 = 1, [270242224363704372219999, 6318970882787739474200], (1-\ 270242224363704372219999*t)/(t^2-540484448727408744439998*t+1), 6318970882787739474200*t/(t^2-540484448727408744439998*t+1) X^2-1830*Y^2 = 1, [59291, 1386], (1-59291*t)/(t^2-118582*t+1), 1386*t/(t^2-\ 118582*t+1) X^2-1831*Y^2 = 1, [1918032733134113893633567757731959058040, 44824127254720935022058326058303814477], (1-\ 1918032733134113893633567757731959058040*t)/(t^2-\ 3836065466268227787267135515463918116080*t+1), 44824127254720935022058326058303814477*t/(t^2-\ 3836065466268227787267135515463918116080*t+1) X^2-1832*Y^2 = 1, [22899, 535], (1-22899*t)/(t^2-45798*t+1), 535*t/(t^2-45798*t +1) X^2-1833*Y^2 = 1, [4253783, 99356], (1-4253783*t)/(t^2-8507566*t+1), 99356*t/(t ^2-8507566*t+1) X^2-1834*Y^2 = 1, [218268829391589325, 5096735001878706], (1-218268829391589325 *t)/(t^2-436537658783178650*t+1), 5096735001878706*t/(t^2-436537658783178650*t+ 1) X^2-1835*Y^2 = 1, [1097124846, 25611677], (1-1097124846*t)/(t^2-2194249692*t+1) , 25611677*t/(t^2-2194249692*t+1) X^2-1836*Y^2 = 1, [499700044999, 11662000350], (1-499700044999*t)/(t^2-\ 999400089998*t+1), 11662000350*t/(t^2-999400089998*t+1) X^2-1837*Y^2 = 1, [11896195389280834861151, 277557847295851334520], (1-\ 11896195389280834861151*t)/(t^2-23792390778561669722302*t+1), 277557847295851334520*t/(t^2-23792390778561669722302*t+1) X^2-1838*Y^2 = 1, [24564830389263, 572982049244], (1-24564830389263*t)/(t^2-\ 49129660778526*t+1), 572982049244*t/(t^2-49129660778526*t+1) X^2-1839*Y^2 = 1, [26133415, 609404], (1-26133415*t)/(t^2-52266830*t+1), 609404 *t/(t^2-52266830*t+1) X^2-1840*Y^2 = 1, [2535751, 59115], (1-2535751*t)/(t^2-5071502*t+1), 59115*t/(t ^2-5071502*t+1) X^2-1841*Y^2 = 1, [221708542820333535, 5167203114643592], (1-221708542820333535 *t)/(t^2-443417085640667070*t+1), 5167203114643592*t/(t^2-443417085640667070*t+ 1) X^2-1842*Y^2 = 1, [5057485457, 117839212], (1-5057485457*t)/(t^2-10114970914*t+ 1), 117839212*t/(t^2-10114970914*t+1) X^2-1843*Y^2 = 1, [49871434404842, 1161687167529], (1-49871434404842*t)/(t^2-\ 99742868809684*t+1), 1161687167529*t/(t^2-99742868809684*t+1) X^2-1844*Y^2 = 1, [1182351890184201, 27533808760310], (1-1182351890184201*t)/(t ^2-2364703780368402*t+1), 27533808760310*t/(t^2-2364703780368402*t+1) X^2-1845*Y^2 = 1, [39689, 924], (1-39689*t)/(t^2-79378*t+1), 924*t/(t^2-79378*t +1) X^2-1846*Y^2 = 1, [6289018486180795, 146375038721562], (1-6289018486180795*t)/( t^2-12578036972361590*t+1), 146375038721562*t/(t^2-12578036972361590*t+1) X^2-1847*Y^2 = 1, [1848, 43], (1-1848*t)/(t^2-3696*t+1), 43*t/(t^2-3696*t+1) X^2-1848*Y^2 = 1, [43, 1], (1-43*t)/(t^2-86*t+1), t/(t^2-86*t+1) X^2-1850*Y^2 = 1, [3699, 86], (1-3699*t)/(t^2-7398*t+1), 86*t/(t^2-7398*t+1) X^2-1851*Y^2 = 1, [1850, 43], (1-1850*t)/(t^2-3700*t+1), 43*t/(t^2-3700*t+1) X^2-1852*Y^2 = 1, [122525093575424340420383502847, 2847111999258371193111475248 ], (1-122525093575424340420383502847*t)/(t^2-245050187150848680840767005694*t+1 ), 2847111999258371193111475248*t/(t^2-245050187150848680840767005694*t+1) X^2-1853*Y^2 = 1, [3170946249, 73663300], (1-3170946249*t)/(t^2-6341892498*t+1) , 73663300*t/(t^2-6341892498*t+1) X^2-1854*Y^2 = 1, [7088832449, 164634120], (1-7088832449*t)/(t^2-14177664898*t+ 1), 164634120*t/(t^2-14177664898*t+1) X^2-1855*Y^2 = 1, [7373836, 171207], (1-7373836*t)/(t^2-14747672*t+1), 171207*t /(t^2-14747672*t+1) X^2-1856*Y^2 = 1, [192119201, 4459455], (1-192119201*t)/(t^2-384238402*t+1), 4459455*t/(t^2-384238402*t+1) X^2-1857*Y^2 = 1, [2384332526604623767, 55330025645916772], (1-\ 2384332526604623767*t)/(t^2-4768665053209247534*t+1), 55330025645916772*t/(t^2-\ 4768665053209247534*t+1) X^2-1858*Y^2 = 1, [763416899, 17710830], (1-763416899*t)/(t^2-1526833798*t+1), 17710830*t/(t^2-1526833798*t+1) X^2-1859*Y^2 = 1, [628855930, 14585169], (1-628855930*t)/(t^2-1257711860*t+1), 14585169*t/(t^2-1257711860*t+1) X^2-1860*Y^2 = 1, [15871, 368], (1-15871*t)/(t^2-31742*t+1), 368*t/(t^2-31742*t +1) X^2-1861*Y^2 = 1, [7077752008438005001, 164067346843752900], (1-\ 7077752008438005001*t)/(t^2-14155504016876010002*t+1), 164067346843752900*t/(t^ 2-14155504016876010002*t+1) X^2-1862*Y^2 = 1, [14982337, 347208], (1-14982337*t)/(t^2-29964674*t+1), 347208 *t/(t^2-29964674*t+1) X^2-1863*Y^2 = 1, [6099380351, 141312080], (1-6099380351*t)/(t^2-12198760702*t+ 1), 141312080*t/(t^2-12198760702*t+1) X^2-1864*Y^2 = 1, [938319425, 21733404], (1-938319425*t)/(t^2-1876638850*t+1), 21733404*t/(t^2-1876638850*t+1) X^2-1865*Y^2 = 1, [118187440929, 2736729736], (1-118187440929*t)/(t^2-\ 236374881858*t+1), 2736729736*t/(t^2-236374881858*t+1) X^2-1866*Y^2 = 1, [15551, 360], (1-15551*t)/(t^2-31102*t+1), 360*t/(t^2-31102*t +1) X^2-1867*Y^2 = 1, [87726791690293922, 2030299407245043], (1-87726791690293922*t )/(t^2-175453583380587844*t+1), 2030299407245043*t/(t^2-175453583380587844*t+1) X^2-1868*Y^2 = 1, [5285319783751, 122287715850], (1-5285319783751*t)/(t^2-\ 10570639567502*t+1), 122287715850*t/(t^2-10570639567502*t+1) X^2-1869*Y^2 = 1, [8510103765449, 196847636580], (1-8510103765449*t)/(t^2-\ 17020207530898*t+1), 196847636580*t/(t^2-17020207530898*t+1) X^2-1870*Y^2 = 1, [19682191, 455148], (1-19682191*t)/(t^2-39364382*t+1), 455148 *t/(t^2-39364382*t+1) X^2-1871*Y^2 = 1, [14960670347259644125807440, 345871008137584484948087], (1-\ 14960670347259644125807440*t)/(t^2-29921340694519288251614880*t+1), 345871008137584484948087*t/(t^2-29921340694519288251614880*t+1) X^2-1872*Y^2 = 1, [649, 15], (1-649*t)/(t^2-1298*t+1), 15*t/(t^2-1298*t+1) X^2-1873*Y^2 = 1, [66646007780116951182547242065928991437872293825926433, 1539945144498948869710411296974494665952998698040984], (1-\ 66646007780116951182547242065928991437872293825926433*t)/(t^2-\ 133292015560233902365094484131857982875744587651852866*t+1), 1539945144498948869710411296974494665952998698040984*t/(t^2-\ 133292015560233902365094484131857982875744587651852866*t+1) X^2-1874*Y^2 = 1, [21455425, 495624], (1-21455425*t)/(t^2-42910850*t+1), 495624 *t/(t^2-42910850*t+1) X^2-1875*Y^2 = 1, [189750626, 4382103], (1-189750626*t)/(t^2-379501252*t+1), 4382103*t/(t^2-379501252*t+1) X^2-1876*Y^2 = 1, [137215, 3168], (1-137215*t)/(t^2-274430*t+1), 3168*t/(t^2-\ 274430*t+1) X^2-1877*Y^2 = 1, [8483443124159168649, 195812321451440260], (1-\ 8483443124159168649*t)/(t^2-16966886248318337298*t+1), 195812321451440260*t/(t^ 2-16966886248318337298*t+1) X^2-1878*Y^2 = 1, [16901, 390], (1-16901*t)/(t^2-33802*t+1), 390*t/(t^2-33802*t +1) X^2-1879*Y^2 = 1, [94345422639044420558808634792532120, 2176493849722945361406489700835109], (1-94345422639044420558808634792532120*t)/ (t^2-188690845278088841117617269585064240*t+1), 2176493849722945361406489700835109*t/(t^2-188690845278088841117617269585064240* t+1) X^2-1880*Y^2 = 1, [1691, 39], (1-1691*t)/(t^2-3382*t+1), 39*t/(t^2-3382*t+1) X^2-1881*Y^2 = 1, [4333991201, 99929480], (1-4333991201*t)/(t^2-8667982402*t+1) , 99929480*t/(t^2-8667982402*t+1) X^2-1882*Y^2 = 1, [29814643, 687258], (1-29814643*t)/(t^2-59629286*t+1), 687258 *t/(t^2-59629286*t+1) X^2-1883*Y^2 = 1, [6726, 155], (1-6726*t)/(t^2-13452*t+1), 155*t/(t^2-13452*t+1 ) X^2-1884*Y^2 = 1, [7838695, 180594], (1-7838695*t)/(t^2-15677390*t+1), 180594*t /(t^2-15677390*t+1) X^2-1885*Y^2 = 1, [521, 12], (1-521*t)/(t^2-1042*t+1), 12*t/(t^2-1042*t+1) X^2-1886*Y^2 = 1, [92415, 2128], (1-92415*t)/(t^2-184830*t+1), 2128*t/(t^2-\ 184830*t+1) X^2-1887*Y^2 = 1, [8992, 207], (1-8992*t)/(t^2-17984*t+1), 207*t/(t^2-17984*t+1 ) X^2-1888*Y^2 = 1, [188396089777, 4335816459], (1-188396089777*t)/(t^2-\ 376792179554*t+1), 4335816459*t/(t^2-376792179554*t+1) X^2-1889*Y^2 = 1, [36981073720080844052144960978049, 850870638559564006506264967760], (1-36981073720080844052144960978049*t)/(t^2-\ 73962147440161688104289921956098*t+1), 850870638559564006506264967760*t/(t^2-\ 73962147440161688104289921956098*t+1) X^2-1890*Y^2 = 1, [97469, 2242], (1-97469*t)/(t^2-194938*t+1), 2242*t/(t^2-\ 194938*t+1) X^2-1891*Y^2 = 1, [819136267782775550, 18836941567957233], (1-\ 819136267782775550*t)/(t^2-1638272535565551100*t+1), 18836941567957233*t/(t^2-\ 1638272535565551100*t+1) X^2-1892*Y^2 = 1, [87, 2], (1-87*t)/(t^2-174*t+1), 2*t/(t^2-174*t+1) X^2-1893*Y^2 = 1, [5047, 116], (1-5047*t)/(t^2-10094*t+1), 116*t/(t^2-10094*t+1 ) X^2-1894*Y^2 = 1, [226309103832669021290704832069984034245, 5200104096794640672678934313809609086], (1-\ 226309103832669021290704832069984034245*t)/(t^2-\ 452618207665338042581409664139968068490*t+1), 5200104096794640672678934313809609086*t/(t^2-\ 452618207665338042581409664139968068490*t+1) X^2-1895*Y^2 = 1, [54849639, 1259996], (1-54849639*t)/(t^2-109699278*t+1), 1259996*t/(t^2-109699278*t+1) X^2-1896*Y^2 = 1, [193549, 4445], (1-193549*t)/(t^2-387098*t+1), 4445*t/(t^2-\ 387098*t+1) X^2-1897*Y^2 = 1, [43903, 1008], (1-43903*t)/(t^2-87806*t+1), 1008*t/(t^2-87806 *t+1) X^2-1898*Y^2 = 1, [10662963, 244754], (1-10662963*t)/(t^2-21325926*t+1), 244754 *t/(t^2-21325926*t+1) X^2-1899*Y^2 = 1, [278354373650, 6387568451], (1-278354373650*t)/(t^2-\ 556708747300*t+1), 6387568451*t/(t^2-556708747300*t+1) X^2-1900*Y^2 = 1, [57799, 1326], (1-57799*t)/(t^2-115598*t+1), 1326*t/(t^2-\ 115598*t+1) X^2-1901*Y^2 = 1, [95049, 2180], (1-95049*t)/(t^2-190098*t+1), 2180*t/(t^2-\ 190098*t+1) X^2-1902*Y^2 = 1, [2846027, 65258], (1-2846027*t)/(t^2-5692054*t+1), 65258*t/(t ^2-5692054*t+1) X^2-1903*Y^2 = 1, [875034172, 20058831], (1-875034172*t)/(t^2-1750068344*t+1), 20058831*t/(t^2-1750068344*t+1) X^2-1904*Y^2 = 1, [28799, 660], (1-28799*t)/(t^2-57598*t+1), 660*t/(t^2-57598*t +1) X^2-1905*Y^2 = 1, [10709910761, 245379548], (1-10709910761*t)/(t^2-21419821522* t+1), 245379548*t/(t^2-21419821522*t+1) X^2-1906*Y^2 = 1, [229206573179802193699, 5250076359252217890], (1-\ 229206573179802193699*t)/(t^2-458413146359604387398*t+1), 5250076359252217890*t /(t^2-458413146359604387398*t+1) X^2-1907*Y^2 = 1, [17162, 393], (1-17162*t)/(t^2-34324*t+1), 393*t/(t^2-34324*t +1) X^2-1908*Y^2 = 1, [8777860001, 200955300], (1-8777860001*t)/(t^2-17555720002*t+ 1), 200955300*t/(t^2-17555720002*t+1) X^2-1909*Y^2 = 1, [2380667255, 54487356], (1-2380667255*t)/(t^2-4761334510*t+1) , 54487356*t/(t^2-4761334510*t+1) X^2-1910*Y^2 = 1, [278479, 6372], (1-278479*t)/(t^2-556958*t+1), 6372*t/(t^2-\ 556958*t+1) X^2-1911*Y^2 = 1, [62425, 1428], (1-62425*t)/(t^2-124850*t+1), 1428*t/(t^2-\ 124850*t+1) X^2-1912*Y^2 = 1, [1617319577991743, 36987237828948], (1-1617319577991743*t)/(t ^2-3234639155983486*t+1), 36987237828948*t/(t^2-3234639155983486*t+1) X^2-1913*Y^2 = 1, [45099388699237198022388513, 1031129401013034423392056], (1-\ 45099388699237198022388513*t)/(t^2-90198777398474396044777026*t+1), 1031129401013034423392056*t/(t^2-90198777398474396044777026*t+1) X^2-1914*Y^2 = 1, [175, 4], (1-175*t)/(t^2-350*t+1), 4*t/(t^2-350*t+1) X^2-1915*Y^2 = 1, [1027150205228001406, 23471971442429307], (1-\ 1027150205228001406*t)/(t^2-2054300410456002812*t+1), 23471971442429307*t/(t^2-\ 2054300410456002812*t+1) X^2-1916*Y^2 = 1, [17873503027199, 408330599040], (1-17873503027199*t)/(t^2-\ 35747006054398*t+1), 408330599040*t/(t^2-35747006054398*t+1) X^2-1917*Y^2 = 1, [194399, 4440], (1-194399*t)/(t^2-388798*t+1), 