| PART 1: | Introduction and Centers X(1) - X(1000) | PART 2: | Centers X(1001) - X(3000) | PART 3: | Centers X(3001) - X(5000) |
| PART 4: | Centers X(5001) - X(7000) | PART 5: | Centers X(7001) - X(10000) | PART 6: | Centers X(10001) - X(12000) |
| PART 7: | Centers X(12001) - X(14000) | PART 8: | Centers X(14001) - X(16000) | PART 9: | Centers X(16001) - X(18000) |
| PART 10: | Centers X(18001) - X(20000) | PART 11: | Centers X(20001) - X(22000) | PART 12: | Centers X(22001) - X(24000) |
| PART 13: | Centers X(24001) - X(26000) | PART 14: | Centers X(26001) - X(28000) | PART 15: | Centers X(28001) - X(30000) |
| PART 16: | Centers X(30001) - X(32000) | PART 17: | Centers X(32001) - X(34000) | PART 18: | Centers X(34001) - X(36000) |
| PART 19: | Centers X(36001) - X(38000) | PART 20: | Centers X(38001) - X(40000) | PART 21: | Centers X(40001) - X(42000) |
| PART 22: | Centers X(42001) - X(44000) | PART 23: | Centers X(44001) - X(46000) | PART 24: | Centers X(46001) - X(48000) |
| PART 25: | Centers X(48001) - X(50000) | PART 26: | Centers X(50001) - X(52000) | PART 27: | Centers X(52001) - X(54000) |
| PART 28: | Centers X(54001) - X(56000) | PART 29: | Centers X(56001) - X(58000) | PART 30: | Centers X(58001) - X(60000) |
| PART 31: | Centers X(60001) - X(62000) | PART 32: | Centers X(62001) - X(64000) | PART 33: | Centers X(64001) - X(66000) |
| PART 34: | Centers X(66001) - X(68000) | PART 35: | Centers X(68001) - X(70000) | PART 36: | Centers X(70001) - X(72000) |
| PART 37: | Centers X(72001) - X(74000) | PART 38: | Centers X(74001) - X(76000) | PART 39: | Centers X(76001) - X(78000) |
| PART 40: | Centers X(78001) - X(80000) | PART 41: | Centers X(80001) - X(82000) | PART 42: | Centers X(82001) - X(84000) |
X(72001) lies on these lines: {1, 25914}, {2, 6}, {5, 5482}, {10, 3742}, {11, 25957}, {43, 4966}, {57, 17279}, {63, 4422}, {88, 33168}, {142, 44417}, {210, 60423}, {226, 3834}, {244, 3703}, {306, 16610}, {312, 1086}, {321, 7263}, {329, 7232}, {345, 17267}, {354, 49524}, {443, 49734}, {474, 65543}, {518, 62673}, {519, 4906}, {536, 24177}, {545, 56082}, {553, 17351}, {594, 19804}, {612, 71322}, {614, 5846}, {750, 29677}, {982, 3932}, {1001, 44419}, {1054, 33158}, {1125, 4682}, {1155, 59580}, {1215, 25557}, {1266, 22034}, {1329, 41682}, {1468, 25992}, {1503, 16434}, {1834, 33833}, {1997, 26132}, {1999, 17366}, {2321, 24175}, {2885, 21031}, {2886, 3836}, {2887, 3816}, {2999, 4851}, {3035, 3771}, {3058, 32948}, {3210, 3943}, {3305, 17332}, {3306, 32777}, {3315, 33091}, {3416, 5272}, {3452, 21255}, {3454, 17527}, {3649, 25591}, {3662, 4415}, {3663, 35652}, {3666, 17243}, {3687, 16602}, {3695, 24046}, {3704, 24174}, {3705, 3756}, {3714, 24178}, {3717, 21342}, {3740, 49511}, {3741, 3826}, {3752, 3912}, {3755, 4891}, {3772, 17282}, {3782, 4358}, {3812, 5835}, {3820, 49993}, {3823, 4847}, {3829, 21241}, {3831, 25466}, {3844, 3848}, {3869, 59704}, {3925, 25961}, {3948, 18739}, {3967, 24231}, {3969, 24183}, {3996, 26073}, {3999, 63147}, {4011, 17768}, {4023, 33081}, {4026, 26102}, {4035, 45204}, {4082, 28582}, {4104, 58451}, {4138, 5087}, {4220, 21167}, {4252, 13742}, {4359, 4665}, {4361, 34255}, {4363, 9776}, {4364, 44307}, {4387, 28530}, {4388, 25531}, {4413, 33171}, {4423, 26034}, {4434, 29672}, {4643, 7308}, {4656, 17235}, {4657, 17022}, {4660, 49736}, {4684, 4849}, {4854, 33125}, {4860, 33163}, {4904, 8056}, {4914, 50949}, {5192, 49745}, {5205, 33124}, {5249, 30818}, {5256, 17390}, {5284, 33086}, {5287, 17045}, {5294, 37520}, {5432, 29632}, {5437, 17284}, {5480, 37521}, {5745, 18214}, {5905, 7238}, {6057, 17155}, {6154, 71452}, {6247, 6891}, {6690, 29642}, {6692, 16608}, {6944, 15873}, {7191, 51147}, {7290, 25509}, {7292, 33078}, {7789, 21477}, {7795, 21526}, {7800, 21514}, {8167, 50295}, {8287, 46828}, {8728, 50605}, {9024, 63513}, {9041, 30615}, {9053, 10327}, {9335, 33089}, {9342, 33175}, {9345, 29663}, {9347, 29666}, {9710, 50608}, {10178, 21629}, {10479, 17529}, {11108, 49728}, {11227, 12618}, {11246, 32930}, {11679, 17278}, {12436, 50054}, {13478, 19512}, {13747, 25645}, {15048, 68938}, {16367, 59625}, {16431, 32459}, {16569, 33087}, {16593, 30822}, {16594, 27131}, {16703, 26235}, {17051, 29655}, {17054, 54433}, {17061, 29649}, {17063, 29674}, {17122, 29637}, {17123, 33085}, {17124, 24943}, {17125, 33080}, {17135, 24988}, {17205, 69439}, {17233, 17490}, {17246, 41839}, {17263, 38000}, {17266, 33116}, {17272, 51780}, {17276, 30568}, {17296, 23511}, {17334, 26840}, {17340, 32939}, {17356, 40940}, {17365, 27064}, {17370, 29841}, {17395, 34064}, {17449, 69298}, {17534, 26064}, {17540, 29473}, {17595, 17776}, {17602, 33123}, {17697, 64159}, {17717, 31242}, {17728, 29857}, {17749, 41014}, {18144, 40012}, {18149, 30631}, {18165, 50609}, {18201, 33164}, {18229, 20195}, {19649, 44882}, {19827, 29613}, {20205, 34852}, {20237, 71002}, {20306, 25681}, {20545, 53566}, {20917, 21025}, {20942, 48629}, {21240, 29571}, {21454, 54389}, {21479, 64035}, {21495, 59545}, {21500, 54075}, {21539, 69206}, {24003, 33064}, {24169, 66071}, {24176, 50042}, {24542, 71479}, {24589, 48636}, {24593, 56520}, {24789, 40480}, {25430, 41312}, {25502, 32784}, {25938, 25968}, {26118, 67865}, {26582, 31028}, {26590, 30967}, {26686, 30174}, {26688, 32859}, {26842, 41242}, {26932, 30827}, {26942, 31231}, {27002, 32851}, {27003, 33157}, {27184, 30829}, {29598, 69095}, {29679, 64149}, {29820, 33079}, {29851, 32918}, {29988, 37596}, {30748, 51150}, {30947, 32773}, {30950, 32781}, {31137, 32865}, {31151, 33106}, {31252, 33138}, {31289, 71489}, {31657, 59637}, {31993, 34824}, {32921, 59477}, {32941, 49732}, {32943, 34612}, {33084, 62711}, {33117, 51463}, {33132, 70219}, {33151, 46938}, {33170, 65112}, {36845, 71327}, {39994, 40013}, {41310, 56078}, {41313, 62818}, {42033, 62300}, {42034, 48627}, {42055, 69297}, {48845, 64167}, {49505, 59684}, {49676, 59511}, {49999, 64172}, {53534, 63139}, {56773, 59695}, {56782, 64158}, {60459, 62814}, {62240, 71638}
X(72001) = midpoint of X(i) and X(j) for these {i,j}: {10327, 17597}, {30615, 62850}
X(72001) = complement of X(4383)
X(72001) = complement of the isogonal conjugate of X(39956)
X(72001) = complement of the isotomic conjugate of X(40012)
X(72001) = X(i)-complementary conjugate of X(j) for these (i,j): {6, 59577}, {8690, 4369}, {34860, 141}, {39956, 10}, {40012, 2887}, {42304, 2886}, {56123, 3454}, {56155, 142}, {56192, 1211}, {60789, 21255}, {60806, 8}, {60807, 46827}, {65059, 3741}
X(72001) = crosspoint of X(2) and X(40012)
X(72001) = crosssum of X(6) and X(16946)
X(72001) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 69, 37679}, {2, 141, 5743}, {2, 333, 17337}, {2, 940, 3589}, {2, 2895, 37687}, {2, 3936, 37663}, {2, 4417, 51415}, {2, 4869, 63089}, {2, 17232, 4417}, {2, 17234, 17056}, {2, 18134, 37662}, {2, 18139, 5718}, {2, 18141, 6}, {2, 25934, 53415}, {2, 32782, 5241}, {2, 32863, 37680}, {2, 33172, 1211}, {2, 37655, 37650}, {2, 37660, 62689}, {2, 37674, 6703}, {2, 37683, 17352}, {2, 63013, 47355}, {2, 69092, 141}, {57, 17279, 44416}, {244, 29687, 3703}, {321, 40688, 7263}, {982, 3932, 4884}, {1211, 33172, 141}, {1211, 69092, 33172}, {2887, 4871, 3816}, {3662, 18743, 4415}, {3763, 37682, 2}, {3782, 69251, 48631}, {3836, 3840, 2886}, {4358, 69251, 3782}, {16602, 17231, 3687}, {17063, 29674, 69091}, {17125, 33080, 41002}, {17267, 70256, 345}, {17282, 30567, 3772}, {17595, 17776, 59583}, {25957, 30957, 11}, {25961, 30942, 3925}, {26102, 33174, 4026}, {44307, 54311, 4364}
X(72002) lies on these lines: {1, 2}, {6, 69300}, {31, 1211}, {37, 33156}, {55, 69294}, {75, 32775}, {81, 33084}, {100, 32784}, {141, 750}, {171, 32782}, {210, 26061}, {345, 3989}, {468, 1973}, {524, 62846}, {594, 17602}, {748, 5743}, {756, 32777}, {894, 33065}, {896, 4643}, {902, 50295}, {940, 33081}, {968, 6536}, {984, 32779}, {1010, 30984}, {1011, 23843}, {1150, 3775}, {1155, 17237}, {1376, 32781}, {1621, 31247}, {1740, 27270}, {1842, 4207}, {2177, 4026}, {2218, 4204}, {2240, 4386}, {2308, 5739}, {2895, 62841}, {3120, 50314}, {3550, 33083}, {3589, 4023}, {3681, 32780}, {3686, 61647}, {3696, 33128}, {3712, 4364}, {3745, 32852}, {3763, 4413}, {3764, 68954}, {3772, 21020}, {3846, 24552}, {3923, 26580}, {3925, 31237}, {3936, 50302}, {3949, 17303}, {3966, 17469}, {3980, 17184}, {3994, 17281}, {3999, 51003}, {4009, 17359}, {4104, 5294}, {4193, 30980}, {4357, 4414}, {4359, 26128}, {4363, 32856}, {4389, 32845}, {4417, 32772}, {4418, 27184}, {4425, 32929}, {4438, 4981}, {4657, 46904}, {4697, 32859}, {4706, 17382}, {4748, 24683}, {4893, 47701}, {4933, 41312}, {4966, 9345}, {5078, 16405}, {5224, 32917}, {5233, 32944}, {5241, 17125}, {5263, 25760}, {5278, 6679}, {5741, 25496}, {5814, 62847}, {5955, 24443}, {6187, 8299}, {6703, 62821}, {7226, 33167}, {7234, 24921}, {8756, 68915}, {9347, 32846}, {10448, 65543}, {13588, 70619}, {16305, 68845}, {16468, 37656}, {16878, 24912}, {17122, 33172}, {17124, 69092}, {17126, 33082}, {17238, 71477}, {17280, 64178}, {17289, 32931}, {17357, 61686}, {17716, 33075}, {17740, 46901}, {19786, 32860}, {19804, 33123}, {19808, 32771}, {19822, 33144}, {19832, 70971}, {21727, 25684}, {21805, 38047}, {22230, 61366}, {24325, 33122}, {24342, 31019}, {24620, 26150}, {24697, 62838}, {25440, 35984}, {25527, 69253}, {25917, 52359}, {25958, 33109}, {25960, 32942}, {26064, 54354}, {26223, 69299}, {26446, 30272}, {26627, 49676}, {27081, 71478}, {27842, 71751}, {28605, 33152}, {28606, 33160}, {30831, 33111}, {30966, 70443}, {31034, 33682}, {31037, 32946}, {31993, 33127}, {32773, 32945}, {32776, 32932}, {32843, 70419}, {32861, 62807}, {32863, 37604}, {32949, 70484}, {33064, 59628}, {33086, 56010}, {33087, 37633}, {33114, 49457}, {33154, 64010}, {33155, 46918}, {33159, 63961}, {33170, 49448}, {37635, 43997}, {49456, 50105}, {49483, 71798}, {49515, 71795}, {50296, 70834}, {53034, 69643}, {54324, 59207}, {57040, 68935}
X(72002) = complement of X(29829)
X(72002) = X(29133)-complementary conjugate of X(513)
X(72002) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 8, 29631}, {2, 42, 29647}, {2, 43, 29663}, {2, 3240, 29633}, {2, 3741, 29662}, {2, 3771, 29661}, {2, 4651, 25453}, {2, 10453, 29845}, {2, 17135, 29635}, {2, 24943, 29677}, {2, 29830, 1125}, {2, 29846, 29678}, {2, 31330, 24892}, {2, 32783, 24943}, {2, 33137, 29863}, {2, 33139, 29856}, {2, 33171, 3720}, {2, 33173, 26102}, {2, 33175, 1}, {2, 59296, 29850}, {75, 32775, 33143}, {171, 32782, 33080}, {984, 32779, 33161}, {1698, 29858, 2}, {3679, 29856, 33139}, {3920, 32778, 32854}, {4028, 69544, 67208}, {4418, 27184, 33098}, {5263, 25760, 33104}, {5263, 30832, 25760}, {6679, 70972, 5278}, {19808, 33126, 32771}, {19856, 29640, 2}, {21085, 29645, 3187}, {29865, 59306, 2}, {31037, 70482, 32946}, {33155, 46918, 49474}
X(72003) lies on these lines: {1, 2}, {141, 17123}, {238, 33085}, {244, 33157}, {312, 33147}, {333, 31289}, {354, 33159}, {748, 33082}, {982, 17279}, {1001, 33174}, {1054, 59692}, {1279, 33079}, {2887, 17283}, {3315, 33162}, {3589, 4038}, {3662, 4011}, {3685, 24169}, {3742, 17357}, {3752, 33158}, {3763, 8167}, {3834, 33097}, {3836, 32942}, {3846, 25531}, {3925, 31252}, {3932, 17598}, {3943, 59477}, {4358, 33123}, {4383, 33087}, {4387, 33149}, {4423, 32784}, {4425, 17291}, {4432, 33068}, {4703, 17227}, {5284, 32781}, {8707, 28574}, {8731, 44304}, {15485, 26034}, {16059, 37577}, {16610, 33160}, {17063, 32777}, {17125, 32782}, {17231, 32861}, {17232, 32946}, {17234, 25496}, {17243, 17600}, {17267, 33092}, {17280, 24165}, {17282, 17889}, {17290, 33154}, {17352, 32853}, {17353, 32913}, {17356, 33132}, {17449, 33166}, {17526, 37608}, {17591, 17776}, {17597, 33165}, {18134, 70942}, {18139, 32944}, {18141, 62841}, {18201, 44416}, {18743, 26128}, {24003, 33126}, {24542, 32918}, {24552, 25961}, {24988, 32945}, {25957, 33106}, {26061, 64149}, {26073, 71450}, {26098, 53665}, {26688, 33065}, {27064, 49676}, {28256, 38832}, {30818, 33130}, {31151, 63979}, {32857, 32930}, {32949, 70483}, {33081, 37680}, {33084, 37679}, {33124, 59511}, {37687, 69300}, {56460, 67265}, {62814, 69298}
X(72003) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 3720, 29633}, {2, 3840, 33140}, {2, 29637, 32783}, {2, 29642, 29640}, {2, 29677, 29637}, {2, 29814, 29663}, {2, 29824, 29850}, {2, 29870, 29678}, {2, 30942, 33138}, {2, 30947, 29635}, {2, 33171, 16569}, {2, 33173, 899}, {238, 69092, 33085}, {244, 33157, 33167}, {614, 29674, 32866}, {748, 33172, 33082}, {982, 17279, 33164}, {3662, 4011, 33099}, {3742, 17357, 32780}, {3836, 32942, 33109}, {4358, 33123, 33152}, {5272, 17284, 32778}, {7191, 29687, 32847}, {17232, 70485, 32946}, {17284, 25509, 5272}, {29858, 31242, 2}, {32930, 69251, 32857}
X(72004) lies on these lines: {1, 2}, {35, 4199}, {37, 33160}, {69, 37604}, {75, 33152}, {81, 69300}, {100, 31247}, {141, 17122}, {171, 1211}, {210, 32780}, {226, 24342}, {238, 5743}, {333, 70972}, {750, 32782}, {756, 32779}, {894, 59628}, {940, 33084}, {984, 33167}, {986, 5955}, {1011, 1324}, {1054, 54311}, {1213, 6690}, {1215, 19808}, {1376, 32784}, {1654, 71489}, {1757, 4104}, {2244, 17256}, {2308, 37656}, {2887, 30832}, {3052, 50296}, {3550, 50295}, {3696, 33135}, {3739, 33130}, {3740, 33159}, {3745, 32861}, {3769, 50308}, {3775, 14829}, {3791, 4886}, {3842, 33116}, {3846, 5263}, {3944, 50314}, {3966, 17716}, {3967, 50052}, {3980, 27184}, {3989, 33168}, {4026, 60714}, {4191, 34868}, {4192, 29315}, {4205, 37573}, {4213, 39579}, {4357, 17596}, {4359, 32775}, {4363, 33101}, {4365, 46918}, {4413, 33174}, {4417, 50302}, {4418, 26580}, {4425, 32932}, {4640, 24697}, {4643, 4650}, {4649, 6703}, {4682, 32846}, {4697, 33066}, {4710, 30710}, {4893, 69316}, {4981, 33119}, {5010, 37175}, {5224, 32916}, {5233, 25496}, {5241, 17123}, {5251, 8731}, {5712, 43997}, {5739, 62841}, {5741, 32772}, {6679, 17277}, {7359, 71491}, {8706, 28505}, {9347, 32852}, {10164, 64700}, {13725, 37574}, {14555, 16468}, {16058, 38903}, {17124, 33172}, {17280, 59517}, {17289, 25120}, {17332, 59574}, {17357, 58451}, {17359, 59506}, {17719, 31993}, {19344, 39578}, {19804, 26128}, {21020, 33133}, {24325, 33126}, {24552, 25960}, {24589, 33123}, {25440, 37467}, {25760, 33109}, {26034, 56010}, {26061, 63961}, {26627, 33069}, {28653, 70370}, {30966, 70448}, {31037, 32949}, {32843, 70482}, {32864, 70970}, {32917, 41809}, {32946, 70484}, {33081, 37633}, {33087, 37674}, {33121, 49457}, {33158, 44307}, {33682, 62998}, {37365, 63423}, {37759, 62226}, {37799, 57652}, {47821, 66518}, {48547, 59914}, {48643, 68999}, {49469, 70517}, {50093, 59544}, {50312, 55095}, {51294, 56078}, {59690, 70559}
X(72004) = complement of X(29837)
X(72004) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 8, 29635}, {2, 10, 33138}, {2, 43, 29633}, {2, 3240, 29647}, {2, 4651, 29631}, {2, 17135, 29845}, {2, 29839, 1125}, {2, 29846, 29640}, {2, 31330, 33140}, {2, 32783, 29637}, {2, 33139, 29863}, {2, 33171, 26102}, {2, 33173, 30950}, {2, 33175, 3720}, {2, 59296, 25453}, {10, 1125, 16824}, {10, 59726, 7081}, {100, 31247, 69294}, {171, 1211, 33082}, {612, 32778, 32847}, {750, 32782, 33085}, {756, 32779, 33164}, {3775, 58443, 14829}, {3846, 5263, 33106}, {3920, 69252, 32866}, {3980, 27184, 32857}, {4359, 32775, 33147}, {4418, 26580, 33099}, {29841, 70973, 49488}, {59628, 69299, 894}
X(72005) lies on these lines: {1, 2}, {141, 17125}, {244, 17279}, {344, 46901}, {748, 33080}, {1150, 31289}, {2308, 18141}, {3120, 17282}, {3315, 33165}, {3589, 9345}, {3742, 26061}, {3816, 31237}, {3834, 24725}, {3836, 33104}, {3999, 71795}, {4003, 41310}, {4009, 71798}, {4011, 33098}, {4358, 33143}, {4379, 48102}, {4422, 36263}, {4423, 32781}, {4906, 71796}, {5284, 33174}, {8167, 69294}, {9335, 33167}, {10448, 25914}, {15485, 33086}, {16610, 33156}, {17063, 33157}, {17123, 33172}, {17232, 32843}, {17234, 32944}, {17267, 32848}, {17283, 25531}, {17298, 61707}, {17341, 33115}, {17352, 32919}, {17356, 33128}, {17450, 38047}, {17597, 69298}, {17721, 21026}, {18139, 70942}, {18743, 33123}, {24003, 33122}, {24295, 26627}, {24988, 32941}, {25961, 32942}, {26073, 71451}, {26688, 33064}, {28269, 61365}, {30829, 32775}, {30944, 44304}, {31252, 33108}, {32949, 70485}, {33081, 37679}, {33084, 37687}, {33087, 37680}, {33152, 46938}, {33159, 64149}
X(72005) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 3720, 29663}, {2, 3840, 24892}, {2, 26102, 29647}, {2, 26103, 29845}, {2, 29642, 29678}, {2, 29677, 24943}, {2, 29851, 29661}, {2, 30947, 29631}, {2, 30957, 29662}, {2, 33173, 16569}, {2, 33175, 62711}, {244, 17279, 33161}, {614, 29687, 32854}, {748, 69092, 33080}, {4011, 69251, 33098}, {17283, 25531, 25760}
X(72006) lies on these lines: {1, 2}, {31, 5743}, {141, 17124}, {748, 5241}, {750, 1211}, {756, 33161}, {940, 69300}, {1011, 2933}, {1150, 58443}, {1213, 2268}, {1376, 69294}, {2217, 30944}, {2292, 5955}, {2308, 14555}, {2895, 37604}, {3739, 33127}, {3740, 26061}, {3826, 31237}, {3842, 33113}, {3846, 33104}, {3980, 26580}, {3989, 17740}, {3994, 50048}, {4009, 50052}, {4023, 6703}, {4104, 32912}, {4359, 33143}, {4413, 7085}, {4682, 32852}, {4706, 50063}, {4893, 69313}, {5224, 32918}, {5233, 32772}, {5263, 25960}, {5741, 50302}, {6536, 17594}, {6537, 69231}, {9330, 33164}, {9342, 33174}, {9347, 32861}, {11358, 40109}, {17064, 21027}, {17122, 32782}, {17303, 21033}, {17720, 21020}, {17737, 59772}, {19804, 32775}, {19808, 32931}, {24295, 26688}, {24342, 31053}, {24589, 26128}, {24693, 48646}, {25957, 30832}, {26064, 37603}, {26223, 59628}, {26627, 33064}, {27081, 71479}, {31247, 32784}, {32780, 63961}, {32843, 70484}, {32853, 70970}, {32916, 41809}, {33081, 37674}, {33083, 56010}, {33084, 37633}, {33156, 44307}, {33682, 63010}, {37656, 62841}, {50314, 69173}, {63100, 71489}
X(72006) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 8, 29845}, {2, 10, 24892}, {2, 43, 29647}, {2, 899, 29663}, {2, 4651, 29635}, {2, 26038, 29850}, {2, 29830, 25501}, {2, 29846, 29661}, {2, 31330, 29662}, {2, 32783, 29677}, {2, 33171, 30950}, {2, 33173, 25502}, {2, 33175, 26102}, {2, 59296, 29631}, {78, 1698, 27714}, {612, 69252, 32854}, {750, 1211, 33080}, {3980, 26580, 33098}, {4023, 6703, 61358}, {29677, 32783, 24943}, {58443, 70972, 1150}
X(72007) lies on these lines: {1, 33086}, {2, 2308}, {8, 17449}, {10, 26627}, {11, 31134}, {31, 29677}, {43, 32863}, {57, 15523}, {63, 29687}, {69, 899}, {81, 29663}, {100, 33087}, {141, 750}, {149, 31137}, {171, 24943}, {244, 3416}, {312, 33067}, {320, 32931}, {333, 25961}, {343, 25938}, {354, 33074}, {443, 59307}, {599, 4413}, {896, 17279}, {940, 29647}, {982, 32854}, {1054, 33077}, {1150, 3836}, {1155, 17231}, {1211, 17124}, {1376, 33081}, {1999, 33125}, {2177, 4966}, {2239, 30945}, {2550, 31136}, {2887, 29662}, {2895, 16569}, {3011, 21255}, {3187, 24169}, {3218, 29674}, {3306, 69252}, {3315, 49506}, {3550, 33173}, {3589, 62846}, {3631, 4023}, {3662, 17763}, {3663, 49990}, {3720, 18141}, {3752, 32852}, {3769, 33123}, {3771, 71479}, {3840, 6327}, {3844, 37520}, {3873, 33079}, {3875, 49995}, {3879, 67211}, {3912, 4414}, {3932, 36263}, {3967, 71797}, {3994, 17276}, {4000, 50756}, {4001, 62673}, {4009, 17345}, {4026, 9345}, {4030, 62869}, {4062, 17296}, {4358, 4655}, {4362, 69251}, {4365, 34255}, {4388, 26139}, {4392, 32847}, {4416, 60423}, {4429, 32919}, {4434, 33122}, {4645, 30942}, {4650, 33157}, {4660, 29824}, {4671, 32857}, {4683, 18743}, {4684, 67207}, {4706, 17372}, {4850, 32846}, {4851, 46904}, {4871, 50304}, {5205, 17288}, {5269, 29686}, {5311, 54311}, {5372, 33138}, {6536, 17022}, {6646, 64178}, {6685, 63056}, {6686, 63010}, {7081, 33069}, {7232, 32856}, {9352, 33160}, {10453, 32948}, {11679, 69253}, {14459, 17373}, {14829, 24892}, {14996, 29633}, {16496, 49996}, {17063, 33075}, {17122, 32782}, {17126, 29637}, {17184, 29649}, {17227, 32775}, {17232, 29632}, {17233, 32845}, {17234, 32917}, {17291, 29636}, {17298, 29828}, {17344, 61686}, {17591, 33093}, {17595, 32848}, {17596, 32858}, {17602, 48632}, {18134, 29678}, {18139, 29661}, {18201, 33089}, {21027, 38052}, {21342, 71796}, {23958, 33167}, {24589, 50308}, {24593, 48647}, {24627, 29643}, {24725, 30818}, {25453, 37639}, {25527, 29683}, {25959, 33140}, {26037, 37653}, {26102, 33083}, {26150, 29834}, {26227, 49676}, {26840, 32925}, {27003, 32778}, {28599, 29844}, {29631, 37684}, {29679, 32913}, {29684, 62845}, {29825, 37635}, {29827, 33112}, {29850, 37683}, {29851, 71476}, {29854, 38000}, {29863, 63078}, {29867, 37642}, {30567, 69173}, {30950, 50295}, {31151, 33108}, {31237, 37646}, {32784, 37633}, {32859, 59511}, {32915, 33068}, {33076, 64149}, {33091, 62865}, {33134, 70219}, {33159, 62795}, {33164, 67335}, {33165, 62235}, {33175, 56010}, {37656, 62711}, {37674, 69294}, {44419, 62849}, {48835, 49999}, {49448, 60459}, {49455, 50000}, {49505, 49991}, {49524, 54352}, {56782, 67976}, {69297, 71793}
X(72007) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 33085, 33080}, {31, 69092, 29677}, {81, 33174, 29663}, {171, 33172, 24943}, {312, 33067, 33098}, {599, 4413, 69300}, {940, 32781, 29647}, {982, 33078, 32854}, {1155, 17231, 33156}, {3218, 29674, 33161}, {3662, 17763, 33143}, {4645, 30942, 33104}, {5205, 17288, 33065}, {14829, 25957, 24892}, {17232, 71477, 29632}, {18134, 32918, 29678}, {18139, 32916, 29661}, {18141, 26034, 3720}
X(72009) lies on these lines: {1, 2895}, {2, 2308}, {4, 59307}, {6, 29647}, {8, 4365}, {9, 15523}, {10, 6327}, {31, 1211}, {37, 32852}, {38, 3764}, {42, 5739}, {43, 33083}, {44, 26061}, {45, 69295}, {55, 69300}, {63, 69252}, {69, 3720}, {75, 4683}, {141, 748}, {210, 33074}, {238, 24943}, {239, 32776}, {319, 32915}, {321, 4703}, {333, 24892}, {343, 25885}, {354, 17344}, {497, 31136}, {516, 70516}, {524, 62821}, {599, 4423}, {614, 17272}, {750, 5743}, {752, 70972}, {756, 3416}, {846, 33077}, {899, 14555}, {956, 28377}, {966, 59306}, {968, 4062}, {984, 32854}, {993, 49723}, {1001, 33081}, {1125, 63056}, {1150, 3846}, {1330, 31339}, {1376, 40109}, {1468, 49716}, {1621, 31143}, {1654, 4388}, {1757, 29667}, {1836, 3958}, {1899, 3691}, {2268, 71286}, {2292, 5814}, {2886, 49724}, {2887, 5278}, {3120, 5271}, {3187, 4425}, {3219, 32778}, {3305, 29687}, {3578, 32853}, {3661, 32930}, {3679, 5080}, {3681, 33076}, {3683, 33156}, {3686, 3914}, {3687, 4414}, {3696, 33094}, {3703, 17332}, {3706, 4690}, {3715, 69298}, {3751, 29685}, {3757, 33065}, {3771, 31037}, {3775, 24552}, {3876, 25308}, {3883, 3938}, {3923, 56810}, {3925, 17330}, {3936, 29661}, {3989, 17257}, {3993, 20017}, {3994, 69089}, {4023, 44419}, {4026, 61358}, {4042, 33136}, {4104, 63134}, {4357, 17017}, {4359, 4655}, {4361, 33145}, {4362, 26580}, {4383, 32781}, {4384, 69253}, {4387, 4445}, {4389, 32924}, {4416, 32912}, {4417, 29678}, {4450, 70970}, {4645, 26037}, {4651, 4660}, {4657, 71184}, {4854, 17362}, {4865, 4981}, {4886, 24723}, {4914, 49515}, {4974, 32774}, {5014, 49457}, {5220, 33162}, {5224, 32772}, {5233, 32918}, {5235, 33111}, {5241, 17124}, {5251, 48839}, {5263, 41816}, {5284, 33087}, {5311, 5847}, {5361, 33140}, {5737, 33105}, {5741, 32916}, {6535, 56082}, {6646, 17155}, {6685, 63010}, {6703, 62846}, {7226, 32866}, {7262, 32779}, {7290, 29686}, {8013, 50314}, {8616, 33175}, {10436, 64164}, {10448, 49728}, {10453, 17343}, {10477, 20961}, {11269, 14552}, {11679, 69173}, {11680, 30981}, {12514, 20653}, {12588, 28387}, {14829, 25960}, {15485, 33173}, {16475, 68945}, {16569, 33086}, {16704, 29635}, {16823, 33069}, {16825, 17184}, {17123, 33172}, {17125, 69092}, {17127, 32783}, {17135, 43990}, {17238, 70481}, {17253, 17599}, {17256, 33073}, {17260, 29854}, {17270, 20553}, {17271, 32942}, {17277, 25957}, {17306, 29684}, {17328, 32844}, {17331, 29641}, {17346, 32773}, {17347, 32940}, {17349, 29850}, {17676, 59303}, {19684, 50298}, {19742, 25453}, {19804, 33067}, {19822, 24695}, {21085, 32929}, {23682, 26085}, {24325, 32859}, {24597, 29863}, {24697, 28606}, {24725, 31993}, {25958, 33138}, {26098, 30970}, {26102, 32863}, {26227, 69299}, {27065, 29674}, {27081, 70482}, {27184, 32914}, {27714, 54421}, {28605, 33099}, {29631, 37652}, {29633, 63074}, {29642, 31017}, {29663, 32784}, {29816, 51192}, {29845, 37683}, {29846, 71476}, {29849, 38000}, {30942, 37653}, {31034, 43223}, {31089, 52133}, {32771, 33066}, {32855, 62796}, {32948, 59296}, {33079, 63961}, {33090, 49448}, {33092, 33761}, {33095, 42334}, {33100, 49474}, {33112, 59312}, {33113, 59624}, {33117, 60731}, {33160, 62838}, {33163, 54280}, {33174, 37680}, {36263, 69091}, {37319, 71288}, {41809, 50302}, {49483, 71797}, {50290, 67208}, {51196, 69544}, {63131, 70522}, {71236, 71246}
X(72008) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 33082, 33080}, {6, 69294, 29647}, {75, 4683, 33098}, {141, 748, 29677}, {141, 41002, 748}, {238, 32782, 24943}, {333, 25760, 24892}, {984, 33075, 32854}, {1150, 3846, 29662}, {1621, 31143, 33084}, {1654, 4388, 31330}, {1836, 17275, 21020}, {3219, 32778, 33161}, {3966, 4643, 38}, {4388, 31330, 33104}, {4417, 32917, 29678}, {4703, 50308, 321}, {4886, 24723, 32860}, {4914, 49515, 71796}, {5739, 50295, 42}, {6327, 63100, 10}, {14555, 26034, 899}, {17257, 33088, 3989}, {17346, 32773, 32864}, {24697, 32861, 28606}, {27184, 32914, 33143}, {27184, 70969, 32914}, {31037, 71478, 3771}, {32784, 32911, 29663}, {33083, 37656, 43}, {33084, 50296, 1621}
X(72009) lies on these lines: {1, 18141}, {2, 2308}, {57, 29674}, {69, 16569}, {141, 17122}, {171, 29637}, {244, 32866}, {306, 1054}, {312, 32857}, {320, 59511}, {354, 33079}, {750, 32783}, {899, 32863}, {940, 29633}, {982, 32847}, {1056, 3679}, {1150, 25961}, {1155, 33158}, {1330, 46827}, {1376, 33087}, {1757, 62673}, {1961, 54311}, {1999, 24169}, {2886, 31151}, {3218, 29687}, {3306, 32778}, {3416, 17063}, {3434, 31137}, {3662, 29649}, {3703, 18201}, {3720, 33086}, {3742, 33076}, {3752, 32846}, {3771, 17232}, {3834, 33130}, {3836, 14829}, {3840, 4645}, {3912, 17596}, {3914, 70219}, {3944, 30567}, {3971, 26840}, {3974, 49532}, {4001, 60423}, {4082, 24821}, {4135, 4440}, {4358, 33067}, {4388, 4871}, {4413, 33084}, {4434, 33124}, {4650, 17279}, {4655, 18743}, {4680, 53619}, {4685, 26073}, {4703, 30829}, {4860, 33169}, {4966, 60714}, {5205, 33064}, {5269, 29660}, {5739, 62711}, {6327, 30957}, {6646, 59517}, {6679, 17283}, {6685, 17300}, {6686, 62998}, {7081, 49676}, {7232, 33101}, {8167, 50296}, {9342, 69300}, {9352, 33156}, {10327, 62865}, {14996, 29663}, {15485, 63140}, {15523, 27003}, {16484, 44419}, {16610, 32861}, {16990, 17298}, {17124, 32782}, {17126, 29677}, {17231, 33160}, {17234, 32916}, {17263, 59624}, {17288, 69299}, {17291, 29645}, {17292, 59628}, {17344, 58451}, {17345, 59506}, {17375, 59298}, {17449, 33091}, {17595, 33092}, {17763, 33147}, {18139, 29640}, {19879, 37607}, {21255, 66632}, {23958, 33161}, {24003, 33066}, {24260, 31028}, {24593, 33119}, {24627, 29653}, {24988, 32864}, {25453, 37684}, {25502, 50295}, {25957, 33140}, {25959, 29662}, {26034, 26102}, {26150, 29842}, {27002, 71085}, {29632, 71479}, {29642, 71477}, {29668, 50289}, {29820, 63134}, {29824, 32948}, {29839, 59679}, {29850, 37639}, {29856, 63078}, {29862, 59491}, {30818, 33097}, {30942, 33109}, {30950, 33083}, {32780, 37520}, {32781, 37633}, {32784, 37674}, {32855, 70256}, {33074, 64149}, {33153, 62659}, {33171, 56010}, {34255, 49474}, {62235, 69298}
X(72009) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 33085, 33082}, {57, 29674, 33167}, {171, 69092, 29637}, {244, 33078, 32866}, {750, 33172, 32783}, {940, 33174, 29633}, {3218, 29687, 33164}, {3662, 29649, 33152}, {3836, 14829, 33138}, {3840, 4645, 33106}, {4358, 33067, 33099}, {17763, 69251, 33147}, {18139, 32918, 29640}
X(72010) lies on these lines: {1, 4101}, {2, 2308}, {4, 1695}, {8, 3971}, {9, 32778}, {10, 4388}, {11, 49724}, {36, 49723}, {37, 32861}, {42, 37656}, {43, 14555}, {44, 32780}, {45, 33092}, {55, 50296}, {69, 26102}, {75, 4703}, {141, 17123}, {171, 5743}, {210, 33076}, {238, 1211}, {239, 4425}, {312, 50308}, {333, 3846}, {391, 33137}, {524, 4038}, {599, 8167}, {740, 4886}, {748, 29637}, {756, 32847}, {846, 3687}, {899, 33083}, {966, 26098}, {982, 4643}, {984, 3966}, {993, 48839}, {1001, 33084}, {1125, 17778}, {1150, 25960}, {1193, 26064}, {1621, 69300}, {1654, 3741}, {1699, 5816}, {1961, 5847}, {2551, 59313}, {2886, 17330}, {2887, 17277}, {2895, 3720}, {3219, 33167}, {3305, 29674}, {3434, 3583}, {3578, 32919}, {3661, 4011}, {3666, 24697}, {3683, 33160}, {3685, 21085}, {3686, 24210}, {3696, 33095}, {3705, 17331}, {3706, 42334}, {3707, 29861}, {3715, 33165}, {3739, 33097}, {3740, 33079}, {3742, 17344}, {3757, 69299}, {3775, 32942}, {3840, 37653}, {3842, 33073}, {3876, 25306}, {3883, 3961}, {3944, 5271}, {3975, 70503}, {3989, 32842}, {4023, 60714}, {4042, 33141}, {4046, 4693}, {4357, 29821}, {4359, 4683}, {4361, 33154}, {4362, 70969}, {4364, 17600}, {4383, 32784}, {4384, 17889}, {4416, 32913}, {4417, 29640}, {4423, 33087}, {4514, 49457}, {4647, 70502}, {4651, 32947}, {4655, 19804}, {4660, 59296}, {4672, 19808}, {4716, 4854}, {4970, 9791}, {4974, 19786}, {4981, 32844}, {5046, 59307}, {5057, 21020}, {5220, 33169}, {5224, 25496}, {5233, 32916}, {5235, 33105}, {5241, 17122}, {5263, 70972}, {5272, 17272}, {5278, 25760}, {5284, 31143}, {5361, 29662}, {5692, 26893}, {5737, 17717}, {5741, 32917}, {6327, 26037}, {6536, 17011}, {6537, 70975}, {6646, 24165}, {6679, 30832}, {6685, 63002}, {7779, 17252}, {8731, 71288}, {12699, 31327}, {14459, 27804}, {14997, 29663}, {15254, 33158}, {15485, 33171}, {15523, 27065}, {16569, 26034}, {16704, 29845}, {16817, 56949}, {16823, 33064}, {16825, 27184}, {17125, 33172}, {17238, 70485}, {17248, 29644}, {17256, 33071}, {17260, 29653}, {17275, 24703}, {17300, 25501}, {17332, 69091}, {17346, 32853}, {17348, 33132}, {17349, 25453}, {17772, 34064}, {19516, 29287}, {19732, 33111}, {19742, 29631}, {19856, 32772}, {20072, 71518}, {23659, 35623}, {24325, 33066}, {24342, 41011}, {24589, 33067}, {26105, 31137}, {26117, 59303}, {26580, 32914}, {29632, 31037}, {29633, 32911}, {29635, 37652}, {29647, 63074}, {29673, 60731}, {29687, 35595}, {29820, 49511}, {29824, 43990}, {29825, 63089}, {29837, 62989}, {29846, 71478}, {29851, 31017}, {30950, 32863}, {30970, 33107}, {31330, 33106}, {31993, 33096}, {32781, 37680}, {32846, 44307}, {32848, 33761}, {32851, 59624}, {32930, 56810}, {32945, 70970}, {33074, 63961}, {33112, 59306}, {33174, 37679}, {37607, 49716}, {37608, 54429}, {38000, 71085}, {43223, 62998}, {44419, 56009}, {49710, 59628}, {56010, 63140}, {69544, 69632}