4440*t/(t^2-\ 388798*t+1) X^2-1918*Y^2 = 1, [416753, 9516], (1-416753*t)/(t^2-833506*t+1), 9516*t/(t^2-\ 833506*t+1) X^2-1919*Y^2 = 1, [77244401049, 1763313460], (1-77244401049*t)/(t^2-\ 154488802098*t+1), 1763313460*t/(t^2-154488802098*t+1) X^2-1920*Y^2 = 1, [116161, 2651], (1-116161*t)/(t^2-232322*t+1), 2651*t/(t^2-\ 232322*t+1) X^2-1921*Y^2 = 1, [10192726099458738978050281249, 232555530178603601325441000], (1-10192726099458738978050281249*t)/(t^2-20385452198917477956100562498*t+1), 232555530178603601325441000*t/(t^2-20385452198917477956100562498*t+1) X^2-1922*Y^2 = 1, [152139002499, 3470274850], (1-152139002499*t)/(t^2-\ 304278004998*t+1), 3470274850*t/(t^2-304278004998*t+1) X^2-1923*Y^2 = 1, [4367227226, 99590095], (1-4367227226*t)/(t^2-8734454452*t+1) , 99590095*t/(t^2-8734454452*t+1) X^2-1924*Y^2 = 1, [1859131879201, 42384558540], (1-1859131879201*t)/(t^2-\ 3718263758402*t+1), 42384558540*t/(t^2-3718263758402*t+1) X^2-1925*Y^2 = 1, [351, 8], (1-351*t)/(t^2-702*t+1), 8*t/(t^2-702*t+1) X^2-1926*Y^2 = 1, [695359189925, 15844591882], (1-695359189925*t)/(t^2-\ 1390718379850*t+1), 15844591882*t/(t^2-1390718379850*t+1) X^2-1927*Y^2 = 1, [46636702417448, 1062397346883], (1-46636702417448*t)/(t^2-\ 93273404834896*t+1), 1062397346883*t/(t^2-93273404834896*t+1) X^2-1928*Y^2 = 1, [483, 11], (1-483*t)/(t^2-966*t+1), 11*t/(t^2-966*t+1) X^2-1929*Y^2 = 1, [126794455, 2886916], (1-126794455*t)/(t^2-253588910*t+1), 2886916*t/(t^2-253588910*t+1) X^2-1930*Y^2 = 1, [128648082263059, 2928361322694], (1-128648082263059*t)/(t^2-\ 257296164526118*t+1), 2928361322694*t/(t^2-257296164526118*t+1) X^2-1931*Y^2 = 1, [53405823410, 1215339123], (1-53405823410*t)/(t^2-\ 106811646820*t+1), 1215339123*t/(t^2-106811646820*t+1) X^2-1932*Y^2 = 1, [967, 22], (1-967*t)/(t^2-1934*t+1), 22*t/(t^2-1934*t+1) X^2-1933*Y^2 = 1, [143801925919973973006746044614830462252244345987283849, 3270760735371267636227864743687616171541802967004660], (1-\ 143801925919973973006746044614830462252244345987283849*t)/(t^2-\ 287603851839947946013492089229660924504488691974567698*t+1), 3270760735371267636227864743687616171541802967004660*t/(t^2-\ 287603851839947946013492089229660924504488691974567698*t+1) X^2-1934*Y^2 = 1, [1935, 44], (1-1935*t)/(t^2-3870*t+1), 44*t/(t^2-3870*t+1) X^2-1935*Y^2 = 1, [44, 1], (1-44*t)/(t^2-88*t+1), t/(t^2-88*t+1) X^2-1937*Y^2 = 1, [3873, 88], (1-3873*t)/(t^2-7746*t+1), 88*t/(t^2-7746*t+1) X^2-1938*Y^2 = 1, [1937, 44], (1-1937*t)/(t^2-3874*t+1), 44*t/(t^2-3874*t+1) X^2-1939*Y^2 = 1, [6672165474011915935, 151522771012903896], (1-\ 6672165474011915935*t)/(t^2-13344330948023831870*t+1), 151522771012903896*t/(t^ 2-13344330948023831870*t+1) X^2-1940*Y^2 = 1, [969, 22], (1-969*t)/(t^2-1938*t+1), 22*t/(t^2-1938*t+1) X^2-1941*Y^2 = 1, [582709607499783953373016131935, 13226331726483194685799879992], (1-582709607499783953373016131935*t)/(t^2-\ 1165419214999567906746032263870*t+1), 13226331726483194685799879992*t/(t^2-\ 1165419214999567906746032263870*t+1) X^2-1942*Y^2 = 1, [6984160935186866597, 158485533243485118], (1-\ 6984160935186866597*t)/(t^2-13968321870373733194*t+1), 158485533243485118*t/(t^ 2-13968321870373733194*t+1) X^2-1943*Y^2 = 1, [83751, 1900], (1-83751*t)/(t^2-167502*t+1), 1900*t/(t^2-\ 167502*t+1) X^2-1944*Y^2 = 1, [485, 11], (1-485*t)/(t^2-970*t+1), 11*t/(t^2-970*t+1) X^2-1945*Y^2 = 1, [2632285113641, 59686089372], (1-2632285113641*t)/(t^2-\ 5264570227282*t+1), 59686089372*t/(t^2-5264570227282*t+1) X^2-1946*Y^2 = 1, [121257485, 2748762], (1-121257485*t)/(t^2-242514970*t+1), 2748762*t/(t^2-242514970*t+1) X^2-1947*Y^2 = 1, [353, 8], (1-353*t)/(t^2-706*t+1), 8*t/(t^2-706*t+1) X^2-1948*Y^2 = 1, [5388481003084995290965125247, 122087690908458416096046936], (1-5388481003084995290965125247*t)/(t^2-10776962006169990581930250494*t+1), 122087690908458416096046936*t/(t^2-10776962006169990581930250494*t+1) X^2-1949*Y^2 = 1, [13850471049, 313731860], (1-13850471049*t)/(t^2-27700942098* t+1), 313731860*t/(t^2-27700942098*t+1) X^2-1950*Y^2 = 1, [595349, 13482], (1-595349*t)/(t^2-1190698*t+1), 13482*t/(t^2 -1190698*t+1) X^2-1951*Y^2 = 1, [226742438218831488120936558859828640, 5133389024333877559662473405561007], (1-226742438218831488120936558859828640*t) /(t^2-453484876437662976241873117719657280*t+1), 5133389024333877559662473405561007*t/(t^2-453484876437662976241873117719657280* t+1) X^2-1952*Y^2 = 1, [118097, 2673], (1-118097*t)/(t^2-236194*t+1), 2673*t/(t^2-\ 236194*t+1) X^2-1953*Y^2 = 1, [3844063, 86984], (1-3844063*t)/(t^2-7688126*t+1), 86984*t/(t ^2-7688126*t+1) X^2-1954*Y^2 = 1, [4691555, 106134], (1-4691555*t)/(t^2-9383110*t+1), 106134*t/ (t^2-9383110*t+1) X^2-1955*Y^2 = 1, [2874, 65], (1-2874*t)/(t^2-5748*t+1), 65*t/(t^2-5748*t+1) X^2-1956*Y^2 = 1, [7592629975, 171675298], (1-7592629975*t)/(t^2-15185259950*t+ 1), 171675298*t/(t^2-15185259950*t+1) X^2-1957*Y^2 = 1, [400881151, 9061920], (1-400881151*t)/(t^2-801762302*t+1), 9061920*t/(t^2-801762302*t+1) X^2-1958*Y^2 = 1, [177, 4], (1-177*t)/(t^2-354*t+1), 4*t/(t^2-354*t+1) X^2-1959*Y^2 = 1, [9719730001876, 219602349925], (1-9719730001876*t)/(t^2-\ 19439460003752*t+1), 219602349925*t/(t^2-19439460003752*t+1) X^2-1960*Y^2 = 1, [1039681, 23484], (1-1039681*t)/(t^2-2079362*t+1), 23484*t/(t ^2-2079362*t+1) X^2-1961*Y^2 = 1, [5431118185, 122645172], (1-5431118185*t)/(t^2-10862236370*t+ 1), 122645172*t/(t^2-10862236370*t+1) X^2-1962*Y^2 = 1, [31753512017, 716873068], (1-31753512017*t)/(t^2-63507024034* t+1), 716873068*t/(t^2-63507024034*t+1) X^2-1963*Y^2 = 1, [24445564472798, 551746923459], (1-24445564472798*t)/(t^2-\ 48891128945596*t+1), 551746923459*t/(t^2-48891128945596*t+1) X^2-1964*Y^2 = 1, [17532421310198941977799, 395613548729114914110], (1-\ 17532421310198941977799*t)/(t^2-35064842620397883955598*t+1), 395613548729114914110*t/(t^2-35064842620397883955598*t+1) X^2-1965*Y^2 = 1, [1176119, 26532], (1-1176119*t)/(t^2-2352238*t+1), 26532*t/(t ^2-2352238*t+1) X^2-1966*Y^2 = 1, [9850975268107008669640939861775, 222171052269092942126897458308], (1-9850975268107008669640939861775*t)/(t^2-\ 19701950536214017339281879723550*t+1), 222171052269092942126897458308*t/(t^2-\ 19701950536214017339281879723550*t+1) X^2-1967*Y^2 = 1, [2528, 57], (1-2528*t)/(t^2-5056*t+1), 57*t/(t^2-5056*t+1) X^2-1968*Y^2 = 1, [29767, 671], (1-29767*t)/(t^2-59534*t+1), 671*t/(t^2-59534*t +1) X^2-1969*Y^2 = 1, [46885009158085926066844328473751, 1056601315610203746069441327300], (1-46885009158085926066844328473751*t)/(t^2-\ 93770018316171852133688656947502*t+1), 1056601315610203746069441327300*t/(t^2-\ 93770018316171852133688656947502*t+1) X^2-1970*Y^2 = 1, [665859, 15002], (1-665859*t)/(t^2-1331718*t+1), 15002*t/(t^2 -1331718*t+1) X^2-1971*Y^2 = 1, [1620674, 36505], (1-1620674*t)/(t^2-3241348*t+1), 36505*t/(t ^2-3241348*t+1) X^2-1972*Y^2 = 1, [935662752649, 21070065510], (1-935662752649*t)/(t^2-\ 1871325505298*t+1), 21070065510*t/(t^2-1871325505298*t+1) X^2-1973*Y^2 = 1, [15673705353, 352864636], (1-15673705353*t)/(t^2-31347410706* t+1), 352864636*t/(t^2-31347410706*t+1) X^2-1974*Y^2 = 1, [1376255, 30976], (1-1376255*t)/(t^2-2752510*t+1), 30976*t/(t ^2-2752510*t+1) X^2-1975*Y^2 = 1, [12799, 288], (1-12799*t)/(t^2-25598*t+1), 288*t/(t^2-25598*t +1) X^2-1976*Y^2 = 1, [73035, 1643], (1-73035*t)/(t^2-146070*t+1), 1643*t/(t^2-\ 146070*t+1) X^2-1977*Y^2 = 1, [230201397518423, 5177315380292], (1-230201397518423*t)/(t^2-\ 460402795036846*t+1), 5177315380292*t/(t^2-460402795036846*t+1) X^2-1978*Y^2 = 1, [60973994702573, 1370981217774], (1-60973994702573*t)/(t^2-\ 121947989405146*t+1), 1370981217774*t/(t^2-121947989405146*t+1) X^2-1979*Y^2 = 1, [196956439969690, 4427384992341], (1-196956439969690*t)/(t^2-\ 393912879939380*t+1), 4427384992341*t/(t^2-393912879939380*t+1) X^2-1980*Y^2 = 1, [89, 2], (1-89*t)/(t^2-178*t+1), 2*t/(t^2-178*t+1) X^2-1981*Y^2 = 1, [478731918732725530377313576551512366455, 10755983977504786513343290157817764652], (1-\ 478731918732725530377313576551512366455*t)/(t^2-\ 957463837465451060754627153103024732910*t+1), 10755983977504786513343290157817764652*t/(t^2-\ 957463837465451060754627153103024732910*t+1) X^2-1982*Y^2 = 1, [438784358463, 9855968632], (1-438784358463*t)/(t^2-\ 877568716926*t+1), 9855968632*t/(t^2-877568716926*t+1) X^2-1983*Y^2 = 1, [354724327, 7965804], (1-354724327*t)/(t^2-709448654*t+1), 7965804*t/(t^2-709448654*t+1) X^2-1984*Y^2 = 1, [4620799, 103740], (1-4620799*t)/(t^2-9241598*t+1), 103740*t/ (t^2-9241598*t+1) X^2-1985*Y^2 = 1, [7277897861828346369, 163352468178638816], (1-\ 7277897861828346369*t)/(t^2-14555795723656692738*t+1), 163352468178638816*t/(t^ 2-14555795723656692738*t+1) X^2-1986*Y^2 = 1, [13209364625, 296409628], (1-13209364625*t)/(t^2-26418729250* t+1), 296409628*t/(t^2-26418729250*t+1) X^2-1987*Y^2 = 1, [2163842, 48543], (1-2163842*t)/(t^2-4327684*t+1), 48543*t/(t ^2-4327684*t+1) X^2-1988*Y^2 = 1, [1201887, 26956], (1-1201887*t)/(t^2-2403774*t+1), 26956*t/(t ^2-2403774*t+1) X^2-1989*Y^2 = 1, [5544449, 124320], (1-5544449*t)/(t^2-11088898*t+1), 124320*t /(t^2-11088898*t+1) X^2-1990*Y^2 = 1, [35314095433681999, 791628731408580], (1-35314095433681999*t) /(t^2-70628190867363998*t+1), 791628731408580*t/(t^2-70628190867363998*t+1) X^2-1991*Y^2 = 1, [95638951, 2143380], (1-95638951*t)/(t^2-191277902*t+1), 2143380*t/(t^2-191277902*t+1) X^2-1992*Y^2 = 1, [179777, 4028], (1-179777*t)/(t^2-359554*t+1), 4028*t/(t^2-\ 359554*t+1) X^2-1993*Y^2 = 1, [95533468778868471170054252659885376539035649, 2139941483287135231593131558297490898854720], (1-\ 95533468778868471170054252659885376539035649*t)/(t^2-\ 191066937557736942340108505319770753078071298*t+1), 2139941483287135231593131558297490898854720*t/(t^2-\ 191066937557736942340108505319770753078071298*t+1) X^2-1994*Y^2 = 1, [14178877526856051, 317525986680530], (1-14178877526856051*t) /(t^2-28357755053712102*t+1), 317525986680530*t/(t^2-28357755053712102*t+1) X^2-1995*Y^2 = 1, [134, 3], (1-134*t)/(t^2-268*t+1), 3*t/(t^2-268*t+1) X^2-1996*Y^2 = 1, [40320199, 902490], (1-40320199*t)/(t^2-80640398*t+1), 902490 *t/(t^2-80640398*t+1) X^2-1997*Y^2 = 1, [295547530063295123979849, 6613605743817751666820], (1-\ 295547530063295123979849*t)/(t^2-591095060126590247959698*t+1), 6613605743817751666820*t/(t^2-591095060126590247959698*t+1) X^2-1998*Y^2 = 1, [13231349, 296010], (1-13231349*t)/(t^2-26462698*t+1), 296010 *t/(t^2-26462698*t+1) X^2-1999*Y^2 = 1, [4027701399389138208695911951306886478800, 90084665203202024260494303744425250249], (1-\ 4027701399389138208695911951306886478800*t)/(t^2-\ 8055402798778276417391823902613772957600*t+1), 90084665203202024260494303744425250249*t/(t^2-\ 8055402798778276417391823902613772957600*t+1) X^2-2000*Y^2 = 1, [930249, 20801], (1-930249*t)/(t^2-1860498*t+1), 20801*t/(t^2 -1860498*t+1) X^2-2001*Y^2 = 1, [19742928095, 441354968], (1-19742928095*t)/(t^2-39485856190* t+1), 441354968*t/(t^2-39485856190*t+1) X^2-2002*Y^2 = 1, [11325887, 253128], (1-11325887*t)/(t^2-22651774*t+1), 253128 *t/(t^2-22651774*t+1) X^2-2003*Y^2 = 1, [4344427204728362, 97071569134791], (1-4344427204728362*t)/(t ^2-8688854409456724*t+1), 97071569134791*t/(t^2-8688854409456724*t+1) X^2-2004*Y^2 = 1, [11242731902975, 251144109216], (1-11242731902975*t)/(t^2-\ 22485463805950*t+1), 251144109216*t/(t^2-22485463805950*t+1) X^2-2005*Y^2 = 1, [32724809, 730836], (1-32724809*t)/(t^2-65449618*t+1), 730836 *t/(t^2-65449618*t+1) X^2-2006*Y^2 = 1, [638145, 14248], (1-638145*t)/(t^2-1276290*t+1), 14248*t/(t^2 -1276290*t+1) X^2-2007*Y^2 = 1, [224, 5], (1-224*t)/(t^2-448*t+1), 5*t/(t^2-448*t+1) X^2-2008*Y^2 = 1, [3832352837, 85523139], (1-3832352837*t)/(t^2-7664705674*t+1) , 85523139*t/(t^2-7664705674*t+1) X^2-2009*Y^2 = 1, [141012534067201, 3146065416960], (1-141012534067201*t)/(t^2-\ 282025068134402*t+1), 3146065416960*t/(t^2-282025068134402*t+1) X^2-2010*Y^2 = 1, [269, 6], (1-269*t)/(t^2-538*t+1), 6*t/(t^2-538*t+1) X^2-2011*Y^2 = 1, [22903355954053525066202335319378237605968890, 510732021116138713675018566232201605320997], (1-\ 22903355954053525066202335319378237605968890*t)/(t^2-\ 45806711908107050132404670638756475211937780*t+1), 510732021116138713675018566232201605320997*t/(t^2-\ 45806711908107050132404670638756475211937780*t+1) X^2-2012*Y^2 = 1, [1215047807, 27088152], (1-1215047807*t)/(t^2-2430095614*t+1) , 27088152*t/(t^2-2430095614*t+1) X^2-2013*Y^2 = 1, [152409599, 3396960], (1-152409599*t)/(t^2-304819198*t+1), 3396960*t/(t^2-304819198*t+1) X^2-2014*Y^2 = 1, [32379412473170124875, 721504810595091954], (1-\ 32379412473170124875*t)/(t^2-64758824946340249750*t+1), 721504810595091954*t/(t ^2-64758824946340249750*t+1) X^2-2015*Y^2 = 1, [404, 9], (1-404*t)/(t^2-808*t+1), 9*t/(t^2-808*t+1) X^2-2016*Y^2 = 1, [449, 10], (1-449*t)/(t^2-898*t+1), 10*t/(t^2-898*t+1) X^2-2017*Y^2 = 1, [22691017898615873418283839489716246568157231499338273, 505243842362839347335084683756885179819279000763128], (1-\ 22691017898615873418283839489716246568157231499338273*t)/(t^2-\ 45382035797231746836567678979432493136314462998676546*t+1), 505243842362839347335084683756885179819279000763128*t/(t^2-\ 45382035797231746836567678979432493136314462998676546*t+1) X^2-2018*Y^2 = 1, [56280003, 1252834], (1-56280003*t)/(t^2-112560006*t+1), 1252834*t/(t^2-112560006*t+1) X^2-2019*Y^2 = 1, [674, 15], (1-674*t)/(t^2-1348*t+1), 15*t/(t^2-1348*t+1) X^2-2020*Y^2 = 1, [809, 18], (1-809*t)/(t^2-1618*t+1), 18*t/(t^2-1618*t+1) X^2-2021*Y^2 = 1, [45495, 1012], (1-45495*t)/(t^2-90990*t+1), 1012*t/(t^2-90990 *t+1) X^2-2022*Y^2 = 1, [1349, 30], (1-1349*t)/(t^2-2698*t+1), 30*t/(t^2-2698*t+1) X^2-2023*Y^2 = 1, [2024, 45], (1-2024*t)/(t^2-4048*t+1), 45*t/(t^2-4048*t+1) X^2-2024*Y^2 = 1, [45, 1], (1-45*t)/(t^2-90*t+1), t/(t^2-90*t+1) X^2-2026*Y^2 = 1, [4051, 90], (1-4051*t)/(t^2-8102*t+1), 90*t/(t^2-8102*t+1) X^2-2027*Y^2 = 1, [2026, 45], (1-2026*t)/(t^2-4052*t+1), 45*t/(t^2-4052*t+1) X^2-2028*Y^2 = 1, [1351, 30], (1-1351*t)/(t^2-2702*t+1), 30*t/(t^2-2702*t+1) X^2-2029*Y^2 = 1, [4164193801, 92446380], (1-4164193801*t)/(t^2-8328387602*t+1) , 92446380*t/(t^2-8328387602*t+1) X^2-2030*Y^2 = 1, [811, 18], (1-811*t)/(t^2-1622*t+1), 18*t/(t^2-1622*t+1) X^2-2031*Y^2 = 1, [676, 15], (1-676*t)/(t^2-1352*t+1), 15*t/(t^2-1352*t+1) X^2-2032*Y^2 = 1, [44757606858751, 992898844800], (1-44757606858751*t)/(t^2-\ 89515213717502*t+1), 992898844800*t/(t^2-89515213717502*t+1) X^2-2033*Y^2 = 1, [61795078487, 1370519436], (1-61795078487*t)/(t^2-\ 123590156974*t+1), 1370519436*t/(t^2-123590156974*t+1) X^2-2034*Y^2 = 1, [451, 10], (1-451*t)/(t^2-902*t+1), 10*t/(t^2-902*t+1) X^2-2035*Y^2 = 1, [406, 9], (1-406*t)/(t^2-812*t+1), 9*t/(t^2-812*t+1) X^2-2036*Y^2 = 1, [313201220822405001, 6941200020407350], (1-313201220822405001 *t)/(t^2-626402441644810002*t+1), 6941200020407350*t/(t^2-626402441644810002*t+ 1) X^2-2037*Y^2 = 1, [155143351, 3437460], (1-155143351*t)/(t^2-310286702*t+1), 3437460*t/(t^2-310286702*t+1) X^2-2038*Y^2 = 1, [16073715125005882674057412962488837, 356052612909782828757661492925706], (1-16073715125005882674057412962488837*t)/( t^2-32147430250011765348114825924977674*t+1), 356052612909782828757661492925706 *t/(t^2-32147430250011765348114825924977674*t+1) X^2-2039*Y^2 = 1, [179221048487196942112440, 3968993620357130831179], (1-\ 179221048487196942112440*t)/(t^2-358442096974393884224880*t+1), 3968993620357130831179*t/(t^2-358442096974393884224880*t+1) X^2-2040*Y^2 = 1, [271, 6], (1-271*t)/(t^2-542*t+1), 6*t/(t^2-542*t+1) X^2-2041*Y^2 = 1, [15380575814145385, 340448239257108], (1-15380575814145385*t) /(t^2-30761151628290770*t+1), 340448239257108*t/(t^2-30761151628290770*t+1) X^2-2042*Y^2 = 1, [10775075410899, 238447322110], (1-10775075410899*t)/(t^2-\ 21550150821798*t+1), 238447322110*t/(t^2-21550150821798*t+1) X^2-2043*Y^2 = 1, [226, 5], (1-226*t)/(t^2-452*t+1), 5*t/(t^2-452*t+1) X^2-2044*Y^2 = 1, [35087884780634163199, 776098318507233120], (1-\ 35087884780634163199*t)/(t^2-70175769561268326398*t+1), 776098318507233120*t/(t ^2-70175769561268326398*t+1) X^2-2045*Y^2 = 1, [33708961, 745416], (1-33708961*t)/(t^2-67417922*t+1), 745416 *t/(t^2-67417922*t+1) X^2-2046*Y^2 = 1, [1668545, 36888], (1-1668545*t)/(t^2-3337090*t+1), 36888*t/(t ^2-3337090*t+1) X^2-2047*Y^2 = 1, [5566204448, 123026943], (1-5566204448*t)/(t^2-11132408896*t+ 1), 123026943*t/(t^2-11132408896*t+1) X^2-2048*Y^2 = 1, [886731088897, 19594173939], (1-886731088897*t)/(t^2-\ 1773462177794*t+1), 19594173939*t/(t^2-1773462177794*t+1) X^2-2049*Y^2 = 1, [28661728361680464688535, 633186135065525829476], (1-\ 28661728361680464688535*t)/(t^2-57323456723360929377070*t+1), 633186135065525829476*t/(t^2-57323456723360929377070*t+1) X^2-2050*Y^2 = 1, [17322499, 382590], (1-17322499*t)/(t^2-34644998*t+1), 382590 *t/(t^2-34644998*t+1) X^2-2051*Y^2 = 1, [20521767174, 453139505], (1-20521767174*t)/(t^2-41043534348* t+1), 453139505*t/(t^2-41043534348*t+1) X^2-2052*Y^2 = 1, [13771351, 304010], (1-13771351*t)/(t^2-27542702*t+1), 304010 *t/(t^2-27542702*t+1) X^2-2053*Y^2 = 1, [ 250607337495961345281030961012407293763134459221296801448080649, 5530944591957664391168044355584108756032547977899443803262020], (1-\ 250607337495961345281030961012407293763134459221296801448080649*t)/(t^2-\ 501214674991922690562061922024814587526268918442593602896161298*t+1), 5530944591957664391168044355584108756032547977899443803262020*t/(t^2-\ 501214674991922690562061922024814587526268918442593602896161298*t+1) X^2-2054*Y^2 = 1, [1877199, 41420], (1-1877199*t)/(t^2-3754398*t+1), 41420*t/(t ^2-3754398*t+1) X^2-2055*Y^2 = 1, [136, 3], (1-136*t)/(t^2-272*t+1), 3*t/(t^2-272*t+1) X^2-2056*Y^2 = 1, [4625, 102], (1-4625*t)/(t^2-9250*t+1), 102*t/(t^2-9250*t+1) X^2-2057*Y^2 = 1, [2177, 48], (1-2177*t)/(t^2-4354*t+1), 48*t/(t^2-4354*t+1) X^2-2058*Y^2 = 1, [3974443213, 87609986], (1-3974443213*t)/(t^2-7948886426*t+1) , 87609986*t/(t^2-7948886426*t+1) X^2-2059*Y^2 = 1, [76292657571747809951, 1681336224678949560], (1-\ 76292657571747809951*t)/(t^2-152585315143495619902*t+1), 1681336224678949560*t/ (t^2-152585315143495619902*t+1) X^2-2060*Y^2 = 1, [605937671, 13350402], (1-605937671*t)/(t^2-1211875342*t+1), 13350402*t/(t^2-1211875342*t+1) X^2-2061*Y^2 = 1, [5848201, 128820], (1-5848201*t)/(t^2-11696402*t+1), 128820*t /(t^2-11696402*t+1) X^2-2062*Y^2 = 1, [567034525839383717427728783, 12487203022606223107580268], (1 -567034525839383717427728783*t)/(t^2-1134069051678767434855457566*t+1), 12487203022606223107580268*t/(t^2-1134069051678767434855457566*t+1) X^2-2063*Y^2 = 1, [173135049024, 3811846295], (1-173135049024*t)/(t^2-\ 346270098048*t+1), 3811846295*t/(t^2-346270098048*t+1) X^2-2064*Y^2 = 1, [16855, 371], (1-16855*t)/(t^2-33710*t+1), 371*t/(t^2-33710*t +1) X^2-2065*Y^2 = 1, [14475574716119, 318548663508], (1-14475574716119*t)/(t^2-\ 28951149432238*t+1), 318548663508*t/(t^2-28951149432238*t+1) X^2-2066*Y^2 = 1, [1930854760705, 42479994192], (1-1930854760705*t)/(t^2-\ 3861709521410*t+1), 42479994192*t/(t^2-3861709521410*t+1) X^2-2067*Y^2 = 1, [1273, 28], (1-1273*t)/(t^2-2546*t+1), 28*t/(t^2-2546*t+1) X^2-2068*Y^2 = 1, [590968985399, 12995393130], (1-590968985399*t)/(t^2-\ 1181937970798*t+1), 12995393130*t/(t^2-1181937970798*t+1) X^2-2069*Y^2 = 1, [86255443617801, 1896296606180], (1-86255443617801*t)/(t^2-\ 172510887235602*t+1), 1896296606180*t/(t^2-172510887235602*t+1) X^2-2070*Y^2 = 1, [91, 2], (1-91*t)/(t^2-182*t+1), 2*t/(t^2-182*t+1) X^2-2071*Y^2 = 1, [3367541100844631060, 73998489635355363], (1-\ 3367541100844631060*t)/(t^2-6735082201689262120*t+1), 73998489635355363*t/(t^2-\ 6735082201689262120*t+1) X^2-2072*Y^2 = 1, [2367, 52], (1-2367*t)/(t^2-4734*t+1), 52*t/(t^2-4734*t+1) X^2-2073*Y^2 = 1, [39676910452570843351, 871441415914250980], (1-\ 39676910452570843351*t)/(t^2-79353820905141686702*t+1), 871441415914250980*t/(t ^2-79353820905141686702*t+1) X^2-2074*Y^2 = 1, [3109416451351132051, 68277013431540030], (1-\ 3109416451351132051*t)/(t^2-6218832902702264102*t+1), 68277013431540030*t/(t^2-\ 6218832902702264102*t+1) X^2-2075*Y^2 = 1, [2205226, 48411], (1-2205226*t)/(t^2-4410452*t+1), 48411*t/(t ^2-4410452*t+1) X^2-2076*Y^2 = 1, [441156441438751, 9682309261300], (1-441156441438751*t)/(t^2-\ 882312882877502*t+1), 9682309261300*t/(t^2-882312882877502*t+1) X^2-2077*Y^2 = 1, [109506943, 2402832], (1-109506943*t)/(t^2-219013886*t+1), 2402832*t/(t^2-219013886*t+1) X^2-2078*Y^2 = 1, [13206606399, 289713320], (1-13206606399*t)/(t^2-26413212798* t+1), 289713320*t/(t^2-26413212798*t+1) X^2-2079*Y^2 = 1, [1755676, 38505], (1-1755676*t)/(t^2-3511352*t+1), 38505*t/(t ^2-3511352*t+1) X^2-2080*Y^2 = 1, [84474001, 1852215], (1-84474001*t)/(t^2-168948002*t+1), 1852215*t/(t^2-168948002*t+1) X^2-2081*Y^2 = 1, [32967201, 722680], (1-32967201*t)/(t^2-65934402*t+1), 722680 *t/(t^2-65934402*t+1) X^2-2082*Y^2 = 1, [1529122817, 33512128], (1-1529122817*t)/(t^2-3058245634*t+1) , 33512128*t/(t^2-3058245634*t+1) X^2-2083*Y^2 = 1, [62445567158446396645849585981125626, 1368223292197435389350164213197825], (1-62445567158446396645849585981125626*t)/ (t^2-124891134316892793291699171962251252*t+1), 1368223292197435389350164213197825*t/(t^2-124891134316892793291699171962251252* t+1) X^2-2084*Y^2 = 1, [32961431500035201, 722033266327160], (1-32961431500035201*t) /(t^2-65922863000070402*t+1), 722033266327160*t/(t^2-65922863000070402*t+1) X^2-2085*Y^2 = 1, [1285471, 28152], (1-1285471*t)/(t^2-2570942*t+1), 28152*t/(t ^2-2570942*t+1) X^2-2086*Y^2 = 1, [4669990321339855, 102248943296628], (1-4669990321339855*t)/( t^2-9339980642679710*t+1), 102248943296628*t/(t^2-9339980642679710*t+1) X^2-2087*Y^2 = 1, [120084010141224, 2628596697805], (1-120084010141224*t)/(t^2-\ 240168020282448*t+1), 2628596697805*t/(t^2-240168020282448*t+1) X^2-2088*Y^2 = 1, [19603, 429], (1-19603*t)/(t^2-39206*t+1), 429*t/(t^2-39206*t +1) X^2-2089*Y^2 = 1, [32293761348506119201, 706560592424994840], (1-\ 32293761348506119201*t)/(t^2-64587522697012238402*t+1), 706560592424994840*t/(t ^2-64587522697012238402*t+1) X^2-2090*Y^2 = 1, [20481, 448], (1-20481*t)/(t^2-40962*t+1), 448*t/(t^2-40962*t +1) X^2-2091*Y^2 = 1, [253010, 5533], (1-253010*t)/(t^2-506020*t+1), 5533*t/(t^2-\ 506020*t+1) X^2-2092*Y^2 = 1, [13385850577032991983751, 292661188995551486550], (1-\ 13385850577032991983751*t)/(t^2-26771701154065983967502*t+1), 292661188995551486550*t/(t^2-26771701154065983967502*t+1) X^2-2093*Y^2 = 1, [183, 