X(72010) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 33082, 33085}, {9, 32778, 33164}, {10, 4388, 33109}, {75, 4703, 33099}, {238, 1211, 32783}, {333, 3846, 33140}, {748, 32782, 29637}, {756, 33075, 32847}, {966, 26098, 59312}, {984, 3966, 32866}, {1211, 41002, 238}, {3219, 69252, 33167}, {3883, 4104, 3961}, {4359, 4683, 32857}, {5278, 25760, 33138}, {5284, 31143, 33081}, {14555, 50295, 43}, {16825, 27184, 33147}, {26034, 63003, 16569}, {26580, 32914, 33152}, {32772, 41809, 19856}, {32911, 69294, 29633}, {32942, 41816, 3775}
X(72011) lies on these lines: {2, 2308}, {42, 18141}, {57, 29687}, {88, 32855}, {141, 17124}, {171, 29677}, {244, 32854}, {750, 24943}, {940, 29663}, {1054, 32858}, {2895, 62711}, {3120, 30567}, {3306, 15523}, {3742, 33074}, {3816, 31134}, {3834, 33127}, {3836, 24892}, {3840, 33104}, {3999, 71796}, {4009, 71797}, {4138, 62621}, {4358, 33098}, {4413, 33081}, {4438, 24593}, {4645, 30957}, {4675, 31264}, {4683, 30829}, {4860, 33162}, {4871, 6327}, {5205, 33069}, {5437, 69252}, {6686, 31034}, {9335, 32866}, {9342, 33084}, {9352, 33158}, {10327, 17449}, {11680, 31151}, {14829, 25961}, {16569, 32863}, {16610, 32852}, {17063, 33078}, {17122, 33172}, {17232, 29846}, {17234, 29661}, {17291, 29847}, {17595, 69295}, {17770, 26688}, {18139, 29678}, {18201, 32862}, {18743, 33067}, {23958, 33164}, {24003, 32859}, {24177, 49990}, {24627, 29854}, {24988, 32853}, {25502, 33083}, {25957, 29662}, {26034, 30950}, {26061, 37520}, {26102, 33086}, {26840, 64178}, {27002, 29849}, {27003, 29674}, {29642, 71479}, {29647, 33174}, {29649, 33143}, {29830, 59679}, {29850, 37684}, {29851, 71477}, {29867, 63078}, {29869, 53665}, {30947, 32947}, {31137, 33110}, {31237, 37634}, {31242, 33107}, {32781, 37674}, {32848, 70256}, {32912, 62673}, {33079, 64149}, {33099, 46938}, {33131, 70219}, {33144, 62659}, {33169, 65112}, {33173, 56010}, {37462, 59307}, {49994, 71794}, {49996, 62850}, {60459, 62865}
X(72011) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {57, 29687, 33161}, {750, 69092, 24943}, {17234, 32918, 29661}, {29649, 69251, 33143}, {33174, 37633, 29647}
X(72012) lies on these lines: {1, 37656}, {2, 2308}, {8, 64178}, {9, 33161}, {10, 33104}, {11, 17330}, {31, 5743}, {36, 48839}, {42, 14555}, {45, 32848}, {69, 30950}, {100, 50296}, {141, 17125}, {149, 3679}, {244, 4643}, {333, 25960}, {391, 11269}, {524, 9345}, {748, 1211}, {750, 5241}, {756, 3966}, {899, 50295}, {966, 30970}, {978, 26064}, {997, 64710}, {1001, 69300}, {1125, 31034}, {1654, 26139}, {1698, 33112}, {2177, 4023}, {2478, 59307}, {2895, 26102}, {3120, 4384}, {3305, 15523}, {3583, 48852}, {3624, 37635}, {3626, 21283}, {3715, 33162}, {3720, 5739}, {3739, 24725}, {3740, 33074}, {3741, 63100}, {3816, 49724}, {3826, 31134}, {3842, 33070}, {3846, 5278}, {3886, 70522}, {3938, 4104}, {4011, 56810}, {4356, 49986}, {4358, 50308}, {4359, 4703}, {4383, 29663}, {4388, 26037}, {4417, 29661}, {4423, 33081}, {4655, 24589}, {4679, 17275}, {4683, 19804}, {4850, 24697}, {4886, 32915}, {5224, 32944}, {5233, 32917}, {5235, 17717}, {5256, 6536}, {5271, 69173}, {5284, 33084}, {5741, 29678}, {6535, 30568}, {7308, 29687}, {9330, 32847}, {9350, 44419}, {10436, 61707}, {14969, 15534}, {14997, 29633}, {15254, 33156}, {15481, 71795}, {15485, 33175}, {16569, 33083}, {16823, 33065}, {16825, 26580}, {17123, 29677}, {17257, 46901}, {17260, 29643}, {17271, 25531}, {17277, 25760}, {17331, 71801}, {17332, 36263}, {17335, 33115}, {17343, 30947}, {17346, 32919}, {17348, 33128}, {17349, 29631}, {17763, 70969}, {17770, 26627}, {19732, 33105}, {19742, 29635}, {20962, 35628}, {21020, 24703}, {24552, 70972}, {25496, 41809}, {25501, 63056}, {25502, 32863}, {26038, 32948}, {26098, 59306}, {27065, 32778}, {27081, 70483}, {27714, 54386}, {29639, 63978}, {29642, 31037}, {29647, 32911}, {29674, 35595}, {29845, 37652}, {30944, 71288}, {30957, 37653}, {31143, 33087}, {32781, 37679}, {32784, 37680}, {32852, 44307}, {32855, 33761}, {32941, 70970}, {32947, 59296}, {33076, 63961}, {33086, 62711}, {33107, 59312}, {33120, 60731}, {33174, 37687}, {38390, 58379}, {40998, 70516}, {43223, 63010}, {50290, 67211}, {51571, 70535}
X(72012) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {9, 69252, 33161}, {333, 25960, 29662}, {748, 1211, 24943}, {756, 3966, 32854}, {3846, 5278, 24892}, {4359, 4703, 33098}, {4383, 69294, 29663}, {5743, 41002, 31}, {16825, 26580, 33143}, {17123, 32782, 29677}, {50295, 63003, 899}
X(72013) lies on these lines: {1, 3814}, {2, 11}, {3, 61521}, {4, 5253}, {5, 944}, {7, 37358}, {8, 496}, {10, 3885}, {12, 3622}, {20, 7681}, {21, 499}, {35, 17566}, {36, 10199}, {37, 29680}, {42, 24217}, {56, 5046}, {57, 5057}, {78, 25522}, {81, 37373}, {86, 14008}, {104, 6929}, {119, 7967}, {142, 7678}, {145, 1329}, {165, 31224}, {226, 64149}, {238, 29662}, {244, 3944}, {312, 33089}, {329, 5729}, {354, 5087}, {355, 6975}, {377, 10591}, {388, 5187}, {392, 70776}, {404, 1479}, {405, 26127}, {442, 5550}, {474, 9669}, {495, 17533}, {513, 26910}, {515, 6945}, {516, 9352}, {517, 6963}, {518, 27131}, {535, 37587}, {551, 7951}, {614, 33133}, {693, 15283}, {748, 33140}, {750, 33106}, {756, 29676}, {858, 17111}, {899, 33141}, {908, 3873}, {936, 5178}, {938, 26129}, {940, 33107}, {946, 6943}, {958, 37162}, {962, 6922}, {971, 17618}, {982, 1647}, {986, 28096}, {993, 3582}, {999, 5080}, {1054, 33094}, {1058, 5552}, {1086, 9335}, {1125, 2476}, {1149, 37716}, {1191, 54355}, {1210, 3869}, {1279, 29665}, {1385, 6941}, {1478, 37375}, {1484, 5790}, {1532, 5731}, {1538, 10167}, {1698, 24387}, {1699, 3306}, {1737, 3877}, {1836, 27003}, {1985, 19684}, {1997, 10327}, {2320, 6980}, {2475, 10896}, {2478, 2975}, {2551, 10529}, {2887, 30957}, {3006, 18743}, {3057, 25005}, {3060, 50362}, {3085, 6931}, {3090, 10806}, {3091, 12667}, {3120, 17063}, {3218, 17728}, {3219, 4679}, {3240, 37663}, {3241, 17757}, {3251, 21260}, {3259, 67627}, {3295, 27529}, {3304, 20060}, {3305, 5231}, {3315, 33144}, {3421, 11240}, {3436, 6919}, {3452, 3681}, {3486, 26476}, {3487, 37359}, {3523, 15908}, {3576, 6932}, {3583, 17579}, {3586, 35262}, {3589, 29864}, {3617, 3813}, {3621, 21031}, {3623, 12607}, {3624, 4197}, {3636, 37719}, {3662, 71110}, {3705, 4358}, {3720, 17717}, {3741, 25960}, {3742, 17605}, {3752, 33134}, {3753, 7743}, {3756, 3782}, {3772, 7292}, {3817, 5249}, {3822, 25055}, {3838, 27186}, {3840, 25760}, {3841, 34595}, {3846, 30942}, {3868, 21616}, {3870, 30827}, {3871, 26364}, {3872, 37704}, {3876, 10916}, {3884, 18395}, {3889, 21077}, {3891, 5211}, {3898, 6702}, {3913, 31246}, {3914, 5121}, {3920, 17721}, {3932, 46938}, {3975, 62482}, {4011, 24709}, {4038, 30981}, {4188, 6284}, {4189, 5433}, {4190, 5225}, {4202, 25492}, {4294, 6921}, {4302, 13587}, {4313, 25962}, {4342, 51433}, {4383, 33142}, {4387, 33168}, {4389, 53564}, {4392, 4415}, {4417, 29824}, {4425, 25378}, {4442, 17490}, {4511, 5722}, {4514, 37758}, {4640, 61649}, {4661, 51463}, {4666, 5219}, {4671, 69091}, {4678, 9711}, {4772, 21927}, {4847, 38210}, {4850, 24210}, {4855, 66682}, {4857, 25440}, {4860, 17483}, {4861, 11373}, {4871, 25957}, {4872, 26229}, {4885, 11193}, {4999, 16865}, {5010, 6681}, {5014, 5205}, {5047, 26363}, {5056, 10585}, {5084, 5260}, {5086, 9581}, {5123, 5919}, {5133, 23304}, {5141, 7173}, {5180, 36279}, {5204, 15680}, {5226, 52254}, {5233, 17135}, {5265, 57285}, {5272, 33129}, {5276, 9599}, {5277, 9665}, {5289, 61717}, {5303, 6872}, {5311, 17722}, {5316, 24386}, {5328, 36845}, {5330, 10573}, {5333, 14009}, {5361, 41002}, {5422, 68770}, {5435, 44447}, {5439, 6845}, {5440, 18527}, {5443, 30143}, {5533, 12647}, {5603, 6882}, {5658, 8226}, {5704, 68599}, {5708, 14450}, {5718, 29814}, {5741, 10453}, {5744, 33994}, {5748, 10580}, {5818, 10943}, {5883, 18393}, {5886, 6830}, {5901, 6971}, {5902, 11813}, {6063, 40619}, {6075, 61729}, {6172, 41555}, {6173, 30311}, {6261, 6828}, {6376, 71488}, {6713, 6950}, {6735, 63993}, {6829, 11230}, {6831, 68034}, {6840, 22753}, {6850, 10598}, {6880, 59421}, {6891, 10531}, {6893, 10785}, {6900, 45630}, {6902, 11249}, {6906, 26492}, {6907, 54445}, {6909, 26333}, {6911, 18499}, {6914, 18861}, {6915, 48482}, {6923, 59391}, {6938, 38693}, {6940, 10525}, {6944, 12116}, {6946, 37820}, {6948, 10724}, {6949, 10267}, {6959, 11491}, {6965, 22758}, {6970, 37000}, {6972, 11496}, {6973, 12115}, {6979, 11500}, {6981, 10786}, {6990, 61268}, {7191, 17720}, {7491, 61534}, {7504, 10198}, {7679, 38316}, {7705, 10039}, {7746, 68893}, {7790, 27195}, {7956, 9812}, {7988, 10582}, {8033, 30992}, {8086, 8126}, {8125, 8379}, {8165, 56879}, {8727, 9776}, {9580, 31190}, {9597, 63537}, {9624, 67856}, {9668, 16371}, {9670, 20066}, {9710, 46932}, {9778, 37364}, {9780, 17527}, {9957, 17619}, {9961, 63989}, {10072, 54391}, {10177, 61008}, {10526, 45977}, {10587, 10588}, {10893, 37437}, {10980, 31164}, {11113, 15325}, {11124, 15280}, {11269, 32911}, {11393, 35973}, {11682, 67931}, {11814, 29673}, {12053, 14923}, {12114, 13729}, {12572, 62827}, {12915, 17615}, {12943, 40726}, {12953, 37256}, {13161, 28018}, {13405, 62862}, {13411, 62870}, {13747, 15171}, {14011, 64415}, {15016, 64762}, {15338, 37307}, {16062, 26094}, {16067, 19785}, {16484, 29678}, {16569, 33136}, {16610, 33131}, {16842, 31493}, {16859, 24953}, {16862, 26060}, {16920, 26686}, {17018, 37662}, {17019, 17723}, {17024, 17602}, {17064, 26724}, {17074, 34029}, {17122, 33104}, {17123, 24892}, {17124, 33109}, {17125, 33138}, {17126, 37634}, {17127, 37646}, {17174, 18165}, {17244, 20544}, {17279, 29872}, {17352, 23344}, {17449, 33101}, {17536, 19854}, {17550, 26959}, {17575, 19877}, {17595, 33100}, {17597, 33153}, {17606, 58679}, {17616, 58623}, {17681, 28734}, {17718, 29817}, {17725, 29818}, {17768, 23958}, {17777, 32933}, {17778, 30960}, {17917, 37371}, {17923, 37372}, {18135, 69254}, {18139, 30947}, {18201, 33098}, {18228, 64153}, {18230, 64443}, {18391, 62826}, {18444, 48697}, {18515, 61566}, {19634, 40215}, {19860, 50443}, {19878, 41859}, {20070, 50031}, {20107, 65142}, {20196, 24392}, {20486, 29572}, {20545, 41839}, {20942, 69301}, {21214, 21935}, {21241, 25961}, {21242, 26037}, {21252, 26913}, {22172, 24230}, {23155, 67494}, {23351, 46402}, {23542, 25513}, {23708, 54318}, {24003, 33117}, {24045, 68950}, {24239, 28606}, {24351, 30019}, {24477, 31018}, {24954, 68616}, {25079, 36568}, {25496, 29845}, {25525, 52255}, {25533, 40214}, {25681, 34772}, {25722, 66213}, {25958, 69092}, {26019, 26626}, {26098, 37633}, {26102, 33105}, {26475, 54361}, {26532, 63587}, {26637, 64409}, {26688, 33118}, {26801, 33046}, {26842, 61716}, {27383, 50206}, {27385, 63999}, {29631, 70942}, {29635, 32944}, {29638, 40172}, {29649, 32844}, {29655, 32931}, {29664, 44307}, {29667, 30818}, {29668, 32775}, {29820, 33127}, {29822, 44411}, {29827, 69294}, {29843, 46897}, {29844, 32927}, {30144, 37702}, {30147, 37735}, {30566, 32937}, {30567, 33078}, {30588, 54884}, {30699, 30778}, {30829, 69250}, {30830, 68951}, {30946, 69083}, {30950, 33111}, {30961, 71696}, {31008, 69076}, {31137, 33081}, {31145, 44847}, {31160, 37602}, {31231, 35258}, {31397, 62835}, {31418, 37462}, {32852, 70219}, {32915, 71085}, {33102, 70256}, {33112, 37674}, {33120, 59511}, {33137, 37680}, {33139, 37679}, {33864, 62697}, {34629, 35000}, {35645, 56878}, {37354, 70419}, {37355, 59297}, {37365, 70484}, {37370, 70481}, {37692, 64675}, {37726, 59388}, {38058, 64109}, {39595, 62807}, {40688, 62221}, {40998, 59491}, {42356, 62778}, {42819, 61648}, {44623, 63072}, {47399, 68378}, {48627, 48645}, {49454, 53619}, {50102, 50533}, {50444, 64673}, {50824, 61580}, {51783, 63145}, {51785, 63130}, {54342, 58453}, {55867, 66515}, {57518, 70837}, {58564, 61013}, {60919, 61026}, {60944, 64738}, {62297, 63147}, {62806, 66632}, {63964, 64953}, {64002, 64124}, {64735, 66045}, {67214, 67474}, {68946, 71609}
X(72013) = reflection of X(26910) in the X(1)X(3)
X(72013) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 3825, 4193}, {1, 4193, 11681}, {2, 11, 11680}, {2, 149, 1376}, {2, 497, 100}, {2, 2550, 9342}, {2, 5274, 3434}, {2, 10584, 31272}, {2, 11238, 49719}, {2, 11680, 33108}, {2, 20075, 59572}, {2, 26105, 5284}, {2, 33110, 4413}, {2, 61155, 5432}, {11, 3816, 2}, {11, 3925, 3829}, {12, 3847, 5154}, {100, 497, 34611}, {100, 5284, 54348}, {149, 1376, 49719}, {244, 3944, 33146}, {312, 69134, 33089}, {354, 5087, 31053}, {474, 9669, 52367}, {496, 4187, 8}, {497, 59572, 20075}, {908, 11019, 3873}, {982, 69173, 33151}, {999, 5080, 34605}, {999, 17556, 5080}, {1125, 7741, 2476}, {1210, 41012, 3869}, {1329, 37722, 145}, {1376, 11238, 149}, {1479, 10200, 404}, {1621, 31272, 2}, {1647, 69173, 982}, {1699, 3306, 20292}, {1699, 31249, 3306}, {2478, 3086, 2975}, {3434, 5274, 10707}, {3436, 14986, 62837}, {3452, 26015, 3681}, {3576, 67857, 6932}, {3622, 5154, 12}, {3624, 25639, 4197}, {3705, 4358, 32862}, {3742, 17605, 31019}, {3817, 5249, 10129}, {3840, 25760, 33172}, {3846, 30942, 32782}, {4413, 11235, 33110}, {5084, 10527, 5260}, {5084, 47743, 10527}, {5141, 46934, 25466}, {5187, 10586, 388}, {5316, 24386, 25006}, {5432, 6667, 2}, {5432, 49736, 61155}, {6284, 6691, 4188}, {6667, 49736, 5432}, {6872, 7288, 5303}, {6919, 14986, 3436}, {7173, 25466, 5141}, {7956, 37374, 9812}, {7988, 10582, 31266}, {8167, 31245, 2}, {8227, 63963, 6828}, {9581, 19861, 5086}, {9957, 17619, 70802}, {10589, 26105, 2}, {10896, 25524, 2475}, {12053, 24982, 14923}, {17527, 24390, 9780}, {17575, 31419, 19877}, {17728, 24703, 3218}, {20075, 59572, 100}, {20196, 24392, 67097}, {24386, 25006, 64361}, {24709, 33119, 4011}, {38028, 60759, 6980}, {40998, 59491, 62838}
X(72014) lies on these lines: {1, 26724}, {2, 11}, {3, 26060}, {5, 6361}, {8, 8728}, {9, 20292}, {10, 3681}, {12, 46933}, {37, 33131}, {40, 6991}, {45, 33100}, {57, 30312}, {63, 38052}, {75, 32862}, {142, 3873}, {145, 9710}, {165, 10883}, {210, 31019}, {226, 7679}, {329, 442}, {377, 5260}, {388, 50237}, {404, 19854}, {443, 2975}, {474, 41345}, {484, 1698}, {495, 53620}, {498, 31254}, {499, 17535}, {516, 41858}, {518, 27186}, {612, 33129}, {740, 29854}, {748, 33109}, {750, 33138}, {756, 17889}, {899, 33111}, {940, 33139}, {958, 20067}, {984, 33146}, {999, 57005}, {1086, 7226}, {1211, 25959}, {1329, 18231}, {1479, 17536}, {1738, 28606}, {1836, 27065}, {1961, 33128}, {2308, 50301}, {2887, 26037}, {3006, 19804}, {3125, 69845}, {3219, 5880}, {3240, 17056}, {3295, 50207}, {3436, 4208}, {3452, 10129}, {3475, 62236}, {3525, 26470}, {3579, 6990}, {3616, 17529}, {3617, 25466}, {3634, 4193}, {3662, 4981}, {3679, 33081}, {3696, 32858}, {3697, 3824}, {3705, 24589}, {3715, 17484}, {3720, 32865}, {3739, 29667}, {3740, 31053}, {3741, 25961}, {3752, 29664}, {3755, 62840}, {3772, 5297}, {3790, 4980}, {3813, 46934}, {3822, 19875}, {3823, 29679}, {3825, 19872}, {3828, 7951}, {3836, 31330}, {3838, 27131}, {3842, 32776}, {3870, 38200}, {3876, 12609}, {3890, 24564}, {3920, 24789}, {3932, 28605}, {3936, 59296}, {3968, 12736}, {3980, 33115}, {3989, 33149}, {3996, 29830}, {4002, 17658}, {4042, 32863}, {4078, 42044}, {4188, 24953}, {4202, 19853}, {4294, 31259}, {4302, 16858}, {4359, 29641}, {4361, 33093}, {4363, 33166}, {4383, 33112}, {4384, 33075}, {4392, 40688}, {4415, 9330}, {4418, 24693}, {4425, 25352}, {4430, 25557}, {4442, 41839}, {4645, 5278}, {4651, 18134}, {4666, 20195}, {4678, 15888}, {4847, 38204}, {4859, 62833}, {4863, 29817}, {4872, 28653}, {4999, 17572}, {5014, 16823}, {5056, 15908}, {5080, 17528}, {5086, 64673}, {5133, 23305}, {5141, 46931}, {5154, 46930}, {5173, 61008}, {5178, 54392}, {5217, 15674}, {5220, 17483}, {5224, 20347}, {5235, 26034}, {5251, 17579}, {5253, 19843}, {5268, 33133}, {5271, 33078}, {5300, 16817}, {5303, 6904}, {5311, 33132}, {5435, 64737}, {5550, 24390}, {5584, 6894}, {5657, 6881}, {5687, 50726}, {5737, 33086}, {5741, 26038}, {5743, 25958}, {5745, 9352}, {5775, 17757}, {5790, 9803}, {5818, 37438}, {5853, 62862}, {5905, 38057}, {5927, 6937}, {6284, 16859}, {6327, 17277}, {6684, 6828}, {6703, 29868}, {6829, 26446}, {6830, 11231}, {6883, 18499}, {6884, 10310}, {6900, 35239}, {6932, 10175}, {6943, 31423}, {6945, 54447}, {6976, 10724}, {6980, 64193}, {6993, 64111}, {7191, 17278}, {7321, 71793}, {7486, 7681}, {7678, 9580}, {7741, 51073}, {8226, 9778}, {8580, 31266}, {8727, 64108}, {9347, 40940}, {9655, 50713}, {9668, 17542}, {9669, 16854}, {9708, 44217}, {9776, 64153}, {10303, 63980}, {10527, 17582}, {11019, 64361}, {11108, 52367}, {11220, 64113}, {11517, 63269}, {12558, 63469}, {14005, 19784}, {14009, 64425}, {15171, 17590}, {16062, 19874}, {16465, 61028}, {16569, 33105}, {16610, 29680}, {16819, 33840}, {16825, 33072}, {16830, 32774}, {16853, 26127}, {16862, 31493}, {16991, 28604}, {17020, 17723}, {17057, 51569}, {17063, 29690}, {17122, 24892}, {17123, 33104}, {17124, 33140}, {17125, 33106}, {17135, 17234}, {17140, 65198}, {17163, 17233}, {17181, 25585}, {17245, 29814}, {17337, 63979}, {17346, 20290}, {17356, 29666}, {17531, 26363}, {17605, 58451}, {17625, 60988}, {17776, 64010}, {18395, 67946}, {19732, 33083}, {19878, 37720}, {20057, 64200}, {20070, 68601}, {20556, 33838}, {20718, 26911}, {21020, 29674}, {21026, 32778}, {21027, 29687}, {21241, 25960}, {21242, 30957}, {21674, 24440}, {21926, 27268}, {21949, 33134}, {24199, 63147}, {24248, 33761}, {24325, 33117}, {24342, 26061}, {24387, 34595}, {24477, 65112}, {24703, 35595}, {25351, 33125}, {25525, 67097}, {25639, 64850}, {25970, 26540}, {26015, 61031}, {26098, 37680}, {26102, 33136}, {26593, 27475}, {26627, 33121}, {26723, 62807}, {26792, 61716}, {26893, 71714}, {27164, 70599}, {27754, 59547}, {28461, 35249}, {28611, 30172}, {28629, 34195}, {29642, 32945}, {29653, 32860}, {29661, 60714}, {29677, 31252}, {29678, 56009}, {29685, 40328}, {29850, 50302}, {29851, 32941}, {29853, 49473}, {30311, 60986}, {30315, 67046}, {30613, 59754}, {30950, 33141}, {30970, 33174}, {31151, 33080}, {32781, 56508}, {32784, 59306}, {32859, 60731}, {32929, 69755}, {33069, 49457}, {33107, 37679}, {33123, 36480}, {33137, 37633}, {33142, 37674}, {33157, 50314}, {36845, 60996}, {37572, 58449}, {38053, 62863}, {38093, 44841}, {40022, 70837}, {40216, 59255}, {42029, 69301}, {44447, 59412}, {46916, 58463}, {48628, 48648}, {48643, 64178}, {49474, 69295}, {49769, 62226}, {52255, 62838}, {55867, 64112}, {58433, 64162}, {62870, 63146}, {63287, 64343}, {64171, 70776}
X(72014) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 149, 4423}, {2, 2550, 1621}, {2, 3434, 5284}, {2, 3925, 33108}, {2, 33108, 11680}, {2, 33110, 1001}, {2, 61156, 5432}, {10, 5249, 3681}, {10, 25957, 32782}, {10, 41859, 4197}, {10, 61029, 5249}, {75, 69250, 32862}, {142, 25006, 3873}, {377, 19855, 5260}, {442, 9780, 11681}, {756, 17889, 33151}, {984, 69253, 33146}, {1001, 33110, 34611}, {1329, 34501, 46932}, {1621, 2550, 49719}, {1698, 3841, 2476}, {3823, 31993, 29679}, {3826, 3925, 2}, {3836, 31330, 33172}, {3838, 61686, 27131}, {4359, 29641, 33089}, {16569, 33105, 37651}, {17529, 31419, 3616}, {19843, 37462, 5253}, {21949, 44307, 33134}, {26723, 64174, 62807}, {38200, 41867, 3870}
X(72015) lies on these lines: {1, 2}, {76, 693}, {321, 3675}, {668, 30993}, {1083, 1150}, {1086, 41683}, {2087, 69512}, {2486, 18150}, {3573, 14829}, {3662, 19945}, {4033, 53564}, {4358, 71755}, {7185, 69660}, {16479, 70483}, {17245, 69519}, {17280, 71801}, {20917, 56893}, {21070, 70114}, {23814, 71557}, {24237, 61183}, {30583, 71050}, {32929, 67417}, {32942, 71819}, {36848, 71759}, {68768, 71479}
X(72015) = isotomic conjugate of the isogonal conjugate of X(24494)
X(72015) = barycentric product X(76)*X(24494)
X(72015) = barycentric quotient X(24494)/X(6)
X(72015) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {3912, 71488, 68951}, {3912, 71753, 3661}
X(72016) lies on these lines: {1, 4234}, {2, 3052}, {6, 3996}, {8, 48832}, {31, 333}, {43, 50300}, {55, 4203}, {75, 62834}, {81, 68969}, {86, 1621}, {141, 20101}, {171, 3840}, {190, 3920}, {212, 70426}, {312, 5269}, {345, 4344}, {390, 63013}, {516, 19786}, {595, 1010}, {612, 4676}, {643, 14534}, {752, 32783}, {894, 3744}, {902, 32772}, {1001, 70484}, {1043, 57280}, {1125, 33068}, {1150, 30652}, {1220, 5255}, {1376, 70481}, {1386, 32932}, {1836, 29634}, {1918, 70406}, {1961, 4432}, {1999, 49484}, {2308, 32945}, {2345, 70493}, {2886, 41806}, {3058, 29837}, {3112, 69752}, {3210, 38315}, {3474, 3616}, {3550, 25496}, {3617, 19723}, {3618, 17784}, {3666, 65166}, {3683, 16830}, {3685, 3745}, {3699, 27064}, {3750, 33682}, {3758, 3870}, {3759, 63131}, {3782, 29838}, {3838, 25529}, {3883, 19808}, {3886, 62842}, {3923, 17716}, {3943, 20069}, {3961, 4672}, {4038, 71414}, {4195, 5710}, {4307, 18134}, {4360, 32929}, {4386, 70722}, {4388, 30832}, {4389, 44447}, {4413, 70485}, {4418, 17469}, {4514, 63969}, {4650, 29652}, {4651, 68966}, {4673, 62809}, {4684, 62230}, {4685, 16477}, {5248, 37303}, {5264, 13740}, {5278, 30653}, {5294, 32850}, {5484, 64159}, {6679, 33109}, {7262, 36480}, {7290, 19804}, {8616, 25507}, {10327, 17354}, {10436, 62875}, {10453, 48805}, {11115, 40153}, {11319, 19731}, {11688, 16687}, {13735, 30116}, {13741, 49993}, {14829, 17126}, {16821, 64166}, {17018, 46922}, {17122, 25531}, {17127, 17277}, {17135, 41629}, {17147, 62855}, {17150, 17160}, {17271, 42058}, {17285, 33078}, {17289, 63134}, {17297, 33173}, {17305, 29648}, {17307, 33083}, {17601, 29650}, {17766, 32780}, {19684, 61155}, {20056, 63038}, {20064, 32782}, {20292, 26230}, {21747, 32864}, {24280, 62229}, {24295, 33079}, {24715, 29654}, {24725, 29848}, {24841, 32940}, {26065, 68589}, {26723, 69755}, {26840, 71322}, {27184, 64016}, {29636, 33094}, {29642, 50301}, {29645, 33095}, {29656, 33097}, {29686, 33067}, {29767, 39673}, {29815, 32933}, {29816, 32936}, {29819, 32845}, {29829, 34611}, {29831, 33146}, {29834, 33145}, {29842, 33154}, {29874, 48646}, {32777, 50289}, {32913, 49473}, {32914, 68999}, {32941, 62841}, {33073, 59692}, {33112, 41878}, {33116, 35263}, {33124, 50307}, {33126, 41011}, {33164, 50288}, {33309, 56191}, {33774, 69825}, {38047, 63139}, {42033, 49476}, {49470, 62845}, {49675, 71518}, {49705, 59628}, {56010, 70942}, {61358, 71451}, {62821, 71452}, {70158, 70975}
X(72016) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 5263, 333}, {171, 49482, 32942}, {1621, 70482, 86}, {3685, 3745, 34064}, {3923, 17716, 32926}, {4418, 17469, 32922}, {17126, 24552, 14829}, {17150, 64010, 17160}, {29648, 32950, 17305}, {32929, 62807, 4360}, {32940, 67210, 24841}
X(72017) lies on these lines: {1, 16393}, {2, 3052}, {3, 962}, {6, 19998}, {8, 16394}, {10, 31}, {42, 19738}, {55, 11322}, {81, 145}, {86, 61155}, {100, 16405}, {105, 24183}, {171, 24552}, {321, 5269}, {333, 30652}, {519, 62846}, {528, 29829}, {595, 16454}, {750, 4871}, {896, 36480}, {899, 50300}, {902, 50302}, {956, 70110}, {995, 19336}, {1086, 29831}, {1150, 5263}, {1191, 19284}, {1211, 20064}, {1279, 26627}, {1386, 4706}, {1707, 4981}, {2177, 33682}, {3187, 49468}, {3210, 62855}, {3306, 61087}, {3550, 29825}, {3622, 16397}, {3624, 8616}, {3632, 32945}, {3635, 62821}, {3636, 62849}, {3649, 36508}, {3685, 9347}, {3745, 32929}, {3758, 3935}, {3891, 4418}, {3896, 62845}, {3920, 32933}, {3923, 3994}, {3936, 4307}, {3938, 4697}, {3943, 63099}, {3980, 17469}, {3996, 20048}, {4038, 71452}, {4344, 17740}, {4359, 62834}, {4363, 20045}, {4389, 5078}, {4413, 70483}, {4649, 71451}, {4651, 63060}, {4667, 50744}, {4668, 32864}, {4676, 5297}, {4678, 5793}, {4946, 61358}, {4954, 63108}, {5276, 54389}, {5764, 63168}, {5782, 61330}, {5880, 26230}, {7290, 24589}, {7292, 24594}, {9342, 70485}, {9345, 71414}, {10578, 16398}, {11346, 56191}, {14996, 68969}, {16396, 59297}, {16399, 26626}, {16400, 64951}, {16401, 38314}, {16403, 44447}, {16830, 62838}, {17023, 63145}, {17025, 24344}, {17154, 67538}, {17277, 30653}, {17281, 50000}, {17354, 60459}, {17495, 38315}, {17595, 29823}, {19701, 21000}, {20075, 63013}, {20101, 32782}, {20292, 29634}, {21010, 69903}, {24596, 71045}, {24715, 29636}, {26282, 37764}, {26580, 64016}, {29632, 50301}, {29645, 33094}, {29648, 33068}, {29815, 32939}, {29816, 32934}, {29824, 48805}, {29834, 33149}, {29837, 34611}, {29838, 33146}, {29842, 33145}, {29847, 33095}, {29848, 33097}, {30588, 56144}, {30834, 33112}, {31229, 33108}, {31855, 48867}, {32779, 50289}, {32912, 49449}, {32932, 62807}, {32941, 50001}, {32943, 37604}, {32944, 56010}, {33122, 50307}, {33139, 49720}, {33161, 50288}, {35263, 64174}, {36534, 62235}, {37610, 62740}, {41241, 67097}, {48811, 49999}, {49476, 50105}, {49983, 50283}, {49986, 51005}, {49987, 50294}, {49991, 50115}, {49996, 50313}, {62842, 63131}
X(72017) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {55, 70482, 19684}, {4418, 17716, 3891}, {5263, 17126, 1150}
X(72018) lies on these lines: {1, 11346}, {2, 3052}, {6, 68971}, {31, 3840}, {55, 70483}, {100, 70485}, {190, 17024}, {238, 5278}, {321, 7290}, {595, 5192}, {748, 49482}, {752, 29677}, {896, 29668}, {902, 70942}, {1001, 19684}, {1150, 17127}, {1191, 11319}, {1279, 26223}, {1621, 16058}, {3616, 6147}, {3720, 50300}, {3744, 59596}, {3758, 29817}, {3870, 41241}, {3891, 32930}, {3995, 38315}, {3996, 14997}, {4011, 17469}, {4358, 62834}, {4387, 17150}, {4415, 29831}, {4423, 70482}, {4432, 17017}, {4651, 48805}, {4676, 7191}, {4683, 29660}, {4703, 29686}, {5014, 17353}, {5264, 49993}, {5284, 70419}, {5315, 49492}, {5550, 16351}, {5710, 56983}, {8616, 32944}, {11680, 31229}, {14829, 30653}, {15485, 32772}, {16393, 49997}, {16468, 32943}, {17120, 62866}, {17135, 63060}, {17350, 62814}, {17352, 33110}, {17354, 33090}, {17697, 62804}, {17721, 56520}, {19336, 71609}, {19993, 54389}, {20012, 32911}, {20064, 69092}, {24542, 26098}, {24703, 26230}, {24723, 29666}, {24725, 29672}, {27064, 62806}, {29638, 33096}, {29650, 70520}, {29679, 49709}, {29818, 32935}, {29829, 49736}, {29836, 33101}, {29839, 31179}, {29852, 33095}, {29853, 33097}, {30834, 33107}, {33074, 49705}, {41002, 48810}, {41839, 62855}, {49681, 69301}, {61358, 71414}, {62869, 71521}, {63074, 68969}, {64016, 69251}
X(72018) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {238, 24552, 5278}, {4676, 7191, 32933}, {17127, 32942, 1150}
X(72019) lies on these lines: {1, 42053}, {2, 3052}, {6, 59295}, {8, 41629}, {31, 17277}, {42, 41142}, {55, 86}, {75, 5269}, {81, 3996}, {100, 70482}, {171, 3741}, {190, 612}, {200, 3758}, {333, 17126}, {528, 29837}, {595, 56766}, {750, 30957}, {894, 40883}, {940, 68969}, {1010, 5264}, {1043, 5711}, {1086, 29838}, {1191, 56768}, {1211, 20101}, {1376, 59298}, {1621, 4210}, {2295, 21792}, {3474, 4389}, {3550, 50302}, {3616, 4428}, {3622, 8572}, {3685, 4682}, {3699, 26223}, {3745, 4360}, {3759, 62842}, {3769, 50314}, {3771, 50301}, {3871, 18185}, {3920, 32939}, {3961, 4697}, {3980, 17716}, {4061, 62231}, {4234, 30116}, {4307, 4417}, {4362, 68999}, {4413, 70481}, {4418, 32926}, {4421, 59297}, {4512, 4687}, {4640, 16830}, {4649, 71450}, {4650, 36480}, {4673, 37554}, {4676, 5268}, {4849, 17120}, {5224, 63140}, {5253, 18613}, {5278, 30652}, {5710, 20037}, {5793, 51674}, {5880, 29634}, {6327, 30832}, {7172, 14614}, {7322, 17336}, {9342, 70483}, {9345, 71452}, {9347, 32929}, {9778, 17321}, {11688, 20990}, {13735, 56191}, {15668, 21000}, {16569, 50300}, {17018, 42028}, {17122, 49482}, {17124, 25531}, {17297, 33171}, {17305, 33068}, {17307, 26034}, {17352, 26040}, {17377, 70517}, {17394, 37553}, {17490, 38315}, {17495, 62855}, {17601, 29644}, {17784, 63013}, {19284, 62804}, {19770, 59299}, {19804, 62834}, {19808, 63134}, {24715, 29645}, {25496, 56010}, {26627, 62806}, {27525, 60077}, {28606, 65166}, {29816, 32845}, {29829, 49719}, {29842, 33149}, {29847, 33094}, {30142, 63996}, {32911, 70416}, {32941, 37604}, {33076, 59628}, {33096, 59726}, {33106, 58443}, {33108, 41806}, {33116, 64174}, {33126, 50307}, {33137, 49720}, {33167, 50288}, {33682, 60714}, {36531, 59624}, {40940, 69755}, {41261, 50054}, {44446, 49748}, {49450, 62812}, {50291, 59544}, {59296, 68966}, {62821, 71451}, {63145, 69544}, {67964, 70973}
X(72019) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {55, 70484, 86}, {171, 5263, 14829}, {3745, 32932, 4360}, {3769, 50314, 55095}, {3980, 17716, 32922}, {9347, 32929, 34064}
X(72020) lies on these lines: {1, 33309}, {2, 3052}, {11, 41806}, {31, 30957}, {55, 59298}, {83, 32008}, {86, 5284}, {109, 40420}, {171, 25531}, {190, 7191}, {238, 333}, {312, 7290}, {595, 13741}, {614, 4676}, {748, 5263}, {995, 13735}, {1001, 70481}, {1125, 33097}, {1191, 17697}, {1193, 52352}, {1222, 20039}, {1279, 27064}, {1386, 34064}, {1621, 15621}, {3242, 70742}, {3246, 3757}, {3434, 17352}, {3616, 11194}, {3622, 19722}, {3699, 3744}, {3715, 36534}, {3720, 42028}, {3752, 65166}, {3758, 4666}, {3957, 41241}, {3996, 4383}, {4011, 32926}, {4234, 49997}, {4252, 26093}, {4423, 70419}, {4432, 29821}, {4514, 17353}, {4672, 29820}, {4679, 29634}, {4703, 29660}, {4797, 26273}, {4883, 17120}, {4997, 66632}, {5211, 44416}, {5269, 30829}, {6057, 50015}, {6327, 17283}, {7262, 29668}, {8167, 70484}, {8616, 70942}, {13588, 54333}, {14829, 17127}, {15485, 25496}, {16477, 42057}, {17061, 17777}, {17123, 49482}, {17135, 68966}, {17277, 24552}, {17285, 33075}, {17305, 29666}, {17336, 62833}, {17350, 17597}, {17599, 71524}, {17605, 25529}, {17884, 18151}, {18743, 62834}, {19786, 40998}, {20011, 32911}, {20292, 27191}, {24542, 33107}, {24709, 29683}, {24725, 29853}, {24841, 29818}, {25507, 32772}, {26102, 50300}, {26139, 37634}, {28356, 71629}, {28360, 71444}, {29672, 33096}, {29814, 46922}, {29823, 33761}, {29824, 41629}, {31035, 62855}, {31289, 33109}, {32922, 32930}, {33079, 49705}, {38315, 41839}, {41002, 41816}, {41823, 49462}, {48805, 59296}, {49675, 71515}, {56983, 62804}, {62230, 64017}, {63996, 69268}, {64010, 68958}, {69024, 70722}, {69263, 70693}
X(72020) = crosssum of X(42) and X(23649)
X(72020) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {238, 32942, 333}, {614, 4676, 32939}, {24542, 33107, 41878}, {29818, 32938, 24841}
X(72021) lies on these lines: {1, 19336}, {2, 3052}, {8, 19276}, {81, 20012}, {100, 11358}, {171, 1150}, {612, 32933}, {614, 24594}, {750, 3840}, {1376, 70482}, {1621, 4191}, {2975, 19530}, {3240, 19738}, {3616, 16371}, {3617, 4921}, {3744, 26627}, {3891, 3980}, {3925, 31229}, {3996, 14996}, {4038, 71451}, {4307, 5741}, {4359, 5269}, {4421, 29822}, {4682, 32929}, {4685, 62846}, {5192, 49993}, {5264, 16454}, {5278, 17126}, {5432, 31281}, {5710, 19284}, {5743, 20064}, {8580, 41241}, {9342, 70481}, {9347, 32932}, {16393, 30116}, {17124, 49482}, {17277, 30652}, {17490, 62855}, {24589, 62834}, {24715, 29847}, {24725, 59726}, {26223, 59596}, {29661, 50299}, {29823, 70256}, {29829, 34612}, {29831, 40688}, {29837, 49719}, {29846, 50301}, {32772, 56010}, {32945, 37604}, {33074, 59628}, {33104, 58443}, {33113, 64174}, {33142, 49720}, {41002, 42058}, {41809, 63140}, {50000, 50048}, {56768, 62804}, {59296, 63060}, {62821, 71450}