4], (1-183*t)/(t^2-366*t+1), 4*t/(t^2-366*t+1) X^2-2094*Y^2 = 1, [20080832545197365, 438827035407914], (1-20080832545197365*t) /(t^2-40161665090394730*t+1), 438827035407914*t/(t^2-40161665090394730*t+1) X^2-2095*Y^2 = 1, [56227508629697854439, 1228448140439118324], (1-\ 56227508629697854439*t)/(t^2-112455017259395708878*t+1), 1228448140439118324*t/ (t^2-112455017259395708878*t+1) X^2-2096*Y^2 = 1, [225144199, 4917735], (1-225144199*t)/(t^2-450288398*t+1), 4917735*t/(t^2-450288398*t+1) X^2-2097*Y^2 = 1, [2300086406901705857, 50227890194279728], (1-\ 2300086406901705857*t)/(t^2-4600172813803411714*t+1), 50227890194279728*t/(t^2-\ 4600172813803411714*t+1) X^2-2098*Y^2 = 1, [5456897, 119136], (1-5456897*t)/(t^2-10913794*t+1), 119136*t /(t^2-10913794*t+1) X^2-2099*Y^2 = 1, [1530170, 33399], (1-1530170*t)/(t^2-3060340*t+1), 33399*t/(t ^2-3060340*t+1) X^2-2100*Y^2 = 1, [6049, 132], (1-6049*t)/(t^2-12098*t+1), 132*t/(t^2-12098*t+1 ) X^2-2101*Y^2 = 1, [13751, 300], (1-13751*t)/(t^2-27502*t+1), 300*t/(t^2-27502*t +1) X^2-2102*Y^2 = 1, [41966540404457957, 915349213910082], (1-41966540404457957*t) /(t^2-83933080808915914*t+1), 915349213910082*t/(t^2-83933080808915914*t+1) X^2-2103*Y^2 = 1, [34348, 749], (1-34348*t)/(t^2-68696*t+1), 749*t/(t^2-68696*t +1) X^2-2104*Y^2 = 1, [84056091546952933775, 1832509878662147766], (1-\ 84056091546952933775*t)/(t^2-168112183093905867550*t+1), 1832509878662147766*t/ (t^2-168112183093905867550*t+1) X^2-2105*Y^2 = 1, [16978089, 370052], (1-16978089*t)/(t^2-33956178*t+1), 370052 *t/(t^2-33956178*t+1) X^2-2106*Y^2 = 1, [562756526801, 12262848340], (1-562756526801*t)/(t^2-\ 1125513053602*t+1), 12262848340*t/(t^2-1125513053602*t+1) X^2-2107*Y^2 = 1, [168867574226, 3678866235], (1-168867574226*t)/(t^2-\ 337735148452*t+1), 3678866235*t/(t^2-337735148452*t+1) X^2-2108*Y^2 = 1, [557567, 12144], (1-557567*t)/(t^2-1115134*t+1), 12144*t/(t^2 -1115134*t+1) X^2-2109*Y^2 = 1, [838444191076855, 18257271349044], (1-838444191076855*t)/(t^2 -1676888382153710*t+1), 18257271349044*t/(t^2-1676888382153710*t+1) X^2-2110*Y^2 = 1, [71406802077926581, 1554527310090786], (1-71406802077926581*t )/(t^2-142813604155853162*t+1), 1554527310090786*t/(t^2-142813604155853162*t+1) X^2-2111*Y^2 = 1, [769864187548064400, 16755986469105247], (1-\ 769864187548064400*t)/(t^2-1539728375096128800*t+1), 16755986469105247*t/(t^2-\ 1539728375096128800*t+1) X^2-2112*Y^2 = 1, [1057, 23], (1-1057*t)/(t^2-2114*t+1), 23*t/(t^2-2114*t+1) X^2-2113*Y^2 = 1, [1945570883737706036137311990847801980996814849, 42325033421885323238322401350399374136580160], (1-\ 1945570883737706036137311990847801980996814849*t)/(t^2-\ 3891141767475412072274623981695603961993629698*t+1), 42325033421885323238322401350399374136580160*t/(t^2-\ 3891141767475412072274623981695603961993629698*t+1) X^2-2114*Y^2 = 1, [2115, 46], (1-2115*t)/(t^2-4230*t+1), 46*t/(t^2-4230*t+1) X^2-2115*Y^2 = 1, [46, 1], (1-46*t)/(t^2-92*t+1), t/(t^2-92*t+1) X^2-2117*Y^2 = 1, [4233, 92], (1-4233*t)/(t^2-8466*t+1), 92*t/(t^2-8466*t+1) X^2-2118*Y^2 = 1, [2117, 46], (1-2117*t)/(t^2-4234*t+1), 46*t/(t^2-4234*t+1) X^2-2119*Y^2 = 1, [185977771273124, 4040132054325], (1-185977771273124*t)/(t^2-\ 371955542546248*t+1), 4040132054325*t/(t^2-371955542546248*t+1) X^2-2120*Y^2 = 1, [1059, 23], (1-1059*t)/(t^2-2118*t+1), 23*t/(t^2-2118*t+1) X^2-2121*Y^2 = 1, [947004461801, 20562773460], (1-947004461801*t)/(t^2-\ 1894008923602*t+1), 20562773460*t/(t^2-1894008923602*t+1) X^2-2122*Y^2 = 1, [81248699281531826148007812499, 1763777212168887748250943750] , (1-81248699281531826148007812499*t)/(t^2-162497398563063652296015624998*t+1), 1763777212168887748250943750*t/(t^2-162497398563063652296015624998*t+1) X^2-2123*Y^2 = 1, [62078642, 1347309], (1-62078642*t)/(t^2-124157284*t+1), 1347309*t/(t^2-124157284*t+1) X^2-2124*Y^2 = 1, [561799, 12190], (1-561799*t)/(t^2-1123598*t+1), 12190*t/(t^2 -1123598*t+1) X^2-2125*Y^2 = 1, [30492677324331251603220874249, 661479045208373412203854356], (1-30492677324331251603220874249*t)/(t^2-60985354648662503206441748498*t+1), 661479045208373412203854356*t/(t^2-60985354648662503206441748498*t+1) X^2-2126*Y^2 = 1, [2846915971617054735, 61743752276468668], (1-\ 2846915971617054735*t)/(t^2-5693831943234109470*t+1), 61743752276468668*t/(t^2-\ 5693831943234109470*t+1) X^2-2127*Y^2 = 1, [6365401, 138020], (1-6365401*t)/(t^2-12730802*t+1), 138020*t /(t^2-12730802*t+1) X^2-2128*Y^2 = 1, [2588599, 56115], (1-2588599*t)/(t^2-5177198*t+1), 56115*t/(t ^2-5177198*t+1) X^2-2129*Y^2 = 1, [962886001563834652798926337561605830200449, 20868298597038898618149766995762189842480], (1-\ 962886001563834652798926337561605830200449*t)/(t^2-\ 1925772003127669305597852675123211660400898*t+1), 20868298597038898618149766995762189842480*t/(t^2-\ 1925772003127669305597852675123211660400898*t+1) X^2-2130*Y^2 = 1, [23999, 520], (1-23999*t)/(t^2-47998*t+1), 520*t/(t^2-47998*t +1) X^2-2131*Y^2 = 1, [452144894661429530942871827090, 9794582001683535518729480823 ], (1-452144894661429530942871827090*t)/(t^2-904289789322859061885743654180*t+1 ), 9794582001683535518729480823*t/(t^2-904289789322859061885743654180*t+1) X^2-2132*Y^2 = 1, [74859849, 1621270], (1-74859849*t)/(t^2-149719698*t+1), 1621270*t/(t^2-149719698*t+1) X^2-2133*Y^2 = 1, [228151, 4940], (1-228151*t)/(t^2-456302*t+1), 4940*t/(t^2-\ 456302*t+1) X^2-2134*Y^2 = 1, [9701, 210], (1-9701*t)/(t^2-19402*t+1), 210*t/(t^2-19402*t+1 ) X^2-2135*Y^2 = 1, [7624, 165], (1-7624*t)/(t^2-15248*t+1), 165*t/(t^2-15248*t+1 ) X^2-2136*Y^2 = 1, [3678725, 79597], (1-3678725*t)/(t^2-7357450*t+1), 79597*t/(t ^2-7357450*t+1) X^2-2137*Y^2 = 1, [2657071873810183629927660276844678125066814921353118849, 57477919679025668074133797385020454311793670837713520], (1-\ 2657071873810183629927660276844678125066814921353118849*t)/(t^2-\ 5314143747620367259855320553689356250133629842706237698*t+1), 57477919679025668074133797385020454311793670837713520*t/(t^2-\ 5314143747620367259855320553689356250133629842706237698*t+1) X^2-2138*Y^2 = 1, [893038323, 19313734], (1-893038323*t)/(t^2-1786076646*t+1), 19313734*t/(t^2-1786076646*t+1) X^2-2139*Y^2 = 1, [185, 4], (1-185*t)/(t^2-370*t+1), 4*t/(t^2-370*t+1) X^2-2140*Y^2 = 1, [5241052780831, 113295235548], (1-5241052780831*t)/(t^2-\ 10482105561662*t+1), 113295235548*t/(t^2-10482105561662*t+1) X^2-2141*Y^2 = 1, [382148768097565465940572604562541449, 8258936562456706424027181945079340], (1-382148768097565465940572604562541449*t) /(t^2-764297536195130931881145209125082898*t+1), 8258936562456706424027181945079340*t/(t^2-764297536195130931881145209125082898* t+1) X^2-2142*Y^2 = 1, [11663, 252], (1-11663*t)/(t^2-23326*t+1), 252*t/(t^2-23326*t +1) X^2-2143*Y^2 = 1, [20237054048, 437155761], (1-20237054048*t)/(t^2-40474108096* t+1), 437155761*t/(t^2-40474108096*t+1) X^2-2144*Y^2 = 1, [42588211249, 919765275], (1-42588211249*t)/(t^2-85176422498* t+1), 919765275*t/(t^2-85176422498*t+1) X^2-2145*Y^2 = 1, [28159, 608], (1-28159*t)/(t^2-56318*t+1), 608*t/(t^2-56318*t +1) X^2-2146*Y^2 = 1, [88398458648553126433699, 1908226109045577235590], (1-\ 88398458648553126433699*t)/(t^2-176796917297106252867398*t+1), 1908226109045577235590*t/(t^2-176796917297106252867398*t+1) X^2-2147*Y^2 = 1, [19322, 417], (1-19322*t)/(t^2-38644*t+1), 417*t/(t^2-38644*t +1) X^2-2148*Y^2 = 1, [192349463, 4150246], (1-192349463*t)/(t^2-384698926*t+1), 4150246*t/(t^2-384698926*t+1) X^2-2149*Y^2 = 1, [737004830625573318331838783974317934135, 15898352671473750671298540899829872724], (1-\ 737004830625573318331838783974317934135*t)/(t^2-\ 1474009661251146636663677567948635868270*t+1), 15898352671473750671298540899829872724*t/(t^2-\ 1474009661251146636663677567948635868270*t+1) X^2-2150*Y^2 = 1, [216528049, 4669764], (1-216528049*t)/(t^2-433056098*t+1), 4669764*t/(t^2-433056098*t+1) X^2-2151*Y^2 = 1, [76759023628799, 1655042828320], (1-76759023628799*t)/(t^2-\ 153518047257598*t+1), 1655042828320*t/(t^2-153518047257598*t+1) X^2-2152*Y^2 = 1, [9536081203, 205564827], (1-9536081203*t)/(t^2-19072162406*t+ 1), 205564827*t/(t^2-19072162406*t+1) X^2-2153*Y^2 = 1, [107649, 2320], (1-107649*t)/(t^2-215298*t+1), 2320*t/(t^2-\ 215298*t+1) X^2-2154*Y^2 = 1, [818767969199, 17641600980], (1-818767969199*t)/(t^2-\ 1637535938398*t+1), 17641600980*t/(t^2-1637535938398*t+1) X^2-2155*Y^2 = 1, [225634595102009, 4860512347644], (1-225634595102009*t)/(t^2-\ 451269190204018*t+1), 4860512347644*t/(t^2-451269190204018*t+1) X^2-2156*Y^2 = 1, [31521799, 678870], (1-31521799*t)/(t^2-63043598*t+1), 678870 *t/(t^2-63043598*t+1) X^2-2157*Y^2 = 1, [82139999, 1768600], (1-82139999*t)/(t^2-164279998*t+1), 1768600*t/(t^2-164279998*t+1) X^2-2158*Y^2 = 1, [218981472870187, 4713913970514], (1-218981472870187*t)/(t^2-\ 437962945740374*t+1), 4713913970514*t/(t^2-437962945740374*t+1) X^2-2159*Y^2 = 1, [28576, 615], (1-28576*t)/(t^2-57152*t+1), 615*t/(t^2-57152*t +1) X^2-2160*Y^2 = 1, [119071, 2562], (1-119071*t)/(t^2-238142*t+1), 2562*t/(t^2-\ 238142*t+1) X^2-2161*Y^2 = 1, [ 10596799446628733252272832676133784715292720112612262977708598049, 227954059961791143233987331823126742246798584250769902674816680], (1-\ 10596799446628733252272832676133784715292720112612262977708598049*t)/(t^2-\ 21193598893257466504545665352267569430585440225224525955417196098*t+1), 227954059961791143233987331823126742246798584250769902674816680*t/(t^2-\ 21193598893257466504545665352267569430585440225224525955417196098*t+1) X^2-2162*Y^2 = 1, [93, 2], (1-93*t)/(t^2-186*t+1), 2*t/(t^2-186*t+1) X^2-2163*Y^2 = 1, [5767, 124], (1-5767*t)/(t^2-11534*t+1), 124*t/(t^2-11534*t+1 ) X^2-2164*Y^2 = 1, [3707453360023867028800645599667005001, 79697934860635055038593569387598450], (1-3707453360023867028800645599667005001* t)/(t^2-7414906720047734057601291199334010002*t+1), 79697934860635055038593569387598450*t/(t^2-\ 7414906720047734057601291199334010002*t+1) X^2-2165*Y^2 = 1, [122470945304304969, 2632110512057068], (1-122470945304304969 *t)/(t^2-244941890608609938*t+1), 2632110512057068*t/(t^2-244941890608609938*t+ 1) X^2-2166*Y^2 = 1, [456335045, 9805158], (1-456335045*t)/(t^2-912670090*t+1), 9805158*t/(t^2-912670090*t+1) X^2-2167*Y^2 = 1, [44495093096796772, 955834416754893], (1-44495093096796772*t) /(t^2-88990186193593544*t+1), 955834416754893*t/(t^2-88990186193593544*t+1) X^2-2168*Y^2 = 1, [4293183, 92204], (1-4293183*t)/(t^2-8586366*t+1), 92204*t/(t ^2-8586366*t+1) X^2-2169*Y^2 = 1, [10085143557001249, 216547068348200], (1-10085143557001249*t) /(t^2-20170287114002498*t+1), 216547068348200*t/(t^2-20170287114002498*t+1) X^2-2170*Y^2 = 1, [559, 12], (1-559*t)/(t^2-1118*t+1), 12*t/(t^2-1118*t+1) X^2-2171*Y^2 = 1, [10467498023126, 224653389675], (1-10467498023126*t)/(t^2-\ 20934996046252*t+1), 224653389675*t/(t^2-20934996046252*t+1) X^2-2172*Y^2 = 1, [669337, 14362], (1-669337*t)/(t^2-1338674*t+1), 14362*t/(t^2 -1338674*t+1) X^2-2173*Y^2 = 1, [734473, 15756], (1-734473*t)/(t^2-1468946*t+1), 15756*t/(t^2 -1468946*t+1) X^2-2174*Y^2 = 1, [6720269075233323408756735, 144130831594640199270976], (1-\ 6720269075233323408756735*t)/(t^2-13440538150466646817513470*t+1), 144130831594640199270976*t/(t^2-13440538150466646817513470*t+1) X^2-2175*Y^2 = 1, [87724, 1881], (1-87724*t)/(t^2-175448*t+1), 1881*t/(t^2-\ 175448*t+1) X^2-2176*Y^2 = 1, [11995201, 257145], (1-11995201*t)/(t^2-23990402*t+1), 257145 *t/(t^2-23990402*t+1) X^2-2177*Y^2 = 1, [5599, 120], (1-5599*t)/(t^2-11198*t+1), 120*t/(t^2-11198*t+1 ) X^2-2178*Y^2 = 1, [19601, 420], (1-19601*t)/(t^2-39202*t+1), 420*t/(t^2-39202*t +1) X^2-2179*Y^2 = 1, [240603723898420099641751383966815800602410, 5154347913276724527274139160292653303441], (1-\ 240603723898420099641751383966815800602410*t)/(t^2-\ 481207447796840199283502767933631601204820*t+1), 5154347913276724527274139160292653303441*t/(t^2-\ 481207447796840199283502767933631601204820*t+1) X^2-2180*Y^2 = 1, [1961, 42], (1-1961*t)/(t^2-3922*t+1), 42*t/(t^2-3922*t+1) X^2-2181*Y^2 = 1, [6513116394236867715918693317815, 139463643378251489774926196748], (1-6513116394236867715918693317815*t)/(t^2-\ 13026232788473735431837386635630*t+1), 139463643378251489774926196748*t/(t^2-\ 13026232788473735431837386635630*t+1) X^2-2182*Y^2 = 1, [21115315970951941617317, 452033073379115994678], (1-\ 21115315970951941617317*t)/(t^2-42230631941903883234634*t+1), 452033073379115994678*t/(t^2-42230631941903883234634*t+1) X^2-2183*Y^2 = 1, [1107372, 23701], (1-1107372*t)/(t^2-2214744*t+1), 23701*t/(t ^2-2214744*t+1) X^2-2184*Y^2 = 1, [701, 15], (1-701*t)/(t^2-1402*t+1), 15*t/(t^2-1402*t+1) X^2-2185*Y^2 = 1, [2501491975869079, 53514736760052], (1-2501491975869079*t)/(t ^2-5002983951738158*t+1), 53514736760052*t/(t^2-5002983951738158*t+1) X^2-2186*Y^2 = 1, [244092688119258902451, 5220711462650613470], (1-\ 244092688119258902451*t)/(t^2-488185376238517804902*t+1), 5220711462650613470*t /(t^2-488185376238517804902*t+1) X^2-2187*Y^2 = 1, [1385331749802026, 29623024395005], (1-1385331749802026*t)/(t ^2-2770663499604052*t+1), 29623024395005*t/(t^2-2770663499604052*t+1) X^2-2188*Y^2 = 1, [51313727893789284875438776327, 1097008286311765583836380066] , (1-51313727893789284875438776327*t)/(t^2-102627455787578569750877552654*t+1), 1097008286311765583836380066*t/(t^2-102627455787578569750877552654*t+1) X^2-2189*Y^2 = 1, [701284897131794999, 14988963610793700], (1-\ 701284897131794999*t)/(t^2-1402569794263589998*t+1), 14988963610793700*t/(t^2-\ 1402569794263589998*t+1) X^2-2190*Y^2 = 1, [18251, 390], (1-18251*t)/(t^2-36502*t+1), 390*t/(t^2-36502*t +1) X^2-2191*Y^2 = 1, [2812922316995718320, 60094752360539433], (1-\ 2812922316995718320*t)/(t^2-5625844633991436640*t+1), 60094752360539433*t/(t^2-\ 5625844633991436640*t+1) X^2-2192*Y^2 = 1, [6083073, 129928], (1-6083073*t)/(t^2-12166146*t+1), 129928*t /(t^2-12166146*t+1) X^2-2193*Y^2 = 1, [29439864343, 628660956], (1-29439864343*t)/(t^2-58879728686* t+1), 628660956*t/(t^2-58879728686*t+1) X^2-2194*Y^2 = 1, [360608130778278261905, 7698696570811675764], (1-\ 360608130778278261905*t)/(t^2-721216261556556523810*t+1), 7698696570811675764*t /(t^2-721216261556556523810*t+1) X^2-2195*Y^2 = 1, [28764159, 613952], (1-28764159*t)/(t^2-57528318*t+1), 613952 *t/(t^2-57528318*t+1) X^2-2196*Y^2 = 1, [1766319049, 37692330], (1-1766319049*t)/(t^2-3532638098*t+1) , 37692330*t/(t^2-3532638098*t+1) X^2-2197*Y^2 = 1, [14843545748909797093290079362183781339849, 316681451523016538870549220125463648180], (1-\ 14843545748909797093290079362183781339849*t)/(t^2-\ 29687091497819594186580158724367562679698*t+1), 316681451523016538870549220125463648180*t/(t^2-\ 29687091497819594186580158724367562679698*t+1) X^2-2198*Y^2 = 1, [42292347, 902086], (1-42292347*t)/(t^2-84584694*t+1), 902086 *t/(t^2-84584694*t+1) X^2-2199*Y^2 = 1, [678352095385, 14465803324], (1-678352095385*t)/(t^2-\ 1356704190770*t+1), 14465803324*t/(t^2-1356704190770*t+1) X^2-2200*Y^2 = 1, [30580901, 651987], (1-30580901*t)/(t^2-61161802*t+1), 651987 *t/(t^2-61161802*t+1) X^2-2201*Y^2 = 1, [23072561163011325951, 491796897487589120], (1-\ 23072561163011325951*t)/(t^2-46145122326022651902*t+1), 491796897487589120*t/(t ^2-46145122326022651902*t+1) X^2-2202*Y^2 = 1, [593219533, 12641738], (1-593219533*t)/(t^2-1186439066*t+1), 12641738*t/(t^2-1186439066*t+1) X^2-2203*Y^2 = 1, [8826151854096025892882, 188046020279289948171], (1-\ 8826151854096025892882*t)/(t^2-17652303708192051785764*t+1), 188046020279289948171*t/(t^2-17652303708192051785764*t+1) X^2-2204*Y^2 = 1, [140448799, 2991660], (1-140448799*t)/(t^2-280897598*t+1), 2991660*t/(t^2-280897598*t+1) X^2-2205*Y^2 = 1, [51841, 1104], (1-51841*t)/(t^2-103682*t+1), 1104*t/(t^2-\ 103682*t+1) X^2-2206*Y^2 = 1, [879046987036219577199102482497977431003135, 18715840511342009929147489921762333395648], (1-\ 879046987036219577199102482497977431003135*t)/(t^2-\ 1758093974072439154398204964995954862006270*t+1), 18715840511342009929147489921762333395648*t/(t^2-\ 1758093974072439154398204964995954862006270*t+1) X^2-2207*Y^2 = 1, [2208, 47], (1-2208*t)/(t^2-4416*t+1), 47*t/(t^2-4416*t+1) X^2-2208*Y^2 = 1, [47, 1], (1-47*t)/(t^2-94*t+1), t/(t^2-94*t+1) X^2-2210*Y^2 = 1, [4419, 94], (1-4419*t)/(t^2-8838*t+1), 94*t/(t^2-8838*t+1) X^2-2211*Y^2 = 1, [2210, 47], (1-2210*t)/(t^2-4420*t+1), 47*t/(t^2-4420*t+1) X^2-2212*Y^2 = 1, [624635837407, 13281108852], (1-624635837407*t)/(t^2-\ 1249271674814*t+1), 13281108852*t/(t^2-1249271674814*t+1) X^2-2213*Y^2 = 1, [5404256649, 114880220], (1-5404256649*t)/(t^2-10808513298*t+ 1), 114880220*t/(t^2-10808513298*t+1) X^2-2214*Y^2 = 1, [2801381440774085, 59536519034846], (1-2801381440774085*t)/(t ^2-5602762881548170*t+1), 59536519034846*t/(t^2-5602762881548170*t+1) X^2-2215*Y^2 = 1, [30409059868444, 646124379867], (1-30409059868444*t)/(t^2-\ 60818119736888*t+1), 646124379867*t/(t^2-60818119736888*t+1) X^2-2216*Y^2 = 1, [60756099699, 1290639665], (1-60756099699*t)/(t^2-\ 121512199398*t+1), 1290639665*t/(t^2-121512199398*t+1) X^2-2217*Y^2 = 1, [33101760540247, 703020915868], (1-33101760540247*t)/(t^2-\ 66203521080494*t+1), 703020915868*t/(t^2-66203521080494*t+1) X^2-2218*Y^2 = 1, [188104237664228083, 3994089649883646], (1-188104237664228083 *t)/(t^2-376208475328456166*t+1), 3994089649883646*t/(t^2-376208475328456166*t+ 1) X^2-2219*Y^2 = 1, [2405842335, 51072664], (1-2405842335*t)/(t^2-4811684670*t+1) , 51072664*t/(t^2-4811684670*t+1) X^2-2220*Y^2 = 1, [6581191, 139678], (1-6581191*t)/(t^2-13162382*t+1), 139678*t /(t^2-13162382*t+1) X^2-2221*Y^2 = 1, [63063885597291636324495049, 1338155077873850588494620], (1-\ 63063885597291636324495049*t)/(t^2-126127771194583272648990098*t+1), 1338155077873850588494620*t/(t^2-126127771194583272648990098*t+1) X^2-2222*Y^2 = 1, [9899, 210], (1-9899*t)/(t^2-19798*t+1), 210*t/(t^2-19798*t+1 ) X^2-2223*Y^2 = 1, [85292, 1809], (1-85292*t)/(t^2-170584*t+1), 1809*t/(t^2-\ 170584*t+1) X^2-2224*Y^2 = 1, [12032115501124999, 255137679217125], (1-12032115501124999*t) /(t^2-24064231002249998*t+1), 255137679217125*t/(t^2-24064231002249998*t+1) X^2-2225*Y^2 = 1, [500001, 10600], (1-500001*t)/(t^2-1000002*t+1), 10600*t/(t^2 -1000002*t+1) X^2-2226*Y^2 = 1, [48799645, 1034318], (1-48799645*t)/(t^2-97599290*t+1), 1034318*t/(t^2-97599290*t+1) X^2-2227*Y^2 = 1, [255171482138190122, 5407194947981673], (1-255171482138190122 *t)/(t^2-510342964276380244*t+1), 5407194947981673*t/(t^2-510342964276380244*t+ 1) X^2-2228*Y^2 = 1, [27849, 590], (1-27849*t)/(t^2-55698*t+1), 590*t/(t^2-55698*t +1) X^2-2229*Y^2 = 1, [6746130544160303087615, 142889299355407689216], (1-\ 6746130544160303087615*t)/(t^2-13492261088320606175230*t+1), 142889299355407689216*t/(t^2-13492261088320606175230*t+1) X^2-2230*Y^2 = 1, [72251, 1530], (1-72251*t)/(t^2-144502*t+1), 1530*t/(t^2-\ 144502*t+1) X^2-2231*Y^2 = 1, [147355320, 3119723], (1-147355320*t)/(t^2-294710640*t+1), 3119723*t/(t^2-294710640*t+1) X^2-2232*Y^2 = 1, [7937, 168], (1-7937*t)/(t^2-15874*t+1), 168*t/(t^2-15874*t+1 ) X^2-2233*Y^2 = 1, [10207, 216], (1-10207*t)/(t^2-20414*t+1), 216*t/(t^2-20414*t +1) X^2-2234*Y^2 = 1, [5962484828624480578892499, 126149549118783899016350], (1-\ 5962484828624480578892499*t)/(t^2-11924969657248961157784998*t+1), 126149549118783899016350*t/(t^2-11924969657248961157784998*t+1) X^2-2235*Y^2 = 1, [626546, 13253], (1-626546*t)/(t^2-1253092*t+1), 13253*t/(t^2 -1253092*t+1) X^2-2236*Y^2 = 1, [506568295, 10712778], (1-506568295*t)/(t^2-1013136590*t+1), 10712778*t/(t^2-1013136590*t+1) X^2-2237*Y^2 = 1, [1976004569358981995803614798641072649, 41778702912417782604576378017491660], (1-1976004569358981995803614798641072649* t)/(t^2-3952009138717963991607229597282145298*t+1), 41778702912417782604576378017491660*t/(t^2-\ 3952009138717963991607229597282145298*t+1) X^2-2238*Y^2 = 1, [252149, 5330], (1-252149*t)/(t^2-504298*t+1), 5330*t/(t^2-\ 504298*t+1) X^2-2239*Y^2 = 1, [125056611057426103817571970427014880, 2642893170294320623381279806789729], (1-125056611057426103817571970427014880*t) /(t^2-250113222114852207635143940854029760*t+1), 2642893170294320623381279806789729*t/(t^2-250113222114852207635143940854029760* t+1) X^2-2240*Y^2 = 1, [10081, 213], (1-10081*t)/(t^2-20162*t+1), 213*t/(t^2-20162*t +1) X^2-2241*Y^2 = 1, [8553815, 180692], (1-8553815*t)/(t^2-17107630*t+1), 180692*t /(t^2-17107630*t+1) X^2-2242*Y^2 = 1, [8130355506858257, 171708475260588], (1-8130355506858257*t)/( t^2-16260711013716514*t+1), 171708475260588*t/(t^2-16260711013716514*t+1) X^2-2243*Y^2 = 1, [4216034762, 89020401], (1-4216034762*t)/(t^2-8432069524*t+1) , 89020401*t/(t^2-8432069524*t+1) X^2-2244*Y^2 = 1, [522785, 11036], (1-522785*t)/(t^2-1045570*t+1), 11036*t/(t^2 -1045570*t+1) X^2-2245*Y^2 = 1, [3881607656256161, 81922550194296], (1-3881607656256161*t)/(t ^2-7763215312512322*t+1), 81922550194296*t/(t^2-7763215312512322*t+1) X^2-2246*Y^2 = 1, [105964274723956380485, 2235911419162860462], (1-\ 105964274723956380485*t)/(t^2-211928549447912760970*t+1), 2235911419162860462*t /(t^2-211928549447912760970*t+1) X^2-2247*Y^2 = 1, [18724, 395], (1-18724*t)/(t^2-37448*t+1), 395*t/(t^2-37448*t +1) X^2-2248*Y^2 = 1, [220938497, 4659864], (1-220938497*t)/(t^2-441876994*t+1), 4659864*t/(t^2-441876994*t+1) X^2-2249*Y^2 = 1, [77728359201, 1639021960], (1-77728359201*t)/(t^2-\ 155456718402*t+1), 1639021960*t/(t^2-155456718402*t+1) X^2-2250*Y^2 = 1, [39480499, 832322], (1-39480499*t)/(t^2-78960998*t+1), 832322 *t/(t^2-78960998*t+1) X^2-2251*Y^2 = 1, [182330, 3843], (1-182330*t)/(t^2-364660*t+1), 3843*t/(t^2-\ 364660*t+1) X^2-2252*Y^2 = 1, [9281213767, 195578262], (1-9281213767*t)/(t^2-18562427534*t+ 1), 195578262*t/(t^2-18562427534*t+1) X^2-2253*Y^2 = 1, [32049873888048012151, 675220670884419660], (1-\ 32049873888048012151*t)/(t^2-64099747776096024302*t+1), 675220670884419660*t/(t ^2-64099747776096024302*t+1) X^2-2254*Y^2 = 1, [57643991108495, 1214163258516], (1-57643991108495*t)/(t^2-\ 115287982216990*t+1), 1214163258516*t/(t^2-115287982216990*t+1) X^2-2255*Y^2 = 1, [3609, 76], (1-3609*t)/(t^2-7218*t+1), 76*t/(t^2-7218*t+1) X^2-2256*Y^2 = 1, [95, 2], (1-95*t)/(t^2-190*t+1), 2*t/(t^2-190*t+1) X^2-2257*Y^2 = 1, [4940078897198882821249, 103984379707270328400], (1-\ 4940078897198882821249*t)/(t^2-9880157794397765642498*t+1), 103984379707270328400*t/(t^2-9880157794397765642498*t+1) X^2-2258*Y^2 = 1, [2426397123, 51062246], (1-2426397123*t)/(t^2-4852794246*t+1) , 51062246*t/(t^2-4852794246*t+1) X^2-2259*Y^2 = 