X(72021) = {X(100),X(70484)}-harmonic conjugate of X(19684)
X(72022) lies on these lines: {1, 41241}, {2, 3052}, {10, 748}, {11, 31229}, {31, 4871}, {45, 29823}, {145, 1191}, {149, 17352}, {238, 1150}, {329, 405}, {614, 32933}, {995, 11346}, {1001, 29822}, {1125, 24725}, {1621, 16373}, {3246, 26227}, {3315, 17350}, {3624, 16342}, {3632, 32943}, {3635, 61358}, {3744, 26688}, {3891, 3994}, {3996, 63096}, {4358, 7290}, {4383, 19998}, {4422, 29832}, {4676, 7292}, {4679, 26230}, {4706, 32929}, {4759, 36263}, {4906, 71793}, {4946, 71414}, {5087, 67425}, {5278, 32942}, {5333, 17588}, {5695, 68958}, {7191, 49447}, {8167, 70482}, {8692, 71478}, {10453, 63060}, {11322, 54333}, {14997, 20048}, {15485, 29825}, {16393, 71609}, {16483, 62401}, {16948, 26093}, {17125, 49482}, {17126, 25531}, {19738, 29814}, {24542, 30834}, {24593, 36277}, {24709, 29658}, {25378, 29859}, {26228, 30566}, {26282, 30990}, {29830, 31179}, {29853, 33096}, {30588, 62901}, {30950, 50300}, {31035, 38315}, {31289, 33104}, {32774, 40998}, {32930, 49493}, {33854, 54389}, {40480, 65698}, {49987, 50105}, {62814, 70742}, {62869, 71515}
{X(5284),X(70481)}-harmonic conjugate of X(19684)
X(72023) lies on these lines: {2, 3052}, {8, 19290}, {43, 19738}, {81, 59295}, {171, 5278}, {551, 17782}, {750, 3741}, {940, 20011}, {1376, 19684}, {1621, 16059}, {3616, 16417}, {4413, 70482}, {5241, 20064}, {5269, 24589}, {5297, 32933}, {7191, 24594}, {9342, 70419}, {9345, 71450}, {9350, 33682}, {9352, 16830}, {9780, 19277}, {16393, 56191}, {17122, 24552}, {19336, 30116}, {20037, 56768}, {24620, 62855}, {24693, 29683}, {29678, 50299}, {29829, 49732}, {36534, 65112}, {46933, 64424}, {59298, 70484}
X(72024) lies on these lines: {2, 3052}, {238, 30957}, {748, 3741}, {1279, 26688}, {1616, 20039}, {1621, 59298}, {3315, 70742}, {3474, 24183}, {3616, 16857}, {3720, 19738}, {4383, 20011}, {4387, 68958}, {4423, 19684}, {4666, 41241}, {5284, 70485}, {7292, 32933}, {11346, 49997}, {16345, 70481}, {17123, 24552}, {17127, 25531}, {29824, 63060}, {37680, 59295}, {63096, 68969}
{X(4423),X(70483)}-harmonic conjugate of X(19684)
X(72025) lies on these lines: {1, 3710}, {2, 902}, {31, 29637}, {63, 29660}, {149, 29867}, {226, 29860}, {238, 1211}, {497, 29856}, {551, 56078}, {595, 28242}, {846, 1125}, {894, 29672}, {968, 29646}, {1279, 32780}, {1386, 33158}, {1621, 29633}, {1698, 62875}, {2308, 20086}, {3052, 33174}, {3120, 29871}, {3219, 29686}, {3589, 3750}, {3618, 42042}, {3624, 4512}, {3685, 29654}, {3744, 33159}, {3757, 24295}, {3771, 70481}, {3915, 19879}, {3923, 33147}, {3944, 29855}, {3961, 17353}, {3971, 29838}, {3995, 29834}, {4011, 29634}, {4414, 29666}, {4428, 47355}, {4432, 19786}, {4672, 33124}, {4676, 26128}, {4685, 63051}, {5259, 37225}, {6679, 32942}, {7191, 33167}, {7290, 32778}, {13742, 59311}, {16468, 33171}, {17024, 33161}, {17126, 29677}, {17127, 24943}, {17165, 29836}, {17279, 17716}, {17354, 32920}, {17357, 33079}, {17368, 29651}, {17398, 60711}, {17469, 32847}, {17593, 59580}, {17596, 35263}, {17598, 44416}, {17715, 38047}, {18134, 50300}, {18201, 59574}, {19836, 54354}, {21214, 37176}, {21747, 32863}, {24210, 29859}, {24542, 32772}, {24552, 33138}, {25055, 26728}, {25496, 29640}, {25531, 58443}, {26061, 62806}, {26065, 62865}, {26083, 29669}, {26098, 29858}, {26223, 29638}, {26230, 32930}, {27064, 29656}, {28595, 49709}, {29642, 70419}, {29663, 61155}, {29674, 62834}, {29676, 56519}, {29818, 33170}, {29819, 32849}, {29821, 59692}, {29831, 32925}, {29842, 41839}, {29846, 70483}, {29851, 70482}, {29852, 32929}, {29865, 33107}, {29869, 33112}, {29874, 69173}, {30653, 33080}, {31137, 37642}, {32777, 32866}, {32781, 70834}, {32857, 33123}, {32865, 48805}, {33092, 38315}, {33118, 49473}, {33132, 49484}, {33166, 67210}, {37652, 50311}, {42033, 49472}, {55901, 70790}, {62841, 63057}, {62855, 69295}, {63020, 69297}
X(72025) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 49482, 33109}, {31, 29637, 33085}, {4676, 26128, 33099}, {6679, 32942, 33140}, {17127, 24943, 33082}, {17469, 33157, 32847}, {26230, 32930, 33152}
X(72026) lies on these lines: {1, 345}, {2, 902}, {31, 32782}, {55, 29633}, {57, 29660}, {149, 29863}, {165, 631}, {171, 29637}, {192, 29842}, {238, 5743}, {726, 29838}, {846, 35263}, {894, 29656}, {1125, 17596}, {1386, 33160}, {2108, 43223}, {2308, 33175}, {2895, 21747}, {3052, 32784}, {3120, 29874}, {3218, 29686}, {3434, 29856}, {3589, 60714}, {3616, 17591}, {3618, 42043}, {3685, 29645}, {3712, 17600}, {3744, 32780}, {3745, 33158}, {3749, 29659}, {3771, 70419}, {3914, 29859}, {3920, 33164}, {3923, 29634}, {3961, 5294}, {4028, 69632}, {4414, 29648}, {4417, 50300}, {4418, 26230}, {4421, 47355}, {4672, 33126}, {4697, 33124}, {5248, 37030}, {5249, 29860}, {5255, 17698}, {5259, 13731}, {5263, 6679}, {5269, 29674}, {6703, 16484}, {7081, 24295}, {11354, 37716}, {16468, 63037}, {16823, 59628}, {17126, 24943}, {17140, 29836}, {17147, 29834}, {17155, 29831}, {17353, 59684}, {17368, 29670}, {17469, 32779}, {17526, 59311}, {17594, 29646}, {17716, 32777}, {17889, 29855}, {19836, 37603}, {19875, 48798}, {21242, 41806}, {23703, 56451}, {24552, 33140}, {26065, 49448}, {26128, 32857}, {26223, 29848}, {26627, 29853}, {29632, 70482}, {29636, 32929}, {29640, 32772}, {29642, 70484}, {29647, 61155}, {29654, 32932}, {29815, 33161}, {29816, 32849}, {29819, 33168}, {29829, 71452}, {29837, 71414}, {29839, 33682}, {29865, 33112}, {29867, 33110}, {29871, 69253}, {30652, 33080}, {31137, 63078}, {32775, 33099}, {32778, 62834}, {32848, 62855}, {32855, 38315}, {33121, 49473}, {33135, 49484}, {33141, 48805}, {33156, 62807}, {33170, 67210}, {33171, 62841}, {33174, 37540}, {37646, 48810}, {37666, 50316}, {37683, 50311}, {41629, 50315}, {59574, 71322}, {69294, 70834}
X(72026) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 49482, 33106}, {31, 32783, 33082}, {3923, 29634, 33152}, {4418, 26230, 33147}, {5255, 17698, 19879}, {5263, 6679, 33138}, {17126, 24943, 33085}, {17469, 32779, 32866}, {17716, 32777, 32847}
X(72027) lies on these lines: {1, 33168}, {2, 902}, {31, 1211}, {55, 29647}, {57, 29686}, {100, 29663}, {171, 24943}, {345, 29816}, {750, 29677}, {894, 29848}, {1054, 29666}, {2308, 63009}, {2550, 29867}, {3052, 69294}, {3210, 29834}, {3434, 29863}, {3685, 29847}, {3745, 33156}, {3749, 29685}, {3771, 70482}, {3920, 33161}, {3980, 26230}, {4062, 62845}, {4418, 29634}, {4512, 6536}, {4697, 33122}, {5263, 24892}, {5269, 15523}, {5311, 59692}, {5739, 21747}, {5741, 50300}, {6703, 62849}, {9347, 33158}, {10436, 29689}, {10459, 37176}, {17126, 32783}, {17147, 29842}, {17155, 29838}, {17384, 63211}, {17594, 68945}, {17596, 29648}, {17716, 32779}, {17740, 29819}, {17889, 29874}, {20086, 33175}, {24165, 29831}, {24342, 29681}, {24552, 29662}, {26627, 29672}, {27003, 29660}, {27186, 29860}, {29632, 70484}, {29636, 32932}, {29645, 32929}, {29661, 50302}, {29678, 32772}, {29815, 33167}, {29837, 71452}, {29846, 70419}, {29855, 69253}, {29856, 33110}, {29859, 33131}, {30614, 67210}, {30652, 33082}, {31136, 37642}, {31247, 50296}, {32775, 33098}, {32781, 37540}, {32855, 62855}, {33160, 62807}, {33171, 63057}, {33173, 37604}, {36263, 59574}, {36480, 56520}, {37634, 48810}, {37639, 50311}, {48803, 54310}, {62834, 69252}
X(72027) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {4418, 29634, 33143}, {17126, 32783, 33080}, {17716, 32779, 32854}
X(72028) lies on these lines: {1, 33166}, {2, 902}, {9, 29686}, {31, 29677}, {238, 24943}, {344, 29816}, {405, 28377}, {497, 29867}, {748, 5743}, {846, 29666}, {894, 29853}, {968, 29684}, {1001, 29647}, {1201, 17526}, {1279, 26061}, {1621, 29663}, {3219, 29660}, {3589, 62849}, {3616, 3989}, {3624, 4338}, {3685, 29852}, {3720, 63013}, {3771, 70483}, {3938, 17353}, {3944, 29871}, {3971, 29831}, {4011, 26230}, {4432, 32774}, {4676, 33098}, {6536, 66515}, {6679, 29662}, {7191, 33161}, {7290, 15523}, {10459, 13742}, {16468, 33173}, {17024, 33164}, {17127, 29637}, {17279, 17469}, {17352, 32945}, {17354, 32923}, {17357, 33074}, {17449, 26065}, {17776, 29819}, {18139, 50300}, {19742, 50311}, {24542, 25496}, {24892, 32942}, {26098, 29869}, {26223, 29672}, {27064, 29638}, {28352, 37176}, {29632, 70481}, {29668, 56520}, {29678, 32944}, {29687, 62834}, {29818, 33163}, {29834, 41839}, {29836, 32937}, {29838, 64178}, {29842, 31035}, {29846, 70485}, {29851, 70419}, {29855, 69173}, {29858, 33107}, {29860, 31053}, {30653, 33085}, {32854, 33157}, {32930, 33143}, {33159, 62806}, {33171, 63037}, {33174, 70834}, {38049, 67208}, {38315, 69295}, {50315, 63060}
X(72028) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {4676, 33123, 33098}, {17127, 29637, 33080}, {24542, 25496, 29661}
X(72029) lies on these lines: {1, 17740}, {2, 902}, {35, 37255}, {43, 3618}, {100, 29633}, {141, 171}, {142, 29860}, {165, 12610}, {193, 62841}, {238, 5241}, {612, 33164}, {750, 29637}, {752, 30832}, {1054, 1125}, {1376, 47355}, {1738, 29859}, {1961, 59692}, {2550, 29856}, {3011, 24342}, {3210, 29842}, {3306, 29660}, {3589, 56009}, {3624, 6921}, {3679, 24597}, {3745, 33160}, {3750, 6703}, {3757, 59628}, {3769, 48630}, {3771, 70484}, {3920, 33167}, {3961, 49529}, {3980, 29634}, {4023, 16477}, {4362, 48628}, {4363, 17725}, {4418, 33152}, {4434, 17289}, {4657, 17601}, {4682, 33158}, {4697, 33126}, {5205, 24295}, {5218, 29825}, {5233, 50300}, {5259, 28238}, {5263, 21242}, {5269, 32778}, {5315, 28289}, {5955, 16478}, {7081, 63019}, {7222, 33144}, {9347, 33156}, {10436, 29675}, {16394, 37716}, {17126, 33082}, {17495, 29834}, {17716, 32866}, {17779, 38049}, {18201, 71322}, {19856, 32917}, {21747, 37656}, {24165, 29838}, {24217, 48805}, {25055, 62695}, {26128, 48629}, {26627, 29638}, {26758, 32843}, {27003, 29686}, {27064, 59726}, {29640, 50302}, {29645, 32932}, {29658, 50314}, {29816, 33168}, {29829, 71451}, {29846, 70482}, {29847, 32929}, {29862, 64174}, {29863, 33110}, {29874, 69253}, {30811, 50301}, {31229, 33138}, {32775, 32857}, {32779, 32847}, {32784, 37540}, {32913, 49505}, {32942, 58443}, {33084, 40341}, {33169, 49690}, {33171, 37604}, {36531, 54357}, {37176, 59311}, {37684, 50311}, {42042, 63013}, {46918, 50756}, {48854, 59779}, {49489, 70971}, {59297, 67025}
X(72029) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {171, 32783, 33085}, {3980, 29634, 33147}
X(72030) lies on these lines: {1, 344}, {2, 902}, {9, 29660}, {10, 49704}, {141, 238}, {142, 3624}, {193, 16468}, {519, 17268}, {551, 25101}, {595, 28256}, {614, 33167}, {748, 32783}, {752, 17283}, {894, 1125}, {908, 29860}, {1001, 29633}, {1054, 35263}, {1279, 33159}, {1698, 60846}, {1757, 49505}, {3161, 51035}, {3246, 17357}, {3589, 16484}, {3616, 31302}, {3679, 16487}, {3731, 25055}, {3763, 8692}, {3771, 70485}, {3923, 48627}, {3952, 29836}, {4011, 33152}, {4026, 51127}, {4402, 49474}, {4423, 37581}, {4432, 16706}, {4473, 49520}, {4649, 6329}, {4655, 48637}, {4676, 32857}, {4693, 17366}, {4709, 29590}, {4759, 6646}, {4902, 50116}, {4966, 16477}, {5222, 49469}, {5241, 17123}, {5263, 31289}, {5294, 29820}, {5550, 26806}, {6666, 36531}, {7191, 33164}, {7229, 16020}, {7290, 29674}, {8245, 10165}, {15492, 51003}, {16801, 17277}, {16823, 24295}, {16825, 48628}, {17045, 60690}, {17121, 49764}, {17127, 29677}, {17234, 50300}, {17264, 49472}, {17265, 50301}, {17279, 32847}, {17280, 50023}, {17288, 49710}, {17307, 50297}, {17336, 50285}, {17337, 48810}, {17338, 36480}, {17339, 49455}, {17349, 50311}, {17352, 32941}, {17356, 24715}, {17368, 24331}, {17526, 21214}, {19856, 20179}, {21242, 32942}, {24542, 29640}, {24597, 31137}, {24821, 59579}, {25893, 59767}, {25992, 37588}, {26223, 29853}, {26685, 49448}, {26688, 29848}, {27064, 29672}, {27065, 29686}, {29632, 70483}, {29642, 70481}, {29818, 33166}, {29831, 64178}, {29834, 31035}, {29838, 59517}, {29869, 33107}, {29871, 69173}, {31229, 33140}, {32866, 33157}, {32930, 33147}, {33087, 40341}, {33099, 33123}, {33165, 49690}, {34595, 66676}, {36232, 71705}, {37681, 50316}, {48640, 50308}, {49532, 54389}, {49740, 51126}, {50295, 63121}, {50303, 53665}, {50315, 68966}, {61647, 70219}
X(72030) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {238, 29637, 33082}, {3246, 17357, 33076}, {3763, 8692, 50296}, {17127, 29677, 33085}, {24542, 32944, 29640}
X(72031) lies on these lines: {2, 902}, {31, 5743}, {42, 63013}, {100, 29647}, {171, 32782}, {612, 33161}, {750, 24943}, {1054, 29648}, {1376, 29663}, {2177, 6703}, {2308, 63037}, {2550, 29863}, {3306, 29686}, {3589, 9350}, {3980, 33143}, {4643, 9340}, {4682, 33156}, {4995, 17398}, {5263, 29662}, {5269, 69252}, {5294, 59684}, {5955, 62847}, {6536, 35258}, {9347, 33160}, {14555, 21747}, {17122, 29677}, {17325, 63212}, {17490, 29834}, {17495, 29842}, {17740, 29816}, {24342, 29665}, {24552, 58443}, {26223, 59726}, {26227, 59628}, {26627, 29656}, {27714, 37552}, {29678, 50302}, {29683, 50314}, {29829, 71450}, {29837, 71451}, {29846, 70484}, {29847, 32932}, {30831, 50301}, {31136, 63078}, {33175, 37604}, {37540, 69294}, {37716, 51669}
X(72032) lies on these lines: {2, 902}, {238, 29677}, {344, 29819}, {614, 33161}, {748, 1211}, {1001, 29663}, {1125, 26223}, {1201, 13742}, {1647, 56519}, {2308, 63057}, {3246, 33074}, {3305, 29686}, {3624, 3648}, {4011, 33143}, {4423, 7085}, {4906, 71795}, {5284, 29647}, {7290, 29687}, {16468, 20086}, {17279, 32854}, {17341, 33072}, {17352, 32943}, {17356, 33094}, {17526, 28352}, {18141, 21747}, {24542, 29678}, {24552, 31289}, {26105, 29863}, {26688, 29656}, {27064, 29853}, {27065, 29660}, {27131, 29860}, {27538, 29836}, {29632, 70485}, {29642, 70483}, {29661, 32944}, {29662, 41806}, {29818, 30614}, {29831, 59517}, {29851, 70481}
X(72032) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {238, 29677, 33080}, {24542, 70942, 29678}
X(72033) lies on these lines: {2, 902}, {31, 5241}, {141, 750}, {165, 6536}, {899, 3618}, {1376, 29647}, {2345, 62659}, {4023, 32455}, {4371, 50756}, {4413, 47355}, {5297, 33161}, {5437, 29686}, {6174, 17398}, {9458, 17368}, {17122, 24943}, {17124, 29677}, {17763, 48628}, {19530, 28377}, {21242, 29662}, {21747, 63003}, {24620, 29834}, {26040, 29867}, {26758, 32946}, {29633, 61156}, {30834, 50299}, {32775, 48629}, {33143, 48627}, {40341, 69300}
X(72034) lies on these lines: {2, 902}, {141, 748}, {3618, 3720}, {3624, 31019}, {4365, 4402}, {4423, 12329}, {4683, 48637}, {5241, 17125}, {5284, 29663}, {6329, 62821}, {7292, 33161}, {7308, 29686}, {13742, 28352}, {17123, 24943}, {17341, 32844}, {17449, 26685}, {21027, 31183}, {21242, 31289}, {26105, 29867}, {26688, 29672}, {29660, 35595}, {29661, 70942}, {29662, 31229}, {29851, 70485}, {31136, 37650}, {32930, 48627}, {33098, 48629}, {49690, 69298}
X(72035) lies on these lines: {1, 5905}, {8, 71515}, {31, 11680}, {43, 17784}, {72, 68847}, {149, 2308}, {171, 3816}, {238, 3925}, {390, 42042}, {497, 50303}, {516, 29821}, {595, 3822}, {752, 32942}, {902, 33107}, {982, 64016}, {1215, 49709}, {1279, 33097}, {1386, 33095}, {1699, 29658}, {1707, 29676}, {1836, 33147}, {1961, 40998}, {3052, 17717}, {3058, 4649}, {3434, 16468}, {3632, 63009}, {3744, 33096}, {3757, 49705}, {3840, 20101}, {3923, 32866}, {3944, 62834}, {3957, 61707}, {3961, 21060}, {4011, 50289}, {4038, 49736}, {4138, 29860}, {4307, 26102}, {4388, 32783}, {4423, 50301}, {4432, 33073}, {4450, 32944}, {4512, 29657}, {4514, 4672}, {4640, 17722}, {4650, 17721}, {4660, 70481}, {4676, 4865}, {4942, 49679}, {5057, 17469}, {5255, 17757}, {5263, 70972}, {5429, 30384}, {5836, 66645}, {5903, 63513}, {6327, 29637}, {7191, 32857}, {7290, 17889}, {8616, 26098}, {9580, 16475}, {12699, 16478}, {17024, 33098}, {17127, 33104}, {17483, 29818}, {17484, 67210}, {17591, 44447}, {17598, 17768}, {17716, 24703}, {17766, 27064}, {17778, 71414}, {19993, 49532}, {20064, 30942}, {20075, 42043}, {20086, 50001}, {21282, 29850}, {21747, 33142}, {24552, 33082}, {24695, 62865}, {24725, 62806}, {24892, 30653}, {26840, 28508}, {28368, 66658}, {28494, 33068}, {28566, 33079}, {29633, 32947}, {29662, 30652}, {29675, 62875}, {29817, 64164}, {29819, 33100}, {29820, 50307}, {29827, 63140}, {31034, 71452}, {32773, 50300}, {32844, 33167}, {32847, 32930}, {32861, 49484}, {32948, 70483}, {33066, 49473}, {33084, 48805}, {33105, 70834}, {33154, 38315}, {34611, 61358}, {38832, 69056}, {48827, 68602}, {61661, 66065}, {63002, 71450}, {63010, 71451}
X(72035) = reflection of X(33085) in X(32942)
X(72035) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 33106, 33140}, {238, 63979, 33109}, {497, 50303, 62841}, {4388, 49482, 32783}, {4676, 4865, 33164}, {5057, 17469, 33152}, {8616, 26098, 29640}, {17127, 33104, 33138}
X(72036) lies on these lines: {1, 7}, {8, 28512}, {11, 171}, {31, 33108}, {42, 20095}, {145, 28522}, {190, 50288}, {193, 3632}, {238, 3826}, {319, 28498}, {320, 49473}, {495, 5255}, {497, 37604}, {528, 4649}, {595, 28375}, {752, 3775}, {894, 17766}, {902, 29640}, {942, 68847}, {984, 64016}, {1001, 50301}, {1155, 17722}, {1386, 24715}, {1738, 4989}, {1757, 24393}, {1836, 17716}, {2269, 11010}, {2308, 33110}, {2550, 16468}, {2783, 7972}, {3052, 33111}, {3056, 5903}, {3057, 66645}, {3058, 4038}, {3244, 20090}, {3434, 62841}, {3474, 17591}, {3550, 5218}, {3626, 62989}, {3741, 20101}, {3744, 33097}, {3745, 33095}, {3755, 69632}, {3790, 3923}, {3883, 24342}, {3920, 33099}, {3935, 61707}, {3944, 5269}, {3957, 64164}, {3961, 41011}, {4279, 69056}, {4360, 17764}, {4363, 49506}, {4418, 32866}, {4429, 50300}, {4440, 49464}, {4450, 32772}, {4514, 4697}, {4644, 49498}, {4645, 29637}, {4660, 29633}, {4672, 32850}, {4865, 33167}, {4974, 69755}, {5264, 7951}, {5710, 12943}, {5711, 9668}, {6327, 32783}, {6646, 28508}, {6767, 48825}, {11246, 17598}, {11529, 48827}, {16823, 49705}, {17126, 33104}, {17300, 71414}, {17364, 49458}, {17365, 49675}, {17469, 20292}, {17483, 67210}, {17593, 17726}, {17601, 17723}, {17602, 65698}, {17717, 37540}, {17725, 61716}, {17784, 42043}, {17889, 62834}, {19856, 50295}, {20064, 31330}, {20072, 49510}, {20075, 42042}, {21282, 29631}, {21747, 33139}, {24280, 49445}, {24325, 49709}, {24464, 50616}, {24552, 33085}, {24695, 49448}, {24723, 28494}, {24821, 49527}, {24892, 30652}, {26842, 29818}, {28313, 34747}, {28369, 29012}, {28562, 33682}, {28566, 33076}, {29010, 37740}, {29040, 45287}, {29327, 66650}, {29335, 57282}, {29365, 66639}, {29657, 35258}, {29815, 33098}, {29816, 33100}, {29819, 33102}, {29862, 35263}, {31034, 71451}, {32846, 49484}, {32947, 70482}, {33072, 33164}, {33087, 48805}, {33094, 62807}, {33145, 62855}, {33149, 38315}, {34611, 62821}, {35023, 37662}, {37588, 49745}, {41319, 70495}, {41845, 50114}, {48856, 63975}, {49459, 67964}, {49469, 50284}, {49474, 51192}, {49477, 62392}, {49479, 49704}, {49491, 49695}, {49493, 49681}, {49710, 60731}, {49719, 61358}, {49772, 64017}, {50015, 50117}, {50016, 51196}, {50291, 51090}, {61169, 71612}, {62998, 71450}, {63056, 71452}
X(72036) = reflection of X(i) in X(j) for these {i,j}: {3632, 4431}, {33082, 5263}
X(72036) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 33109, 33138}, {171, 63979, 33106}, {902, 33112, 29640}, {1836, 17716, 33152}, {2550, 50303, 16468}, {3923, 50289, 32847}, {4344, 24248, 1}, {4645, 49482, 29637}, {4660, 70419, 29633}, {17126, 33104, 33140}, {17469, 20292, 33147}, {24695, 68589, 49448}, {50291, 51090, 51294}, {50307, 63969, 1}
X(72037) lies on these lines: {1, 20066}, {7, 67210}, {10, 20064}, {31, 3925}, {42, 4307}, {149, 37604}, {165, 29688}, {171, 11680}, {200, 61707}, {516, 5311}, {528, 62821}, {750, 3816}, {752, 70972}, {756, 64016}, {902, 29661}, {1621, 50301}, {2308, 2550}, {3058, 9345}, {3120, 5269}, {3474, 46901}, {3550, 29678}, {3632, 20086}, {3664, 67209}, {3745, 33094}, {3822, 5264}, {3870, 64164}, {3890, 66645}, {3920, 33098}, {3923, 69301}, {3938, 50307}, {3989, 44447}, {4038, 34611}, {4344, 29819}, {4349, 67208}, {4418, 32854}, {4450, 50302}, {4645, 24943}, {4649, 49719}, {4660, 29647}, {4697, 5014}, {5263, 33080}, {5880, 17469}, {9347, 33095}, {9352, 17722}, {17126, 24892}, {17300, 71452}, {17716, 20292}, {17778, 71451}, {20095, 42042}, {20101, 31330}, {21060, 41011}, {21282, 29635}, {24248, 29816}, {24715, 62807}, {25439, 49744}, {29663, 32948}, {29677, 49482}, {29682, 35258}, {29815, 32857}, {30652, 33138}, {30970, 63140}, {31034, 71450}, {32864, 49720}, {32933, 50288}, {32947, 70484}, {33072, 33161}, {33105, 37540}, {33107, 56010}, {33110, 62841}, {33149, 62855}, {34612, 61358}, {50001, 63057}, {51433, 67969}, {62834, 69253}, {67964, 71631}
X(72037) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {171, 33104, 29662}, {3550, 33112, 29678}, {4418, 50289, 32854}, {4660, 70482, 29647}, {17126, 33109, 24892}, {17716, 20292, 33143}, {32948, 70419, 29663}
X(72038) lies on these lines: {1, 17484}, {11, 31}, {42, 390}, {43, 20095}, {149, 16468}, {193, 50001}, {238, 33104}, {244, 64016}, {329, 67210}, {495, 3915}, {497, 2308}, {595, 7951}, {614, 4312}, {748, 3826}, {896, 17721}, {902, 5218}, {995, 4316}, {1191, 12943}, {1193, 4302}, {1201, 4293}, {1279, 24725}, {1572, 4530}, {3058, 61358}, {3120, 7290}, {3775, 24552}, {3790, 32854}, {3840, 20064}, {3876, 68847}, {3914, 4989}, {3994, 49681}, {4307, 30950}, {4388, 24943}, {4432, 33070}, {4450, 70942}, {4512, 29688}, {4660, 70483}, {4666, 64164}, {4676, 32844}, {4756, 49534}, {5057, 33143}, {5311, 40998}, {5542, 41011}, {5698, 46901}, {5905, 29818}, {6327, 29677}, {7191, 33098}, {8616, 29678}, {9340, 17728}, {9668, 16466}, {11269, 21747}, {11551, 28082}, {15485, 33112}, {17024, 33099}, {17127, 24892}, {17449, 24695}, {17469, 24703}, {17717, 70834}, {17722, 62838}, {17723, 70520}, {20101, 30957}, {26098, 29661}, {26227, 49705}, {29663, 32947}, {30331, 61652}, {30653, 33140}, {31034, 71414}, {32577, 64159}, {32931, 49709}, {32942, 33080}, {32948, 70485}, {33096, 62806}, {35023, 37663}, {41242, 49506}, {43179, 67209}, {48805, 69300}, {49736, 62821}, {50743, 59579}, {62834, 69173}, {62998, 71452}, {63002, 71451}
X(72038) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {4676, 32844, 33161}, {8616, 33107, 29678}, {17127, 33106, 24892}, {32947, 70481, 29663}
X(72039) lies on these lines: {1, 4190}, {8, 71518}, {10, 20101}, {43, 4307}, {55, 50301}, {165, 29657}, {171, 2886}, {516, 1961}, {528, 4038}, {612, 33099}, {750, 33106}, {846, 64174}, {2550, 62841}, {3434, 37604}, {3550, 29640}, {3664, 3979}, {3745, 24715}, {3791, 69755}, {3920, 32857}, {3935, 64164}, {3961, 50307}, {3980, 32866}, {4418, 32847}, {4457, 62231}, {4645, 32783}, {4649, 34612}, {4660, 70484}, {4675, 17715}, {4682, 33095}, {4697, 32850}, {4886, 28498}, {5263, 33085}, {5269, 17889}, {5439, 68847}, {5880, 17716}, {6154, 37631}, {9345, 34611}, {9347, 33094}, {10459, 20067}, {17122, 63979}, {17126, 33138}, {17764, 34064}, {17778, 71450}, {17784, 42042}, {19856, 33083}, {20020, 49532}, {20064, 26037}, {20069, 28522}, {20292, 33152}, {21282, 29845}, {24342, 63134}, {25439, 48868}, {26040, 50303}, {26098, 56010}, {26806, 71517}, {26842, 67210}, {29633, 32948}, {29816, 33102}, {29820, 63969}, {32853, 49720}, {32939, 50288}, {33072, 33167}, {33111, 37540}, {48696, 49744}, {49719, 62821}, {50408, 59313}, {58679, 66645}, {59312, 63140}, {62865, 68589}, {63056, 71451}
X(72039) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {171, 33109, 33140}, {3980, 50289, 32866}, {5880, 17716, 33147}, {32948, 70482, 29633}
X(72040) lies on these lines: {1, 329}, {36, 28364}, {43, 20075}, {238, 2886}, {390, 42043}, {497, 16468}, {595, 3814}, {614, 32857}, {748, 33109}, {1201, 20067}, {1279, 33096}, {3246, 33130}, {3550, 59572}, {3632, 63037}, {3683, 17722}, {3698, 66645}, {3820, 5255}, {3944, 7290}, {4011, 32847}, {4090, 49704}, {4135, 50015}, {4307, 25502}, {4388, 29637}, {4432, 33071}, {4649, 49736}, {4660, 70485}, {4676, 33167}, {4679, 17716}, {4871, 20101}, {5044, 68847}, {5057, 33147}, {5698, 17591}, {5903, 63511}, {7081, 49705}, {7191, 33099}, {7262, 17721}, {8167, 50301}, {15485, 26098}, {17063, 64016}, {17123, 63979}, {17127, 33140}, {17350, 29844}, {17484, 29818}, {17784, 36634}, {20064, 30957}, {24703, 33152}, {25728, 63017}, {26105, 37604}, {26791, 70841}, {26792, 67210}, {29633, 70481}, {29640, 33107}, {29662, 30653}, {29817, 61707}, {29820, 41011}, {32844, 33164}, {32866, 32930}, {32942, 33082}, {32947, 70483}, {49500, 53619}, {49709, 59511}, {62998, 71414}, {63010, 71452}
X(72040) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {238, 33106, 33138}, {26105, 50303, 37604}
X(72041) lies on these lines: {1, 9782}, {11, 750}, {31, 3826}, {100, 50301}, {165, 29682}, {171, 24892}, {200, 64164}, {390, 3720}, {528, 9345}, {612, 4312}, {899, 4307}, {976, 11551}, {3474, 3989}, {3550, 29661}, {3626, 31303}, {3664, 67207}, {3722, 4675}, {3775, 33080}, {3790, 4418}, {3938, 5542}, {3980, 32854}, {4038, 49719}, {4293, 10459}, {4302, 59305}, {4316, 30116}, {4349, 67211}, {4414, 64174}, {4682, 33094}, {5218, 29678}, {5269, 69253}, {5718, 35023}, {5880, 33143}, {6154, 17392}, {9347, 24715}, {9776, 29818}, {17124, 63979}, {17300, 71451}, {17449, 68589}, {17766, 26627}, {20101, 26037}, {24393, 32912}, {24988, 50300}, {27577, 59316}, {29647, 32948}, {29662, 33109}, {29663, 70482}, {32919, 49720}, {33110, 37604}, {33112, 56010}, {34612, 62821}, {48696, 48868}, {49732, 61358}, {59306, 63140}, {61707, 67097}, {63056, 71450}
X(72041) = {X(32948),X(70484)}-harmonic conjugate of X(29647)
X(72042) lies on these lines: {1, 26792}, {31, 3816}, {238, 11680}, {329, 29818}, {614, 4862}, {748, 3925}, {899, 17784}, {1647, 1707}, {3246, 33127}, {3720, 3945}, {3769, 24709}, {3915, 17757}, {3924, 51423}, {3938, 21060}, {4011, 32854}, {4021, 17017}, {4388, 29677}, {4666, 61707}, {4679, 17469}, {4871, 20064}, {4896, 41011}, {4906, 71797}, {7290, 69173}, {10582, 64164}, {15485, 29661}, {17125, 63979}, {17127, 29662}, {17271, 32942}, {17766, 26688}, {20095, 36634}, {21929, 54382}, {24552, 70972}, {24703, 33143}, {29647, 70481}, {29663, 70483}, {29682, 66515}, {29689, 60846}, {31018, 67210}, {32947, 70485}, {49736, 61358}, {50001, 63009}, {63002, 71452}, {63010, 71414}
X(72042) = {X(15485),X(33107)}-harmonic conjugate of X(29661)
X(72043) lies on these lines: {2, 902}, {10, 26627}, {31, 17337}, {42, 4648}, {43, 37635}, {612, 4859}, {750, 3826}, {756, 17276}, {899, 63008}, {1201, 17582}, {1376, 29661}, {1654, 26037}, {1698, 26064}, {2177, 17245}, {2308, 37681}, {2550, 30950}, {3011, 38204}, {3120, 38052}, {3925, 17124}, {3946, 5311}, {4358, 24693}, {4418, 17339}, {4675, 21805}, {5241, 31134}, {5268, 69253}, {5297, 33143}, {5437, 29690}, {7679, 9364}, {9330, 32857}, {9342, 33111}, {9350, 17056}, {10459, 37462}, {11269, 40333}, {17122, 24892}, {17283, 24943}, {17286, 29687}, {17296, 70522}, {17315, 32860}, {17324, 33125}, {17327, 32781}, {17329, 33067}, {17375, 59296}, {17381, 29663}, {19804, 32854}, {21747, 37650}, {24725, 61686}, {24988, 50302}, {25502, 33110}, {25957, 30832}, {26038, 32949}, {29640, 61156}, {29678, 63344}, {33112, 62711}, {37680, 50301}, {49732, 62849}, {61358, 63401}
X(72043) = {X(3925),X(17124)}-harmonic conjugate of X(29662)
X(72044) lies on these lines: {2, 902}, {9, 1647}, {11, 1253}, {42, 26105}, {75, 24709}, {149, 62711}, {244, 4679}, {748, 3816}, {978, 26127}, {1201, 5084}, {1479, 28257}, {1654, 26139}, {2177, 51415}, {2478, 28352}, {3058, 9350}, {3120, 4859}, {3161, 4141}, {3646, 21674}, {3720, 63008}, {3756, 36263}, {3771, 27141}, {3846, 29677}, {3877, 26727}, {3915, 17527}, {4414, 5121}, {4423, 29661}, {4648, 20978}, {4871, 50304}, {5211, 64178}, {5272, 69173}, {5284, 29678}, {7292, 33143}, {7308, 29690}, {8167, 33105}, {9335, 33099}, {9345, 63401}, {11269, 37681}, {11814, 26227}, {16484, 37651}, {16602, 33094}, {16706, 25378}, {17051, 54352}, {17063, 33098}, {17123, 24892}, {17261, 50533}, {17283, 25531}, {17286, 69252}, {17339, 33161}, {17375, 26069}, {17381, 32944}, {17449, 31018}, {17717, 63344}, {18743, 32854}, {21214, 37162}, {24217, 37680}, {24943, 25960}, {25072, 29639}, {25502, 33107}, {26102, 37635}, {26103, 32949}, {26688, 29655}, {27131, 29820}, {27742, 38025}, {29638, 30867}, {29647, 70942}, {29676, 35595}, {29689, 30852}, {29845, 70485}, {30331, 62660}, {30578, 49532}, {30829, 32844}, {30957, 33080}, {31136, 63003}, {31137, 37656}, {31242, 33083}, {32866, 46938}, {33141, 37687}, {37663, 62849}, {59506, 71796}
X(72044) = {X(748),X(3816)}-harmonic conjugate of X(29662)
X(72045) lies on these lines: {1, 2}, {31, 17337}, {748, 3826}, {756, 17278}, {902, 26040}, {2308, 37650}, {3120, 7308}, {3305, 69253}, {3925, 17125}, {4418, 17338}, {5241, 31237}, {8167, 33136}, {9330, 33147}, {17123, 33104}, {17245, 61358}, {17259, 32781}, {17260, 33125}, {17263, 32860}, {17265, 33081}, {17277, 25961}, {17335, 33067}, {17889, 35595}, {19804, 33161}, {25878, 61357}, {26724, 33143}, {27065, 33098}, {31252, 32782}, {33111, 37687}, {33127, 61686}, {38204, 41011}, {44412, 47513}
X(72045) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 10, 29677}, {2, 899, 29661}, {2, 16569, 29678}, {2, 26037, 24943}, {2, 26038, 29632}, {2, 33139, 25502}, {2, 59296, 29851}, {17277, 25961, 33080}
X(72046) lies on these lines: {1, 2}, {11, 17124}, {88, 33154}, {748, 37634}, {750, 3816}, {756, 17728}, {902, 26105}, {968, 31190}, {1468, 17527}, {2650, 24954}, {3035, 62849}, {3120, 5437}, {3306, 69173}, {4038, 37651}, {4703, 24593}, {6174, 17782}, {6691, 10448}, {9335, 33152}, {9342, 33141}, {9345, 37662}, {11814, 26223}, {16602, 33128}, {17051, 62869}, {17063, 33143}, {17122, 33104}, {17125, 37646}, {18743, 33161}, {20196, 62819}, {25378, 33068}, {25934, 61356}, {25960, 33080}, {26127, 37603}, {27002, 32776}, {27003, 33098}, {30829, 33119}, {30867, 33069}, {31272, 33111}, {32771, 37758}, {33101, 65112}, {33167, 46938}, {37162, 37608}, {37663, 62821}, {51415, 61358}, {59506, 71795}
X(72046) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 4871, 29677}, {2, 26102, 29678}, {2, 26103, 29632}, {2, 29829, 6686}, {2, 29845, 29663}, {2, 30947, 29846}, {2, 30950, 29661}, {2, 30957, 24943}, {2, 33142, 62711}, {612, 31249, 1647}
X(72047) lies on the Feuerbach circumhyperbola and these lines: {1, 872}, {4, 29309}, {7, 181}, {8, 7064}, {9, 3996}, {21, 60731}, {79, 69755}, {104, 8708}, {210, 314}, {256, 4685}, {312, 56087}, {341, 45032}, {391, 40779}, {646, 4111}, {941, 20012}, {2298, 57397}, {2321, 60675}, {3685, 32635}, {3686, 4876}, {3751, 56766}, {3886, 4866}, {6601, 14555}, {23836, 50520}, {40408, 41610}, {40439, 56048}, {43073, 63977}
X(72047) = isotomic conjugate of X(4059)