1, [3674890, 77319], (1-3674890*t)/(t^2-7349780*t+1), 77319*t/(t ^2-7349780*t+1) X^2-2260*Y^2 = 1, [435259412378569, 9155750551974], (1-435259412378569*t)/(t^2-\ 870518824757138*t+1), 9155750551974*t/(t^2-870518824757138*t+1) X^2-2261*Y^2 = 1, [951, 20], (1-951*t)/(t^2-1902*t+1), 20*t/(t^2-1902*t+1) X^2-2262*Y^2 = 1, [97499, 2050], (1-97499*t)/(t^2-194998*t+1), 2050*t/(t^2-\ 194998*t+1) X^2-2263*Y^2 = 1, [110888, 2331], (1-110888*t)/(t^2-221776*t+1), 2331*t/(t^2-\ 221776*t+1) X^2-2264*Y^2 = 1, [95609285, 2009379], (1-95609285*t)/(t^2-191218570*t+1), 2009379*t/(t^2-191218570*t+1) X^2-2265*Y^2 = 1, [486976309471, 10232310984], (1-486976309471*t)/(t^2-\ 973952618942*t+1), 10232310984*t/(t^2-973952618942*t+1) X^2-2266*Y^2 = 1, [2764743626523751885, 58079773336224042], (1-\ 2764743626523751885*t)/(t^2-5529487253047503770*t+1), 58079773336224042*t/(t^2-\ 5529487253047503770*t+1) X^2-2267*Y^2 = 1, [11121951531682, 233590533237], (1-11121951531682*t)/(t^2-\ 22243903063364*t+1), 233590533237*t/(t^2-22243903063364*t+1) X^2-2268*Y^2 = 1, [8193151, 172040], (1-8193151*t)/(t^2-16386302*t+1), 172040*t /(t^2-16386302*t+1) X^2-2269*Y^2 = 1, [30021853822377566529035247049, 630260744425631939359631940], (1-30021853822377566529035247049*t)/(t^2-60043707644755133058070494098*t+1), 630260744425631939359631940*t/(t^2-60043707644755133058070494098*t+1) X^2-2270*Y^2 = 1, [24618466891, 516711438], (1-24618466891*t)/(t^2-49236933782* t+1), 516711438*t/(t^2-49236933782*t+1) X^2-2271*Y^2 = 1, [2737623170905, 57446701988], (1-2737623170905*t)/(t^2-\ 5475246341810*t+1), 57446701988*t/(t^2-5475246341810*t+1) X^2-2272*Y^2 = 1, [143, 3], (1-143*t)/(t^2-286*t+1), 3*t/(t^2-286*t+1) X^2-2273*Y^2 = 1, [765910128188622849, 16064902521711040], (1-\ 765910128188622849*t)/(t^2-1531820256377245698*t+1), 16064902521711040*t/(t^2-\ 1531820256377245698*t+1) X^2-2274*Y^2 = 1, [22036808705, 462118624], (1-22036808705*t)/(t^2-44073617410* t+1), 462118624*t/(t^2-44073617410*t+1) X^2-2275*Y^2 = 1, [1574, 33], (1-1574*t)/(t^2-3148*t+1), 33*t/(t^2-3148*t+1) X^2-2276*Y^2 = 1, [16760473211643448449, 351317794262007160], (1-\ 16760473211643448449*t)/(t^2-33520946423286896898*t+1), 351317794262007160*t/(t ^2-33520946423286896898*t+1) X^2-2277*Y^2 = 1, [3222617399, 67534740], (1-3222617399*t)/(t^2-6445234798*t+1) , 67534740*t/(t^2-6445234798*t+1) X^2-2278*Y^2 = 1, [14945957, 313146], (1-14945957*t)/(t^2-29891914*t+1), 313146 *t/(t^2-29891914*t+1) X^2-2279*Y^2 = 1, [181556905575, 3803125084], (1-181556905575*t)/(t^2-\ 363113811150*t+1), 3803125084*t/(t^2-363113811150*t+1) X^2-2280*Y^2 = 1, [191, 4], (1-191*t)/(t^2-382*t+1), 4*t/(t^2-382*t+1) X^2-2281*Y^2 = 1, [ 2981649830743654269669907724743299862819650512057127554474550049, 62430094928777423119382521794712492545154361356761603591711480], (1-\ 2981649830743654269669907724743299862819650512057127554474550049*t)/(t^2-\ 5963299661487308539339815449486599725639301024114255108949100098*t+1), 62430094928777423119382521794712492545154361356761603591711480*t/(t^2-\ 5963299661487308539339815449486599725639301024114255108949100098*t+1) X^2-2282*Y^2 = 1, [3570351, 74740], (1-3570351*t)/(t^2-7140702*t+1), 74740*t/(t ^2-7140702*t+1) X^2-2283*Y^2 = 1, [79834226, 1670845], (1-79834226*t)/(t^2-159668452*t+1), 1670845*t/(t^2-159668452*t+1) X^2-2284*Y^2 = 1, [65612063992983395551353492198003600753799, 1372889710241988479048470561798891118310], (1-\ 65612063992983395551353492198003600753799*t)/(t^2-\ 131224127985966791102706984396007201507598*t+1), 1372889710241988479048470561798891118310*t/(t^2-\ 131224127985966791102706984396007201507598*t+1) X^2-2285*Y^2 = 1, [93197234874249, 1949664683980], (1-93197234874249*t)/(t^2-\ 186394469748498*t+1), 1949664683980*t/(t^2-186394469748498*t+1) X^2-2286*Y^2 = 1, [130049, 2720], (1-130049*t)/(t^2-260098*t+1), 2720*t/(t^2-\ 260098*t+1) X^2-2287*Y^2 = 1, [3408802706371217226890624, 71280179337004908750375], (1-\ 3408802706371217226890624*t)/(t^2-6817605412742434453781248*t+1), 71280179337004908750375*t/(t^2-6817605412742434453781248*t+1) X^2-2288*Y^2 = 1, [287, 6], (1-287*t)/(t^2-574*t+1), 6*t/(t^2-574*t+1) X^2-2289*Y^2 = 1, [2883049, 60260], (1-2883049*t)/(t^2-5766098*t+1), 60260*t/(t ^2-5766098*t+1) X^2-2290*Y^2 = 1, [3609620264130499, 75429942195210], (1-3609620264130499*t)/(t ^2-7219240528260998*t+1), 75429942195210*t/(t^2-7219240528260998*t+1) X^2-2291*Y^2 = 1, [82926027861510, 1732520247017], (1-82926027861510*t)/(t^2-\ 165852055723020*t+1), 1732520247017*t/(t^2-165852055723020*t+1) X^2-2292*Y^2 = 1, [383, 8], (1-383*t)/(t^2-766*t+1), 8*t/(t^2-766*t+1) X^2-2293*Y^2 = 1, [ 3996915809449797781026127104343692038269891422048887887519392649, 83468569984407449450628148057917020621955697123575980095681020], (1-\ 3996915809449797781026127104343692038269891422048887887519392649*t)/(t^2-\ 7993831618899595562052254208687384076539782844097775775038785298*t+1), 83468569984407449450628148057917020621955697123575980095681020*t/(t^2-\ 7993831618899595562052254208687384076539782844097775775038785298*t+1) X^2-2294*Y^2 = 1, [3294555, 68786], (1-3294555*t)/(t^2-6589110*t+1), 68786*t/(t ^2-6589110*t+1) X^2-2295*Y^2 = 1, [16336, 341], (1-16336*t)/(t^2-32672*t+1), 341*t/(t^2-32672*t +1) X^2-2296*Y^2 = 1, [575, 12], (1-575*t)/(t^2-1150*t+1), 12*t/(t^2-1150*t+1) X^2-2297*Y^2 = 1, [387430169379776126085928364346126849, 8083751207539140825274724655487520], (1-387430169379776126085928364346126849*t) /(t^2-774860338759552252171856728692253698*t+1), 8083751207539140825274724655487520*t/(t^2-774860338759552252171856728692253698* t+1) X^2-2298*Y^2 = 1, [767, 16], (1-767*t)/(t^2-1534*t+1), 16*t/(t^2-1534*t+1) X^2-2299*Y^2 = 1, [19651490, 409851], (1-19651490*t)/(t^2-39302980*t+1), 409851 *t/(t^2-39302980*t+1) X^2-2300*Y^2 = 1, [1151, 24], (1-1151*t)/(t^2-2302*t+1), 24*t/(t^2-2302*t+1) X^2-2301*Y^2 = 1, [1535, 32], (1-1535*t)/(t^2-3070*t+1), 32*t/(t^2-3070*t+1) X^2-2302*Y^2 = 1, [2303, 48], (1-2303*t)/(t^2-4606*t+1), 48*t/(t^2-4606*t+1) X^2-2303*Y^2 = 1, [48, 1], (1-48*t)/(t^2-96*t+1), t/(t^2-96*t+1) X^2-2305*Y^2 = 1, [4609, 96], (1-4609*t)/(t^2-9218*t+1), 96*t/(t^2-9218*t+1) X^2-2306*Y^2 = 1, [2305, 48], (1-2305*t)/(t^2-4610*t+1), 48*t/(t^2-4610*t+1) X^2-2307*Y^2 = 1, [1537, 32], (1-1537*t)/(t^2-3074*t+1), 32*t/(t^2-3074*t+1) X^2-2308*Y^2 = 1, [1153, 24], (1-1153*t)/(t^2-2306*t+1), 24*t/(t^2-2306*t+1) X^2-2309*Y^2 = 1, [14554556667841571687399049, 302891450437481103365540], (1-\ 14554556667841571687399049*t)/(t^2-29109113335683143374798098*t+1), 302891450437481103365540*t/(t^2-29109113335683143374798098*t+1) X^2-2310*Y^2 = 1, [769, 16], (1-769*t)/(t^2-1538*t+1), 16*t/(t^2-1538*t+1) X^2-2311*Y^2 = 1, [400892050972310899724010277137604913515533179720, 8339259190601108963913338322963746423187510147], (1-\ 400892050972310899724010277137604913515533179720*t)/(t^2-\ 801784101944621799448020554275209827031066359440*t+1), 8339259190601108963913338322963746423187510147*t/(t^2-\ 801784101944621799448020554275209827031066359440*t+1) X^2-2312*Y^2 = 1, [577, 12], (1-577*t)/(t^2-1154*t+1), 12*t/(t^2-1154*t+1) X^2-2313*Y^2 = 1, [526337, 10944], (1-526337*t)/(t^2-1052674*t+1), 10944*t/(t^2 -1052674*t+1) X^2-2314*Y^2 = 1, [283149908724275862475699, 5886196398574838457570], (1-\ 283149908724275862475699*t)/(t^2-566299817448551724951398*t+1), 5886196398574838457570*t/(t^2-566299817448551724951398*t+1) X^2-2315*Y^2 = 1, [131533206, 2733757], (1-131533206*t)/(t^2-263066412*t+1), 2733757*t/(t^2-263066412*t+1) X^2-2316*Y^2 = 1, [385, 8], (1-385*t)/(t^2-770*t+1), 8*t/(t^2-770*t+1) X^2-2317*Y^2 = 1, [837558013263245527053151, 17400105486629221264920], (1-\ 837558013263245527053151*t)/(t^2-1675116026526491054106302*t+1), 17400105486629221264920*t/(t^2-1675116026526491054106302*t+1) X^2-2318*Y^2 = 1, [2588597, 53766], (1-2588597*t)/(t^2-5177194*t+1), 53766*t/(t ^2-5177194*t+1) X^2-2319*Y^2 = 1, [11248310441088076, 233580680620735], (1-11248310441088076*t) /(t^2-22496620882176152*t+1), 233580680620735*t/(t^2-22496620882176152*t+1) X^2-2320*Y^2 = 1, [289, 6], (1-289*t)/(t^2-578*t+1), 6*t/(t^2-578*t+1) X^2-2321*Y^2 = 1, [418350700413556946199, 8683662388409533340], (1-\ 418350700413556946199*t)/(t^2-836701400827113892398*t+1), 8683662388409533340*t /(t^2-836701400827113892398*t+1) X^2-2322*Y^2 = 1, [67897601, 1409040], (1-67897601*t)/(t^2-135795202*t+1), 1409040*t/(t^2-135795202*t+1) X^2-2323*Y^2 = 1, [32130633887, 666645096], (1-32130633887*t)/(t^2-64261267774* t+1), 666645096*t/(t^2-64261267774*t+1) X^2-2324*Y^2 = 1, [152071153975, 3154487274], (1-152071153975*t)/(t^2-\ 304142307950*t+1), 3154487274*t/(t^2-304142307950*t+1) X^2-2325*Y^2 = 1, [12151, 252], (1-12151*t)/(t^2-24302*t+1), 252*t/(t^2-24302*t +1) X^2-2326*Y^2 = 1, [1011704154316301042971871388557808298433676201125, 20977255994808703605657308111046802217613857982], (1-\ 1011704154316301042971871388557808298433676201125*t)/(t^2-\ 2023408308632602085943742777115616596867352402250*t+1), 20977255994808703605657308111046802217613857982*t/(t^2-\ 2023408308632602085943742777115616596867352402250*t+1) X^2-2327*Y^2 = 1, [9050599, 187620], (1-9050599*t)/(t^2-18101198*t+1), 187620*t /(t^2-18101198*t+1) X^2-2328*Y^2 = 1, [193, 4], (1-193*t)/(t^2-386*t+1), 4*t/(t^2-386*t+1) X^2-2329*Y^2 = 1, [1070304336185345, 22178008247616], (1-1070304336185345*t)/(t ^2-2140608672370690*t+1), 22178008247616*t/(t^2-2140608672370690*t+1) X^2-2330*Y^2 = 1, [87463539, 1811962], (1-87463539*t)/(t^2-174927078*t+1), 1811962*t/(t^2-174927078*t+1) X^2-2331*Y^2 = 1, [847225, 17548], (1-847225*t)/(t^2-1694450*t+1), 17548*t/(t^2 -1694450*t+1) X^2-2332*Y^2 = 1, [8429543, 174558], (1-8429543*t)/(t^2-16859086*t+1), 174558*t /(t^2-16859086*t+1) X^2-2333*Y^2 = 1, [952186285721586679031291493824649, 19713537015717627287428087472020], (1-952186285721586679031291493824649*t)/(t^2 -1904372571443173358062582987649298*t+1), 19713537015717627287428087472020*t/(t ^2-1904372571443173358062582987649298*t+1) X^2-2334*Y^2 = 1, [1074126251, 22233350], (1-1074126251*t)/(t^2-2148252502*t+1) , 22233350*t/(t^2-2148252502*t+1) X^2-2335*Y^2 = 1, [4204, 87], (1-4204*t)/(t^2-8408*t+1), 87*t/(t^2-8408*t+1) X^2-2336*Y^2 = 1, [145, 3], (1-145*t)/(t^2-290*t+1), 3*t/(t^2-290*t+1) X^2-2337*Y^2 = 1, [672604673, 13913312], (1-672604673*t)/(t^2-1345209346*t+1), 13913312*t/(t^2-1345209346*t+1) X^2-2338*Y^2 = 1, [675683, 13974], (1-675683*t)/(t^2-1351366*t+1), 13974*t/(t^2 -1351366*t+1) X^2-2339*Y^2 = 1, [6959111461257844826290, 143892673428943412721], (1-\ 6959111461257844826290*t)/(t^2-13918222922515689652580*t+1), 143892673428943412721*t/(t^2-13918222922515689652580*t+1) X^2-2340*Y^2 = 1, [33281, 688], (1-33281*t)/(t^2-66562*t+1), 688*t/(t^2-66562*t +1) X^2-2341*Y^2 = 1, [149596963188697267858901449, 3091876017376235762088660], (1-\ 149596963188697267858901449*t)/(t^2-299193926377394535717802898*t+1), 3091876017376235762088660*t/(t^2-299193926377394535717802898*t+1) X^2-2342*Y^2 = 1, [251103639062501, 5188711946250], (1-251103639062501*t)/(t^2-\ 502207278125002*t+1), 5188711946250*t/(t^2-502207278125002*t+1) X^2-2343*Y^2 = 1, [10649, 220], (1-10649*t)/(t^2-21298*t+1), 220*t/(t^2-21298*t +1) X^2-2344*Y^2 = 1, [33867877212256207699, 699534556029004155], (1-\ 33867877212256207699*t)/(t^2-67735754424512415398*t+1), 699534556029004155*t/(t ^2-67735754424512415398*t+1) X^2-2345*Y^2 = 1, [15129001, 312420], (1-15129001*t)/(t^2-30258002*t+1), 312420 *t/(t^2-30258002*t+1) X^2-2346*Y^2 = 1, [46622195, 962562], (1-46622195*t)/(t^2-93244390*t+1), 962562 *t/(t^2-93244390*t+1) X^2-2347*Y^2 = 1, [323870477352338993274741120507602, 6685206343255953671339194057443], (1-323870477352338993274741120507602*t)/(t^2-\ 647740954704677986549482241015204*t+1), 6685206343255953671339194057443*t/(t^2-\ 647740954704677986549482241015204*t+1) X^2-2348*Y^2 = 1, [7274533788487, 150126071154], (1-7274533788487*t)/(t^2-\ 14549067576974*t+1), 150126071154*t/(t^2-14549067576974*t+1) X^2-2349*Y^2 = 1, [192119201, 3963960], (1-192119201*t)/(t^2-384238402*t+1), 3963960*t/(t^2-384238402*t+1) X^2-2350*Y^2 = 1, [9187426914049, 189522146352], (1-9187426914049*t)/(t^2-\ 18374853828098*t+1), 189522146352*t/(t^2-18374853828098*t+1) X^2-2351*Y^2 = 1, [5381836320, 110995193], (1-5381836320*t)/(t^2-10763672640*t+ 1), 110995193*t/(t^2-10763672640*t+1) X^2-2352*Y^2 = 1, [97, 2], (1-97*t)/(t^2-194*t+1), 2*t/(t^2-194*t+1) X^2-2353*Y^2 = 1, [28426024561897, 586010183844], (1-28426024561897*t)/(t^2-\ 56852049123794*t+1), 586010183844*t/(t^2-56852049123794*t+1) X^2-2354*Y^2 = 1, [26851797424385, 553439475216], (1-26851797424385*t)/(t^2-\ 53703594848770*t+1), 553439475216*t/(t^2-53703594848770*t+1) X^2-2355*Y^2 = 1, [45374, 935], (1-45374*t)/(t^2-90748*t+1), 935*t/(t^2-90748*t +1) X^2-2356*Y^2 = 1, [41423166067036218751, 853405911531873000], (1-\ 41423166067036218751*t)/(t^2-82846332134072437502*t+1), 853405911531873000*t/(t ^2-82846332134072437502*t+1) X^2-2357*Y^2 = 1, [1279572873, 26356348], (1-1279572873*t)/(t^2-2559145746*t+1) , 26356348*t/(t^2-2559145746*t+1) X^2-2358*Y^2 = 1, [104980517, 2161906], (1-104980517*t)/(t^2-209961034*t+1), 2161906*t/(t^2-209961034*t+1) X^2-2359*Y^2 = 1, [8127739376, 167342325], (1-8127739376*t)/(t^2-16255478752*t+ 1), 167342325*t/(t^2-16255478752*t+1) X^2-2360*Y^2 = 1, [5781, 119], (1-5781*t)/(t^2-11562*t+1), 119*t/(t^2-11562*t+1 ) X^2-2361*Y^2 = 1, [272492068098280169294544535, 5607972450814722925722772], (1-\ 272492068098280169294544535*t)/(t^2-544984136196560338589089070*t+1), 5607972450814722925722772*t/(t^2-544984136196560338589089070*t+1) X^2-2362*Y^2 = 1, [118099, 2430], (1-118099*t)/(t^2-236198*t+1), 2430*t/(t^2-\ 236198*t+1) X^2-2363*Y^2 = 1, [1070271226, 22017195], (1-1070271226*t)/(t^2-2140542452*t+1) , 22017195*t/(t^2-2140542452*t+1) X^2-2364*Y^2 = 1, [54897073951, 1129081940], (1-54897073951*t)/(t^2-\ 109794147902*t+1), 1129081940*t/(t^2-109794147902*t+1) X^2-2365*Y^2 = 1, [155231, 3192], (1-155231*t)/(t^2-310462*t+1), 3192*t/(t^2-\ 310462*t+1) X^2-2366*Y^2 = 1, [362074049, 7443720], (1-362074049*t)/(t^2-724148098*t+1), 7443720*t/(t^2-724148098*t+1) X^2-2367*Y^2 = 1, [38713200767, 795719408], (1-38713200767*t)/(t^2-77426401534* t+1), 795719408*t/(t^2-77426401534*t+1) X^2-2368*Y^2 = 1, [10657, 219], (1-10657*t)/(t^2-21314*t+1), 219*t/(t^2-21314*t +1) X^2-2369*Y^2 = 1, [4796828434236403935, 98553409885410536], (1-\ 4796828434236403935*t)/(t^2-9593656868472807870*t+1), 98553409885410536*t/(t^2-\ 9593656868472807870*t+1) X^2-2370*Y^2 = 1, [4406461, 90514], (1-4406461*t)/(t^2-8812922*t+1), 90514*t/(t ^2-8812922*t+1) X^2-2371*Y^2 = 1, [191040489782439912520686852440210, 3923373423465515100422422137087], (1-191040489782439912520686852440210*t)/(t^2-\ 382080979564879825041373704880420*t+1), 3923373423465515100422422137087*t/(t^2-\ 382080979564879825041373704880420*t+1) X^2-2372*Y^2 = 1, [721517598849, 14814588280], (1-721517598849*t)/(t^2-\ 1443035197698*t+1), 14814588280*t/(t^2-1443035197698*t+1) X^2-2373*Y^2 = 1, [19825399, 406980], (1-19825399*t)/(t^2-39650798*t+1), 406980 *t/(t^2-39650798*t+1) X^2-2374*Y^2 = 1, [47541174557527728086227215574494403891385765, 975729756992818394465954368763068733505174], (1-\ 47541174557527728086227215574494403891385765*t)/(t^2-\ 95082349115055456172454431148988807782771530*t+1), 975729756992818394465954368763068733505174*t/(t^2-\ 95082349115055456172454431148988807782771530*t+1) X^2-2375*Y^2 = 1, [1442400999, 29597444], (1-1442400999*t)/(t^2-2884801998*t+1) , 29597444*t/(t^2-2884801998*t+1) X^2-2376*Y^2 = 1, [1098305, 22532], (1-1098305*t)/(t^2-2196610*t+1), 22532*t/(t ^2-2196610*t+1) X^2-2377*Y^2 = 1, [1451575565312415549196945328336473408820113982859200717953, 29773168695558654784315702895565504921917594965036600848], (1-\ 1451575565312415549196945328336473408820113982859200717953*t)/(t^2-\ 2903151130624831098393890656672946817640227965718401435906*t+1), 29773168695558654784315702895565504921917594965036600848*t/(t^2-\ 2903151130624831098393890656672946817640227965718401435906*t+1) X^2-2378*Y^2 = 1, [1374483, 28186], (1-1374483*t)/(t^2-2748966*t+1), 28186*t/(t ^2-2748966*t+1) X^2-2379*Y^2 = 1, [1951, 40], (1-1951*t)/(t^2-3902*t+1), 40*t/(t^2-3902*t+1) X^2-2380*Y^2 = 1, [685536391, 14052126], (1-685536391*t)/(t^2-1371072782*t+1), 14052126*t/(t^2-1371072782*t+1) X^2-2381*Y^2 = 1, [11395736301042986619081135380398394825126509997077449, 233540762241346572206168462525797675029565237626140], (1-\ 11395736301042986619081135380398394825126509997077449*t)/(t^2-\ 22791472602085973238162270760796789650253019994154898*t+1), 233540762241346572206168462525797675029565237626140*t/(t^2-\ 22791472602085973238162270760796789650253019994154898*t+1) X^2-2382*Y^2 = 1, [1135209064373, 23259746202], (1-1135209064373*t)/(t^2-\ 2270418128746*t+1), 23259746202*t/(t^2-2270418128746*t+1) X^2-2383*Y^2 = 1, [19515644377863617024, 399779825830543095], (1-\ 19515644377863617024*t)/(t^2-39031288755727234048*t+1), 399779825830543095*t/(t ^2-39031288755727234048*t+1) X^2-2384*Y^2 = 1, [25801741449, 528440255], (1-25801741449*t)/(t^2-51603482898* t+1), 528440255*t/(t^2-51603482898*t+1) X^2-2385*Y^2 = 1, [73738369, 1509904], (1-73738369*t)/(t^2-147476738*t+1), 1509904*t/(t^2-147476738*t+1) X^2-2386*Y^2 = 1, [341500494791825, 6991270689972], (1-341500494791825*t)/(t^2-\ 683000989583650*t+1), 6991270689972*t/(t^2-683000989583650*t+1) X^2-2387*Y^2 = 1, [342, 7], (1-342*t)/(t^2-684*t+1), 7*t/(t^2-684*t+1) X^2-2388*Y^2 = 1, [463287093751, 9480539250], (1-463287093751*t)/(t^2-\ 926574187502*t+1), 9480539250*t/(t^2-926574187502*t+1) X^2-2389*Y^2 = 1, [306337641617643341027085710770455942914371640417170871093925\ 283234950306862032993601801, 62674703730688515925342321632404835650841113760770\ 86357718810651845698044589579398820], (1-30633764161764334102708571077045594291\ 4371640417170871093925283234950306862032993601801*t)/(t^2-612675283235286682054\ 171421540911885828743280834341742187850566469900613724065987203602*t+1), 626747\ 0373068851592534232163240483565084111376077086357718810651845698044589579398820 *t/(t^2-61267528323528668205417142154091188582874328083434174218785056646990061\ 3724065987203602*t+1) X^2-2390*Y^2 = 1, [38719, 792], (1-38719*t)/(t^2-77438*t+1), 792*t/(t^2-77438*t +1) X^2-2391*Y^2 = 1, [148084286735433124, 3028441506476925], (1-148084286735433124 *t)/(t^2-296168573470866248*t+1), 3028441506476925*t/(t^2-296168573470866248*t+ 1) X^2-2392*Y^2 = 1, [1574351, 32190], (1-1574351*t)/(t^2-3148702*t+1), 32190*t/(t ^2-3148702*t+1) X^2-2393*Y^2 = 1, [295257206251603065899553, 6035721005670799402216], (1-\ 295257206251603065899553*t)/(t^2-590514412503206131799106*t+1), 6035721005670799402216*t/(t^2-590514412503206131799106*t+1) X^2-2394*Y^2 = 1, [685, 14], (1-685*t)/(t^2-1370*t+1), 14*t/(t^2-1370*t+1) X^2-2395*Y^2 = 1, [103771570282402499999, 2120438249781879000], (1-\ 103771570282402499999*t)/(t^2-207543140564804999998*t+1), 2120438249781879000*t /(t^2-207543140564804999998*t+1) X^2-2396*Y^2 = 1, [1218834694718570634844060799, 24900117775077576036296520], ( 1-1218834694718570634844060799*t)/(t^2-2437669389437141269688121598*t+1), 24900117775077576036296520*t/(t^2-2437669389437141269688121598*t+1) X^2-2397*Y^2 = 1, [58751, 1200], (1-58751*t)/(t^2-117502*t+1), 1200*t/(t^2-\ 117502*t+1) X^2-2398*Y^2 = 1, [47758341060857899, 975269501660730], (1-47758341060857899*t) /(t^2-95516682121715798*t+1), 975269501660730*t/(t^2-95516682121715798*t+1) X^2-2399*Y^2 = 1, [2400, 49], (1-2400*t)/(t^2-4800*t+1), 49*t/(t^2-4800*t+1) X^2-2400*Y^2 = 1, [49, 1], (1-49*t)/(t^2-98*t+1), t/(t^2-98*t+1) X^2-2402*Y^2 = 1, [4803, 98], (1-4803*t)/(t^2-9606*t+1), 98*t/(t^2-9606*t+1) X^2-2403*Y^2 = 1, [2402, 49], (1-2402*t)/(t^2-4804*t+1), 49*t/(t^2-4804*t+1) X^2-2404*Y^2 = 1, [38902815462492318420311478049, 793439471050944180129312540], (1-38902815462492318420311478049*t)/(t^2-77805630924984636840622956098*t+1), 793439471050944180129312540*t/(t^2-77805630924984636840622956098*t+1) X^2-2405*Y^2 = 1, [6937948809, 141472996], (1-6937948809*t)/(t^2-13875897618*t+ 1), 141472996*t/(t^2-13875897618*t+1) X^2-2406*Y^2 = 1, [1238586474725, 25250996502], (1-1238586474725*t)/(t^2-\ 2477172949450*t+1), 25250996502*t/(t^2-2477172949450*t+1) X^2-2407*Y^2 = 1, [8008988057, 163244892], (1-8008988057*t)/(t^2-16017976114*t+ 1), 163244892*t/(t^2-16017976114*t+1) X^2-2408*Y^2 = 1, [687, 14], (1-687*t)/(t^2-1374*t+1), 14*t/(t^2-1374*t+1) X^2-2409*Y^2 = 1, [54540119886935, 1111213958756], (1-54540119886935*t)/(t^2-\ 109080239773870*t+1), 1111213958756*t/(t^2-109080239773870*t+1) X^2-2410*Y^2 = 1, [58321, 1188], (1-58321*t)/(t^2-116642*t+1), 1188*t/(t^2-\ 116642*t+1) X^2-2411*Y^2 = 1, [28919582002250, 588970315053], (1-28919582002250*t)/(t^2-\ 57839164004500*t+1), 588970315053*t/(t^2-57839164004500*t+1) X^2-2412*Y^2 = 1, [4771081927, 97146738], (1-4771081927*t)/(t^2-9542163854*t+1) , 97146738*t/(t^2-9542163854*t+1) X^2-2413*Y^2 = 1, [5955988434047976099520351, 121248167838150333490920], (1-\ 5955988434047976099520351*t)/(t^2-11911976868095952199040702*t+1), 121248167838150333490920*t/(t^2-11911976868095952199040702*t+1) X^2-2414*Y^2 = 1, [100086180495, 2037067796], (1-100086180495*t)/(t^2-\ 200172360990*t+1), 2037067796*t/(t^2-200172360990*t+1) X^2-2415*Y^2 = 1, [344, 7], (1-344*t)/(t^2-688*t+1), 7*t/(t^2-688*t+1) X^2-2416*Y^2 = 1, [5972991296311683199, 121518784531975860], (1-\ 5972991296311683199*t)/(t^2-11945982592623366398*t+1), 121518784531975860*t/(t^ 2-11945982592623366398*t+1) X^2-2417*Y^2 = 1, [15099342054911294840646401195553, 307128202758641061628344663368], (1-15099342054911294840646401195553*t)/(t^2-\ 30198684109822589681292802391106*t+1), 307128202758641061628344663368*t/(t^2-\ 30198684109822589681292802391106*t+1) X^2-2418*Y^2 = 1, [65597, 1334], (1-65597*t)/(t^2-131194*t+1), 1334*t/(t^2-\ 131194*t+1) X^2-2419*Y^2 = 1, [2951, 60], (1-2951*t)/(t^2-5902*t+1), 60*t/(t^2-5902*t+1) X^2-2420*Y^2 = 1, [930249, 18910], (1-930249*t)/(t^2-1860498*t+1), 18910*t/(t^2 -1860498*t+1) X^2-2421*Y^2 = 1, [361751201, 7352120], (1-361751201*t)/(t^2-723502402*t+1), 7352120*t/(t^2-723502402*t+1) X^2-2422*Y^2 = 1, [182777975301851, 3713956329390], (1-182777975301851*t)/(t^2-\ 365555950603702*t+1), 3713956329390*t/(t^2-365555950603702*t+1) X^2-2423*Y^2 = 1, [1317502788468009048, 26765467659400331], (1-\ 1317502788468009048*t)/(t^2-2635005576936018096*t+1), 