X(72047) = X(i)-cross conjugate of X(j) for these (i,j): {3709, 646}, {4113, 8}, {4560, 3699}
X(72047) = X(i)-isoconjugate of X(j) for these (i,j): {31, 4059}, {34, 22060}, {56, 3720}, {57, 20963}, {58, 39793}, {65, 70143}, {109, 6372}, {222, 40975}, {604, 3739}, {651, 68881}, {1014, 2667}, {1106, 3706}, {1395, 70154}, {1397, 20888}, {1400, 18166}, {1402, 17175}, {1407, 3691}, {1408, 21020}, {1412, 16589}, {1414, 50497}, {1415, 47672}, {1434, 21753}, {3669, 70144}, {4436, 43924}, {4754, 66996}, {4891, 16945}, {7341, 21699}, {16947, 53478}, {57181, 70145}
X(72047) = X(i)-Dao conjugate of X(j) for these (i,j): {1, 3720}, {2, 4059}, {8, 4891}, {10, 39793}, {11, 6372}, {1146, 47672}, {2968, 48264}, {3161, 3739}, {5452, 20963}, {6552, 3706}, {6741, 48393}, {11517, 22060}, {24771, 3691}, {38991, 68881}, {40582, 18166}, {40599, 16589}, {40602, 70143}, {40605, 17175}, {40608, 50497}, {59577, 21020}, {62584, 70154}, {62585, 20888}
X(72047) = cevapoint of X(8) and X(210)
X(72047) = barycentric product X(i)*X(j) for these {i,j}: {8, 32009}, {312, 40433}, {646, 50520}, {2321, 40439}, {3596, 57397}, {3701, 40408}, {4391, 8708}, {6057, 59147}
X(72047) = barycentric quotient X(i)/X(j) for these {i,j}: {2, 4059}, {8, 3739}, {9, 3720}, {21, 18166}, {33, 40975}, {37, 39793}, {55, 20963}, {200, 3691}, {210, 16589}, {219, 22060}, {284, 70143}, {312, 20888}, {314, 16748}, {333, 17175}, {345, 70154}, {346, 3706}, {522, 47672}, {644, 4436}, {646, 53363}, {650, 6372}, {663, 68881}, {1334, 2667}, {2321, 21020}, {3161, 4891}, {3239, 48264}, {3699, 70145}, {3700, 48393}, {3701, 53478}, {3706, 70156}, {3709, 50497}, {3712, 70155}, {3939, 70144}, {3996, 29773}, {4069, 61163}, {4515, 4111}, {6057, 52579}, {7064, 21820}, {7081, 4754}, {8708, 651}, {32009, 7}, {40408, 1014}, {40433, 57}, {40439, 1434}, {50520, 3669}, {52370, 22369}, {57397, 56}, {59147, 552}, {70157, 70162}
X(72048) lies on these lines: {1, 872}, {2, 13476}, {10, 4043}, {19, 14004}, {37, 3896}, {65, 19874}, {75, 756}, {321, 46772}, {594, 60676}, {596, 984}, {759, 8708}, {876, 4977}, {1089, 39708}, {1215, 4751}, {2214, 5276}, {3696, 56237}, {3728, 41683}, {3739, 3952}, {4022, 39697}, {4033, 21699}, {4557, 17260}, {4664, 17038}, {4698, 4883}, {4732, 56134}, {5224, 39712}, {5257, 60677}, {9330, 70852}, {16709, 18827}, {17335, 20964}, {17450, 39739}, {18082, 46196}, {20011, 27268}, {21805, 58396}, {22271, 69519}, {22289, 71598}, {27823, 56174}, {33295, 40438}, {39711, 49447}, {39737, 51488}, {40627, 69478}, {42285, 66674}, {59517, 70162}
X(72048) = isogonal conjugate of X(70143)
X(72048) = isotomic conjugate of X(17175)
X(72048) = X(i)-cross conjugate of X(j) for these (i,j): {514, 3952}, {4079, 4033}, {21727, 1018}, {22042, 4552}, {22044, 190}
X(72048) = X(i)-isoconjugate of X(j) for these (i,j): {1, 70143}, {6, 18166}, {28, 22060}, {31, 17175}, {32, 16748}, {58, 3720}, {60, 39793}, {81, 20963}, {110, 6372}, {163, 47672}, {593, 16589}, {662, 68881}, {757, 2667}, {763, 21820}, {849, 21020}, {1019, 70144}, {1333, 3739}, {1408, 3706}, {1412, 3691}, {1509, 21753}, {1790, 40975}, {2194, 4059}, {2203, 70154}, {2206, 20888}, {3733, 4436}, {4111, 7341}, {46289, 70153}, {50497, 52935}, {57129, 70145}
X(72048) = X(i)-Dao conjugate of X(j) for these (i,j): {2, 17175}, {3, 70143}, {9, 18166}, {10, 3720}, {37, 3739}, {39, 70153}, {115, 47672}, {244, 6372}, {1084, 68881}, {1214, 4059}, {1500, 62646}, {4075, 21020}, {6376, 16748}, {6741, 48264}, {16587, 4754}, {40586, 20963}, {40591, 22060}, {40599, 3691}, {40603, 20888}, {40607, 2667}, {55065, 48393}, {59577, 3706}, {62564, 70154}
X(72048) = cevapoint of X(i) and X(j) for these (i,j): {10, 756}, {37, 40607}
X(72048) = trilinear pole of line {661, 4151}
X(72048) = barycentric product X(i)*X(j) for these {i,j}: {10, 32009}, {313, 57397}, {321, 40433}, {594, 40439}, {1089, 40408}, {1577, 8708}, {4033, 50520}, {6535, 59147}
X(72048) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 18166}, {2, 17175}, {6, 70143}, {10, 3739}, {37, 3720}, {42, 20963}, {71, 22060}, {75, 16748}, {141, 70153}, {210, 3691}, {226, 4059}, {306, 70154}, {321, 20888}, {512, 68881}, {523, 47672}, {594, 21020}, {661, 6372}, {756, 16589}, {762, 21699}, {872, 21753}, {1018, 4436}, {1089, 53478}, {1215, 4754}, {1500, 2667}, {1824, 40975}, {2171, 39793}, {2321, 3706}, {3700, 48264}, {3950, 4891}, {3952, 70145}, {4024, 48393}, {4033, 53363}, {4062, 70155}, {4079, 50497}, {4557, 70144}, {4651, 29773}, {6535, 52579}, {8708, 662}, {18082, 18089}, {21020, 70156}, {32009, 86}, {40408, 757}, {40433, 81}, {40439, 1509}, {40521, 61163}, {40607, 62646}, {45223, 46368}, {50520, 1019}, {57397, 58}, {59147, 6628}, {69621, 70162}
{X(872),X(3842)}-harmonic conjugate of X(4687)
X(72049) lies on these lines: {513, 4380}, {514, 4079}, {661, 7199}, {798, 1019}, {812, 47947}, {876, 4977}, {1022, 32009}, {1027, 40433}, {1308, 8708}, {3669, 57167}, {4562, 65161}, {4762, 47915}, {4785, 48587}, {7192, 24948}, {9295, 25054}, {10566, 47970}, {17217, 47774}, {20979, 47908}, {27193, 43067}, {29404, 47996}, {40439, 69475}, {48000, 68881}
X(72049) = midpoint of X(20979) and X(47908)
X(72049) = reflection of X(i) in X(j) for these {i,j}: {7199, 661}, {68881, 48000}
X(72049) = isogonal conjugate of X(70144)
X(72049) = isotomic conjugate of X(70145)
X(72049) = isotomic conjugate of the anticomplement of X(17205)
X(72049) = X(8708)-anticomplementary conjugate of X(17135)
X(72049) = X(i)-cross conjugate of X(j) for these (i,j): {3122, 75}, {17205, 2}, {23795, 6548}, {23821, 7}, {23822, 335}, {23823, 86}, {23827, 62626}, {47917, 514}, {48409, 693}
X(72049) = X(i)-isoconjugate of X(j) for these (i,j): {1, 70144}, {6, 4436}, {31, 70145}, {32, 53363}, {58, 61163}, {99, 21753}, {100, 20963}, {101, 3720}, {109, 3691}, {110, 16589}, {163, 21020}, {249, 50538}, {648, 22369}, {662, 2667}, {692, 3739}, {765, 68881}, {1018, 70143}, {1110, 47672}, {1252, 6372}, {1331, 40975}, {1415, 3706}, {1576, 53478}, {1783, 22060}, {2149, 48264}, {4111, 4565}, {4556, 21699}, {4557, 18166}, {4567, 50497}, {4891, 34080}, {5546, 39793}, {17175, 69826}, {20888, 32739}, {21820, 52935}, {43076, 62646}
X(72049) = X(i)-Dao conjugate of X(j) for these (i,j): {2, 70145}, {3, 70144}, {9, 4436}, {10, 61163}, {11, 3691}, {115, 21020}, {244, 16589}, {513, 68881}, {514, 47672}, {650, 48264}, {661, 6372}, {1015, 3720}, {1084, 2667}, {1086, 3739}, {1146, 3706}, {4858, 53478}, {4988, 48393}, {5521, 40975}, {6376, 53363}, {8054, 20963}, {16592, 4754}, {17761, 62646}, {38986, 21753}, {39006, 22060}, {40615, 4059}, {40618, 70154}, {40619, 20888}, {40620, 17175}, {40621, 4891}, {40627, 50497}, {55064, 4111}, {55065, 52579}, {55066, 22369}
X(72049) = cevapoint of X(i) and X(j) for these (i,j): {514, 661}, {1577, 20909}
X(72049) = crosssum of X(20963) and X(68881)
X(72049) = trilinear pole of line {244, 17761}
X(72049) = crossdifference of every pair of points on line {2667, 20963}
X(72049) = barycentric product X(i)*X(j) for these {i,j}: {75, 50520}, {514, 32009}, {523, 40439}, {693, 40433}, {1111, 8708}, {1577, 40408}, {3261, 57397}, {4024, 59147}
X(72049) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 4436}, {2, 70145}, {6, 70144}, {11, 48264}, {37, 61163}, {75, 53363}, {244, 6372}, {512, 2667}, {513, 3720}, {514, 3739}, {522, 3706}, {523, 21020}, {649, 20963}, {650, 3691}, {661, 16589}, {693, 20888}, {784, 70162}, {798, 21753}, {810, 22369}, {1015, 68881}, {1019, 18166}, {1086, 47672}, {1459, 22060}, {1577, 53478}, {2643, 50538}, {3120, 48393}, {3122, 50497}, {3667, 4891}, {3676, 4059}, {3733, 70143}, {4017, 39793}, {4024, 52579}, {4025, 70154}, {4041, 4111}, {4079, 21820}, {4369, 4754}, {4705, 21699}, {4750, 70155}, {4824, 59219}, {6591, 40975}, {7192, 17175}, {7199, 16748}, {8708, 765}, {10566, 18089}, {17494, 29773}, {32009, 190}, {40408, 662}, {40433, 100}, {40439, 99}, {47672, 70156}, {50520, 1}, {57397, 101}, {59147, 4610}, {68968, 71330}
X(72050) lies on these lines: {30, 511}, {86, 1019}, {649, 4763}, {650, 48016}, {661, 26777}, {693, 48577}, {798, 48551}, {1213, 4129}, {1635, 45315}, {1654, 47935}, {3572, 31308}, {3768, 4063}, {3776, 48013}, {3835, 4790}, {4106, 4932}, {4120, 48567}, {4367, 5625}, {4369, 4728}, {4375, 4784}, {4380, 4813}, {4382, 48107}, {4467, 23731}, {4500, 49293}, {4560, 48597}, {4733, 4807}, {4750, 48550}, {4786, 47882}, {4806, 25381}, {4810, 49292}, {4830, 48024}, {4897, 69291}, {4905, 70929}, {4928, 31147}, {4940, 31286}, {4958, 47870}, {4984, 47782}, {6615, 24417}, {7192, 48114}, {7659, 48042}, {9791, 48150}, {16892, 49297}, {17217, 48580}, {17494, 47991}, {20090, 48334}, {21196, 47988}, {21297, 31148}, {23729, 69292}, {24697, 27929}, {24924, 26798}, {25259, 48104}, {25380, 70711}, {26824, 48147}, {27483, 27854}, {31144, 69532}, {31150, 48544}, {31290, 47932}, {31336, 62558}, {39548, 67024}, {42327, 71469}, {43067, 48071}, {44449, 48101}, {45313, 45675}, {45661, 47767}, {45674, 47756}, {45679, 47784}, {45745, 47978}, {45746, 47937}, {47653, 47900}, {47663, 48076}, {47664, 47908}, {47677, 47907}, {47768, 47786}, {47778, 66524}, {47787, 48576}, {47814, 58178}, {47874, 65701}, {47886, 48543}, {47926, 47939}, {47952, 48588}, {47962, 47984}, {47971, 49298}, {47976, 69310}, {47981, 48404}, {48008, 48026}, {48043, 53580}, {48060, 48270}, {48067, 48269}, {48138, 49272}, {48145, 49273}, {48266, 49282}, {48417, 53586}, {48566, 69496}, {48624, 69309}, {50449, 69522}, {50497, 69979}, {58182, 65449}, {62324, 68999}, {68881, 69978}, {69359, 69973}
X(72050) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {649, 4776, 4763}, {649, 48049, 25666}, {649, 48079, 48049}, {1635, 47759, 45315}, {3835, 47761, 45678}, {4380, 4813, 48000}, {4382, 48107, 49291}, {4728, 4979, 47763}, {4728, 47763, 4369}, {4763, 4776, 25666}, {4763, 48049, 4776}, {4786, 48554, 47882}, {4928, 47762, 45663}, {4979, 20295, 4369}, {7192, 48114, 49289}, {17494, 48019, 47991}, {20295, 47763, 4728}, {31147, 47762, 4928}, {45313, 47760, 45675}, {47768, 47786, 47879}, {48008, 48592, 48026}, {48013, 49294, 3776}, {48016, 48041, 650}, {48060, 49284, 48270}, {48071, 49287, 43067}
X(72051) lies on these lines: {1, 4759}, {2, 44446}, {8, 9}, {10, 4473}, {21, 645}, {45, 4676}, {63, 30947}, {190, 15254}, {238, 17261}, {239, 49452}, {333, 4519}, {405, 69493}, {894, 1125}, {968, 70742}, {1001, 17336}, {1698, 3923}, {1757, 3244}, {2975, 33845}, {3219, 29824}, {3616, 50127}, {3617, 50126}, {3622, 17350}, {3623, 3751}, {3647, 70117}, {3683, 4009}, {3731, 70419}, {3786, 52352}, {3928, 26103}, {3993, 17121}, {4011, 29827}, {4422, 24723}, {4427, 35595}, {4512, 27538}, {4645, 25101}, {4655, 17266}, {4672, 16826}, {4684, 61000}, {4704, 16475}, {5057, 37330}, {5205, 62838}, {5263, 16814}, {5695, 17335}, {6651, 17292}, {9791, 17353}, {15481, 68969}, {16020, 20073}, {16468, 17319}, {16477, 29584}, {16815, 27949}, {16817, 41872}, {16885, 49470}, {17125, 62300}, {17244, 24695}, {17254, 29637}, {17263, 17768}, {17268, 33082}, {17312, 17770}, {17326, 24295}, {17338, 24248}, {17339, 50295}, {17777, 54357}, {18230, 24280}, {21371, 54290}, {24342, 51073}, {24349, 25728}, {25082, 70930}, {27065, 32932}, {27385, 27420}, {29607, 33149}, {29632, 69057}, {30331, 49707}, {30568, 71476}, {30970, 32930}, {32922, 49522}, {41002, 42033}, {46933, 50314}, {49458, 51297}, {49462, 68966}, {49482, 51294}, {56077, 56203}, {56288, 69029}, {60711, 71786}, {61686, 65166}, {62818, 70485}
X(72051) = barycentric product X(i)*X(j) for these {i,j}: {8, 29584}, {190, 48562}, {312, 16477}
X(72051) = barycentric quotient X(i)/X(j) for these {i,j}: {16477, 57}, {29584, 7}, {48562, 514}
{X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {9, 3685, 60731}, {9, 71524, 3685}, {45, 4676, 16830}, {190, 15254, 16823}, {1001, 17336, 62222}, {25101, 51090, 4645}, {25728, 66515, 24349}
X(72052) lies on these lines: {1, 11346}, {2, 37}, {9, 63060}, {10, 65022}, {42, 4096}, {45, 3187}, {72, 3241}, {81, 17261}, {190, 17019}, {210, 27804}, {213, 29584}, {226, 65021}, {306, 4029}, {376, 67887}, {519, 14020}, {551, 3159}, {756, 3896}, {894, 1255}, {975, 19336}, {1215, 58381}, {1500, 59212}, {1621, 60723}, {1824, 7714}, {1959, 3970}, {1961, 32936}, {1962, 3971}, {1999, 4921}, {2321, 41809}, {2325, 69544}, {2895, 17315}, {2901, 3679}, {3219, 34064}, {3227, 56037}, {3247, 19684}, {3294, 16834}, {3578, 50093}, {3616, 64562}, {3700, 36900}, {3701, 3743}, {3720, 42055}, {3723, 19717}, {3731, 5278}, {3740, 64161}, {3773, 6536}, {3842, 4365}, {3876, 50602}, {3931, 52353}, {3936, 4098}, {3943, 56810}, {3950, 3969}, {3952, 37593}, {3954, 17389}, {3967, 29822}, {3989, 46909}, {3994, 43223}, {4024, 31150}, {4026, 69301}, {4052, 30588}, {4078, 4972}, {4090, 21806}, {4102, 31144}, {4360, 27065}, {4425, 48647}, {4427, 4682}, {4432, 29816}, {4439, 29685}, {4527, 8013}, {4651, 49462}, {4696, 62831}, {4854, 69250}, {4883, 20068}, {4968, 27785}, {4981, 32915}, {5249, 22019}, {5257, 60203}, {5271, 16676}, {5287, 32933}, {5294, 59585}, {5295, 53620}, {6535, 50298}, {6539, 70264}, {6541, 48648}, {7265, 44550}, {7283, 51669}, {7757, 22036}, {8025, 17351}, {9791, 33078}, {10707, 66070}, {11239, 52345}, {15254, 17150}, {15569, 17165}, {16052, 57808}, {16418, 56538}, {16674, 19701}, {16677, 19732}, {16777, 19722}, {16814, 19742}, {16826, 32026}, {16857, 50072}, {17011, 41241}, {17021, 32939}, {17140, 49523}, {17184, 17243}, {17242, 32782}, {17244, 33146}, {17246, 69251}, {17247, 33172}, {17258, 32863}, {17299, 63100}, {17316, 32859}, {17317, 17483}, {17319, 32911}, {17336, 37685}, {17350, 62801}, {17372, 43990}, {17393, 63074}, {17592, 64178}, {17679, 50066}, {18098, 42037}, {18146, 27801}, {19332, 50044}, {20691, 71598}, {21078, 22004}, {21802, 41249}, {21807, 34611}, {21816, 29617}, {22001, 31164}, {22002, 22014}, {22024, 31161}, {23878, 58361}, {25423, 58360}, {25728, 62808}, {26037, 49452}, {27064, 62851}, {27186, 62229}, {27811, 71117}, {29580, 69528}, {29653, 48646}, {29814, 49447}, {29854, 33154}, {30568, 62816}, {31302, 62866}, {32864, 51294}, {32937, 62840}, {34607, 43214}, {36911, 62564}, {38314, 51673}, {42039, 42057}, {42042, 71612}, {42043, 71619}, {42054, 50111}, {42471, 64426}, {45315, 57133}, {45671, 57068}, {46904, 59517}, {49520, 62867}, {49724, 49737}, {49980, 62296}, {50083, 64071}, {50110, 50306}, {50113, 56541}, {50125, 50256}, {50129, 70518}, {50290, 69296}, {59315, 71601}, {60724, 69505}, {62807, 71524}, {71525, 71561}
X(72052) = X(i)-Ceva conjugate of X(j) for these (i,j): {17393, 50587}, {30598, 10}
X(72052) = X(1333)-isoconjugate of X(39711)
X(72052) = X(37)-Dao conjugate of X(39711)
X(72052) = barycentric product X(i)*X(j) for these {i,j}: {10, 17393}, {75, 50587}, {190, 48551}, {321, 63074}, {3952, 48079}, {4033, 48011}
X(72052) = barycentric quotient X(i)/X(j) for these {i,j}: {10, 39711}, {17393, 86}, {48011, 1019}, {48079, 7192}, {48551, 514}, {50587, 1}, {63074, 81}
X(72052) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 192, 50106}, {2, 3175, 321}, {2, 3995, 3175}, {2, 42044, 4980}, {2, 50106, 4359}, {37, 3175, 2}, {37, 3995, 321}, {756, 3993, 3896}, {1962, 3971, 46897}, {3247, 56082, 19684}, {4425, 69295, 48647}, {4681, 44307, 17147}, {4704, 41839, 28606}, {6541, 69294, 48648}, {17147, 44307, 24589}, {17781, 29574, 42045}, {22034, 31025, 321}, {28606, 41839, 4358}, {31993, 62227, 321}, {41313, 50068, 2}, {42029, 51488, 2}, {42057, 50777, 42039}, {50093, 50292, 3578}
X(72053) lies on these lines: {2, 4912}, {9, 312}, {37, 70742}, {44, 41839}, {45, 27064}, {63, 30829}, {75, 27065}, {190, 3305}, {210, 71524}, {321, 17335}, {344, 33066}, {345, 62706}, {346, 4886}, {391, 42030}, {748, 49447}, {749, 63519}, {756, 4676}, {1150, 20942}, {1211, 17339}, {1743, 34064}, {1999, 16885}, {2895, 17240}, {3008, 62229}, {3161, 14555}, {3175, 17349}, {3219, 18743}, {3294, 70462}, {3550, 42056}, {3683, 27538}, {3685, 3715}, {3699, 4512}, {3758, 8025}, {3759, 3995}, {3769, 64178}, {3782, 17338}, {3790, 41002}, {3912, 32100}, {4009, 71476}, {4034, 4102}, {4096, 8616}, {4358, 5372}, {4370, 5743}, {4383, 17261}, {4387, 60731}, {4422, 27184}, {4423, 62222}, {4473, 32777}, {4514, 27549}, {4664, 32911}, {4687, 5333}, {4759, 17716}, {5233, 56078}, {5250, 44720}, {5273, 6557}, {5278, 42034}, {5284, 49499}, {5302, 19582}, {5325, 62297}, {5739, 17264}, {5905, 17263}, {6057, 70969}, {6172, 18141}, {7262, 59517}, {7308, 25728}, {8580, 65166}, {10453, 15481}, {11106, 44722}, {15254, 32937}, {15485, 42054}, {15492, 35652}, {16669, 58820}, {17184, 17341}, {17234, 17781}, {17241, 32859}, {17277, 42029}, {17286, 41816}, {17315, 63009}, {17329, 33172}, {17333, 69092}, {17342, 32782}, {17350, 44307}, {17393, 63074}, {17778, 41313}, {18134, 25101}, {18228, 32851}, {19684, 51488}, {19739, 29580}, {19786, 26685}, {19796, 37650}, {19808, 54389}, {25269, 42051}, {25430, 42028}, {25496, 51294}, {26688, 62796}, {30854, 56244}, {31018, 33116}, {32933, 35595}, {32943, 50075}, {37595, 71635}, {37758, 55868}, {41242, 64425}, {48630, 63100}, {50068, 63051}, {50296, 69297}, {52258, 59639}, {59506, 71477}, {63096, 69539}
X(72053) = X(604)-isoconjugate of X(39711)
X(72053) = X(3161)-Dao conjugate of X(39711)
X(72053) = crossdifference of every pair of points on line {51641, 58155}
X(72053) = barycentric product X(i)*X(j) for these {i,j}: {8, 17393}, {312, 63074}, {314, 50587}, {645, 48551}, {646, 48011}, {3699, 48079}
X(72053) = barycentric quotient X(i)/X(j) for these {i,j}: {8, 39711}, {17393, 7}, {48011, 3669}, {48079, 3676}, {48551, 7178}, {50587, 65}, {63074, 57}
X(72053) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {9, 30568, 333}, {190, 3305, 19804}, {333, 30568, 312}, {3161, 14555, 42033}, {7308, 25728, 32939}, {15492, 35652, 37652}, {17277, 56082, 42029}
X(72054) lies on these lines: {1, 33309}, {2, 3994}, {9, 3791}, {10, 3175}, {37, 714}, {38, 31035}, {42, 4096}, {43, 4664}, {45, 4362}, {171, 17261}, {190, 1961}, {192, 26038}, {210, 3993}, {321, 3842}, {333, 51294}, {344, 26128}, {354, 49520}, {519, 41002}, {537, 3720}, {726, 44307}, {740, 756}, {748, 49472}, {846, 4434}, {872, 58400}, {982, 22220}, {984, 10453}, {1089, 58386}, {1100, 71515}, {1125, 6534}, {1211, 6541}, {1255, 4756}, {1698, 42029}, {1757, 34064}, {1962, 3952}, {2321, 70972}, {2664, 32026}, {2887, 4078}, {3159, 49598}, {3244, 3988}, {3305, 32921}, {3578, 49995}, {3666, 6686}, {3681, 49471}, {3712, 59726}, {3715, 49488}, {3740, 4681}, {3741, 35652}, {3743, 4075}, {3840, 50777}, {3920, 4432}, {3932, 4425}, {3943, 21085}, {3950, 4104}, {3977, 58443}, {3980, 17262}, {3989, 4358}, {4009, 6685}, {4015, 4065}, {4026, 69297}, {4028, 4029}, {4038, 62222}, {4082, 50290}, {4090, 37593}, {4098, 21060}, {4135, 31993}, {4359, 28516}, {4365, 4732}, {4387, 36480}, {4415, 4892}, {4422, 29654}, {4423, 49455}, {4527, 70516}, {4533, 50590}, {4535, 56810}, {4672, 5311}, {4685, 49462}, {4704, 17592}, {4771, 70696}, {4942, 15668}, {4974, 27065}, {5268, 32934}, {5287, 32935}, {5297, 32936}, {5506, 43993}, {6535, 41809}, {6536, 69296}, {9330, 32860}, {9345, 71793}, {9791, 33079}, {13405, 70289}, {17018, 50111}, {17019, 32938}, {17021, 32940}, {17056, 21093}, {17135, 42041}, {17242, 33084}, {17243, 33064}, {17244, 33103}, {17246, 24169}, {17247, 33174}, {17258, 33085}, {17263, 33147}, {17264, 32783}, {17336, 62841}, {17450, 20068}, {17591, 30829}, {17598, 70610}, {17716, 71524}, {17763, 33761}, {18185, 23343}, {18743, 31242}, {19804, 49445}, {20942, 29827}, {21020, 62227}, {21805, 27804}, {21830, 21883}, {22034, 62226}, {24068, 27784}, {24165, 49523}, {24325, 32925}, {24631, 27481}, {25351, 33145}, {25496, 30568}, {25501, 49483}, {25502, 51035}, {26037, 42044}, {26102, 42055}, {26223, 50293}, {26580, 69295}, {28594, 71029}, {28606, 59511}, {29642, 41313}, {29688, 30566}, {29814, 49491}, {29822, 58381}, {29824, 42039}, {29854, 33151}, {30950, 42053}, {31318, 64429}, {31330, 50094}, {32915, 49457}, {32924, 35595}, {34595, 56215}, {37595, 71521}, {42034, 59312}, {42057, 49515}, {44419, 49994}, {49452, 59296}, {49988, 58629}, {50302, 56082}, {52875, 59596}, {56123, 56222}, {59585, 59692}, {69294, 69301}
X(72054) = midpoint of X(756) and X(3995)
X(72054) = barycentric product X(i)*X(j) for these {i,j}: {10, 17319}, {3952, 48049}
X(72054) = barycentric quotient X(i)/X(j) for these {i,j}: {17319, 86}, {48049, 7192}
X(72054) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {37, 1215, 10180}, {37, 3967, 43223}, {37, 3971, 1215}, {37, 21838, 28592}, {37, 21902, 21827}, {37, 71525, 3985}, {190, 1961, 4697}, {321, 3842, 27798}, {3666, 59517, 24003}, {3740, 4681, 4970}, {3932, 4425, 28595}, {3967, 43223, 1215}, {3971, 43223, 3967}, {3989, 4358, 6682}, {4078, 4656, 2887}, {4415, 29653, 4892}, {4704, 27538, 17592}, {17763, 33761, 59624}, {26102, 49447, 42055}, {27065, 32928, 4974}, {28606, 64178, 59511}
X(72055) lies on these lines: {2, 18193}, {8, 4082}, {9, 2319}, {43, 17261}, {75, 4942}, {171, 42056}, {190, 3740}, {200, 71524}, {210, 3685}, {238, 4096}, {239, 3971}, {312, 3715}, {333, 4009}, {346, 70973}, {612, 70742}, {756, 16830}, {984, 70942}, {1215, 17260}, {1376, 17336}, {1757, 59517}, {1961, 17120}, {1999, 64178}, {3219, 5205}, {3305, 16823}, {3683, 3699}, {3702, 32635}, {3705, 18228}, {3729, 26038}, {3731, 59297}, {3757, 3952}, {3769, 16885}, {3790, 14555}, {3876, 49492}, {3967, 17277}, {3974, 70969}, {4023, 42033}, {4078, 62998}, {4104, 17280}, {4126, 4514}, {4201, 59685}, {4359, 4756}, {4422, 33126}, {4438, 30867}, {4473, 59692}, {4512, 71529}, {4886, 6057}, {4903, 11679}, {5220, 18743}, {5268, 17350}, {5272, 31302}, {6646, 62673}, {6685, 51294}, {7174, 70485}, {7226, 26688}, {7308, 24349}, {7322, 70419}, {8167, 49499}, {8580, 25728}, {9330, 26223}, {9780, 39589}, {14829, 15481}, {16814, 59596}, {17123, 42054}, {17165, 35595}, {17254, 33174}, {17266, 33064}, {17268, 33084}, {17338, 33144}, {17777, 25006}, {21060, 25101}, {25957, 69057}, {26103, 62823}, {26264, 26867}, {26685, 29634}, {26791, 29639}, {26792, 69250}, {26840, 60423}, {27002, 36263}, {28058, 56244}, {29607, 33147}, {29641, 31018}, {32932, 63961}, {32939, 61686}, {32944, 42041}, {33100, 71102}, {37656, 69301}, {37679, 49447}, {38000, 59511}, {38057, 56084}, {49698, 49736}, {49707, 64162}, {56082, 59296}, {59216, 64083}, {59298, 62818}
X(72055) = barycentric product X(i)*X(j) for these {i,j}: {8, 17319}, {3699, 48049}
X(72055) = barycentric quotient X(i)/X(j) for these {i,j}: {17319, 7}, {48049, 3676}
X(72055) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {9, 27538, 7081}, {312, 3715, 60731}, {756, 27064, 16830}, {1961, 71515, 17120}, {3305, 32937, 16823}, {3729, 30393, 26038}, {3952, 27065, 3757}, {15481, 59506, 14829}, {18228, 27549, 3705}, {21060, 25101, 29839}
X(72056) lies on these lines: {1, 2}, {9, 71636}, {100, 29348}, {333, 71639}, {518, 43290}, {1376, 49499}, {3035, 49698}, {3158, 27538}, {3210, 67066}, {3684, 71786}, {3685, 3689}, {3711, 60731}, {3712, 4152}, {3911, 49707}, {3996, 4519}, {4962, 48008}, {5687, 69493}, {17120, 71634}, {17336, 61153}, {17596, 49508}, {24349, 46917}, {32937, 64135}, {49456, 60714}, {49695, 51415}, {62218, 71476}, {62706, 71526}
X(72056) = X(5381)-Ceva conjugate of X(644)
X(72056) = X(4526)-Dao conjugate of X(52626)
X(72056) = barycentric product X(i)*X(j) for these {i,j}: {646, 25569}, {3699, 4763}
X(72056) = barycentric quotient X(i)/X(j) for these {i,j}: {4763, 3676}, {25569, 3669}
X(72056) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {200, 71529, 7081}, {3689, 3699, 3685}, {3935, 17780, 5205}, {5524, 70841, 239}, {56385, 56386, 29577}
X(72057) lies on these lines: {2, 3999}, {8, 4533}, {10, 48646}, {38, 6686}, {42, 4096}, {43, 51035}, {69, 53673}, {72, 52353}, {210, 321}, {756, 4090}, {899, 42054}, {1215, 59306}, {1962, 71634}, {2238, 69505}, {2292, 70741}, {2895, 53672}, {3006, 4126}, {3175, 19998}, {3219, 3699}, {3242, 26688}, {3678, 3701}, {3681, 4358}, {3697, 56318}, {3711, 32929}, {3715, 26227}, {3717, 5741}, {3720, 42056}, {3740, 17165}, {3782, 71102}, {3848, 17146}, {3873, 26103}, {3876, 4696}, {3877, 4487}, {3896, 3971}, {3920, 41241}, {3936, 21060}, {3969, 4082}, {3983, 17164}, {3992, 4134}, {3994, 4685}, {3995, 4849}, {4005, 17751}, {4009, 17135}, {4080, 21949}, {4104, 69296}, {4135, 71631}, {4359, 26038}, {4413, 71793}, {4430, 30829}, {4450, 49991}, {4517, 25298}, {4640, 17780}, {4661, 18743}, {4662, 25253}, {4723, 5692}, {4756, 32932}, {4767, 7081}, {4847, 30566}, {4884, 62620}, {4935, 9957}, {4980, 59296}, {4981, 32931}, {5014, 31018}, {5423, 5739}, {5524, 32936}, {6685, 42041}, {7322, 19684}, {14555, 53661}, {16602, 17154}, {16610, 20068}, {17140, 61686}, {17149, 62627}, {20011, 35652}, {20052, 64563}, {20683, 59212}, {21093, 48645}, {21870, 27804}, {21884, 52893}, {22016, 22271}, {24988, 59684}, {25244, 25735}, {25277, 58693}, {25728, 64135}, {25734, 46917}, {26792, 32850}, {27549, 33113}, {29824, 59506}, {29982, 64581}, {30957, 49503}, {31242, 49448}, {32933, 67097}, {33066, 60459}, {37619, 57151}, {37656, 53660}, {37679, 71794}, {41809, 53663}, {42038, 49508}, {42044, 59295}, {46909, 59511}, {48644, 70522}, {48647, 69298}, {48648, 69297}, {49693, 69173}, {53620, 69493}, {56082, 62218}, {62838, 71529}
X(72057) = X(6741)-Dao conjugate of X(52061)
X(72057) = barycentric product X(i)*X(j) for these {i,j}: {10, 17336}, {3952, 31209}, {4033, 48294}
X(72057) = barycentric quotient X(i)/X(j) for these {i,j}: {3700, 52061}, {17336, 86}, {31209, 7192}, {48294, 1019}
X(72057) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {210, 3952, 321}, {210, 3967, 4651}, {756, 4090, 46897}, {756, 71637, 43223}, {3681, 27538, 4358}, {3696, 71117, 321}, {3715, 59597, 26227}, {3740, 17165, 24589}, {3952, 4651, 3967}, {3967, 4651, 321}, {3971, 21805, 3896}, {4005, 59577, 17751}, {4090, 43223, 71637}, {32937, 63961, 4359}, {43223, 71637, 46897}, {69297, 69300, 48648}, {69298, 69299, 48647}
X(72058) lies on these lines: {2, 4864}, {8, 1392}, {43, 49472}, {63, 43290}, {78, 44720}, {190, 64135}, {200, 312}, {210, 71476}, {333, 62218}, {341, 4420}, {345, 6555}, {960, 70743}, {1997, 20015}, {3681, 17780}, {3683, 71636}, {3689, 27538}, {3693, 71526}, {3703, 4152}, {3711, 4042}, {3769, 21805}, {3870, 30829}, {3891, 54309}, {3935, 18743}, {3940, 68245}, {3961, 70942}, {3974, 70971}, {4417, 49991}, {4767, 32929}, {4886, 7172}, {4942, 32932}, {4952, 5211}, {4997, 24392}, {5014, 70794}, {5423, 42033}, {7256, 56440}, {15519, 18228}, {17124, 51055}, {17264, 53673}, {17728, 49707}, {19804, 67097}, {25308, 61166}, {31233, 62814}, {31627, 65199}, {32851, 64083}, {32918, 50075}, {32922, 67066}, {32939, 46917}, {50105, 53660}
X(72058) = X(2968)-Dao conjugate of X(52061)
X(72058) = barycentric product X(i)*X(j) for these {i,j}: {8, 17336}, {646, 48294}, {3699, 31209}
X(72058) = barycentric quotient X(i)/X(j) for these {i,j}: {3239, 52061}, {17336, 7}, {31209, 3676}, {48294, 3669}
X(72058) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {200, 3699, 312}, {210, 71639, 71476}, {71476, 71529, 71639}
X(72059) lies on these lines: {2, 16496}, {8, 3452}, {9, 36630}, {75, 59597}, {200, 3685}, {210, 333}, {312, 3711}, {321, 4767}, {644, 28055}, {894, 4090}, {1043, 59577}, {1376, 62222}, {1961, 71634}, {1999, 21805}, {3158, 71524}, {3219, 17780}, {3243, 26103}, {3681, 5205}, {3697, 16824}, {3701, 4720}, {3740, 16823}, {3750, 42056}, {3757, 63961}, {3790, 5423}, {3816, 49698}, {3886, 4903}, {3952, 32932}, {3971, 5524}, {3974, 70973}, {3996, 4009}, {4030, 4152}, {4096, 17261}, {4126, 32851}, {4388, 49991}, {4420, 46877}, {4421, 17336}, {4512, 71636}, {4640, 43290}, {4645, 21060}, {4673, 59598}, {4899, 20103}, {5233, 30615}, {5250, 70743}, {5263, 59596}, {5293, 70741}, {5297, 8025}, {5333, 46897}, {5692, 68245}, {6057, 70971}, {7172, 70969}, {7174, 59298}, {7322, 59297}, {8580, 24349}, {9350, 62300}, {9458, 27002}, {11019, 49707}, {15519, 52653}, {16602, 24841}, {17147, 54309}, {17260, 29670}, {17277, 58629}, {17319, 42043}, {20942, 49460}, {21870, 34064}, {27549, 64083}, {29673, 30867}, {30829, 41711}, {31018, 63139}, {32937, 67097}, {32948, 69057}, {33153, 71102}, {36634, 49455}, {37619, 52923}, {37682, 51055}, {42054, 56009}, {49501, 70256}, {50286, 63089}, {53672, 69301}, {56086, 56102}, {59506, 68969}, {61156, 71793}
X(72059) = X(25280)-Ceva conjugate of X(17261)
X(72059) = X(i)-isoconjugate of X(j) for these (i,j): {1402, 65071}, {1412, 65070}
X(72059) = X(i)-Dao conjugate of X(j) for these (i,j): {40599, 65070}, {40605, 65071}, {60714, 29820}
X(72059) = barycentric product X(i)*X(j) for these {i,j}: {8, 17261}, {9, 25280}, {312, 60714}, {333, 4096}, {646, 4879}, {3699, 25666}
X(72059) = barycentric quotient X(i)/X(j) for these {i,j}: {210, 65070}, {333, 65071}, {4096, 226}, {4879, 3669}, {4964, 30719}, {17261, 7}, {25280, 85}, {25666, 3676}, {60714, 57}
X(72059) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {200, 27538, 3685}, {210, 3699, 7081}, {210, 7081, 60731}, {3886, 59599, 4903}, {4096, 60714, 17261}
X(72060) lies on these lines: {1, 19947}, {2, 3251}, {8, 6161}, {10, 45666}, {11, 4162}, {30, 511}, {100, 667}, {104, 29348}, {145, 764}, {149, 21301}, {214, 48330}, {239, 4775}, {650, 52959}, {663, 899}, {693, 70809}, {1022, 51093}, {1145, 48329}, {1317, 3669}, {1320, 48333}, {1734, 13277}, {1862, 18344}, {1960, 4763}, {2530, 62401}, {3035, 31288}, {3036, 20317}, {3241, 14421}, {3635, 23814}, {3679, 4448}, {3716, 28603}, {3912, 47761}, {4040, 62325}, {4041, 38325}, {4063, 5541}, {4462, 12531}, {4502, 50012}, {4543, 6546}, {4705, 19998}, {4728, 4895}, {4730, 47776}, {4825, 31150}, {4871, 17072}, {4905, 7972}, {4959, 48273}, {6154, 50499}, {6542, 47763}, {6544, 68829}, {6633, 57021}, {9269, 51071}, {9897, 48265}, {10609, 50336}, {10707, 31149}, {11607, 54230}, {14422, 45328}, {15343, 36236}, {15863, 59672}, {16173, 47841}, {17310, 47762}, {17756, 69481}, {20095, 31291}, {20980, 50028}, {21302, 29824}, {21630, 69359}, {23057, 69346}, {24864, 53535}, {25416, 48346}, {25666, 58158}, {30117, 48302}, {31209, 58157}, {31251, 31272}, {32028, 36237}, {32847, 48324}, {33337, 69311}, {33814, 39227}, {35962, 53376}, {40891, 47759}, {41140, 47760}, {41191, 48331}, {42322, 50501}, {45678, 53571}, {47814, 58159}, {47874, 68897}, {48049, 58164}, {48079, 58169}, {48111, 64056}, {48189, 50764}, {48285, 50335}, {48307, 60353}, {48332, 49771}, {48345, 70732}, {48352, 50016}, {48577, 71771}, {49988, 50507}, {50001, 50352}, {58334, 66199}, {62296, 70525}, {70288, 70769}
X(72060) = isogonal conjugate of X(39443)
X(72060) = crossdifference of every pair of points on line {6, 1646}
X(72060) = {X(3679),X(68824)}-harmonic conjugate of X(4448)
X(72061) lies on these lines: {1, 2}, {31, 765}, {55, 23343}, {57, 66979}, {100, 537}, {190, 678}, {210, 16482}, {214, 9457}, {244, 43290}, {518, 34583}, {522, 3158}, {524, 16504}, {528, 70752}, {529, 67439}, {536, 3689}, {545, 57021}, {740, 4954}, {750, 51055}, {756, 71051}, {867, 12607}, {1621, 42056}, {1962, 46912}, {2177, 3570}, {3685, 4937}, {3699, 3722}, {3711, 16494}, {3913, 52242}, {4152, 4422}, {4383, 16501}, {4414, 71636}, {4418, 24345}, {4421, 23832}, {4432, 4767}, {4434, 62236}, {4781, 24821}, {4849, 16507}, {4952, 51402}, {6174, 9041}, {8616, 70736}, {8715, 13589}, {10196, 70793}, {16495, 21805}, {16500, 19723}, {17155, 64135}, {17318, 24408}, {19515, 37727}, {20095, 21093}, {21870, 50124}, {23644, 63526}, {23858, 24820}, {24427, 64161}, {24709, 53534}, {27918, 50120}, {31201, 49703}, {32775, 48821}, {32917, 51034}, {32918, 71639}, {32931, 48805}, {32937, 53340}, {34607, 69455}, {36815, 40172}, {42720, 50127}, {44663, 67416}, {46973, 67425}, {50078, 56176}, {50126, 71451}, {51035, 70909}, {56009, 70992}, {60714, 69539}
X(72061) = X(513)-isoconjugate of X(39443)
X(72061) = X(39026)-Dao conjugate of X(39443)
X(72061) = barycentric product X(6381)*X(19621)
X(72061) = barycentric quotient X(i)/X(j) for these {i,j}: {101, 39443}, {19621, 37129}
X(72061) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 17780, 9458}, {2, 50079, 71753}, {3158, 67066, 32925}, {3935, 70841, 17763}, {17318, 27921, 24408}
X(72062) lies on these lines: {1, 6}, {32, 1252}, {41, 68825}, {100, 1017}, {101, 20331}, {145, 35092}, {650, 6161}, {896, 67432}, {899, 5091}, {1015, 57192}, {1026, 37540}, {3204, 68828}, {3240, 3573}, {3758, 16820}, {4585, 36275}, {5277, 68812}, {5375, 54230}, {6790, 54389}, {17281, 49998}, {24281, 53337}, {52946, 67583}, {52963, 70834}, {62846, 71082}
X(72062) = X(514)-isoconjugate of X(39443)
X(72062) = crossdifference of every pair of points on line {513, 3999}
X(72062) = barycentric product X(536)*X(19621)
X(72062) = barycentric quotient X(i)/X(j) for these {i,j}: {692, 39443}, {19621, 3227}
X(72062) = {X(1),X(67385)}-harmonic conjugate of X(49515)
X(72063) lies on these lines: {2, 37}, {6, 1016}, {8, 16482}, {9, 23891}, {44, 24509}, {45, 874}, {145, 16507}, {519, 16495}, {545, 30866}, {594, 71050}, {646, 4422}, {668, 4370}, {889, 35123}, {1083, 70417}, {2321, 57038}, {2325, 6381}, {3161, 4391}, {3770, 17340}, {3943, 70809}, {3950, 68967}, {4033, 4473}, {4582, 17262}, {7258, 25536}, {9024, 36798}, {16672, 71820}, {17261, 69538}, {17350, 36275}, {20092, 39994}, {20331, 31002}, {23354, 24482}, {25728, 69034}, {36804, 70287}, {45666, 68101}, {49517, 71837}, {52716, 71770}, {70732, 71560}
X(72063) = X(649)-isoconjugate of X(39443)
X(72063) = X(5375)-Dao conjugate of X(39443)
X(72063) = crossdifference of every pair of points on line {667, 33917}
X(72063) = barycentric product X(19621)*X(35543)
X(72063) = barycentric quotient X(i)/X(j) for these {i,j}: {100, 39443}, {19621, 739}
X(72064) lies on these lines: {100, 667}, {512, 4763}, {514, 9508}, {900, 69328}, {1635, 29188}, {3826, 6008}, {4063, 36848}, {4083, 5883}, {4705, 47763}, {4728, 47837}, {4730, 27013}, {4776, 4834}, {4777, 31010}, {6002, 28603}, {6006, 70740}, {25666, 58175}, {28209, 48003}, {29058, 45679}, {29070, 47776}, {29150, 47835}, {30595, 48171}, {31209, 58173}, {31288, 50499}, {47761, 50501}, {47767, 68836}, {47814, 58181}, {48049, 58177}, {48573, 68894}
X(72064) = midpoint of X(i) and X(j) for these {i,j}: {4063, 36848}, {4705, 47763}, {4776, 4834}, {30595, 48171}, {47761, 50501}, {47814, 58181}
X(72064) = reflection of X(i) in X(j) for these {i,j}: {4776, 65449}, {52601, 47761}
X(72065) lies on these lines: {2, 1757}, {31, 765}, {81, 42056}, {519, 32930}, {536, 32938}, {537, 32911}, {551, 27065}, {748, 51055}, {756, 46922}, {1999, 4937}, {3241, 70742}, {3679, 6539}, {3681, 50300}, {4005, 50064}, {4418, 50127}, {4664, 61358}, {4683, 48821}, {4753, 41242}, {4756, 49489}, {5311, 63108}, {6057, 28337}, {9458, 62795}, {16669, 32927}, {16834, 32925}, {17011, 50777}, {17378, 70874}, {17781, 50091}, {27064, 31136}, {28333, 33067}, {31161, 32914}, {32772, 51034}, {32860, 49721}, {32928, 50124}, {41241, 49712}
X(72065) = {X(31161),X(68966)}-harmonic conjugate of X(32914)
X(72066) lies on these lines: {6, 1016}, {75, 4675}, {350, 50123}, {668, 50113}, {1909, 4727}, {3241, 60861}, {3264, 29619}, {3770, 17314}, {4007, 52716}, {4033, 29588}, {4358, 17315}, {4460, 29802}, {4671, 31011}, {4889, 17787}, {5564, 24589}, {17145, 28597}, {17319, 69538}, {17388, 70809}, {17389, 17790}, {24004, 63052}, {30866, 50112}, {40875, 50125}, {49517, 71838}, {50087, 64133}
X(72067) lies on these lines: {1, 2}, {31, 51055}, {536, 3748}, {537, 1621}, {744, 69519}, {3750, 69539}, {4418, 17715}, {4664, 62849}, {4688, 32945}, {4864, 32917}, {5284, 42056}, {10389, 17155}, {15570, 32919}, {16064, 68760}, {17469, 46922}, {24841, 70520}, {31161, 32930}, {32771, 48805}, {32844, 37703}, {32920, 62862}, {32925, 62856}, {32927, 42819}, {33112, 49696}, {33123, 48821}, {38316, 64178}, {49491, 70834}, {49746, 71798}, {50078, 51715}, {50126, 71452}, {50300, 62806}, {51035, 71794}, {60714, 70992}
X(72067) = {X(3957),X(71517)}-harmonic conjugate of X(32914)
X(72068) lies on these lines: {1, 2}, {55, 42054}, {537, 4421}, {678, 32933}, {726, 3158}, {1376, 42053}, {2796, 34607}, {3689, 32920}, {3699, 17715}, {3722, 4011}, {3749, 4090}, {3971, 67066}, {4052, 54946}, {4096, 4428}, {4432, 59597}, {4434, 41711}, {8715, 49127}, {10389, 59517}, {16496, 59679}, {17063, 43290}, {17596, 71636}, {17766, 25568}, {20075, 21093}, {24165, 64135}, {28562, 28609}, {32927, 42044}, {49455, 60714}, {50127, 59676}, {62834, 71634}
X(72068) = reflection of X(i) in X(j) for these {i,j}: {34625, 49608}, {49636, 59722}
X(72068) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {200, 71520, 16825}, {3870, 70841, 29649}, {3961, 29670, 36480}
X(72069) lies on these lines: {1, 2}, {55, 42055}, {537, 4428}, {726, 10389}, {1001, 4096}, {1707, 49535}, {2796, 10385}, {3052, 49491}, {3175, 3748}, {3243, 71489}, {3475, 17766}, {3722, 3980}, {3749, 49479}, {3750, 49455}, {3923, 17715}, {3971, 62856}, {4011, 71630}, {4052, 30331}, {4421, 42053}, {4654, 28562}, {4864, 32916}, {4865, 37703}, {17469, 19738}, {17716, 42028}, {19723, 41711}, {26098, 49696}, {32923, 50106}, {32927, 62862}, {33111, 49695}, {37553, 49464}, {38316, 59517}, {41629, 49490}, {62875, 71521}
X(72069) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 29670, 29668}, {1, 71520, 29649}, {3870, 71517, 16825}, {3938, 29651, 36480}
X(72070) lies on these lines: {2, 1757}, {31, 51055}, {38, 46922}, {81, 537}, {354, 16482}, {519, 4418}, {536, 32940}, {551, 3219}, {894, 31136}, {3758, 54352}, {3873, 50300}, {3989, 29580}, {4644, 33120}, {4649, 69539}, {4664, 62821}, {4683, 28333}, {4688, 32864}, {4722, 68966}, {7277, 32844}, {9458, 37520}, {16834, 17155}, {17017, 63108}, {17019, 50777}, {17120, 17449}, {17154, 69632}, {17378, 71795}, {17763, 31161}, {26223, 31137}, {31178, 32914}, {32915, 49721}, {32924, 50124}, {32929, 51093}, {32930, 50127}, {32948, 62240}, {33067, 48821}, {33162, 62230}, {37633, 42056}, {42028, 42039}, {49455, 63039}, {49499, 62846}, {51035, 71793}
X(72071) lies on these lines: {2, 1757}, {6, 42054}, {44, 29651}, {193, 69297}, {519, 4217}, {551, 41229}, {1707, 71634}, {3175, 50283}, {3751, 4011}, {3961, 71635}, {3980, 71521}, {4383, 42053}, {4663, 35652}, {4685, 50127}, {4722, 29649}, {5220, 29644}, {16669, 32920}, {17781, 50287}, {19722, 50094}, {19738, 42041}, {20464, 42042}, {23812, 38057}, {29652, 49712}, {29668, 41241}, {31161, 63060}, {32935, 42051}, {32938, 42044}, {49455, 63074}, {49685, 56082}
X(72071) = {X(3751),X(71515)}-harmonic conjugate of X(4011)
X(72072) lies on these lines: {2, 1757}, {6, 42055}, {38, 19738}, {519, 50043}, {551, 62874}, {940, 4096}, {984, 42028}, {3175, 32935}, {3751, 3980}, {3758, 29652}, {3874, 48867}, {4011, 62819}, {4362, 41629}, {4641, 29651}, {4644, 29673}, {4697, 64070}, {4722, 16825}, {4865, 7277}, {4921, 32771}, {17120, 62865}, {19722, 29644}, {19723, 24325}, {24821, 58820}, {29649, 71630}, {29650, 62235}, {29668, 54352}, {29670, 62795}, {29820, 71635}, {32940, 49488}, {33165, 62230}, {37685, 49455}, {42045, 71795}, {42051, 50283}, {42057, 50127}, {48812, 67976}, {49520, 62808}, {49535, 62834}, {63057, 69297}
X(72072) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {3751, 71518, 3980}, {62819, 71521, 4011}
X(72073) lies on these lines: {2, 1757}, {81, 4096}, {756, 42028}, {984, 19738}, {1215, 4921}, {3175, 4663}, {3751, 32930}, {3938, 71635}, {4418, 4685}, {4722, 17763}, {5220, 19722}, {5904, 48867}, {16669, 32923}, {19723, 32771}, {20086, 69297}, {24821, 45222}, {32911, 42055}, {32914, 63060}, {32935, 50106}, {32945, 71638}, {33761, 58381}, {42041, 46922}, {42044, 50283}
X(72073) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {4722, 71630, 41629}, {41629, 71630, 17763}
X(72074) lies on these lines: {2, 1757}, {81, 42054}, {3679, 50234}, {3751, 4418}, {4644, 33117}, {4663, 32940}, {4722, 32914}, {7277, 33072}, {20068, 69632}, {20072, 29685}, {31161, 41629}, {31178, 63060}, {32911, 42053}, {32930, 42057}, {32935, 42044}, {32938, 35652}, {32943, 71638}, {42025, 50094}, {42028, 42041}, {42039, 46922}, {49455, 63095}, {50106, 50283}, {62230, 69298}
X(72075) lies on these lines: {2, 4864}, {7, 15519}, {8, 6933}, {31, 765}, {37, 71526}, {42, 17393}, {55, 17336}, {57, 43290}, {65, 70743}, {75, 200}, {100, 71793}, {145, 1997}, {190, 3158}, {210, 17335}, {312, 3935}, {319, 7172}, {341, 3811}, {344, 6555}, {518, 71529}, {612, 17394}, {1088, 65199}, {1376, 49499}, {2340, 24524}, {3685, 59597}, {3689, 32937}, {3699, 3870}, {3711, 3757}, {3759, 4849}, {3769, 70841}, {3873, 17780}, {3957, 30829}, {3961, 25496}, {3996, 42034}, {4090, 4676}, {4323, 64499}, {4421, 62222}, {4640, 71636}, {4702, 4903}, {4737, 69275}, {4899, 59584}, {4952, 29840}, {5205, 41711}, {5423, 17264}, {5524, 32920}, {6557, 12630}, {7081, 49450}, {7256, 56439}, {7322, 51488}, {9458, 62869}, {10578, 17263}, {15570, 26103}, {17122, 51055}, {17277, 62218}, {17329, 44419}, {17596, 49501}, {17597, 31233}, {17716, 71634}, {18134, 49991}, {20015, 28808}, {20937, 32926}, {20942, 66469}, {24477, 49714}, {25306, 61166}, {25568, 32850}, {30318, 40420}, {32916, 50075}, {32939, 64135}, {33116, 63168}, {34772, 44720}, {36845, 37758}, {42033, 53661}, {48696, 69493}, {49447, 60714}, {49465, 59298}, {49503, 59679}, {49536, 59593}, {56084, 64146}, {62822, 67343}, {65020, 66063}, {71451, 71630}, {71477, 71639}
X(72075) = barycentric product X(i)*X(j) for these {i,j}: {765, 26572}, {36639, 67038}
X(72075) = barycentric quotient X(i)/X(j) for these {i,j}: {26572, 1111}, {36639, 2170}
X(72075) = {X(3699),X(3870)}-harmonic conjugate of X(18743)
X(72076) lies on these lines: {1, 312}, {2, 4864}, {8, 50393}, {31, 51055}, {75, 3957}, {190, 62856}, {333, 3243}, {968, 24841}, {1233, 64133}, {1621, 49499}, {3263, 17394}, {3475, 4514}, {3699, 10582}, {3705, 37703}, {3748, 24349}, {3757, 42871}, {3758, 62806}, {3769, 62867}, {3870, 19804}, {4441, 17393}, {4661, 17335}, {4664, 71794}, {4666, 30829}, {4851, 70456}, {5423, 38314}, {7262, 49535}, {7321, 20075}, {8616, 49491}, {10389, 32939}, {10453, 15570}, {10578, 32851}, {14829, 62815}, {16823, 41711}, {17165, 62862}, {17241, 33091}, {17317, 20020}, {17715, 49479}, {17724, 29843}, {17774, 58463}, {18134, 49466}, {18743, 29817}, {20045, 62866}, {24477, 30608}, {25557, 63139}, {26227, 62863}, {29651, 49675}, {32923, 49470}, {32937, 42819}, {33124, 36479}, {34860, 37573}, {42029, 68969}, {44720, 54392}, {49447, 62849}, {49490, 71517}, {51099, 63140}, {62229, 63977}
X(72076) = {X(32923),X(67209)}-harmonic conjugate of X(49470)
X(72077) lies on these lines: {1, 4487}, {2, 4864}, {8, 6856}, {42, 17793}, {81, 7256}, {200, 4359}, {321, 3935}, {354, 17780}, {518, 71479}, {3158, 32933}, {3623, 6552}, {3681, 71476}, {3689, 17165}, {3699, 3957}, {3722, 4090}, {3744, 41241}, {3811, 4696}, {3870, 4358}, {3873, 71529}, {3896, 32927}, {3930, 71492}, {3938, 70942}, {3961, 32772}, {4042, 26227}, {4421, 71793}, {4430, 24593}, {4849, 20045}, {4861, 4935}, {4942, 32929}, {4952, 29832}, {4981, 29670}, {5014, 25568}, {5425, 67343}, {5524, 32923}, {7081, 62236}, {9776, 15519}, {17150, 21870}, {17264, 53660}, {17469, 71634}, {18139, 49991}, {21805, 71520}, {27003, 43290}, {31161, 71450}, {33113, 63168}, {49482, 71637}, {49694, 61648}, {50748, 69298}, {51583, 59584}, {59181, 65199}, {63159, 68245}
X(72077) = reflection of X(71479) in X(71639)
X(72078) lies on these lines: {1, 996}, {2, 4864}, {8, 36867}, {145, 30588}, {321, 3957}, {518, 71478}, {896, 49535}, {902, 49491}, {1150, 3243}, {1155, 17146}, {1279, 41241}, {1441, 37736}, {1621, 62222}, {3006, 37703}, {3475, 5014}, {3722, 49479}, {3748, 17165}, {3870, 4359}, {3873, 71477}, {3896, 3979}, {3935, 24589}, {3936, 49466}, {3938, 50302}, {3952, 42819}, {4428, 71793}, {4487, 54318}, {4689, 17154}, {4879, 35353}, {4981, 29651}, {7081, 62863}, {7321, 20095}, {10389, 32933}, {10578, 33113}, {15570, 29824}, {16823, 62236}, {17051, 37762}, {17126, 51055}, {17450, 70841}, {17724, 29835}, {20045, 49478}, {20905, 63161}, {21806, 49464}, {21870, 68958}, {24542, 49529}, {24594, 46917}, {26227, 42871}, {29670, 62869}, {29822, 49465}, {29830, 49688}, {31025, 49467}, {31161, 71414}, {31178, 71451}, {32920, 67209}, {32937, 62862}, {33112, 49695}, {33122, 36479}, {41711, 70316}, {46909, 49675}, {49499, 61155}, {49700, 61707}, {50305, 70970}, {58560, 71639}, {62867, 71520}
X(72078) = {X(3979),X(32923)}-harmonic conjugate of X(3896)
X(72079) lies on these lines: {1, 1120}, {2, 4864}, {8, 17718}, {55, 62222}, {75, 3935}, {85, 65199}, {100, 49499}, {145, 17721}, {200, 19804}, {312, 3870}, {354, 71529}, {518, 71477}, {519, 17717}, {750, 51055}, {1155, 71636}, {2177, 49447}, {3158, 32939}, {3306, 43290}, {3315, 31233}, {3681, 71478}, {3689, 24349}, {3711, 16823}, {3722, 4676}, {3748, 27538}, {3758, 42720}, {3759, 20045}, {3812, 70743}, {3938, 32944}, {3957, 18743}, {3961, 50302}, {3996, 42029}, {4023, 50310}, {4090, 17715}, {4126, 63287}, {4414, 49501}, {4434, 49498}, {4514, 25568}, {4689, 31302}, {4851, 70452}, {5205, 42871}, {5233, 49466}, {5774, 68889}, {7081, 41711}, {10584, 65020}, {15570, 30947}, {15934, 68245}, {17233, 50744}, {17234, 49991}, {17241, 60459}, {17264, 53661}, {17336, 61155}, {17386, 50000}, {17387, 62668}, {17780, 64149}, {20058, 26738}, {25439, 69493}, {26227, 49450}, {29675, 49693}, {29839, 30615}, {30608, 49714}, {31161, 71451}, {32851, 63168}, {32917, 50075}, {32927, 49470}, {33165, 50748}, {42042, 70713}, {49490, 70841}, {49491, 56010}, {71452, 71630}
X(72079) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 3699, 30829}, {26227, 62236, 49450}, {32927, 67207, 49470}
X(72080) lies on these lines: {1, 341}, {2, 4864}, {8, 44840}, {42, 31005}, {55, 49499}, {75, 3870}, {171, 51055}, {190, 10389}, {312, 3957}, {350, 17018}, {354, 71639}, {518, 71476}, {519, 33111}, {846, 49501}, {1621, 17336}, {3243, 14829}, {3475, 32850}, {3550, 49491}, {3622, 6555}, {3681, 17335}, {3685, 4942}, {3699, 4666}, {3742, 71529}, {3744, 3758}, {3748, 32937}, {3750, 49447}, {3755, 19830}, {3757, 4042}, {3769, 49490}, {3873, 71479}, {3920, 17394}, {3935, 19804}, {3938, 32772}, {3952, 62862}, {3979, 32920}, {4417, 49466}, {4428, 62222}, {4650, 49535}, {4676, 17715}, {4851, 20056}, {4906, 59298}, {5437, 43290}, {7081, 42871}, {7321, 17784}, {8236, 56084}, {9352, 17146}, {10327, 17241}, {10578, 33116}, {10580, 37758}, {17319, 69866}, {17361, 63134}, {17379, 40883}, {17594, 24841}, {26098, 49695}, {27538, 42819}, {29641, 37703}, {29670, 49675}, {29817, 30829}, {29838, 65969}, {29839, 49688}, {31161, 71452}, {31178, 71450}, {32923, 67207}, {32927, 67209}, {33126, 36479}, {33169, 50748}, {37736, 69765}, {42034, 68969}, {42697, 64146}, {49451, 55095}, {49465, 59297}, {51058, 71492}
X(72080) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {3757, 41711, 49450}, {3979, 32920, 49470}, {49490, 71520, 3769}
X(72081) lies on these lines: {31, 765}, {42, 17336}, {210, 3758}, {518, 70485}, {756, 17394}, {1757, 32916}, {1992, 5423}, {3715, 4687}, {3751, 18743}, {3759, 32937}, {3769, 4090}, {3974, 62231}, {4082, 17377}, {4104, 19827}, {4383, 49499}, {4661, 41241}, {4663, 27538}, {4676, 71515}, {4849, 17350}, {7262, 71634}, {7322, 46922}, {15481, 59297}, {17123, 51055}, {17346, 53663}, {17351, 59295}, {17393, 61358}, {25496, 50075}, {27064, 49450}, {29821, 49501}, {32911, 71794}, {37683, 59596}, {50077, 69089}
X(72082) lies on these lines: {8, 19833}, {31, 51055}, {81, 49499}, {312, 62819}, {354, 70485}, {518, 70484}, {3751, 19804}, {3758, 3873}, {3759, 17140}, {4514, 4644}, {4664, 71793}, {4676, 62867}, {4697, 49498}, {4883, 17350}, {4981, 41847}, {5311, 49501}, {7174, 42028}, {7226, 17394}, {17120, 17597}, {17241, 33166}, {17336, 29814}, {17361, 29667}, {17378, 63147}, {17387, 32862}, {17716, 49535}, {19717, 62868}, {20068, 62801}, {24841, 62845}, {28582, 58820}, {31233, 65112}, {31302, 37595}, {32913, 32916}, {32932, 64165}, {32939, 68588}, {32940, 49470}, {46922, 62833}, {49447, 62821}, {49490, 71518}, {49491, 62841}, {62844, 69493}
X(72083) lies on these lines: {6, 69505}, {518, 41241}, {896, 71634}, {1757, 32917}, {1992, 53661}, {3578, 53663}, {3616, 18490}, {3629, 50000}, {3681, 70419}, {3751, 4358}, {3896, 32938}, {3952, 4663}, {3994, 49685}, {4090, 4722}, {4427, 21870}, {5739, 5772}, {14997, 49499}, {15481, 29822}, {16669, 20045}, {17025, 49501}, {17351, 19998}, {17365, 71102}, {21805, 71521}, {37639, 59596}, {46909, 49712}, {49693, 61707}, {62222, 69539}, {71414, 71515}, {71489, 71637}
X(72084) lies on these lines: {354, 41241}, {518, 70482}, {1100, 20068}, {2308, 49491}, {3751, 4359}, {3758, 4430}, {3873, 70481}, {3896, 32940}, {4358, 62819}, {4644, 5014}, {4663, 17140}, {4722, 49479}, {8025, 49515}, {17120, 62814}, {17127, 51055}, {17350, 62866}, {17450, 71515}, {17469, 49535}, {17771, 29685}, {19738, 62833}, {31302, 62801}, {32913, 32918}, {32929, 64165}, {32933, 68588}, {33091, 62230}, {37685, 49499}, {42045, 63147}, {49490, 71452}, {62867, 71521}, {71450, 71518}
X(72085) lies on these lines: {312, 3751}, {518, 70481}, {748, 51055}, {3681, 3758}, {3699, 62812}, {3744, 71635}, {3759, 17165}, {3769, 4722}, {3996, 50127}, {4388, 47359}, {4430, 41241}, {4650, 71634}, {4663, 32937}, {4676, 71452}, {7322, 42028}, {10180, 51297}, {17017, 49501}, {17018, 17336}, {17351, 20012}, {17360, 69296}, {17361, 29679}, {17386, 69301}, {26223, 49450}, {27064, 64070}, {30829, 62819}, {32772, 50075}, {32911, 49499}, {32912, 32918}, {32938, 49470}, {33066, 59406}, {37684, 59596}, {44720, 54421}, {49447, 61358}, {49478, 70742}, {49490, 71515}, {71450, 71521}
X(72086) lies on these lines: {1, 17336}, {6, 49499}, {8, 11008}, {10, 17361}, {69, 5772}, {75, 3751}, {86, 5223}, {145, 17351}, {190, 68588}, {238, 51055}, {320, 59406}, {518, 3758}, {537, 70681}, {894, 49450}, {984, 17394}, {1100, 31302}, {1279, 71635}, {1698, 48638}, {1757, 17335}, {3242, 17120}, {3616, 15481}, {3618, 38046}, {3622, 16814}, {3685, 64165}, {3717, 17378}, {3759, 4663}, {3790, 17386}, {3873, 70483}, {3932, 17387}, {4026, 17329}, {4307, 49698}, {4356, 49748}, {4389, 5850}, {4393, 28582}, {4644, 32850}, {4645, 47359}, {4649, 17393}, {4664, 62222}, {4667, 4899}, {4672, 49498}, {4676, 49490}, {4684, 17354}, {4687, 5220}, {4751, 60731}, {4764, 49486}, {4860, 31233}, {4883, 70742}, {4966, 17342}, {5542, 17352}, {7174, 46922}, {7277, 50289}, {10327, 62230}, {16468, 49491}, {16474, 69493}, {16475, 24841}, {17227, 38047}, {17317, 27549}, {17350, 49478}, {17360, 34379}, {17364, 49524}, {17371, 49511}, {17379, 49515}, {17771, 29659}, {18743, 62819}, {20050, 49485}, {24821, 50281}, {27191, 59372}, {29617, 51124}, {32912, 32917}, {32935, 49470}, {33682, 49503}, {41847, 49712}, {49489, 49532}, {49493, 49685}, {49695, 50303}, {49697, 50301}, {49714, 68589}, {50075, 50302}, {50127, 68969}, {70461, 70610}
X(72086) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {894, 64070, 49450}, {4649, 49447, 17393}, {4663, 24349, 3759}, {49490, 71521, 4676}
X(72087) lies on these lines: {1, 64436}, {2, 49697}, {31, 765}, {42, 17319}, {43, 71794}, {200, 4418}, {210, 57024}, {3681, 32916}, {3689, 32938}, {3711, 32771}, {3873, 9458}, {3920, 71634}, {3935, 4090}, {3938, 70485}, {3996, 71630}, {4849, 32927}, {5263, 71637}, {5524, 17165}, {6541, 53660}, {9342, 49491}, {9350, 49499}, {17336, 17782}, {17780, 32913}, {21060, 32947}, {21805, 32914}, {21870, 32928}, {24165, 54309}, {25568, 33117}, {26037, 55076}, {27538, 67207}, {32912, 71529}, {32915, 59597}, {32943, 59596}, {32949, 49991}, {49996, 62998}, {59511, 62236}, {66469, 71452}
X(72087) = {X(3935),X(4090)}-harmonic conjugate of X(32930)
X(72088) lies on these lines: {1, 3159}, {2, 49697}, {31, 51055}, {1215, 62863}, {1621, 49491}, {1962, 24841}, {3219, 49535}, {3243, 31330}, {3244, 23812}, {3475, 33120}, {3742, 9458}, {3748, 32940}, {3873, 32916}, {3938, 70484}, {3957, 4418}, {3979, 17140}, {4430, 29651}, {4661, 24331}, {4864, 32772}, {4883, 32927}, {5542, 32948}, {15570, 32943}, {17146, 17596}, {17763, 62867}, {24349, 67209}, {25531, 71637}, {26034, 51099}, {29688, 58371}, {29851, 49529}, {29853, 59406}, {30942, 62815}, {30957, 44841}, {32771, 42871}, {32914, 49490}, {32920, 62866}, {32923, 49478}, {32935, 62862}, {32938, 42819}, {32949, 49466}, {33069, 36479}, {33119, 37703}, {49499, 62849}, {49704, 64164}, {49746, 71797}
X(72088) = {X(3957),X(49479)}-harmonic conjugate of X(4418)
X(72089) lies on these lines: {1, 56150}, {2, 49697}, {6, 71786}, {8, 25385}, {10, 11520}, {200, 3980}, {210, 29651}, {3240, 49455}, {3243, 4871}, {3306, 49535}, {3681, 29670}, {3689, 32935}, {3699, 49490}, {3711, 24325}, {3749, 71515}, {3751, 70841}, {3870, 4011}, {3875, 4946}, {3923, 3935}, {3938, 70483}, {3952, 67207}, {3961, 70419}, {3979, 27538}, {4104, 29669}, {4413, 49491}, {4434, 64070}, {4849, 32920}, {4892, 71327}, {5205, 49498}, {5524, 24349}, {6541, 53661}, {6686, 62850}, {6745, 49536}, {16825, 21805}, {17593, 49501}, {17717, 49698}, {17718, 49693}, {21870, 32921}, {24003, 42871}, {24331, 63961}, {24552, 71637}, {25568, 29673}, {29676, 49707}, {29828, 49510}, {31034, 49996}, {32913, 71529}, {32927, 49488}, {32931, 49458}, {36480, 46897}, {37660, 49449}, {41711, 59511}, {49479, 67097}, {49499, 56009}
X(72089) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {3870, 4090, 4011}, {32931, 62236, 49458}
X(72090) lies on these lines: {1, 979}, {2, 49697}, {10, 50393}, {55, 49491}, {63, 49535}, {171, 51055}, {518, 29651}, {1215, 42871}, {3242, 29644}, {3243, 3741}, {3475, 29673}, {3681, 24331}, {3748, 32935}, {3749, 71518}, {3750, 49499}, {3751, 71517}, {3757, 49498}, {3791, 64165}, {3840, 62815}, {3870, 3980}, {3873, 29670}, {3923, 3957}, {3938, 70482}, {3979, 24349}, {3996, 31178}, {4090, 4666}, {4362, 49490}, {4438, 37703}, {4864, 25496}, {4871, 44841}, {5272, 71634}, {6685, 62850}, {16496, 43223}, {17018, 24259}, {17140, 67207}, {17165, 67209}, {17592, 24841}, {19732, 49449}, {23812, 68589}, {24325, 41711}, {25385, 36845}, {29642, 49529}, {29649, 62867}, {29650, 62814}, {29652, 49675}, {29668, 46897}, {29669, 49511}, {29672, 59406}, {32771, 49458}, {32920, 49478}, {32923, 49488}, {32927, 62866}, {32931, 62863}, {32938, 62862}, {32946, 49466}, {33064, 36479}, {49451, 62226}, {62819, 71520}
X(72090) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {3870, 49479, 3980}, {46897, 62869, 29668}
X(72091) lies on these lines: {1, 26688}, {2, 49697}, {42, 17794}, {354, 9458}, {518, 32918}, {519, 33107}, {1215, 62236}, {3243, 30957}, {3689, 32940}, {3699, 62867}, {3870, 32930}, {3935, 4418}, {3938, 70481}, {3952, 3979}, {3957, 4090}, {3961, 70482}, {3996, 31161}, {4661, 29670}, {4849, 32923}, {5524, 17140}, {7191, 71634}, {17124, 51055}, {17778, 49996}, {21870, 32924}, {24003, 62863}, {25568, 33120}, {27003, 49535}, {27538, 67209}, {29690, 49707}, {29846, 49529}, {29848, 59406}, {32931, 41711}, {32937, 67207}, {32942, 71637}, {33105, 49698}, {33166, 50748}, {42042, 70720}, {42043, 71794}, {66469, 71451}, {67066, 68588}, {68969, 71630}
X(72092) lies on these lines: {1, 3952}, {2, 49697}, {8, 21027}, {100, 49491}, {518, 32917}, {519, 33112}, {750, 51055}, {1054, 17146}, {2177, 49499}, {3218, 49535}, {3243, 30942}, {3475, 33117}, {3699, 17450}, {3748, 32938}, {3870, 4418}, {3935, 49479}, {3938, 70419}, {3957, 32930}, {3979, 17165}, {4090, 29817}, {4430, 29670}, {4661, 29651}, {4864, 32944}, {5235, 49449}, {5772, 33171}, {7292, 71634}, {9458, 64149}, {17117, 49983}, {17300, 49996}, {17763, 49490}, {24325, 62236}, {24349, 67207}, {24841, 46904}, {26227, 49498}, {29632, 49529}, {29638, 59406}, {30957, 62815}, {31161, 68969}, {31314, 68875}, {32771, 41711}, {32843, 49466}, {32927, 49478}, {32931, 42871}, {32937, 67209}, {33065, 36479}, {33115, 37703}, {33170, 50748}, {42042, 71794}, {46897, 49675}, {49704, 61707}, {49771, 61652}, {59511, 62863}
X(72093) lies on these lines: {31, 765}, {42, 17261}, {43, 71793}, {210, 4670}, {333, 71637}, {756, 24437}, {3219, 71634}, {3681, 25496}, {3699, 4722}, {3935, 71515}, {4090, 17763}, {4134, 60684}, {4418, 21805}, {4547, 25526}, {4849, 32938}, {8013, 63885}, {9340, 43290}, {9458, 32913}, {16670, 67066}, {17779, 20068}, {20086, 49994}, {21060, 29631}, {21870, 32936}, {25960, 47359}, {26688, 49498}, {32919, 59596}, {33107, 49697}, {37687, 49491}, {50016, 71117}, {67207, 70742}
X(72094) lies on these lines: {1, 20068}, {31, 51055}, {42, 62300}, {81, 49491}, {3758, 62869}, {3873, 25496}, {3894, 60684}, {3920, 49535}, {3957, 71518}, {4418, 49490}, {4672, 62863}, {4883, 32938}, {5542, 29850}, {11038, 29853}, {17120, 29818}, {17146, 29821}, {17155, 68588}, {17378, 71796}, {17763, 62819}, {25961, 47359}, {29817, 71521}, {32860, 64165}, {32914, 49479}, {32930, 62867}, {32935, 62866}, {32940, 49478}, {49499, 62821}
X(72095) lies on these lines: {43, 62300}, {63, 71634}, {200, 71521}, {518, 29668}, {740, 4942}, {1150, 71637}, {1215, 4042}, {1743, 71520}, {1757, 29670}, {3244, 30568}, {3681, 32772}, {3711, 4697}, {3751, 4090}, {3846, 47359}, {3870, 71515}, {3923, 3996}, {3967, 49497}, {3974, 71333}, {3979, 70742}, {3980, 21805}, {4135, 49495}, {4641, 71639}, {4661, 29652}, {4734, 24821}, {4759, 10389}, {4849, 32935}, {5223, 6685}, {5272, 49535}, {6686, 62823}, {21060, 29635}, {21870, 32934}, {26098, 49697}, {27064, 49458}, {29650, 49448}, {29842, 59408}, {29844, 49536}, {32912, 71479}, {32937, 49488}, {37679, 49491}, {42043, 62222}, {50127, 71450}, {59406, 69299}, {59511, 64070}, {59517, 68588}, {67097, 71518}, {69218, 71492}
X(72095) = {X(3751),X(4090)}-harmonic conjugate of X(29649)
X(72096) lies on these lines: {1, 4704}, {6, 49491}, {10, 3620}, {86, 49503}, {238, 51055}, {518, 4670}, {519, 4307}, {726, 68588}, {740, 64165}, {894, 49458}, {1125, 5223}, {1449, 49464}, {1757, 24331}, {3243, 49482}, {3244, 3729}, {3306, 71634}, {3622, 51294}, {3626, 25590}, {3632, 17116}, {3636, 3731}, {3664, 49536}, {3751, 16825}, {3758, 49675}, {3836, 47359}, {3870, 71518}, {3873, 29668}, {3923, 49490}, {4001, 29669}, {4011, 62867}, {4430, 29652}, {4644, 17766}, {4649, 49455}, {4666, 71515}, {4672, 42871}, {4675, 49693}, {4697, 41711}, {4759, 38316}, {4864, 50300}, {4966, 50313}, {5686, 25352}, {6685, 62823}, {6686, 10980}, {10436, 49510}, {15570, 71638}, {16496, 33682}, {17154, 67211}, {17770, 36479}, {20057, 25269}, {20068, 67208}, {24231, 50287}, {24325, 64070}, {24349, 49488}, {28582, 50281}, {29649, 62819}, {29650, 62865}, {29651, 32912}, {29670, 32913}, {32935, 49478}, {32938, 62866}, {42045, 71796}, {46897, 54352}, {49483, 49497}, {49495, 50117}, {49676, 59406}, {49689, 68999}, {49696, 50303}, {49698, 50301}, {50127, 71414}, {60723, 62825}, {62812, 71520}
X(72096) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {894, 49498, 49458}, {3751, 49479, 16825}, {4649, 49499, 49455}
X(72097) lies on these lines: {6, 71790}, {8, 61707}, {42, 62222}, {518, 32944}, {1757, 71478}, {3218, 71634}, {3681, 50302}, {3751, 17763}, {3935, 71521}, {3957, 71515}, {4663, 32927}, {4672, 62236}, {4756, 49471}, {4849, 32940}, {4899, 61652}, {7292, 49535}, {14829, 71637}, {17125, 51055}, {17154, 17779}, {17350, 67207}, {21060, 29845}, {21870, 32845}, {24821, 64161}, {25760, 47359}, {29834, 59408}, {31302, 67211}, {32843, 49529}, {32912, 71477}, {32930, 68969}, {32931, 64070}, {33065, 59406}, {33112, 49697}, {37680, 49491}, {41241, 49675}, {42043, 71793}, {46897, 49712}, {50127, 71451}, {64178, 68588}, {67209, 70742}
X(72098) lies on these lines: {1, 19743}, {8, 64164}, {518, 32772}, {748, 51055}, {3751, 32914}, {3873, 70942}, {3935, 71518}, {3957, 71521}, {3996, 4418}, {4042, 32771}, {4663, 32923}, {4697, 62236}, {4942, 32915}, {7191, 49535}, {17120, 67210}, {17350, 67209}, {19684, 49503}, {24821, 27804}, {24841, 71184}, {25957, 47359}, {26223, 49498}, {27003, 71634}, {29817, 71515}, {31302, 67208}, {32911, 49491}, {32912, 71476}, {32913, 71479}, {32925, 68588}, {32930, 49490}, {32938, 49478}, {32949, 49529}, {33069, 59406}, {42042, 71793}, {49499, 61358}, {50127, 71452}
X(72099) lies on these lines: {11, 244}, {75, 1577}, {86, 1019}, {513, 41311}, {514, 4357}, {661, 4364}, {876, 48350}, {903, 45665}, {4369, 17305}, {4389, 4444}, {5241, 47784}, {17237, 55244}, {17320, 40459}, {21124, 21131}, {21143, 48131}, {21192, 21200}, {21211, 69359}, {27081, 46915}, {41312, 68829}, {46894, 70818}, {52745, 69535}, {67625, 68376}, {68956, 71091}
X(72099) = X(i)-isoconjugate of X(j) for these (i,j): {100, 35107}, {692, 35155}
X(72099) = X(i)-Dao conjugate of X(j) for these (i,j): {1086, 35155}, {8054, 35107}, {35089, 190}
X(72099) = crossdifference of every pair of points on line {101, 922}
X(72099) = barycentric product X(i)*X(j) for these {i,j}: {514, 35103}, {693, 68887}, {3261, 5163}, {4750, 46799}
X(72099) = barycentric quotient X(i)/X(j) for these {i,j}: {514, 35155}, {649, 35107}, {5163, 101}, {35103, 190}, {68887, 100}
X(72099) = {X(17237),X(55244)}-harmonic conjugate of X(71771)
X(72100) lies on these lines: {1, 4760}, {2, 3721}, {8, 24699}, {65, 536}, {192, 65695}, {524, 3868}, {537, 24404}, {599, 20911}, {712, 5902}, {1992, 21216}, {2176, 70993}, {2292, 41312}, {2295, 4664}, {3726, 24282}, {3873, 35101}, {3894, 8682}, {3959, 17141}, {4465, 69493}, {4740, 21281}, {4950, 33865}, {5969, 33890}, {16834, 54382}, {17137, 51051}, {20590, 71795}, {21808, 41313}, {21937, 69239}, {30136, 71512}, {30139, 71513}, {49533, 69028}, {67977, 68890}, {68769, 69539}, {69247, 71437}