26765467659400331*t/(t^2-\ 2635005576936018096*t+1) X^2-2424*Y^2 = 1, [42187499, 856875], (1-42187499*t)/(t^2-84374998*t+1), 856875 *t/(t^2-84374998*t+1) X^2-2425*Y^2 = 1, [991148570062293006927649, 20127177993808386791352], (1-\ 991148570062293006927649*t)/(t^2-1982297140124586013855298*t+1), 20127177993808386791352*t/(t^2-1982297140124586013855298*t+1) X^2-2426*Y^2 = 1, [148314191694360051, 3011184116724010], (1-148314191694360051 *t)/(t^2-296628383388720102*t+1), 3011184116724010*t/(t^2-296628383388720102*t+ 1) X^2-2427*Y^2 = 1, [160300922, 3253877], (1-160300922*t)/(t^2-320601844*t+1), 3253877*t/(t^2-320601844*t+1) X^2-2428*Y^2 = 1, [53841889845336579650047, 1092687447326186116944], (1-\ 53841889845336579650047*t)/(t^2-107683779690673159300094*t+1), 1092687447326186116944*t/(t^2-107683779690673159300094*t+1) X^2-2429*Y^2 = 1, [20531295, 416584], (1-20531295*t)/(t^2-41062590*t+1), 416584 *t/(t^2-41062590*t+1) X^2-2430*Y^2 = 1, [592479412811, 12019049602], (1-592479412811*t)/(t^2-\ 1184958825622*t+1), 12019049602*t/(t^2-1184958825622*t+1) X^2-2431*Y^2 = 1, [189161350676, 3836541735], (1-189161350676*t)/(t^2-\ 378322701352*t+1), 3836541735*t/(t^2-378322701352*t+1) X^2-2432*Y^2 = 1, [14982337, 303807], (1-14982337*t)/(t^2-29964674*t+1), 303807 *t/(t^2-29964674*t+1) X^2-2433*Y^2 = 1, [63670563626691168727, 1290825808144164404], (1-\ 63670563626691168727*t)/(t^2-127341127253382337454*t+1), 1290825808144164404*t/ (t^2-127341127253382337454*t+1) X^2-2434*Y^2 = 1, [21905, 444], (1-21905*t)/(t^2-43810*t+1), 444*t/(t^2-43810*t +1) X^2-2435*Y^2 = 1, [186599406, 3781471], (1-186599406*t)/(t^2-373198812*t+1), 3781471*t/(t^2-373198812*t+1) X^2-2436*Y^2 = 1, [605695, 12272], (1-605695*t)/(t^2-1211390*t+1), 12272*t/(t^2 -1211390*t+1) X^2-2437*Y^2 = 1, [32472696755920330690080711263965017645143994091448496649, 657795036819592171651043118041465257939716709324785540], (1-\ 32472696755920330690080711263965017645143994091448496649*t)/(t^2-\ 64945393511840661380161422527930035290287988182896993298*t+1), 657795036819592171651043118041465257939716709324785540*t/(t^2-\ 64945393511840661380161422527930035290287988182896993298*t+1) X^2-2438*Y^2 = 1, [1259387, 25506], (1-1259387*t)/(t^2-2518774*t+1), 25506*t/(t ^2-2518774*t+1) X^2-2439*Y^2 = 1, [115974983600, 2348326179], (1-115974983600*t)/(t^2-\ 231949967200*t+1), 2348326179*t/(t^2-231949967200*t+1) X^2-2440*Y^2 = 1, [10323982819, 209002923], (1-10323982819*t)/(t^2-20647965638* t+1), 209002923*t/(t^2-20647965638*t+1) X^2-2441*Y^2 = 1, [510786067005253200696624792919527201, 10338443354694960248057023374262280], (1-510786067005253200696624792919527201*t )/(t^2-1021572134010506401393249585839054402*t+1), 10338443354694960248057023374262280*t/(t^2-\ 1021572134010506401393249585839054402*t+1) X^2-2442*Y^2 = 1, [593, 12], (1-593*t)/(t^2-1186*t+1), 12*t/(t^2-1186*t+1) X^2-2443*Y^2 = 1, [8874529095917582, 179549245356531], (1-8874529095917582*t)/( t^2-17749058191835164*t+1), 179549245356531*t/(t^2-17749058191835164*t+1) X^2-2444*Y^2 = 1, [112267858951, 2270935710], (1-112267858951*t)/(t^2-\ 224535717902*t+1), 2270935710*t/(t^2-224535717902*t+1) X^2-2445*Y^2 = 1, [31066036531361, 628270136424], (1-31066036531361*t)/(t^2-\ 62132073062722*t+1), 628270136424*t/(t^2-62132073062722*t+1) X^2-2446*Y^2 = 1, [110455597406417912886468927634728366095, 2233363954603885561757402472995929212], (1-\ 110455597406417912886468927634728366095*t)/(t^2-\ 220911194812835825772937855269456732190*t+1), 2233363954603885561757402472995929212*t/(t^2-\ 220911194812835825772937855269456732190*t+1) X^2-2447*Y^2 = 1, [2485305658337359728, 50241526235425367], (1-\ 2485305658337359728*t)/(t^2-4970611316674719456*t+1), 50241526235425367*t/(t^2-\ 4970611316674719456*t+1) X^2-2448*Y^2 = 1, [2177, 44], (1-2177*t)/(t^2-4354*t+1), 44*t/(t^2-4354*t+1) X^2-2449*Y^2 = 1, [17658084059996578885631665215199, 356819998742524885088313459480], (1-17658084059996578885631665215199*t)/(t^2-\ 35316168119993157771263330430398*t+1), 356819998742524885088313459480*t/(t^2-\ 35316168119993157771263330430398*t+1) X^2-2450*Y^2 = 1, [99, 2], (1-99*t)/(t^2-198*t+1), 2*t/(t^2-198*t+1) X^2-2451*Y^2 = 1, [6535, 132], (1-6535*t)/(t^2-13070*t+1), 132*t/(t^2-13070*t+1 ) X^2-2452*Y^2 = 1, [464018873584078278910994299849, 9370772892415998940154392170 ], (1-464018873584078278910994299849*t)/(t^2-928037747168156557821988599698*t+1 ), 9370772892415998940154392170*t/(t^2-928037747168156557821988599698*t+1) X^2-2453*Y^2 = 1, [1783, 36], (1-1783*t)/(t^2-3566*t+1), 36*t/(t^2-3566*t+1) X^2-2454*Y^2 = 1, [216954049, 4379560], (1-216954049*t)/(t^2-433908098*t+1), 4379560*t/(t^2-433908098*t+1) X^2-2455*Y^2 = 1, [172714792409, 3485810604], (1-172714792409*t)/(t^2-\ 345429584818*t+1), 3485810604*t/(t^2-345429584818*t+1) X^2-2456*Y^2 = 1, [348291186245, 7027944177], (1-348291186245*t)/(t^2-\ 696582372490*t+1), 7027944177*t/(t^2-696582372490*t+1) X^2-2457*Y^2 = 1, [1536960151, 31007020], (1-1536960151*t)/(t^2-3073920302*t+1) , 31007020*t/(t^2-3073920302*t+1) X^2-2458*Y^2 = 1, [6378289825268544160528375752313946899, 128651042603104621545258765571780830], (1-6378289825268544160528375752313946899 *t)/(t^2-12756579650537088321056751504627893798*t+1), 128651042603104621545258765571780830*t/(t^2-\ 12756579650537088321056751504627893798*t+1) X^2-2459*Y^2 = 1, [710650, 14331], (1-710650*t)/(t^2-1421300*t+1), 14331*t/(t^2 -1421300*t+1) X^2-2460*Y^2 = 1, [30751, 620], (1-30751*t)/(t^2-61502*t+1), 620*t/(t^2-61502*t +1) X^2-2461*Y^2 = 1, [264369004501815612568989869316815353659994295, 5329110540731505354807156843228037721873628], (1-\ 264369004501815612568989869316815353659994295*t)/(t^2-\ 528738009003631225137979738633630707319988590*t+1), 5329110540731505354807156843228037721873628*t/(t^2-\ 528738009003631225137979738633630707319988590*t+1) X^2-2462*Y^2 = 1, [831452185599, 16756883680], (1-831452185599*t)/(t^2-\ 1662904371198*t+1), 16756883680*t/(t^2-1662904371198*t+1) X^2-2463*Y^2 = 1, [1005724, 20265], (1-1005724*t)/(t^2-2011448*t+1), 20265*t/(t ^2-2011448*t+1) X^2-2464*Y^2 = 1, [21295, 429], (1-21295*t)/(t^2-42590*t+1), 429*t/(t^2-42590*t +1) X^2-2465*Y^2 = 1, [2340374529, 47138624], (1-2340374529*t)/(t^2-4680749058*t+1) , 47138624*t/(t^2-4680749058*t+1) X^2-2466*Y^2 = 1, [3959299, 79730], (1-3959299*t)/(t^2-7918598*t+1), 79730*t/(t ^2-7918598*t+1) X^2-2467*Y^2 = 1, [22202, 447], (1-22202*t)/(t^2-44404*t+1), 447*t/(t^2-44404*t +1) X^2-2468*Y^2 = 1, [3363593612801313, 67706590009124], (1-3363593612801313*t)/(t ^2-6727187225602626*t+1), 67706590009124*t/(t^2-6727187225602626*t+1) X^2-2469*Y^2 = 1, [555055794150367172751943560055, 11170589578665568769925617436], (1-555055794150367172751943560055*t)/(t^2-\ 1110111588300734345503887120110*t+1), 11170589578665568769925617436*t/(t^2-\ 1110111588300734345503887120110*t+1) X^2-2470*Y^2 = 1, [2426111, 48816], (1-2426111*t)/(t^2-4852222*t+1), 48816*t/(t ^2-4852222*t+1) X^2-2471*Y^2 = 1, [1840324200, 37021837], (1-1840324200*t)/(t^2-3680648400*t+1) , 37021837*t/(t^2-3680648400*t+1) X^2-2472*Y^2 = 1, [10093, 203], (1-10093*t)/(t^2-20186*t+1), 203*t/(t^2-20186*t +1) X^2-2473*Y^2 = 1, [ 1077653091075215311210462410031602054173398008770985049341807649, 21670399651809219935798042140828082155281425528674136093968920], (1-\ 1077653091075215311210462410031602054173398008770985049341807649*t)/(t^2-\ 2155306182150430622420924820063204108346796017541970098683615298*t+1), 21670399651809219935798042140828082155281425528674136093968920*t/(t^2-\ 2155306182150430622420924820063204108346796017541970098683615298*t+1) X^2-2474*Y^2 = 1, [2728833266730348338451, 54862696984913690410], (1-\ 2728833266730348338451*t)/(t^2-5457666533460696676902*t+1), 54862696984913690410*t/(t^2-5457666533460696676902*t+1) X^2-2475*Y^2 = 1, [199, 4], (1-199*t)/(t^2-398*t+1), 4*t/(t^2-398*t+1) X^2-2476*Y^2 = 1, [535019630997701825605781201258769799, 10752127293610865831136805321725270], (1-535019630997701825605781201258769799*t )/(t^2-1070039261995403651211562402517539598*t+1), 10752127293610865831136805321725270*t/(t^2-\ 1070039261995403651211562402517539598*t+1) X^2-2477*Y^2 = 1, [36677684731688649, 736951504575260], (1-36677684731688649*t) /(t^2-73355369463377298*t+1), 736951504575260*t/(t^2-73355369463377298*t+1) X^2-2478*Y^2 = 1, [28673, 576], (1-28673*t)/(t^2-57346*t+1), 576*t/(t^2-57346*t +1) X^2-2479*Y^2 = 1, [5182487094109449252757735, 104087832710449946047284], (1-\ 5182487094109449252757735*t)/(t^2-10364974188218898505515470*t+1), 104087832710449946047284*t/(t^2-10364974188218898505515470*t+1) X^2-2480*Y^2 = 1, [249, 5], (1-249*t)/(t^2-498*t+1), 5*t/(t^2-498*t+1) X^2-2481*Y^2 = 1, [41029787211213179861015, 823731895479202148452], (1-\ 41029787211213179861015*t)/(t^2-82059574422426359722030*t+1), 823731895479202148452*t/(t^2-82059574422426359722030*t+1) X^2-2482*Y^2 = 1, [18471043, 370758], (1-18471043*t)/(t^2-36942086*t+1), 370758 *t/(t^2-36942086*t+1) X^2-2483*Y^2 = 1, [13753, 276], (1-13753*t)/(t^2-27506*t+1), 276*t/(t^2-27506*t +1) X^2-2484*Y^2 = 1, [7775, 156], (1-7775*t)/(t^2-15550*t+1), 156*t/(t^2-15550*t+1 ) X^2-2485*Y^2 = 1, [231097361791031, 4635875787444], (1-231097361791031*t)/(t^2-\ 462194723582062*t+1), 4635875787444*t/(t^2-462194723582062*t+1) X^2-2486*Y^2 = 1, [5174949, 103790], (1-5174949*t)/(t^2-10349898*t+1), 103790*t /(t^2-10349898*t+1) X^2-2487*Y^2 = 1, [18982087189657, 380632678652], (1-18982087189657*t)/(t^2-\ 37964174379314*t+1), 380632678652*t/(t^2-37964174379314*t+1) X^2-2488*Y^2 = 1, [13804370063, 276752406], (1-13804370063*t)/(t^2-27608740126* t+1), 276752406*t/(t^2-27608740126*t+1) X^2-2489*Y^2 = 1, [10463370680512283795799, 209729326793842041340], (1-\ 10463370680512283795799*t)/(t^2-20926741361024567591598*t+1), 209729326793842041340*t/(t^2-20926741361024567591598*t+1) X^2-2490*Y^2 = 1, [499, 10], (1-499*t)/(t^2-998*t+1), 10*t/(t^2-998*t+1) X^2-2491*Y^2 = 1, [715795212645713465, 14341742665249692], (1-\ 715795212645713465*t)/(t^2-1431590425291426930*t+1), 14341742665249692*t/(t^2-\ 1431590425291426930*t+1) X^2-2492*Y^2 = 1, [778751, 15600], (1-778751*t)/(t^2-1557502*t+1), 15600*t/(t^2 -1557502*t+1) X^2-2493*Y^2 = 1, [159150073798980475849, 3187467057959342340], (1-\ 159150073798980475849*t)/(t^2-318300147597960951698*t+1), 3187467057959342340*t /(t^2-318300147597960951698*t+1) X^2-2494*Y^2 = 1, [103140178995886814699, 2065283408799435930], (1-\ 103140178995886814699*t)/(t^2-206280357991773629398*t+1), 2065283408799435930*t /(t^2-206280357991773629398*t+1) X^2-2495*Y^2 = 1, [999, 20], (1-999*t)/(t^2-1998*t+1), 20*t/(t^2-1998*t+1) X^2-2496*Y^2 = 1, [1249, 25], (1-1249*t)/(t^2-2498*t+1), 25*t/(t^2-2498*t+1) X^2-2497*Y^2 = 1, [19409802197604122787127127, 388429171414163648209068], (1-\ 19409802197604122787127127*t)/(t^2-38819604395208245574254254*t+1), 388429171414163648209068*t/(t^2-38819604395208245574254254*t+1) X^2-2498*Y^2 = 1, [2499, 50], (1-2499*t)/(t^2-4998*t+1), 50*t/(t^2-4998*t+1) X^2-2499*Y^2 = 1, [50, 1], (1-50*t)/(t^2-100*t+1), t/(t^2-100*t+1) ------------------------------------------------------------------ This ends this article that took, 585.569, seconds to generate.