X(72101) lies on these lines: {1, 4760}, {65, 712}, {536, 50193}, {742, 4084}, {3721, 24254}, {3754, 71642}, {3868, 8682}, {3874, 35101}, {3905, 69234}, {4950, 33866}, {5883, 59515}, {5903, 68890}, {16822, 36283}, {17141, 69244}, {17760, 69247}, {24166, 71086}, {29691, 71790}, {30136, 71510}, {30139, 71509}, {68897, 71503}, {69249, 71436}
X(72101) = reflection of X(71642) in X(3754)
X(72102) lies on these lines: {8, 144}, {32, 35103}, {40, 17760}, {194, 1046}, {257, 3923}, {484, 71438}, {519, 20065}, {712, 69232}, {758, 71523}, {1697, 49528}, {2802, 71803}, {3125, 71778}, {3212, 17738}, {3496, 16822}, {4393, 62812}, {4674, 71775}, {5119, 71436}, {5903, 33952}, {7774, 49609}, {11010, 71437}, {15903, 16925}, {17733, 66152}, {29649, 71501}, {30124, 33870}, {32985, 49549}, {35101, 69235}, {37567, 70090}, {53332, 69242}
X(72102) = {X(3496),X(24282)}-harmonic conjugate of X(16822)
X(72103) lies on these lines: {40, 71436}, {46, 17760}, {484, 71437}, {712, 69234}, {1046, 21216}, {1759, 16822}, {2093, 3729}, {2242, 35103}, {3125, 71780}, {3336, 71438}, {3509, 24282}, {3754, 71643}, {3874, 71523}, {4362, 66152}, {5119, 49528}, {5902, 33952}, {5903, 66147}, {17141, 69240}, {17497, 32912}, {24254, 36283}, {24628, 71073}, {29649, 71427}, {30119, 33870}, {30124, 33868}, {33866, 63817}, {36279, 70090}
X(72104) lies on these lines: {1, 24282}, {32, 35103}, {145, 33867}, {315, 519}, {517, 3905}, {758, 71522}, {2802, 71804}, {3125, 71779}, {3241, 68909}, {3735, 16822}, {3754, 71808}, {3875, 7982}, {3879, 12559}, {3924, 53332}, {4360, 66650}, {4561, 24440}, {4674, 71776}, {7763, 15903}, {9620, 17760}, {20535, 50029}, {29649, 71506}, {30136, 71427}, {30144, 57029}, {34511, 49549}, {69240, 71046}
X(72104) = {X(15903),X(49609)}-harmonic conjugate of X(7763)
X(72205) lies on these lines: {1, 24282}, {7, 50010}, {335, 24249}, {942, 3905}, {3754, 71804}, {3875, 11529}, {3881, 71522}, {3924, 17141}, {4360, 66640}, {4561, 17063}, {5883, 71644}, {9620, 49528}, {17760, 69224}, {22836, 24166}, {24291, 24349}, {26234, 49454}, {29649, 71508}, {30139, 71500}, {30143, 69856}, {49521, 54318}, {58565, 71808}, {60683, 64133}
X(72106) lies on these lines: {1, 24282}, {7, 145}, {65, 3905}, {2241, 35103}, {3125, 71781}, {3721, 16822}, {3754, 71644}, {3874, 71522}, {4051, 32029}, {4360, 66646}, {4561, 24174}, {4658, 17103}, {5883, 71808}, {9620, 71436}, {11533, 17321}, {17141, 49487}, {17143, 33930}, {17753, 50010}, {19860, 49521}, {20911, 49454}, {22836, 57029}, {24166, 30144}, {24333, 33890}, {28082, 53332}, {29649, 71504}, {30136, 71500}, {30139, 71427}, {30147, 69856}, {37549, 59509}, {69242, 71046}
X(72107) lies on these lines: {1, 71089}, {8, 3509}, {10, 762}, {65, 4071}, {172, 519}, {226, 69594}, {518, 4167}, {712, 24211}, {758, 4109}, {910, 4168}, {1215, 21965}, {1400, 2321}, {2276, 49609}, {3686, 5279}, {3727, 29655}, {3754, 71008}, {3868, 4165}, {3959, 29673}, {3985, 21049}, {4084, 4153}, {4095, 40663}, {4119, 5836}, {4659, 17950}, {4987, 7270}, {5257, 27714}, {5883, 71809}, {16549, 49781}, {17164, 21029}, {17760, 24318}, {20352, 53129}, {20461, 21024}, {21025, 69297}, {21044, 56318}, {22021, 38408}, {23942, 48642}, {24240, 69256}, {26532, 70095}, {35103, 69260}, {36500, 69240}, {49688, 70946}, {50582, 70461}, {59512, 71840}, {69038, 71436}
X(72107) = {X(65),X(4136)}-harmonic conjugate of X(4071)
X(72108) lies on these lines: {1, 7}, {10, 17211}, {11, 24240}, {36, 15903}, {65, 4920}, {226, 68478}, {244, 69035}, {519, 20553}, {527, 5291}, {712, 4071}, {758, 65116}, {946, 24172}, {986, 33949}, {1086, 68995}, {1269, 17762}, {1738, 69575}, {1959, 53590}, {3120, 69699}, {3661, 4054}, {3676, 28478}, {3754, 71812}, {3912, 71427}, {4109, 70968}, {5074, 71840}, {5883, 71810}, {5902, 24241}, {6381, 18066}, {6549, 49764}, {11813, 21208}, {14210, 49676}, {17205, 70810}, {20911, 56949}, {24318, 69247}, {30806, 32856}, {33064, 33936}, {35103, 69174}, {40690, 71843}, {53600, 57015}, {57029, 71085}
X(72108) = reflection of X(71089) in X(69174)
X(72108) = {X(65),X(4920)}-harmonic conjugate of X(24211)
X(72109) lies on these lines: {100, 667}, {239, 31209}, {513, 17264}, {514, 661}, {650, 6542}, {1635, 70727}, {1643, 17389}, {3797, 28898}, {3799, 9320}, {4147, 26015}, {4562, 42722}, {4664, 69535}, {4763, 5029}, {5098, 27486}, {6008, 20533}, {6544, 71753}, {8661, 50355}, {9260, 29824}, {14321, 24133}, {17230, 62552}, {17294, 68835}, {17310, 31150}, {17354, 53535}, {20016, 27115}, {20901, 21440}, {20906, 37788}, {20940, 21613}, {29583, 62635}, {29590, 31287}, {29989, 30016}, {30583, 71050}, {30836, 30857}, {32847, 47729}, {32849, 47763}, {32851, 47761}, {40459, 47762}, {40891, 44567}, {45679, 68823}, {60577, 70288}, {64867, 71000}, {69102, 69333}
X(72109) = crossdifference of every pair of points on line {31, 1646}
X(72110) lies on these lines: {2, 37}, {31, 765}, {44, 70724}, {190, 24685}, {210, 24482}, {518, 24495}, {528, 4518}, {537, 2108}, {846, 42056}, {3570, 17336}, {3681, 24494}, {3758, 68875}, {3807, 14439}, {4169, 35957}, {4370, 57030}, {4448, 4926}, {6174, 71641}, {6184, 52151}, {6546, 69532}, {10196, 14437}, {17233, 24318}, {17240, 71759}, {17242, 69009}, {17262, 27912}, {17297, 70090}, {17315, 71844}, {17346, 71757}, {17393, 71133}, {17780, 62838}, {20693, 63049}, {27538, 69715}, {27919, 51053}, {32041, 43270}, {48630, 70865}, {49447, 52908}
See Stanley Rabinowitz, Antreas Hatzipolakis and Peter Moses, euclid 9344.
X(72111) lies on these lines: {2, 187}, {3, 3734}, {5, 7830}, {6, 15482}, {15, 69166}, {16, 69159}, {30, 58446}, {32, 6683}, {35, 69256}, {36, 69136}, {39, 385}, {76, 33004}, {83, 35007}, {98, 15483}, {99, 8589}, {115, 8356}, {140, 626}, {141, 542}, {183, 538}, {193, 63952}, {194, 31652}, {230, 4045}, {302, 14905}, {303, 14904}, {315, 31455}, {325, 7810}, {384, 15513}, {474, 36812}, {543, 11168}, {575, 40108}, {599, 7622}, {623, 44223}, {624, 52650}, {631, 3788}, {754, 3815}, {993, 27076}, {1003, 8588}, {1500, 71449}, {1506, 7750}, {1656, 7825}, {1975, 15515}, {2482, 5939}, {2548, 32978}, {2549, 32457}, {2794, 37451}, {2896, 7769}, {3053, 7808}, {3054, 6722}, {3096, 7874}, {3111, 5108}, {3329, 5008}, {3523, 7795}, {3524, 69206}, {3526, 7784}, {3530, 7789}, {3589, 41413}, {3619, 33216}, {3763, 11288}, {3767, 32990}, {3785, 7759}, {3793, 9300}, {3819, 35060}, {3917, 14962}, {4048, 55674}, {5007, 7786}, {5013, 7751}, {5023, 69172}, {5024, 7798}, {5041, 6179}, {5052, 60702}, {5054, 7778}, {5077, 7617}, {5103, 38230}, {5116, 14994}, {5149, 34473}, {5171, 67859}, {5188, 37334}, {5206, 7770}, {5210, 11286}, {5237, 69138}, {5238, 69146}, {5309, 17008}, {5355, 22329}, {5432, 69174}, {5433, 69260}, {5461, 15597}, {5661, 40879}, {6292, 7807}, {6308, 51827}, {6644, 14767}, {6655, 39565}, {6656, 7749}, {6680, 8362}, {6781, 8370}, {7496, 10130}, {7618, 32817}, {7619, 22110}, {7689, 59556}, {7739, 37667}, {7746, 7791}, {7747, 32992}, {7748, 32832}, {7752, 7873}, {7754, 53096}, {7756, 59635}, {7762, 9698}, {7763, 7854}, {7764, 7767}, {7768, 69197}, {7774, 63939}, {7775, 31489}, {7777, 7811}, {7781, 15815}, {7782, 31276}, {7790, 17004}, {7792, 66417}, {7794, 69418}, {7799, 63044}, {7801, 16990}, {7802, 16921}, {7803, 33258}, {7809, 17005}, {7813, 37671}, {7814, 7929}, {7818, 69413}, {7820, 35297}, {7822, 16925}, {7827, 63047}, {7828, 33021}, {7832, 33259}, {7833, 47617}, {7834, 16043}, {7835, 16986}, {7838, 31406}, {7840, 55801}, {7844, 11287}, {7846, 39784}, {7850, 63021}, {7852, 7857}, {7855, 31457}, {7866, 44535}, {7867, 33233}, {7869, 15720}, {7872, 13881}, {7879, 7888}, {7883, 7925}, {7887, 7935}, {7890, 63929}, {7896, 69158}, {7899, 7928}, {7910, 32966}, {7911, 32967}, {7912, 7936}, {7914, 32954}, {7924, 14061}, {7926, 9939}, {7931, 31168}, {7938, 7940}, {7944, 33245}, {7947, 32027}, {8150, 34870}, {8289, 41134}, {8354, 53419}, {8358, 43291}, {8360, 44381}, {8368, 34573}, {8556, 15301}, {8722, 13860}, {8891, 15246}, {9301, 44422}, {9734, 64653}, {9828, 53736}, {10104, 13334}, {10168, 44380}, {10182, 59706}, {11007, 40544}, {11008, 63949}, {11163, 63942}, {11184, 66455}, {11185, 33008}, {11187, 30747}, {12040, 22165}, {12055, 41622}, {12100, 32459}, {13196, 55695}, {13349, 22687}, {13350, 22689}, {13357, 39603}, {13468, 15048}, {14023, 31400}, {14041, 39601}, {14096, 21444}, {14148, 15598}, {14650, 34227}, {14711, 15602}, {14810, 24256}, {14869, 49112}, {15031, 33256}, {15491, 18907}, {15589, 34511}, {15702, 37690}, {15712, 59545}, {16509, 36523}, {16589, 17684}, {18424, 33017}, {18546, 44526}, {18840, 60323}, {18860, 22712}, {19694, 31268}, {24206, 37459}, {26244, 48860}, {30542, 44558}, {31450, 63934}, {31467, 63932}, {32479, 35955}, {32815, 34504}, {32838, 33023}, {32867, 32982}, {32883, 32980}, {32960, 69209}, {32983, 43618}, {32986, 43620}, {33003, 69430}, {33224, 63121}, {33226, 69385}, {33234, 69141}, {33260, 70210}, {33272, 69407}, {33771, 71593}, {36521, 59780}, {37242, 67872}, {37450, 38737}, {37686, 70524}, {41750, 63018}, {43238, 69181}, {43239, 69187}, {43619, 63957}, {44543, 62203}, {47044, 47047}, {50571, 51186}, {50774, 63633}, {52262, 71185}, {52718, 63533}, {52793, 69097}, {53033, 61820}, {53142, 69453}, {55732, 61814}, {59197, 65767}, {59530, 64027}, {63548, 63924}, {67215, 67551}, {68079, 71187}
X(72111) = midpoint of X(i) and X(j) for these {i,j}: {183, 574}, {5475, 14907}, {8722, 13860}, {17131, 31859}
X(72111) = complement of X(5475)
X(72111) = complement of the isogonal conjugate of X(67310)
X(72111) = X(67310)-complementary conjugate of X(10)
X(72111) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 187, 7804}, {2, 316, 7603}, {2, 7761, 625}, {2, 7771, 187}, {2, 7831, 7853}, {2, 7934, 31275}, {2, 14907, 5475}, {2, 31173, 66511}, {2, 55164, 31173}, {2, 64018, 31415}, {3, 3734, 32456}, {3, 3934, 7816}, {3, 7815, 3934}, {3, 15271, 3734}, {3, 69139, 69171}, {5, 7830, 7842}, {6, 15482, 44562}, {32, 11285, 6683}, {39, 1078, 7780}, {39, 7780, 7805}, {76, 33004, 37512}, {99, 33273, 8589}, {141, 549, 620}, {141, 620, 7880}, {183, 31859, 17131}, {187, 7771, 46893}, {230, 4045, 7817}, {230, 8359, 4045}, {315, 33001, 31455}, {325, 7810, 7848}, {384, 43459, 15513}, {549, 12042, 5092}, {574, 17131, 31859}, {625, 40344, 7761}, {631, 7800, 3788}, {1078, 7824, 39}, {1506, 7750, 7843}, {2896, 7769, 7821}, {3054, 33184, 6722}, {3096, 7907, 7874}, {3526, 7784, 7862}, {3734, 7815, 15271}, {3734, 15271, 3934}, {3734, 32456, 7816}, {3785, 31401, 7759}, {3788, 7800, 7849}, {3934, 32456, 3734}, {4045, 34506, 230}, {5013, 7751, 32450}, {5024, 8667, 7798}, {6292, 7807, 7915}, {6656, 7749, 7886}, {7496, 10130, 30749}, {7746, 7791, 7861}, {7752, 7904, 7873}, {7756, 59635, 63922}, {7763, 7854, 7895}, {7764, 7767, 7882}, {7777, 7811, 7845}, {7786, 7793, 5007}, {7802, 16921, 39590}, {7804, 46893, 187}, {7853, 15810, 7831}, {7857, 7876, 7852}, {7904, 33015, 7752}, {7924, 17006, 14061}, {7928, 16923, 7899}, {8356, 37688, 115}, {8359, 34506, 7817}, {8556, 53095, 69380}, {8589, 9466, 99}, {11287, 37637, 7844}, {15513, 31239, 384}, {15815, 69381, 7781}, {16043, 69207, 7834}, {16986, 33274, 7835}, {16990, 69450, 7801}, {17004, 66414, 7790}, {31276, 33022, 7782}, {31406, 63928, 7838}, {31415, 64018, 63956}, {32027, 62362, 7947}, {32832, 32965, 7748}, {32990, 69423, 3767}, {33017, 53127, 18424}, {33215, 34229, 2549}, {33234, 69412, 69141}, {43619, 69382, 63957}, {47088, 47089, 5026}
Points X(72112), X(72113), and X(72114) were contributed by Zhao Chen, March, 2026.
X(72112) lies on these lines: {1, 1581}, {38, 1930}, {39, 40936}, {48, 1917}, {75, 33778}, {244, 17758}, {766, 4161}, {1089, 60090}, {1237, 46183}, {1755, 70346}, {1923, 1964}, {1928, 17149}, {2275, 14620}, {3727, 8619}, {3741, 70396}, {3778, 3953}, {3970, 23414}, {7242, 64133}, {8625, 16689}, {9016, 23629}, {16600, 69105}, {17446, 46238}, {23473, 57015}, {45232, 70358}, {50190, 63497}
X(72112) = X(i)-isoconjugate of X(j) for these (i,j): {2, 52395}, {8, 41284}, {76, 59996}, {82, 3112}, {115, 57545}, {251, 308}, {523, 52936}, {689, 18105}, {733, 56979}, {804, 59026}, {827, 52618}, {1176, 46104}, {1799, 32085}, {4577, 58784}, {4580, 42396}, {4593, 55240}, {4599, 18070}, {10547, 68630}, {14970, 56976}, {17500, 39287}, {18082, 52394}, {18833, 46289}, {30505, 41296}, {40016, 46288}, {40163, 41884}, {40425, 59180}, {52376, 56186}, {52570, 57421}, {56971, 69999}
X(72112) = X(i)-Dao conjugate of X(j) for these (i,j): {39, 18833}, {141, 3112}, {688, 4117}, {826, 23994}, {3124, 18070}, {6665, 561}, {8041, 18053}, {21238, 18093}, {32664, 52395}, {34452, 82}, {40585, 308}, {52042, 1}, {55043, 52618}, {55050, 55240}, {59994, 33764}
X(72112) = crosspoint of X(38) and X(1964)
X(72112) = crosssum of X(i) and X(j) for these (i,j): {1, 33793}, {31, 18042}, {75, 18064}, {82, 3112}, {1109, 18070}, {17277, 32926}
X(72112) = crossdifference of every pair of points on line {18070, 46496}
X(72112) = barycentric product X(i)*X(j) for these {i,j}: {1, 8041}, {31, 7794}, {38, 39}, {41, 41285}, {75, 59994}, {141, 1964}, {163, 2528}, {427, 4020}, {560, 59995}, {662, 57132}, {688, 55239}, {799, 2531}, {1101, 15449}, {1401, 33299}, {1634, 8061}, {1923, 8024}, {1930, 3051}, {1973, 4175}, {2084, 4576}, {2157, 60463}, {2236, 56978}, {2530, 46148}, {3665, 40972}, {3917, 17442}, {3954, 17187}, {4553, 21123}, {4568, 50521}, {16696, 21035}, {16703, 41267}, {16887, 21814}, {17457, 52554}, {20775, 20883}, {24041, 62417}, {37134, 62454}, {46387, 52922}, {61063, 70058}
X(72112) = barycentric quotient X(i)/X(j) for these {i,j}: {31, 52395}, {38, 308}, {39, 3112}, {141, 18833}, {163, 52936}, {560, 59996}, {604, 41284}, {688, 55240}, {1101, 57545}, {1634, 4593}, {1923, 251}, {1930, 40016}, {1964, 83}, {2084, 58784}, {2236, 56979}, {2528, 20948}, {2531, 661}, {3005, 18070}, {3051, 82}, {3954, 56251}, {4020, 1799}, {4175, 40364}, {4576, 37204}, {7794, 561}, {8041, 75}, {8061, 52618}, {15449, 23994}, {17442, 46104}, {17457, 52570}, {20775, 34055}, {20883, 68630}, {21035, 56186}, {21752, 18099}, {21814, 18082}, {33299, 62539}, {41267, 18098}, {41285, 20567}, {41331, 46289}, {50521, 10566}, {52042, 33764}, {55050, 4117}, {55239, 42371}, {56915, 56971}, {56978, 69999}, {57132, 1577}, {59167, 20889}, {59994, 1}, {59995, 1928}, {60463, 20944}, {62417, 1109}
X(72112) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 3116, 2085}, {1964, 4020, 1923}
X(72113) lies on these lines: {1, 7225}, {7, 18208}, {31, 7194}, {38, 25279}, {87, 244}, {269, 18193}, {982, 3056}, {1086, 18168}, {1106, 5018}, {1111, 20567}, {1253, 17596}, {1254, 4334}, {1357, 7145}, {2310, 3551}, {3020, 41291}, {3662, 7237}, {3865, 7185}, {3942, 18194}, {4000, 18207}, {4118, 48629}, {4475, 17891}, {4859, 71851}, {7175, 18201}, {7211, 33103}, {7289, 8300}, {7321, 20274}, {17124, 39977}, {24207, 24237}, {48632, 68892}
X(72113) = X(38813)-isoconjugate of X(56196)
X(72113) = X(i)-Dao conjugate of X(j) for these (i,j): {3810, 24026}, {41771, 7033}, {41886, 56180}, {52657, 17743}
X(72113) = barycentric product X(i)*X(j) for these {i,j}: {85, 12836}, {982, 3662}, {2185, 41291}, {2275, 33930}, {3020, 4564}, {3056, 69663}, {3061, 7185}, {3705, 41777}, {3721, 33947}, {3776, 3888}, {3777, 33946}, {3794, 16888}, {3865, 7187}, {7237, 65039}
X(72113) = barycentric quotient X(i)/X(j) for these {i,j}: {982, 17743}, {2275, 983}, {3020, 4858}, {3061, 56180}, {3662, 7033}, {3721, 56196}, {3888, 4621}, {7237, 43265}, {7248, 7132}, {12836, 9}, {33947, 38810}, {41291, 6358}, {41777, 56358}
X(72113) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {982, 41777, 7184}, {4475, 48627, 17891}
X(72114) lies on these lines: {2, 3665}, {6, 39724}, {7, 6645}, {220, 6646}, {330, 1086}, {394, 26840}, {1111, 5025}, {1329, 59806}, {1358, 26561}, {3020, 12836}, {3061, 3662}, {3314, 16886}, {4056, 11361}, {4366, 17170}, {4389, 16969}, {7855, 70860}, {7876, 17192}, {16720, 16986}, {16781, 17302}, {16932, 39728}, {17118, 39722}, {23989, 41283}, {52085, 70614}
X(72114) = X(i)-Dao conjugate of X(j) for these (i,j): {3810, 1146}, {16584, 56196}, {41771, 17743}, {52657, 983}
X(72114) = barycentric product X(i)*X(j) for these {i,j}: {261, 41291}, {982, 33930}, {2887, 33947}, {3020, 4998}, {3061, 69663}, {3662, 3662}, {3705, 7185}, {3776, 33946}, {6063, 12836}, {16886, 65039}
X(72114) = barycentric quotient X(i)/X(j) for these {i,j}: {982, 983}, {2887, 56196}, {3020, 11}, {3662, 17743}, {3705, 56180}, {7185, 56358}, {12836, 55}, {16886, 43265}, {16888, 70315}, {33930, 7033}, {33946, 4621}, {33947, 40415}, {41291, 12}, {41777, 7132}, {57992, 14124}
X(72114) = {X(3662),X(7185)}-harmonic conjugate of X(7187)
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72115) lies on these lines: {2, 107}, {3, 6}, {4, 6389}, {20, 317}, {22, 26880}, {25, 6509}, {30, 36988}, {51, 426}, {64, 46351}, {97, 62188}, {157, 34146}, {184, 13409}, {185, 40947}, {376, 26870}, {394, 71307}, {417, 40981}, {441, 5480}, {458, 44924}, {852, 34417}, {1092, 44716}, {1204, 63531}, {1217, 66552}, {1352, 15526}, {1498, 33582}, {1503, 41005}, {1629, 46717}, {1995, 44436}, {2393, 63419}, {2710, 2713}, {2781, 37813}, {2972, 5651}, {3148, 12294}, {3346, 45301}, {3917, 6641}, {5020, 46831}, {5054, 42830}, {5285, 53819}, {5999, 62698}, {6394, 18906}, {6403, 52279}, {6617, 17810}, {7395, 27373}, {7488, 40681}, {7667, 26905}, {7998, 54375}, {8549, 71308}, {8743, 52734}, {9308, 20792}, {10516, 20208}, {10600, 14790}, {10605, 10608}, {10984, 42441}, {11433, 71232}, {11547, 71231}, {11550, 71200}, {14379, 17928}, {15030, 33926}, {15069, 40995}, {15259, 45188}, {15312, 65809}, {16266, 37081}, {17811, 71193}, {18437, 29012}, {18592, 19544}, {19124, 23635}, {19149, 42671}, {20477, 37200}, {20819, 43652}, {22062, 26897}, {22467, 44073}, {23583, 41371}, {24320, 35072}, {28405, 67854}, {28695, 67859}, {29181, 34828}, {33537, 40675}, {33553, 63610}, {33752, 52584}, {33971, 64781}, {34147, 35259}, {35474, 42329}, {37188, 51212}, {43650, 61378}, {44231, 48901}, {44241, 63440}, {44248, 44882}, {44360, 51687}, {44679, 58735}, {44888, 61743}, {45845, 62097}, {46475, 63848}, {52347, 68018}, {59361, 61091}, {63421, 63431}
X(72115) = midpoint of X(i) and X(j) for these (i, j): {20, 317}, {20477, 37200}
X(72115) = reflection of X(i) in X(j) for these (i, j): (4, 71185), (577, 3)
X(72115) = complement of the Cundy-Parry-Psi-transform of X(44141)
X(72115) = isogonal conjugate of the polar conjugate of X(52251)
X(72115) = perspector of the circumconic through X(110) and X(65265)
X(72115) = pole of the line {512, 68744} with respect to the 1st Brocard circle
X(72115) = pole of the line {2848, 5996} with respect to the orthoptic circle of Steiner inellipse
X(72115) = pole of the line {14618, 68791} with respect to the polar circle
X(72115) = pole of the line {184, 426} with respect to the Jerabek circumhyperbola
X(72115) = pole of the line {2, 68744} with respect to the Stammler hyperbola
X(72115) = pole of the line {31296, 39473} with respect to the Steiner circumellipse
X(72115) = pole of the line {647, 39473} with respect to the Steiner inellipse
X(72115) = pole of the line {76, 68018} with respect to the Steiner-Wallace hyperbola
X(72115) = pole of the line {5651, 68744} with respect to the Thomson-Gibert-Moses hyperbola
X(72115) = barycentric product X(3)*X(52251)
X(72115) = trilinear product X(48)*X(52251)
X(72115) = trilinear quotient X(52251)/X(92)
X(72115) = (X(i), X(j))-harmonic conjugate of X(k) for these (i, j, k): (3, 6, 68744), (3, 1350, 63433), (22, 46832, 26880)
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72116) lies on these lines: {1, 7}, {2, 101}, {3, 6604}, {4, 55082}, {21, 51607}, {36, 71717}, {41, 41785}, {55, 71282}, {69, 956}, {85, 944}, {104, 6183}, {144, 57015}, {145, 69699}, {193, 45751}, {344, 41391}, {348, 1385}, {355, 52422}, {497, 24203}, {515, 40719}, {631, 33298}, {664, 7967}, {954, 25406}, {999, 14548}, {1056, 14828}, {1420, 53597}, {1429, 54366}, {1434, 68663}, {1444, 17524}, {1447, 18391}, {1478, 71720}, {1565, 10246}, {2094, 29574}, {2646, 30617}, {3085, 56928}, {3207, 21258}, {3218, 17316}, {3421, 68928}, {3485, 4911}, {3486, 3673}, {3487, 7247}, {3488, 62697}, {3576, 9436}, {3616, 17181}, {3655, 17079}, {3665, 34471}, {3730, 20111}, {3785, 21281}, {3912, 5744}, {4454, 71437}, {4872, 5603}, {5228, 36698}, {5265, 71845}, {5845, 34522}, {5882, 9312}, {6516, 10269}, {9310, 26101}, {10527, 21285}, {10609, 42697}, {13607, 25716}, {14021, 62799}, {17053, 28089}, {17081, 37618}, {17321, 41004}, {17742, 60970}, {18042, 28753}, {18162, 26130}, {19262, 51893}, {19766, 37093}, {19823, 26626}, {24247, 24333}, {25082, 30616}, {25583, 59691}, {25719, 61296}, {25723, 64952}, {26658, 34847}, {27472, 51058}, {27549, 67385}, {29585, 68759}, {30283, 63152}, {32003, 68545}, {37681, 70853}, {37740, 43037}, {39775, 64324}, {43065, 51190}, {45765, 70627}, {48324, 66516}, {60950, 69284}, {60969, 69223}
X(72116) = reflection of X(56746) in X(55161)
X(72116) = anticomplement of X(56746)
X(72116) = cross-difference of every pair of points on the line X(657)X(65703)
X(72116) = pole of the line {7, 3011} with respect to the circumhyperbola dual of Yff parabola
X(72116) = pole of the line {2328, 14964} with respect to the Stammler hyperbola
X(72116) = pole of the line {4025, 23887} with respect to the Steiner circumellipse
X(72116) = pole of the line {7658, 23887} with respect to the Steiner inellipse
X(72116) = pole of the line {1043, 5082} with respect to the Steiner-Wallace hyperbola
X(72116) = (X(i), X(j))-harmonic conjugate of X(k) for these (i, j, k): (18162, 26130, 27509), (55161, 56746, 2)
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72117) lies on these lines: {2, 109}, {8, 9}, {31, 27539}, {104, 24320}, {238, 255}, {281, 4676}, {960, 37516}, {991, 997}, {1617, 54113}, {3452, 63140}, {4264, 27508}, {4858, 24280}, {5273, 69134}, {5328, 37762}, {5698, 69677}, {5704, 15601}, {5846, 34524}, {6776, 15507}, {7290, 40880}, {10571, 25905}, {13742, 20306}, {17126, 28794}, {17127, 27540}, {24349, 60940}, {25005, 26685}, {34852, 64016}, {35261, 50366}, {50295, 56466}, {54348, 68335}
X(72117) = pole of the line {522, 69679} with respect to the Mandart inellipse
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72118) lies on these lines: {1, 27688}, {2, 98}, {10, 37}, {115, 3923}, {171, 46828}, {238, 46826}, {442, 29097}, {511, 25978}, {516, 37159}, {1211, 66632}, {1386, 44396}, {3454, 50304}, {3616, 27704}, {5192, 30436}, {5293, 19935}, {5847, 34528}, {7081, 41809}, {10026, 51196}, {16052, 49630}, {16475, 27556}, {16823, 27707}, {17259, 24880}, {17327, 19273}, {17353, 69602}, {17677, 63402}, {20337, 50307}, {20546, 49482}, {24342, 66678}, {25982, 27687}, {27081, 37764}, {32431, 56968}, {33329, 35263}, {50302, 71238}, {50773, 71322}, {52388, 56780}
X(72118) = cross-difference of every pair of points on the line X(3569)X(3733)
X(72118) = perspector of the circumconic through X(2966) and X(3952)
X(72118) = pole of the line {690, 50643} with respect to the orthoptic circle of Steiner inellipse
X(72118) = pole of the line {16230, 17925} with respect to the polar circle
X(72118) = pole of the line {511, 43218} with respect to the Jerabek circumhyperbola
X(72118) = pole of the line {10, 230} with respect to the Kiepert circumhyperbola
X(72118) = pole of the line {511, 593} with respect to the Stammler hyperbola
X(72118) = pole of the line {2799, 31290} with respect to the Steiner circumellipse
X(72118) = pole of the line {661, 2799} with respect to the Steiner inellipse
X(72118) = pole of the line {325, 1509} with respect to the Steiner-Wallace hyperbola
X(72118) = pole of the line {4115, 53344} with respect to the Yff parabola
X(72118) = (X(1), X(27688))-harmonic conjugate of X(51417)
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72119) lies on these lines: {2, 47392}, {3, 6}, {4, 44436}, {5, 122}, {30, 6509}, {185, 40948}, {376, 46832}, {381, 46831}, {417, 45186}, {418, 36987}, {1217, 3346}, {2972, 15030}, {3587, 53819}, {6642, 14379}, {6644, 12096}, {9818, 53852}, {10627, 51030}, {12162, 44715}, {13409, 64100}, {13754, 71307}, {14059, 44870}, {14919, 15052}, {15355, 46346}, {26880, 35243}, {33842, 46841}, {34147, 46261}, {37697, 55044}, {38283, 67067}, {44240, 52874}, {46025, 46853}, {57414, 66552}, {63631, 70265}
X(72119) = complement of the Cundy-Parry-Psi-transform of X(62347)
X(72119) = pole of the line {393, 1495} with respect to the Moses circles radical circle
X(72119) = pole of the line {6086, 34964} with respect to the nine-point circle
X(72119) = pole of the line {5, 62337} with respect to the Kiepert circumhyperbola
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72120) lies on these lines: {2, 67899}, {3, 69}, {4, 3426}, {5, 113}, {6, 64474}, {30, 1899}, {49, 38728}, {51, 13399}, {54, 43606}, {64, 13488}, {68, 31829}, {74, 12022}, {140, 1181}, {141, 16836}, {154, 37935}, {155, 16196}, {184, 549}, {217, 31406}, {230, 39913}, {235, 6241}, {287, 8369}, {343, 64100}, {378, 11245}, {381, 23291}, {389, 1595}, {403, 67925}, {427, 5890}, {468, 11456}, {495, 26956}, {496, 26955}, {524, 37480}, {542, 8263}, {548, 19467}, {550, 1204}, {567, 5622}, {568, 21850}, {578, 6696}, {631, 6090}, {999, 18922}, {1192, 9833}, {1351, 18919}, {1352, 37475}, {1353, 13352}, {1368, 13754}, {1498, 21841}, {1503, 11438}, {1593, 18916}, {1596, 6000}, {1597, 11433}, {1598, 12324}, {1614, 68720}, {1657, 18945}, {1853, 66728}, {1885, 18912}, {1906, 12290}, {1907, 3567}, {1993, 47090}, {2071, 45968}, {2883, 44960}, {3088, 11432}, {3089, 12315}, {3269, 15048}, {3295, 18915}, {3357, 12241}, {3448, 38323}, {3517, 34781}, {3520, 43903}, {3526, 58378}, {3530, 19357}, {3538, 40911}, {3541, 67896}, {3542, 12174}, {3546, 12164}, {3548, 61607}, {3575, 11457}, {3580, 10938}, {3627, 67903}, {3830, 18918}, {4549, 12163}, {4846, 14852}, {5159, 5654}, {5656, 37643}, {5690, 67919}, {5878, 44226}, {5894, 13403}, {6102, 23335}, {6221, 18923}, {6353, 32063}, {6398, 18924}, {6515, 21312}, {6677, 18451}, {6755, 67895}, {6756, 9786}, {6759, 15448}, {6823, 12359}, {7395, 66729}, {7399, 10574}, {7403, 37481}, {7487, 34780}, {7553, 37490}, {7687, 64587}, {7699, 10937}, {7715, 16655}, {8550, 11430}, {8703, 21663}, {8981, 67907}, {9729, 24206}, {9818, 45298}, {10018, 67879}, {10110, 52102}, {10116, 38726}, {10151, 61701}, {10169, 66722}, {10192, 44673}, {10257, 18445}, {10301, 16658}, {10360, 15934}, {10540, 44211}, {10575, 41587}, {10619, 62069}, {10721, 43806}, {11206, 55572}, {11232, 58871}, {11250, 43588}, {11442, 66614}, {11454, 44285}, {11459, 30739}, {11585, 34783}, {11820, 34621}, {12017, 19119}, {12082, 47582}, {12084, 13292}, {12085, 13142}, {12118, 44247}, {12121, 43616}, {12233, 13382}, {12244, 18560}, {12902, 43807}, {13198, 61548}, {13340, 15073}, {13367, 15712}, {13434, 43902}, {13474, 15873}, {13568, 18381}, {13851, 15687}, {13966, 67908}, {14157, 62978}, {14516, 43601}, {14683, 22467}, {14927, 34726}, {15018, 19348}, {15032, 15106}, {15045, 37439}, {15153, 18376}, {15311, 18390}, {15325, 19354}, {15559, 67924}, {15583, 21851}, {15644, 17710}, {15704, 21659}, {15713, 64064}, {15809, 67923}, {16197, 66608}, {16238, 32139}, {16618, 64098}, {16654, 34417}, {16789, 43273}, {16976, 47391}, {17834, 48873}, {17855, 40928}, {18338, 67227}, {18388, 23332}, {18494, 32064}, {18911, 34664}, {18929, 42116}, {18930, 42115}, {18935, 33878}, {18946, 54202}, {18950, 35450}, {19161, 66604}, {19355, 35255}, {19356, 35256}, {19468, 54201}, {20303, 33332}, {20791, 37636}, {22802, 68547}, {23292, 23329}, {23293, 69288}, {25337, 66716}, {25563, 64026}, {25739, 66725}, {26864, 35486}, {26917, 68906}, {26958, 37942}, {31833, 32140}, {31850, 70270}, {32113, 37487}, {32358, 68681}, {34117, 47457}, {34351, 61752}, {34380, 37483}, {36747, 61624}, {36752, 51732}, {37453, 61606}, {37460, 39874}, {37494, 48874}, {37497, 63722}, {38110, 67898}, {39884, 67237}, {41724, 54040}, {41725, 52003}, {42121, 67910}, {42124, 67909}, {42459, 68740}, {43596, 52293}, {43597, 43895}, {43602, 43608}, {44158, 64049}, {44212, 46261}, {44241, 44665}, {44274, 69612}, {44957, 51403}, {46730, 48898}, {47277, 64067}, {47296, 61747}, {52398, 61044}, {53716, 67229}, {54013, 66607}, {61506, 64471}, {61524, 64040}, {64048, 67885}
X(72120) = midpoint of X(i) and X(j) for these (i, j): {3, 18917}, {1899, 10605}, {6515, 21312}
X(72120) = reflection of X(i) in X(j) for these (i, j): (1596, 13567), (15068, 140), (18451, 6677), (37458, 11438)
X(72120) = pole of the line {526, 52585} with respect to the nine-point circle
X(72120) = pole of the line {9007, 58757} with respect to the polar circle
X(72120) = pole of the line {526, 16270} with respect to the
X(72120) = pole of the line {12022, 44438} with respect to the Hatzipolakis-Lozada hyperbola
X(72120) = pole of the line {30, 3917} with respect to the Jerabek circumhyperbola
X(72120) = pole of the line {3003, 3199} with respect to the Kiepert circumhyperbola
X(72120) = pole of the line {686, 9209} with respect to the orthic inconic
X(72120) = pole of the line {25, 43574} with respect to the Stammler hyperbola
X(72120) = pole of the line {11064, 64471} with respect to the Thomson-Gibert-Moses hyperbola
X(72120) = {X(i), X(j)}-harmonic conjugate of-X(k) for these (i, j, k): (3, 18909, 18914), (3, 18914, 31804), (3, 39899, 66735), (6, 65151, 64474), (64, 39571, 13488), (185, 974, 45956), (185, 67902, 5), (389, 6247, 1595), (1181, 26937, 140), (1204, 6146, 550), (6102, 23335, 31802), (6241, 26879, 235), (9786, 14216, 6756), (10264, 45956, 5), (11433, 67894, 1597), (15030, 37648, 5), (18909, 18931, 6776), (26955, 67906, 496), (26956, 67901, 495), (67922, 71198, 21850)
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72121) lies on these lines: {3, 6604}, {5, 116}, {140, 220}, {496, 63601}, {518, 5690}, {631, 20111}, {632, 58458}, {1385, 28849}, {7131, 37612}, {37615, 56098}
X(72121) = midpoint of X(3) and X(6604)
X(72121) = reflection of X(i) in X(j) for these (i, j): (5, 21258), (220, 140)
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72122) lies on the nine-point circle and these lines: {2, 58982}, {3258, 50330}, {21253, 44950}, {53575, 53829}
X(72122) = complement of X(58982)
X(72122) = complementary conjugate of the isotomic conjugate of X(65281)
X(72122) = antipode of X(72123) in the nine-point circle
See Dao Thanh Oai and César Lozada, Euclid 9350.
X(72123) lies on the nine-point circle and these lines: {4, 58982}, {123, 52531}, {125, 12826}, {1325, 3258}
X(72123) = midpoint of X(4) and X(58982)
X(72123) = complement of the circumperp conjugate of X(58982)
X(72123) = Poncelet point of X(58982)
X(72123) = center of the circumconic through X(4) and X(58982)
X(72123) = antipode of X(72122) in the nine-point circle
X(72124) lies on these lines: {192, 4621}, {8684, 34247}, {17350, 65291}, {17353, 17743 }
X(72124) = isotomic conjugate of X(72114)
X(72124) = X(i)-isoconjugate of X(j) for these (i,j): {6, 72113}, {31, 72114}, {57, 12836}, {982, 2275}, {2149, 3020}, {2150, 41291}, {3056, 41777}, {3061, 7248}, {3662, 7032}, {3863, 7184}, {3865, 71835}, {7185, 20665}, {16584, 33947}, {33946, 50514 }
X(72124) = X(i)-Dao conjugate of X(j) for these (i,j): {2, 72114}, {9, 72113}, {650, 3020}, {5452, 12836}, {56325, 41291 }
X(72124) = barycentric product X(i)*X(j) for these {i,j}: {872, 14124}, {983, 7033}, {17743, 17743}, {40415, 56196}, {56180, 56358 }
X(72124) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 72113}, {2, 72114}, {11, 3020}, {12, 41291}, {55, 12836}, {983, 982}, {4621, 33946}, {7033, 33930}, {7132, 41777}, {14124, 57992}, {17743, 3662}, {40415, 33947}, {43265, 16886}, {56180, 3705}, {56196, 2887}, {56358, 7185}, {70315, 16888 }
X(72125) lies on these lines: {38, 25918}, {85, 244}, {614, 1424}, {982, 7187}, {1106, 51651}, {1463, 52541}, {2275, 3116}, {3248, 7121}, {3959, 52633}, {3976, 23414}, {7032, 71834}, {7153, 7207}, {14823, 36294}, {26690, 69105}, {28391, 63994 }
X(72125) = isogonal conjugate of the isotomic conjugate of X(72113)
X(72125) = X(33947)-Ceva conjugate of X(72114)
X(72125) = X(i)-isoconjugate of X(j) for these (i,j): {872, 14124}, {983, 7033}, {40415, 56196}, {56180, 56358 }
X(72125) = X(i)-Dao conjugate of X(j) for these (i,j): {2887, 56196}, {41771, 7034 }
X(72125) = barycentric product X(i)*X(j) for these {i,j}: {6, 72113}, {31, 72114}, {57, 12836}, {982, 2275}, {2149, 3020}, {2150, 41291}, {3056, 41777}, {3061, 7248}, {3662, 7032}, {3863, 7184}, {3865, 71835}, {7185, 20665}, {16584, 33947}, {33946, 50514 }
X(72125) = barycentric quotient X(i)/X(j) for these {i,j}: {1509, 14124}, {2275, 7033}, {3662, 7034}, {7032, 17743}, {12836, 312}, {16584, 56196}, {20665, 56180}, {72113, 76}, {72114, 561 }
X(72126) lies on these lines: {1, 40038}, {75, 7243}, {200, 20955}, {1111, 6384}, {3705, 7185}, {3771, 20924}, {5272, 33944}, {16569, 33934}, {29844, 33940 }
X(72126) = isotomic conjugate of the isogonal conjugate of X(72113)
X(72126) = X(i)-Dao conjugate of X(j) for these (i,j): {3810, 2310}, {41771, 983 }
X(72126) = barycentric product X(i)*X(j) for these {i,j}: {75, 72114}, {76, 72113}, {3020, 67038}, {3662, 33930}, {3705, 69663}, {12836, 20567}, {20234, 33947}, {41291, 52379 }
X(72126) = barycentric quotient X(i)/X(j) for these {i,j}: {3020, 2170}, {3662, 983}, {7185, 7132}, {12836, 41}, {20234, 56196}, {33930, 17743}, {41291, 2171}, {65039, 7305}, {69663, 56358}, {72113, 6}, {72114, 1 }
X(72127) lies on these lines: {1, 3934}, {2, 37}, {5, 69097}, {6, 4396}, {9, 4465}, {11, 141}, {35, 7815}, {36, 3734}, {39, 3760}, {42, 21022}, {55, 15271}, {56, 69139}, {69, 9599}, {76, 2275}, {83, 7296}, {142, 4871}, {145, 25102}, {172, 7770}, {183, 1914}, {213, 29455}, {239, 40733}, {256, 17306}, {291, 49532}, {310, 27158}, {313, 71947}, {384, 71449}, {385, 5332}, {496, 69095}, {499, 7795}, {609, 7804}, {614, 8891}, {626, 7741}, {672, 4713}, {876, 47833}, {899, 4361}, {1015, 3761}, {1107, 18135}, {1447, 4376}, {1468, 71593}, {1469, 24256}, {1479, 7800}, {1500, 31239}, {1506, 69258}, {1574, 32104}, {1909, 31276}, {2229, 53478}, {2230, 7032}, {2238, 17026}, {2280, 71592}, {2307, 69146}, {2309, 15668}, {3240, 4852}, {3583, 7761}, {3617, 25107}, {3622, 24656}, {3661, 20333}, {3662, 30997}, {3673, 16720}, {3679, 27076}, {3729, 20331}, {3741, 24386}, {3759, 17029}, {3765, 31026}, {3783, 49459}, {3789, 17793}, {3815, 69093}, {3817, 3840}, {3834, 10129}, {3930, 30850}, {4253, 4721}, {4366, 10987}, {4379, 21143}, {4384, 17475}, {4400, 16502}, {4413, 20181}, {4426, 17541}, {4445, 31136}, {4648, 21299}, {4851, 17721}, {4869, 30948}, {4876, 17284}, {4885, 36848}, {5010, 72111}, {5280, 7808}, {5299, 7751}, {5432, 58446}, {5433, 7789}, {6292, 69259}, {6376, 26801}, {6381, 16975}, {6384, 39746}, {6683, 69255}, {7031, 7780}, {7127, 69166}, {7200, 20925}, {7280, 7816}, {7355, 59530}, {7746, 30104}, {7784, 10896}, {7786, 25264}, {7822, 30103}, {7830, 65134}, {7842, 18514}, {7854, 9665}, {7862, 65141}, {7865, 65127}, {7951, 69174}, {8299, 9746}, {8362, 69096}, {9596, 32968}, {9597, 69378}, {9598, 16043}, {9817, 14767}, {11680, 20541}, {16604, 34284}, {16696, 70146}, {16818, 71483}, {16832, 25427}, {16920, 71493}, {16997, 20179}, {17001, 71490}, {17027, 37678}, {17028, 17277}, {17030, 18140}, {17031, 70713}, {17032, 71599}, {17045, 17602}, {17046, 36561}, {17050, 46827}, {17128, 71446}, {17129, 71445}, {17143, 27091}, {17144, 26752}, {17151, 44418}, {17174, 30965}, {17202, 30966}, {17234, 30967}, {17239, 64361}, {17290, 19945}, {17292, 19973}, {17296, 31137}, {17327, 30970}, {17738, 69239}, {17750, 29438}, {17754, 24330}, {17794, 49501}, {18144, 62234}, {18840, 47743}, {19847, 24790}, {19864, 71484}, {19950, 29637}, {19998, 59715}, {20347, 24691}, {20943, 21226}, {20963, 29748}, {21021, 39731}, {21025, 30036}, {21211, 47779}, {21677, 59703}, {24514, 37686}, {24592, 37673}, {24688, 69975}, {24690, 30946}, {25109, 46933}, {25115, 59295}, {25130, 46934}, {25502, 31312}, {26094, 26978}, {26561, 59635}, {26629, 37688}, {26815, 63509}, {26987, 27162}, {27164, 62709}, {28597, 28634}, {29611, 41527}, {29759, 71461}, {30869, 51058}, {30949, 30957}, {30954, 30980}, {31330, 31337}, {31402, 32957}, {32020, 52611}, {32931, 49481}, {32941, 52908}, {32943, 36488}, {32945, 36485}, {32992, 69135}, {34587, 71703}, {34595, 36812}, {35043, 40552}, {37720, 69260}, {40332, 71830}, {49448, 71700}, {49502, 71790}, {52655, 60707}, {59319, 69171}, {59570, 70152}, {64093, 69098}, {64133, 68973}, {68990, 71997}, {69138, 71157}, {69501, 70809}
X(72127) = complement of X(17756)
X(72127) = X(9067)-complementary conjugate of X(3835)
X(72127) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 350, 2276}, {2, 4441, 1575}, {2, 30998, 350}, {2, 41144, 71702}, {76, 26959, 2275}, {385, 71448, 5332}, {1015, 9466, 3761}, {3840, 20335, 30945}, {3934, 69256, 1}, {6381, 16975, 71883}, {16502, 69381, 4400}, {20530, 21264, 2}, {29748, 71623, 20963}
X(72128) lies on these lines: {1, 3934}, {2, 330}, {5, 69095}, {6, 4400}, {8, 21264}, {10, 2140}, {12, 141}, {35, 3734}, {36, 7815}, {37, 18135}, {39, 3761}, {55, 69139}, {56, 15271}, {69, 9596}, {75, 21021}, {76, 2276}, {83, 5332}, {85, 16720}, {172, 183}, {213, 71623}, {257, 18055}, {274, 27091}, {291, 1698}, {350, 31276}, {385, 7296}, {495, 69097}, {498, 7795}, {609, 7780}, {612, 8891}, {620, 65142}, {626, 7951}, {668, 17030}, {748, 70960}, {1015, 31239}, {1334, 4713}, {1432, 5219}, {1478, 7800}, {1500, 3760}, {1506, 69261}, {1574, 32092}, {1575, 34284}, {1655, 20943}, {1914, 7770}, {2307, 69159}, {2345, 10030}, {2476, 20541}, {3056, 24256}, {3061, 30869}, {3212, 5226}, {3214, 4361}, {3329, 71445}, {3501, 24330}, {3585, 7761}, {3596, 25538}, {3616, 20530}, {3661, 16886}, {3673, 24326}, {3730, 4721}, {3739, 5772}, {3780, 17026}, {3815, 69094}, {3831, 30945}, {3926, 31497}, {3933, 31460}, {4000, 59299}, {4363, 52896}, {4372, 7081}, {4385, 70996}, {4386, 17686}, {4396, 54416}, {4426, 37670}, {4441, 20691}, {4657, 26100}, {4687, 18073}, {4692, 24786}, {4699, 27106}, {4754, 17754}, {4950, 37717}, {5010, 7816}, {5280, 7751}, {5283, 6381}, {5299, 7808}, {5432, 7789}, {5433, 58446}, {5550, 25130}, {6285, 59530}, {6292, 69175}, {6645, 71449}, {6683, 69257}, {6706, 30748}, {7031, 7804}, {7127, 69138}, {7200, 25918}, {7280, 72111}, {7741, 69260}, {7746, 30103}, {7784, 10895}, {7786, 71413}, {7794, 31476}, {7801, 31501}, {7822, 30104}, {7824, 71446}, {7830, 10483}, {7842, 18513}, {7854, 9650}, {8164, 18840}, {8362, 69098}, {9597, 16043}, {9598, 69378}, {9599, 32968}, {14767, 19372}, {16831, 30819}, {16971, 29748}, {16974, 26247}, {16992, 26687}, {17033, 37678}, {17130, 31451}, {17228, 21057}, {17245, 71950}, {17259, 20459}, {17278, 25610}, {17279, 27040}, {17303, 27026}, {17358, 27265}, {17738, 69237}, {17750, 69869}, {17759, 70260}, {18044, 27042}, {18140, 27255}, {18145, 32102}, {19804, 26048}, {19877, 25109}, {19951, 25753}, {20255, 30949}, {20284, 60707}, {20486, 31330}, {20963, 29455}, {21025, 29966}, {24524, 26801}, {24652, 26094}, {24654, 26093}, {25115, 26038}, {25590, 44418}, {25591, 59512}, {25599, 48840}, {26030, 26978}, {26132, 31993}, {26590, 59635}, {26686, 37688}, {26959, 63493}, {27191, 44353}, {27299, 70944}, {27351, 31238}, {27918, 39731}, {28634, 59715}, {29579, 30818}, {29825, 69013}, {30850, 39244}, {31053, 70968}, {31402, 69377}, {31448, 69380}, {31461, 69448}, {32104, 52959}, {32834, 69795}, {32992, 69254}, {33930, 71831}, {36812, 64850}, {37632, 41240}, {37719, 69174}, {40332, 71833}, {46951, 68855}, {52793, 59545}, {59325, 69171}, {60737, 68769}, {64093, 69096}, {68522, 71448}, {68928, 70421}, {69166, 71157}, {71702, 71976}
X(72128) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 1909, 2275}, {76, 27020, 2276}, {274, 69501, 27091}, {1500, 9466, 3760}, {3739, 25107, 9780}, {3934, 69136, 1}, {20530, 24656, 3616}, {21264, 25102, 8}, {26100, 26115, 4657}, {26959, 64133, 63493}, {27040, 28742, 17279}, {54416, 69381, 4396}
X(72129) lies on these lines: {1, 538}, {2, 32107}, {3, 4396}, {6, 56024}, {8, 536}, {12, 63923}, {35, 7751}, {36, 7781}, {37, 34284}, {39, 3760}, {55, 4400}, {69, 9598}, {75, 1655}, {76, 2276}, {141, 70157}, {172, 1975}, {190, 17033}, {192, 1909}, {194, 350}, {213, 71622}, {304, 4037}, {312, 16720}, {330, 20105}, {384, 7296}, {386, 4721}, {498, 63955}, {499, 34511}, {524, 6284}, {525, 7352}, {527, 67976}, {543, 10483}, {609, 7816}, {614, 19568}, {698, 1469}, {716, 49452}, {732, 3056}, {748, 70957}, {754, 65134}, {978, 4465}, {980, 4044}, {1086, 29966}, {1107, 4441}, {1125, 71702}, {1193, 4713}, {1266, 30030}, {1278, 41838}, {1334, 17262}, {1479, 7758}, {1500, 3761}, {1573, 32104}, {1575, 18135}, {1914, 7754}, {2230, 41268}, {2277, 28660}, {2295, 3729}, {3175, 17316}, {3208, 55998}, {3210, 3975}, {3583, 7759}, {3624, 71878}, {3632, 71879}, {3633, 33908}, {3644, 24524}, {3663, 71487}, {3666, 70500}, {3673, 70996}, {3691, 4361}, {3721, 49518}, {3734, 5280}, {3752, 28809}, {3765, 17147}, {3779, 64871}, {3780, 3875}, {3797, 33930}, {3868, 68870}, {3933, 69096}, {3978, 20284}, {4000, 27523}, {4039, 32934}, {4302, 14023}, {4324, 63935}, {4330, 63934}, {4363, 59305}, {4364, 31339}, {4366, 71445}, {4376, 7283}, {4385, 24326}, {4479, 26801}, {4517, 32925}, {4657, 26035}, {4659, 59311}, {4681, 24656}, {4788, 21219}, {4799, 24851}, {4968, 24357}, {5010, 7780}, {5204, 8716}, {5217, 8667}, {5254, 69093}, {5283, 20888}, {5299, 7798}, {5308, 35652}, {5309, 30104}, {5332, 7760}, {5433, 59546}, {6309, 10079}, {6376, 17759}, {6542, 32859}, {7031, 7805}, {7200, 18156}, {7230, 71069}, {7741, 7764}, {7757, 26959}, {7765, 69258}, {7783, 71449}, {7801, 30103}, {7813, 69259}, {7839, 71448}, {7843, 18514}, {7855, 9664}, {7951, 63924}, {9596, 69378}, {9766, 10896}, {9902, 49445}, {10449, 24690}, {10895, 34505}, {11055, 68973}, {12953, 63932}, {13468, 52793}, {15048, 69097}, {15338, 63928}, {16502, 22253}, {16589, 32092}, {16818, 48864}, {17026, 71901}, {17030, 69528}, {17131, 31451}, {17137, 17276}, {17144, 21226}, {17148, 70121}, {17224, 57288}, {17279, 26978}, {17301, 26965}, {17314, 36854}, {17489, 69052}, {17739, 69237}, {18145, 27091}, {18513, 63922}, {18990, 52229}, {19858, 50179}, {20271, 69015}, {20943, 26752}, {21071, 24214}, {21422, 53510}, {22036, 71437}, {24514, 33296}, {25599, 71483}, {26590, 69415}, {26686, 32820}, {27248, 48838}, {27255, 32026}, {27269, 60706}, {29433, 71896}, {29742, 71904}, {30092, 62214}, {31028, 33947}, {31402, 52713}, {31448, 69381}, {31460, 64093}, {31497, 32828}, {31997, 40908}, {32450, 69256}, {32830, 69795}, {32836, 68855}, {32933, 41233}, {33946, 71501}, {40858, 52655}, {41312, 50155}, {41747, 71833}, {46937, 70997}, {47286, 69135}, {50067, 50153}, {50068, 50154}, {54416, 69380}, {63493, 71413}, {63954, 64951}, {69095, 69439}
X(72129) = reflection of X(i) in X(j) for these {i,j}: {1, 69255}, {3632, 71879}
X(72129) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {55, 63933, 4400}, {76, 25264, 2276}, {192, 20081, 1909}, {194, 350, 2275}, {3875, 56025, 3780}, {21071, 24214, 30945}
X(72130) lies on these lines: {1, 190}, {99, 70115}, {100, 101}, {514, 53360}, {660, 48352}, {663, 32094}, {1016, 4040}, {1019, 9266}, {1027, 4482}, {1083, 54333}, {4449, 32106}, {4553, 6161}, {4568, 14432}, {4724, 6633}, {4794, 53582}, {6631, 47970}, {24203, 25531}, {29066, 42722}, {32028, 48282}
X(72130) = crossdifference of every pair of points on line {244, 3768}
X(72130) = barycentric product X(i)*X(j) for these {i,j}: {100, 57038}, {190, 16482}
X(72130) = barycentric quotient X(i)/X(j) for these {i,j}: {16482, 514}, {57038, 693}
X(72130) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1018, 68816, 100}, {4794, 53582, 71815}
X(72131) lies on these lines: {1, 190}, {6, 70116}, {44, 29824}, {100, 69503}, {513, 71584}, {765, 4600}, {894, 4068}, {897, 60684}, {902, 70123}, {3722, 69975}, {4422, 72015}, {4670, 4689}, {4702, 62401}, {8299, 24487}, {17335, 30942}, {17350, 64561}, {18082, 67984}, {68760, 71673}, {70839, 71415}
X(72131) = {X(1),X(190)}-harmonic conjugate of X(41683)
X(72132) lies on these lines: {1, 190}, {2, 19943}, {8, 39349}, {10, 514}, {726, 2087}, {740, 71846}, {984, 71426}, {1698, 52755}, {2275, 16600}, {3675, 4871}, {3836, 4089}, {3842, 70817}, {17793, 24496}, {20072, 69575}, {21226, 25263}, {24255, 33120}, {24428, 32028}, {68873, 71790}, {70371, 71849}, {71750, 71847}
X(72132) = crossdifference of every pair of points on line {1914, 3768}
X(72132) = {X(71428),X(71755)}-harmonic conjugate of X(70822)
X(72133) lies on these lines: {1, 190}, {10, 2643}, {523, 661}, {1089, 4033}, {2292, 3122}, {3159, 21100}, {3878, 25048}, {4665, 69252}, {4892, 35550}, {20653, 21043}, {21047, 27714}, {21081, 21089}, {21829, 42713}, {24076, 53559}, {24931, 24957}, {35103, 68887}, {68871, 68990}, {68955, 71092}
X(72133) = reflection of X(68990) in X(68871)
X(72133) = X(i)-isoconjugate of X(j) for these (i,j): {81, 35107}, {1333, 35155}
X(72133) = X(i)-Dao conjugate of X(j) for these (i,j): {37, 35155}, {35089, 86}, {40586, 35107}
X(72133) = crossdifference of every pair of points on line {58, 3768}
X(72133) = barycentric product X(i)*X(j) for these {i,j}: {10, 35103}, {313, 5163}, {321, 68887}, {3952, 72099}, {4062, 46799}
X(72133) = barycentric quotient X(i)/X(j) for these {i,j}: {10, 35155}, {42, 35107}, {5163, 58}, {35103, 86}, {68887, 81}, {72099, 7192}
X(72133) = {X(4053),X(69569)}-harmonic conjugate of X(57040)
X(72134) lies on these lines: {1, 190}, {106, 57018}, {244, 47776}, {812, 1015}, {891, 64523}, {4366, 71783}, {4422, 33908}, {4473, 9263}, {6084, 21208}, {7208, 57041}, {17755, 70679}, {24404, 63493}, {28890, 71532}, {38979, 47775}, {46914, 57030}, {62635, 64237}, {64862, 70694}
X(72134) = crossdifference of every pair of points on line {3768, 4557}
X(72135) lies on these lines: {1, 190}, {10, 23823}, {44, 68958}, {291, 24517}, {513, 4380}, {3952, 69503}, {3994, 30939}, {16482, 17154}, {16726, 52875}, {17335, 36263}, {17794, 24487}, {18827, 56126}, {23343, 71783}, {24004, 68873}, {32927, 70123}, {41847, 70877}
X(72135) = reflection of X(71865) in X(71862)
X(72135) = crossdifference of every pair of points on line {3768, 20963}
X(72135) = {X(71862),X(71865)}-harmonic conjugate of X(36872)
X(72136) lies on these lines: {1, 25994}, {6, 17743}, {32, 33908}, {55, 21226}, {56, 9263}, {145, 10405}, {183, 17448}, {194, 3913}, {220, 10027}, {239, 16284}, {257, 3242}, {330, 1376}, {385, 12513}, {514, 71804}, {519, 7754}, {529, 20065}, {537, 72102}, {664, 28110}, {668, 16502}, {1001, 41838}, {1655, 3303}, {1697, 49514}, {1909, 20172}, {1975, 69243}, {1999, 20921}, {2241, 71879}, {3052, 71665}, {3212, 32029}, {3304, 16997}, {4361, 20955}, {4366, 21219}, {4421, 7783}, {4738, 71775}, {5275, 25303}, {5687, 71413}, {6376, 16781}, {6392, 64068}, {7208, 71776}, {7774, 12607}, {7785, 11236}, {7793, 11194}, {8715, 31859}, {11174, 25102}, {11321, 70544}, {16999, 31999}, {17001, 62837}, {17144, 63933}, {24514, 37542}, {25278, 33854}, {25296, 63075}, {27830, 71146}, {33821, 71965}, {33830, 70480}, {37588, 56025}, {37674, 71462}, {48832, 71131}, {56044, 68589}, {59717, 71523}, {64133, 70550}, {69003, 70248}
X(72136) = reflection of X(1975) in X(69243)
X(72136) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {668, 16502, 26687}, {1909, 70532, 20172}
X(72137) lies on these lines: {3, 24524}, {8, 17206}, {32, 33908}, {56, 668}, {76, 12513}, {99, 3913}, {183, 8666}, {218, 18047}, {304, 9369}, {315, 529}, {404, 25278}, {405, 25303}, {474, 25280}, {514, 71803}, {519, 1975}, {537, 72104}, {952, 71058}, {956, 1909}, {958, 64133}, {996, 16887}, {999, 6376}, {1003, 69243}, {1015, 26687}, {1078, 11194}, {2242, 71879}, {3304, 18140}, {3436, 69254}, {3761, 5288}, {3785, 34610}, {3813, 11185}, {4188, 25296}, {4191, 25286}, {4253, 4482}, {4421, 7782}, {4479, 69448}, {4737, 71067}, {4738, 71776}, {5021, 17752}, {5030, 29697}, {5120, 17786}, {5258, 16992}, {5687, 71446}, {6337, 34619}, {6381, 62825}, {6645, 70550}, {7176, 70248}, {7208, 71775}, {7223, 33933}, {7373, 30963}, {7752, 11236}, {7763, 12607}, {7770, 17448}, {9263, 16502}, {9708, 31997}, {10027, 14974}, {11235, 70210}, {11285, 25102}, {11329, 25298}, {12943, 71856}, {14377, 57038}, {16059, 25287}, {16918, 31999}, {17144, 69380}, {17541, 63499}, {18135, 62837}, {20691, 31859}, {21226, 54416}, {21290, 71845}, {24656, 33036}, {27255, 31490}, {28961, 70092}, {32049, 69038}, {32815, 64068}, {33938, 71073}, {34605, 69670}, {34625, 69378}, {36854, 69044}, {45287, 69737}, {45700, 59635}, {45701, 69418}, {48801, 71048}, {49779, 71072}, {56025, 56530}, {59717, 71522}, {64123, 69450}, {69263, 71965}
X(72137) = {X(10027),X(71665)}-harmonic conjugate of X(14974)
X(72138) lies on these lines: {8, 348}, {69, 12513}, {75, 7185}, {76, 3813}, {141, 17448}, {145, 69093}, {274, 9710}, {315, 529}, {325, 12607}, {330, 26582}, {496, 6381}, {514, 71805}, {519, 3933}, {528, 1975}, {626, 33908}, {668, 1329}, {1222, 56928}, {1565, 33937}, {1909, 2886}, {3057, 70091}, {3061, 4437}, {3550, 59538}, {3705, 16284}, {3717, 59504}, {3761, 24390}, {3785, 11194}, {3815, 25102}, {3816, 6376}, {3826, 31997}, {3829, 59635}, {3905, 9053}, {3912, 40133}, {3913, 3926}, {3932, 18156}, {4421, 6337}, {4737, 17181}, {4872, 9369}, {5088, 5100}, {5434, 69670}, {5855, 71058}, {6049, 32099}, {6390, 8715}, {7176, 32850}, {7354, 20553}, {7763, 64123}, {7767, 8666}, {7789, 69243}, {9263, 26561}, {9711, 25280}, {11235, 69378}, {11236, 32816}, {12632, 32840}, {16784, 17540}, {16975, 69095}, {17144, 69415}, {17671, 71965}, {17747, 56025}, {17762, 35960}, {18135, 37722}, {20436, 35517}, {21031, 25278}, {21226, 26590}, {21258, 49774}, {24387, 64093}, {25066, 49773}, {25303, 37664}, {25466, 64133}, {30036, 51384}, {30701, 62390}, {31466, 69136}, {32104, 64200}, {32818, 34619}, {32826, 34706}, {32830, 64068}, {34607, 69425}, {34625, 69377}, {40997, 71753}, {45700, 69381}, {45701, 69158}, {49524, 59509}, {69097, 71975}, {69260, 71879}
X(72138) = reflection of X(69243) in X(7789)
X(72138) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {325, 24524, 12607}, {668, 69254, 1329}
X(72139) lies on these lines: {5, 17448}, {8, 69098}, {11, 71975}, {12, 16975}, {30, 69243}, {32, 529}, {39, 12607}, {115, 3813}, {145, 69096}, {230, 8666}, {355, 16973}, {388, 70550}, {495, 1107}, {514, 71806}, {519, 5254}, {528, 7748}, {574, 64123}, {626, 33908}, {668, 26561}, {1015, 1329}, {1478, 70532}, {1573, 25466}, {2241, 57288}, {2275, 17757}, {2548, 11236}, {2549, 3913}, {2886, 69175}, {3085, 31449}, {3436, 16502}, {3632, 21956}, {3767, 12513}, {3780, 64172}, {3782, 69244}, {3820, 16604}, {3829, 39565}, {4187, 63493}, {4193, 63499}, {4386, 18990}, {5013, 45701}, {5252, 69283}, {5261, 31405}, {5270, 70544}, {5277, 5434}, {5283, 15888}, {5687, 9597}, {5690, 69246}, {6656, 24524}, {6690, 31456}, {7738, 34619}, {8256, 69247}, {8362, 25102}, {8715, 63548}, {9263, 69254}, {9620, 32049}, {10198, 31490}, {10528, 31448}, {10987, 57002}, {11194, 69207}, {13881, 45700}, {15048, 20691}, {16552, 24222}, {17144, 47286}, {17362, 36974}, {17670, 25280}, {17768, 69232}, {20060, 69210}, {21226, 69135}, {21616, 62370}, {24387, 63534}, {25278, 33840}, {25298, 37096}, {26482, 43039}, {26558, 64133}, {31429, 51784}, {31469, 37661}, {31999, 33046}, {33061, 38247}, {33854, 56880}, {34606, 69212}, {43448, 64068}, {69174, 71879}
X(72139) = {X(12),X(16975)}-harmonic conjugate of X(31466)
X(72140) lies on these lines: {38, 59518}, {75, 244}, {335, 4671}, {514, 661}, {519, 62627}, {537, 41314}, {668, 35962}, {1646, 70701}, {3121, 40562}, {3720, 59523}, {3722, 69896}, {3840, 20889}, {3994, 62234}, {4871, 35543}, {14439, 72063}, {20345, 24709}, {24003, 53363}, {24589, 62553}, {33908, 36847}, {36791, 71770}, {41318, 62867}, {42056, 71897}
X(72140) = midpoint of X(41314) and X(71890)
X(72140) = isotomic conjugate of the isogonal conjugate of X(71862)
X(72140) = X(6)-isoconjugate of X(59053)
X(72140) = X(i)-Dao conjugate of X(j) for these (i,j): {9, 59053}, {33908, 71862}, {52882, 46801}
X(72140) = barycentric product X(i)*X(j) for these {i,j}: {75, 33908}, {76, 71862}, {514, 66535}, {668, 71877}, {1978, 14474}, {6381, 46796}, {31002, 36847}
X(72140) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 59053}, {6381, 46801}, {14474, 649}, {33908, 1}, {36847, 899}, {46796, 37129}, {66535, 190}, {71862, 6}, {71877, 513}
X(72140) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {75, 18149, 31002}, {75, 31002, 244}, {1978, 18149, 244}, {1978, 31002, 75}
X(72141) lies on these lines: {2, 668}, {10, 63508}, {42, 16604}, {274, 26815}, {1125, 23632}, {1574, 20011}, {2229, 3720}, {2296, 28367}, {4184, 68893}, {7109, 68950}, {9336, 59312}, {16606, 30950}, {17140, 21827}, {17448, 59306}, {17474, 28247}, {21327, 24325}, {21753, 49997}, {25303, 27035}, {25501, 69511}, {26037, 63509}, {31330, 63493}, {39798, 60724}, {49749, 57039}
X(72141) = complement of X(71892)
X(72142) lies on these lines: {37, 24165}, {75, 244}, {354, 22316}, {537, 40607}, {596, 3842}, {714, 3739}, {726, 4698}, {740, 24176}, {744, 58624}, {872, 17140}, {984, 6533}, {1215, 64556}, {1269, 68942}, {2667, 17495}, {3248, 16710}, {3666, 58396}, {3752, 43224}, {4022, 4359}, {4687, 17155}, {4688, 42027}, {4726, 59716}, {4751, 17157}, {7263, 53564}, {13476, 42053}, {15569, 67983}, {17063, 70852}, {17065, 24688}, {17463, 23944}, {19804, 69624}, {20913, 21238}, {21080, 31238}, {21197, 64866}, {22174, 39995}, {24325, 64431}, {30982, 46838}, {42039, 72048}, {42055, 64581}, {46843, 53478}, {58572, 58583}, {63520, 69635}
X(72142) = midpoint of X(i) and X(j) for these {i,j}: {596, 3842}, {4726, 59716}, {15569, 67983}
X(72142) = X(42328)-complementary conjugate of X(21245)
X(72143) lies on these lines: {11, 16604}, {244, 17046}, {377, 11269}, {379, 24892}, {442, 23536}, {614, 37445}, {2886, 23682}, {2887, 20913}, {3120, 4920}, {3741, 37096}, {3840, 50319}, {3846, 70943}, {4202, 30970}, {4968, 69252}, {17140, 26589}, {17672, 30950}, {17686, 29631}, {17889, 18208}, {19281, 29635}, {20432, 48643}, {25760, 34284}, {30942, 33840}, {32919, 69670}, {33138, 50200}, {33140, 37233}
X(72144) lies on these lines: {2, 668}, {6, 70436}, {38, 21893}, {42, 4161}, {43, 2229}, {899, 2350}, {1575, 16671}, {1646, 42055}, {3121, 59511}, {3720, 63481}, {4090, 8620}, {4871, 63508}, {6375, 71456}, {6377, 17165}, {6378, 25277}, {6685, 69511}, {20286, 32937}, {21327, 32931}, {21902, 46904}, {23447, 26030}, {24524, 27105}, {24528, 30942}, {26974, 30955}, {30957, 63509}, {30964, 41840}, {69067, 71479}
X(72144) = crossdifference of every pair of points on line {890, 50524}
X(72145) lies on these lines: {1, 70437}, {37, 6375}, {75, 244}, {141, 21100}, {192, 714}, {536, 13476}, {700, 49528}, {726, 3635}, {740, 66022}, {1964, 71420}, {3123, 18040}, {3264, 22172}, {3596, 68942}, {3644, 17157}, {3672, 71837}, {3963, 24688}, {3993, 64873}, {4419, 71838}, {4443, 28593}, {4664, 71630}, {4681, 21080}, {4726, 24165}, {4764, 17155}, {4941, 18144}, {8610, 59562}, {17334, 68873}, {17340, 70402}, {17388, 70401}, {21746, 71138}, {21806, 32925}, {22278, 22316}, {24338, 44139}, {24456, 30473}, {24458, 69014}, {26764, 46905}, {28555, 58609}, {34832, 59519}, {39798, 59668}, {49456, 71468}, {70702, 71502}
X(72145) = midpoint of X(3644) and X(17157)
X(72145) = reflection of X(i) in X(j) for these {i,j}: {37, 59716}, {21080, 4681}
X(72145) = {X(75),X(41683)}-harmonic conjugate of X(21330)
X(72146) lies on these lines: {69, 56530}, {75, 17046}, {141, 57037}, {306, 26579}, {3208, 51612}, {3663, 26590}, {3687, 25091}, {3708, 18697}, {3729, 41010}, {4357, 69095}, {17760, 41007}, {17786, 21244}, {17787, 26012}, {20258, 69254}, {25964, 49774}, {26176, 71420}, {41003, 71436}, {53596, 70090}
X(72147) lies on these lines: {1, 2229}, {2, 668}, {37, 31161}, {39, 29822}, {42, 1100}, {330, 30964}, {513, 69480}, {899, 3780}, {1125, 69511}, {1574, 19998}, {1909, 30955}, {2241, 11322}, {2296, 27434}, {3121, 24325}, {3720, 16606}, {3741, 63508}, {8620, 49479}, {9336, 29827}, {16355, 31490}, {16405, 16781}, {17165, 21827}, {17448, 30970}, {18905, 29685}, {21226, 62709}, {21327, 32771}, {21868, 49983}, {23632, 43223}, {24330, 57023}, {24528, 26037}, {28600, 70932}, {30942, 63493}, {31136, 56158}, {31330, 63509}, {49471, 52893}, {49997, 71880}, {69067, 71478}, {69257, 70146}
X(72147) = complement of X(71897)
X(72147) = crossdifference of every pair of points on line {890, 4063}
X(72148) lies on these lines: {2, 714}, {6, 70955}, {10, 59519}, {37, 39}, {75, 244}, {76, 68942}, {354, 64869}, {536, 3742}, {537, 10176}, {700, 27478}, {740, 5883}, {966, 71838}, {1269, 22172}, {2667, 64161}, {3122, 20913}, {3739, 42027}, {3971, 4755}, {4022, 46909}, {4377, 20340}, {4446, 28593}, {4664, 17155}, {4665, 21100}, {4686, 59716}, {4687, 17157}, {4698, 21080}, {4871, 56125}, {5836, 22316}, {10479, 24174}, {16710, 71432}, {17065, 21238}, {17330, 68873}, {17337, 70402}, {17392, 70401}, {18133, 22174}, {24259, 39688}, {24327, 69016}, {24621, 24696}, {24662, 64071}, {28484, 58620}, {29824, 71604}, {29827, 56128}, {30982, 57039}, {31238, 59565}, {31339, 69624}, {32925, 51488}, {46904, 69519}, {49462, 67983}, {49471, 69558}, {50094, 59717}, {50111, 68895}, {69976, 71872}
X(72148) = midpoint of X(4664) and X(17155)
X(72148) = reflection of X(3971) in X(4755)
X(72148) = {X(3122),X(20913)}-harmonic conjugate of X(24688)
X(72149) lies on these lines: {7, 4766}, {75, 17046}, {141, 28244}, {2887, 17065}, {3290, 4357}, {3836, 24923}, {3912, 18635}, {11679, 18634}, {17189, 30103}, {18698, 63817}, {20917, 21244}, {25364, 40941}, {25964, 69094}, {34282, 71761}
X(72150) lies on these lines: {2, 668}, {6, 43}, {42, 4116}, {899, 1475}, {984, 21893}, {1107, 29825}, {1908, 3758}, {2229, 3240}, {2241, 35992}, {2276, 50115}, {3121, 32931}, {3161, 21838}, {3741, 24528}, {3840, 63509}, {4263, 17756}, {4266, 20331}, {4429, 16592}, {4713, 57023}, {4871, 63493}, {5283, 69511}, {6377, 24349}, {7081, 23543}, {9284, 29659}, {16373, 68893}, {16569, 45751}, {16604, 62711}, {16746, 71461}, {17448, 29827}, {17592, 21902}, {21223, 34020}, {21827, 27538}, {21877, 42043}, {26102, 63481}, {29822, 71976}, {30942, 71975}, {30957, 63508}, {30963, 71947}, {31008, 41840}, {49532, 71004}, {63066, 70436}, {69067, 71477}
X(72150) = complement of X(71900)
X(72150) = crosssum of X(6) and X(71899)
X(72150) = crossdifference of every pair of points on line {890, 4083}
X(72151) lies on these lines: {1, 87}, {8, 23633}, {37, 4009}, {75, 244}, {354, 536}, {522, 52745}, {537, 3877}, {700, 36494}, {714, 1962}, {1278, 29824}, {3009, 24351}, {3122, 71578}, {3123, 20917}, {3596, 22172}, {3661, 21100}, {3702, 49493}, {3728, 44720}, {3893, 28581}, {4699, 29827}, {4704, 21080}, {4740, 24165}, {7976, 23634}, {17038, 42471}, {17258, 71838}, {17320, 71837}, {17333, 68873}, {17339, 70402}, {17389, 70401}, {17787, 63497}, {21211, 69482}, {24456, 52043}, {24524, 69571}, {27268, 29825}, {45223, 71946}, {48627, 72015}, {49456, 62831}, {49474, 71604}, {51035, 59717}, {53676, 71456}, {56185, 64161}, {64170, 68760}, {64857, 70288}
X(72151) = reflection of X(i) in X(j) for these {i,j}: {4740, 24165}, {32925, 4664}
X(72151) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {192, 42027, 17157}, {42027, 59716, 192}
X(72152) lies on these lines: {1, 7275}, {2, 668}, {10, 24528}, {39, 59297}, {42, 17750}, {43, 20963}, {292, 29670}, {330, 34020}, {1449, 1575}, {1574, 59295}, {2229, 17018}, {2241, 4203}, {2275, 6685}, {3121, 32771}, {3741, 63509}, {3757, 23543}, {3840, 63493}, {5283, 43223}, {16058, 68893}, {16549, 53145}, {16569, 16604}, {16592, 32773}, {16744, 71461}, {17459, 49532}, {17754, 20228}, {18140, 41840}, {18905, 29659}, {20284, 49479}, {20286, 24349}, {21223, 31008}, {21827, 32937}, {21838, 71976}, {21877, 42042}, {25502, 63481}, {30942, 63508}, {59300, 63066}, {69067, 71476}
X(72152) = complement of X(71903)
X(72152) = crosssum of X(6) and X(71902)
X(72152) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 22199, 16975}, {3741, 63509, 71975}
X(72153) lies on these lines: {1, 56185}, {2, 17038}, {37, 17157}, {43, 25295}, {75, 244}, {76, 22172}, {192, 3720}, {330, 22343}, {596, 49445}, {714, 4687}, {726, 3616}, {1201, 24349}, {1221, 24513}, {1278, 24165}, {1698, 71468}, {3728, 26037}, {3963, 17065}, {4385, 22220}, {4699, 31241}, {6376, 22174}, {6384, 34086}, {16569, 25277}, {17063, 20892}, {17165, 53676}, {17256, 71838}, {17322, 71837}, {17331, 68873}, {17338, 70402}, {17391, 70401}, {20888, 22214}, {20891, 30957}, {21080, 27268}, {21100, 48628}, {23659, 64133}, {24661, 71415}, {25624, 30473}, {26069, 36856}, {28358, 31005}, {28395, 30982}, {30596, 68942}, {32915, 58620}, {32923, 64170}, {34587, 49532}, {39467, 40087}, {39711, 50117}, {40328, 64873}, {49456, 64562}, {64149, 64545}
X(72153) = reflection of X(70160) in X(4687)
X(72153) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {37, 17157, 32925}, {75, 21330, 30942}, {3963, 17065, 71578}, {21080, 27268, 64178}, {24165, 59716, 1278}
X(72154) lies on these lines: {2, 668}, {37, 71630}, {42, 2229}, {43, 68950}, {756, 21893}, {1215, 3121}, {1575, 16668}, {1646, 42053}, {1909, 26974}, {1962, 21902}, {2276, 69556}, {3840, 63508}, {3934, 26973}, {3952, 21827}, {4972, 16592}, {6377, 17140}, {6378, 25295}, {6685, 23632}, {9284, 29685}, {9336, 31242}, {16584, 46897}, {17448, 31241}, {18792, 71884}, {20045, 23533}, {20688, 71117}, {20963, 28245}, {21025, 30957}, {21223, 30964}, {21806, 21883}, {21838, 29822}, {22184, 31025}, {23447, 26115}, {23543, 26227}, {24512, 70436}, {24528, 31330}, {30942, 63509}, {30950, 63481}, {43223, 69511}, {70394, 70434}
X(72154) = crossdifference of every pair of points on line {890, 18197}
X(72154) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {42, 16606, 2229}, {1215, 3121, 21327}
X(72155) lies on these lines: {37, 714}, {75, 244}, {192, 17140}, {313, 22172}, {536, 42053}, {594, 21100}, {596, 28516}, {726, 3636}, {740, 3754}, {744, 4032}, {872, 25295}, {1125, 64873}, {2667, 56185}, {3122, 3963}, {3123, 18143}, {3644, 17155}, {3778, 28593}, {3842, 71468}, {4377, 21257}, {4422, 70402}, {4664, 17157}, {4686, 24165}, {4698, 59565}, {4890, 71141}, {16710, 61183}, {17049, 71138}, {17053, 24327}, {17257, 71838}, {17321, 71837}, {17332, 68873}, {17390, 70401}, {17445, 71420}, {17790, 63520}, {18144, 24456}, {20964, 68986}, {22174, 56249}, {24180, 24225}, {24325, 70437}, {25121, 59519}, {28484, 67983}, {28582, 58679}, {49532, 71601}, {51488, 70160}, {58393, 63800}, {58784, 71078}, {64546, 64869}, {65096, 68985}, {70395, 70435}
X(72155) = midpoint of X(37) and X(42027)
X(72155) = reflection of X(i) in X(j) for these {i,j}: {59565, 4698}, {64545, 58571}
X(72155) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {75, 41683, 22167}, {313, 22172, 68942}, {3122, 3963, 21238}
X(72156) lies on these lines: {226, 23663}, {1441, 3120}, {2887, 3963}, {3122, 20305}, {3778, 16603}, {4920, 17470}, {8610, 44412}, {14624, 69294}, {16580, 68985}, {16888, 53559}, {17046, 21330}, {20234, 48643}, {22277, 71062}, {25295, 26589}, {26012, 63497}, {41007, 71425}
X(72157) lies on these lines: {38, 4986}, {43, 668}, {334, 3596}, {514, 661}, {561, 1111}, {3663, 64223}, {6376, 24003}, {18159, 20945}, {22028, 61165}, {27264, 27295}, {29977, 30026}, {30822, 30866}, {39467, 52151}, {51861, 62673}
X(72157) = isotomic conjugate of the isogonal conjugate of X(71887)
X(72157) = X(6)-isoconjugate of X(59052)
X(72157) = X(i)-Dao conjugate of X(j) for these (i,j): {9, 59052}, {71888, 71887}
X(72157) = barycentric product X(i)*X(j) for these {i,j}: {75, 71888}, {76, 71887}, {561, 71886}
X(72157) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 59052}, {71886, 31}, {71887, 6}, {71888, 1}
X(72157) = {X(52043),X(69032)}-harmonic conjugate of X(6381)
X(72158) lies on these lines: {1, 190}, {9, 330}, {63, 71467}, {194, 3875}, {239, 3928}, {1107, 10436}, {1743, 34063}, {2275, 56025}, {3208, 9263}, {3247, 71462}, {3729, 17448}, {4297, 49783}, {4384, 70256}, {5267, 71594}, {7757, 50581}, {7781, 50028}, {16574, 21384}, {16722, 71783}, {16833, 70150}, {16969, 25728}, {17261, 31999}, {17274, 30038}, {17282, 24215}, {17754, 21226}, {20018, 34701}, {21371, 36857}, {24654, 25101}, {25269, 38247}, {27340, 49521}, {31169, 34860}, {33888, 41771}, {40133, 49518}, {48869, 50608}, {50029, 62858}
X(72158) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 71895, 71898}, {1, 71898, 71901}, {1, 71904, 71893}, {71863, 71895, 1}, {71893, 71898, 71904}, {71893, 71904, 71901}
X(72159) lies on these lines: {1, 3159}, {2, 71414}, {31, 71864}, {42, 70485}, {55, 30957}, {149, 29642}, {171, 71909}, {190, 62869}, {192, 29818}, {238, 63060}, {390, 32948}, {497, 29632}, {519, 71920}, {528, 25961}, {748, 68969}, {750, 71911}, {1001, 19732}, {1125, 33131}, {1215, 62862}, {1279, 32915}, {1621, 30942}, {2177, 71980}, {3058, 25957}, {3158, 9458}, {3244, 63074}, {3315, 32934}, {3434, 29851}, {3685, 17155}, {3720, 70484}, {3722, 18743}, {3748, 32931}, {3750, 71978}, {3836, 34611}, {3840, 61155}, {3870, 72087}, {3873, 4432}, {3914, 29853}, {3923, 29817}, {3938, 64178}, {3950, 63075}, {3957, 4011}, {3993, 17024}, {3996, 17125}, {4358, 17715}, {4387, 32923}, {4418, 4666}, {4423, 32945}, {4428, 32918}, {4649, 72018}, {4671, 71517}, {4672, 62866}, {4676, 62867}, {4702, 32860}, {5284, 26037}, {6535, 50310}, {7075, 38346}, {8616, 29824}, {9345, 72016}, {15485, 17135}, {16484, 24552}, {16779, 68971}, {17122, 71912}, {17123, 71929}, {17124, 71910}, {17127, 42057}, {17156, 60846}, {17264, 71796}, {17597, 32936}, {17778, 72038}, {21241, 29870}, {21283, 71996}, {24210, 29638}, {24542, 33141}, {25760, 49736}, {26034, 47357}, {27064, 67209}, {27065, 49458}, {27131, 50748}, {27631, 40091}, {29672, 33134}, {29814, 49482}, {29820, 32929}, {29829, 72025}, {29830, 33106}, {29839, 71988}, {29844, 32849}, {30653, 71922}, {31034, 72040}, {31161, 72076}, {32577, 52352}, {32771, 42819}, {32781, 49746}, {32935, 62863}, {32938, 42871}, {32942, 62849}, {33065, 40998}, {33069, 49768}, {33120, 64162}, {37652, 50001}, {41839, 67210}, {42042, 70483}, {46938, 70841}, {49989, 56078}, {50127, 72094}, {60714, 71982}, {61358, 72020}, {62821, 71873}, {62998, 72042}, {63056, 72035}, {64681, 71423}, {68893, 70157}, {71630, 72080}
X(72159) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 71414, 71452}, {2, 71452, 71451}, {2, 71918, 71917}, {1001, 32943, 31330}, {5284, 32941, 26037}, {17127, 42057, 71924}, {71452, 71917, 71918}, {71917, 71918, 71451}
X(72160) lies on these lines: {1, 312}, {2, 3996}, {6, 72020}, {8, 4423}, {11, 29839}, {21, 29766}, {31, 71864}, {42, 71980}, {43, 25531}, {55, 71985}, {56, 52352}, {57, 65166}, {75, 4666}, {81, 71873}, {86, 4441}, {100, 18613}, {145, 1616}, {149, 18139}, {171, 71414}, {190, 3873}, {192, 17597}, {200, 30829}, {238, 42057}, {321, 29817}, {333, 1001}, {344, 36845}, {345, 10580}, {350, 1233}, {354, 3685}, {390, 18141}, {496, 25650}, {497, 18134}, {519, 17123}, {595, 64536}, {614, 49470}, {643, 55086}, {664, 21609}, {740, 29820}, {748, 71920}, {750, 71452}, {894, 4883}, {940, 72016}, {1043, 3616}, {1120, 56150}, {1125, 33132}, {1222, 3623}, {1279, 1999}, {1376, 30947}, {1621, 14829}, {1961, 49473}, {1997, 63168}, {2177, 30957}, {3052, 37684}, {3058, 4645}, {3240, 71982}, {3241, 5423}, {3242, 41839}, {3243, 30568}, {3263, 4360}, {3305, 49450}, {3315, 17147}, {3340, 64563}, {3434, 17234}, {3622, 19701}, {3699, 3870}, {3706, 16823}, {3720, 5263}, {3729, 44841}, {3741, 16484}, {3742, 4702}, {3748, 7081}, {3750, 3840}, {3757, 42819}, {3771, 24217}, {3886, 10582}, {3896, 7292}, {3912, 4514}, {3957, 4358}, {3967, 15570}, {3971, 49675}, {3979, 59511}, {3993, 17598}, {3995, 62814}, {4011, 49490}, {4038, 49482}, {4085, 72003}, {4126, 49707}, {4210, 23374}, {4255, 26093}, {4310, 62229}, {4387, 24349}, {4388, 4966}, {4413, 26103}, {4418, 17450}, {4428, 71477}, {4432, 32913}, {4664, 62833}, {4673, 54392}, {4676, 62819}, {4684, 33066}, {4693, 24165}, {4779, 21454}, {4864, 35652}, {4871, 60714}, {4884, 58371}, {4906, 49462}, {4956, 48645}, {4972, 17283}, {5045, 7283}, {5223, 72053}, {5233, 26105}, {5274, 30828}, {5284, 17135}, {6063, 55082}, {6327, 17297}, {7270, 63999}, {7308, 49451}, {8167, 49460}, {9369, 58609}, {9580, 17298}, {10389, 30567}, {10578, 28808}, {11019, 32851}, {11269, 41806}, {11679, 38316}, {11680, 29830}, {14997, 72024}, {15485, 32853}, {16486, 20037}, {17018, 71978}, {17122, 71907}, {17124, 71451}, {17126, 71909}, {17127, 41629}, {17165, 62863}, {17243, 71592}, {17263, 25006}, {17264, 63147}, {17285, 29667}, {17295, 33075}, {17300, 63979}, {17389, 70707}, {17449, 32936}, {17592, 29668}, {17687, 29742}, {17715, 29649}, {17774, 30741}, {17785, 29632}, {18031, 18064}, {18137, 71961}, {18398, 63996}, {19998, 37687}, {20011, 37680}, {20012, 37679}, {20069, 51147}, {20942, 72080}, {21283, 72014}, {21453, 61413}, {24210, 33124}, {24216, 59547}, {24542, 33142}, {24841, 32925}, {25960, 71939}, {25961, 71940}, {26015, 33116}, {26034, 49746}, {26102, 32941}, {26139, 37663}, {26223, 62866}, {26227, 62862}, {27064, 49478}, {27191, 33131}, {27538, 41711}, {29642, 33141}, {29655, 33158}, {29672, 33135}, {29818, 32928}, {29821, 49471}, {29823, 62851}, {29835, 33157}, {29843, 32777}, {29844, 33092}, {29851, 33136}, {29853, 33128}, {30090, 71963}, {30653, 71914}, {30832, 33171}, {30942, 62849}, {30950, 32945}, {31137, 32916}, {31161, 72088}, {32861, 49764}, {32864, 50001}, {32915, 32922}, {32929, 64149}, {32930, 62867}, {32931, 67209}, {32937, 42871}, {33095, 49676}, {34791, 56311}, {35614, 57024}, {37541, 40420}, {37633, 72019}, {37639, 70834}, {37685, 72018}, {38314, 49492}, {38315, 58820}, {40688, 62392}, {42028, 70419}, {42029, 64667}, {42042, 70942}, {47357, 63140}, {48805, 70484}, {49447, 62850}, {49499, 56082}, {49687, 71730}, {50127, 72082}, {50310, 69089}, {50315, 72010}, {57815, 70809}, {61155, 71984}, {63074, 72022}, {64070, 70742}, {64675, 70499}, {66469, 72058}, {68966, 71936}, {71630, 72092}
X(72160) = reflection of X(71931) in X(17123)
X(72160) = crosspoint of X(1016) and X(4625)
X(72160) = crosssum of X(1015) and X(63461)
X(72160) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 68969, 3996}, {2, 71928, 68969}, {2, 71929, 71926}, {31, 71930, 71913}, {171, 71414, 71911}, {238, 42057, 71935}, {238, 71935, 71915}, {354, 3685, 32939}, {750, 71452, 71910}, {1001, 10453, 333}, {1279, 4891, 1999}, {1621, 29824, 14829}, {3720, 32943, 5263}, {3742, 4702, 32932}, {3870, 18743, 3699}, {3886, 10582, 19804}, {3912, 64162, 4514}, {4684, 40998, 33066}, {4966, 49736, 4388}, {5284, 17135, 17277}, {8167, 49460, 59296}, {11680, 29830, 41878}, {17122, 71918, 71907}, {17127, 71933, 41629}, {24210, 49768, 33124}, {24552, 29814, 86}, {26102, 32941, 71981}, {32925, 62869, 24841}, {56082, 62815, 49499}, {68969, 71926, 71929}, {71864, 71930, 31}, {71926, 71929, 3996}
X(72161) lies on these lines: {1, 2}, {31, 68966}, {38, 50075}, {75, 21805}, {81, 50283}, {171, 71916}, {210, 536}, {238, 71451}, {244, 49450}, {310, 25287}, {312, 71631}, {321, 50086}, {350, 50088}, {537, 3681}, {672, 37654}, {740, 42056}, {748, 3996}, {750, 71913}, {756, 4664}, {902, 17349}, {982, 70992}, {984, 69539}, {1011, 4421}, {1150, 56009}, {1211, 48821}, {1215, 50096}, {1376, 32864}, {1575, 50082}, {1621, 4954}, {1738, 33065}, {1962, 51488}, {2177, 17277}, {2238, 17281}, {2239, 71795}, {2276, 17330}, {2296, 55955}, {2550, 32843}, {3175, 58629}, {3550, 19742}, {3654, 4192}, {3666, 51034}, {3686, 17756}, {3689, 17348}, {3696, 32931}, {3711, 4361}, {3715, 32936}, {3739, 21870}, {3740, 32915}, {3745, 50124}, {3750, 71987}, {3751, 72070}, {3752, 4113}, {3789, 28503}, {3829, 47513}, {3913, 16373}, {3952, 49474}, {3989, 4734}, {3993, 9330}, {4009, 49468}, {4015, 64184}, {4023, 25760}, {4042, 32918}, {4046, 50097}, {4082, 50100}, {4085, 72000}, {4090, 28605}, {4096, 42044}, {4104, 32776}, {4152, 4405}, {4191, 11194}, {4358, 49459}, {4359, 31178}, {4365, 4937}, {4383, 32945}, {4392, 49510}, {4399, 72127}, {4413, 32919}, {4414, 60731}, {4418, 50127}, {4422, 70523}, {4429, 69300}, {4441, 50099}, {4457, 59511}, {4479, 18152}, {4649, 71983}, {4660, 37656}, {4661, 24165}, {4662, 50078}, {4671, 4709}, {4687, 21806}, {4688, 4849}, {4706, 49515}, {4715, 69031}, {4740, 32937}, {4753, 62795}, {4755, 37593}, {4819, 17243}, {4850, 49457}, {4886, 33074}, {4921, 13588}, {4970, 50777}, {4971, 71702}, {5044, 50122}, {5220, 32845}, {5233, 33136}, {5247, 16393}, {5251, 47040}, {5278, 60714}, {5361, 59679}, {5739, 32948}, {5741, 32865}, {9347, 49489}, {9350, 14829}, {11246, 28333}, {11362, 19647}, {13576, 31142}, {14555, 32947}, {14973, 56128}, {14996, 49685}, {14997, 49482}, {16477, 72017}, {16704, 56010}, {17122, 71919}, {17123, 71929}, {17124, 71935}, {17125, 68969}, {17126, 71921}, {17127, 71450}, {17147, 51035}, {17157, 22271}, {17208, 68988}, {17300, 72043}, {17333, 17759}, {17335, 70520}, {17346, 41142}, {17378, 60706}, {17449, 24620}, {17488, 41840}, {17495, 49448}, {17778, 71993}, {19323, 54312}, {19540, 34718}, {19804, 51055}, {20715, 72100}, {20962, 64709}, {21242, 37651}, {21283, 71990}, {21747, 63050}, {22316, 70160}, {24512, 50131}, {24589, 49490}, {24690, 66454}, {24725, 69755}, {24988, 33087}, {25280, 30964}, {25960, 71938}, {25961, 71937}, {26073, 72007}, {27476, 46897}, {28534, 67494}, {28554, 42054}, {28581, 61686}, {28606, 50094}, {28610, 37109}, {30945, 50081}, {31000, 40598}, {31034, 71991}, {31035, 49469}, {31160, 60079}, {32784, 70970}, {32911, 50300}, {32928, 50120}, {32930, 50126}, {32938, 49721}, {32941, 37680}, {32943, 37679}, {33089, 49693}, {33104, 63002}, {33109, 63010}, {33125, 50092}, {33131, 69299}, {33156, 70971}, {35983, 64072}, {36588, 39741}, {36911, 62646}, {37633, 49497}, {37657, 50115}, {37673, 50087}, {37676, 47359}, {37756, 71798}, {41144, 50085}, {41839, 51054}, {42026, 46150}, {42029, 71630}, {44417, 51036}, {45313, 69517}, {46922, 61358}, {47969, 48010}, {49449, 62868}, {49517, 70995}, {50315, 71999}, {53676, 58292}, {60071, 70320}, {62998, 71989}, {63108, 70484}, {66451, 69571}
X(72161) = reflection of X(64178) in X(63961)
X(72161) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 8, 31136}, {2, 3241, 3720}, {2, 3679, 31330}, {2, 4651, 3679}, {2, 17018, 551}, {2, 17135, 31137}, {2, 20012, 3241}, {2, 31136, 30942}, {2, 31137, 30957}, {2, 31145, 10453}, {2, 40891, 17027}, {2, 62296, 43}, {8, 899, 30942}, {10, 49988, 3240}, {31, 71926, 71917}, {31, 71931, 71920}, {42, 59296, 26037}, {43, 3679, 2}, {43, 4651, 31330}, {171, 71932, 71923}, {210, 32860, 32925}, {238, 71927, 71451}, {551, 71977, 2}, {748, 3996, 71452}, {750, 71934, 71924}, {899, 31136, 2}, {3241, 26038, 2}, {3621, 30947, 50001}, {3632, 62711, 29824}, {3711, 4361, 32927}, {3828, 43223, 2}, {4418, 72065, 50127}, {4651, 62296, 2}, {4677, 16569, 31137}, {4677, 31137, 17135}, {16569, 17135, 30957}, {16569, 31137, 2}, {17122, 71936, 71919}, {20012, 26038, 3720}, {30950, 49983, 145}, {59295, 59296, 42}, {68966, 71907, 31}, {68966, 71926, 71907}, {71907, 71931, 68966}, {71917, 71920, 31}, {71926, 71931, 31}
X(72162) lies on these lines: {1, 2}, {6, 32945}, {31, 3996}, {37, 4113}, {38, 49450}, {40, 48923}, {55, 32864}, {69, 32948}, {75, 71631}, {76, 25286}, {81, 49497}, {100, 32853}, {171, 71914}, {210, 28581}, {238, 71452}, {291, 65050}, {310, 24524}, {312, 21805}, {319, 33074}, {321, 49459}, {333, 2177}, {348, 25720}, {518, 17155}, {524, 3779}, {528, 26893}, {536, 64581}, {537, 50106}, {672, 5839}, {726, 4661}, {740, 3681}, {748, 68969}, {750, 71919}, {752, 49719}, {756, 49470}, {902, 37652}, {940, 49680}, {982, 49689}, {984, 3896}, {1011, 3913}, {1150, 60714}, {1376, 32919}, {1738, 33069}, {1757, 32929}, {2209, 68966}, {2229, 24528}, {2238, 17299}, {2239, 49698}, {2269, 10385}, {2276, 4030}, {2321, 37657}, {2550, 32949}, {2895, 4660}, {3136, 12607}, {3208, 40586}, {3242, 32924}, {3434, 32843}, {3550, 16704}, {3696, 32771}, {3706, 4849}, {3728, 4664}, {3748, 17348}, {3750, 5278}, {3751, 4418}, {3755, 32776}, {3759, 17469}, {3789, 71320}, {3813, 47513}, {3842, 62840}, {3873, 42053}, {3886, 32930}, {3891, 4716}, {3914, 33065}, {3923, 72071}, {3936, 32865}, {3943, 4126}, {3969, 33165}, {3995, 49469}, {4023, 25960}, {4038, 71983}, {4042, 32917}, {4046, 49524}, {4060, 70463}, {4085, 32782}, {4090, 4671}, {4184, 8715}, {4191, 12513}, {4207, 68004}, {4210, 8666}, {4359, 49490}, {4361, 30949}, {4365, 32937}, {4383, 32943}, {4388, 71940}, {4396, 36485}, {4417, 33136}, {4421, 19346}, {4428, 19723}, {4429, 33081}, {4430, 24165}, {4442, 33101}, {4457, 24325}, {4479, 30596}, {4519, 59596}, {4645, 71941}, {4649, 71979}, {4706, 21342}, {4709, 28605}, {4734, 46901}, {4771, 26242}, {4785, 50481}, {4863, 32844}, {4891, 61686}, {4921, 4954}, {4923, 53663}, {4966, 25961}, {4970, 7226}, {4972, 33084}, {4974, 62806}, {4980, 50086}, {4981, 17592}, {5014, 32861}, {5220, 32936}, {5263, 61358}, {5372, 59679}, {5564, 37632}, {5695, 32938}, {5739, 32947}, {5741, 33141}, {6007, 61640}, {6818, 64068}, {7109, 70157}, {7991, 50694}, {8616, 19742}, {9350, 71985}, {10434, 62189}, {11362, 37400}, {13588, 66212}, {14020, 43073}, {15104, 29016}, {15983, 50576}, {16484, 71987}, {16709, 50132}, {17122, 71933}, {17123, 71928}, {17124, 71930}, {17126, 71450}, {17127, 71918}, {17140, 49498}, {17144, 18152}, {17147, 49448}, {17151, 20347}, {17157, 22316}, {17165, 49474}, {17208, 33297}, {17233, 69298}, {17275, 60724}, {17277, 62849}, {17300, 71993}, {17314, 59207}, {17363, 17759}, {17372, 30945}, {17377, 60706}, {17449, 17490}, {17495, 62865}, {17778, 71989}, {17781, 28580}, {19796, 71798}, {19804, 62867}, {21283, 33106}, {21387, 46148}, {21870, 44417}, {22199, 52959}, {22271, 70160}, {24391, 37262}, {24715, 32859}, {25760, 71938}, {25957, 71937}, {26073, 72011}, {28606, 49457}, {28840, 50484}, {30961, 32927}, {30985, 32920}, {31034, 33109}, {31161, 42029}, {32773, 69300}, {32850, 32852}, {32862, 49693}, {32911, 32941}, {32912, 32932}, {32928, 49486}, {32933, 49712}, {32935, 64010}, {32940, 64070}, {32946, 33110}, {33064, 33131}, {33066, 33094}, {33098, 62392}, {33104, 62998}, {33114, 33160}, {33118, 33156}, {33121, 70971}, {33122, 33132}, {33125, 49511}, {33126, 33128}, {33134, 69299}, {33163, 70517}, {33172, 50315}, {33956, 67493}, {35270, 64146}, {37193, 56879}, {37631, 49725}, {37639, 56010}, {37676, 49688}, {37685, 49685}, {39737, 51488}, {40721, 48628}, {41629, 70143}, {42034, 70501}, {42039, 50075}, {42045, 50301}, {44307, 49475}, {44416, 70523}, {47359, 50048}, {48800, 56969}, {48823, 51671}, {48832, 54331}, {49482, 63074}, {49489, 62807}, {50126, 72065}, {50127, 72073}, {54406, 69640}, {56009, 71984}, {57722, 70320}, {62821, 71981}, {62846, 72019}, {63002, 71988}, {63051, 72028}, {63056, 71991}, {63060, 71912}, {69243, 71398}, {70923, 71793}, {71908, 71916}
X(72162) = reflection of X(i) in X(j) for these {i,j}: {2, 4685}, {4430, 24165}, {17155, 32860}, {32915, 210}, {32925, 3681}, {42044, 42054}
X(72162) = anticomplement of X(42057)
X(72162) = anticomplement of the isotomic conjugate of X(65075)
X(72162) = X(i)-anticomplementary conjugate of X(j) for these (i,j): {65074, 69}, {65075, 6327}
X(72162) = X(65075)-Ceva conjugate of X(2)
X(72162) = crosssum of X(1) and X(27636)
X(72162) = barycentric product X(37)*X(58814)
X(72162) = barycentric quotient X(58814)/X(274)
X(72162) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4651, 26037}, {2, 62296, 36634}, {8, 42, 31330}, {8, 20012, 42}, {8, 20018, 10459}, {31, 3996, 71451}, {31, 71934, 71923}, {42, 30970, 59297}, {42, 49983, 20012}, {43, 3632, 17135}, {43, 17135, 30942}, {145, 59296, 3720}, {171, 71927, 71917}, {171, 71936, 71924}, {200, 17156, 17763}, {210, 32915, 64178}, {238, 71929, 71452}, {238, 71932, 71920}, {306, 49772, 33117}, {750, 71935, 71919}, {899, 10453, 30957}, {3244, 71977, 29814}, {3621, 59295, 10453}, {3632, 19998, 30942}, {3679, 42042, 2}, {3681, 42044, 42054}, {3706, 4849, 32931}, {3751, 63131, 4418}, {3961, 50016, 3187}, {3996, 71915, 71910}, {3996, 71934, 31}, {4028, 25006, 29643}, {4361, 41711, 32923}, {4383, 49460, 32943}, {4651, 20011, 1}, {4970, 49510, 7226}, {10453, 59295, 899}, {17135, 19998, 43}, {17144, 25287, 18152}, {21283, 63010, 33106}, {31137, 36634, 2}, {42044, 42054, 32925}, {68969, 71931, 748}, {71450, 71925, 17126}, {71451, 71923, 31}, {71452, 71920, 238}, {71910, 71915, 31}, {71910, 71934, 71915}, {71917, 71924, 171}, {71918, 71921, 17127}, {71926, 71935, 750}, {71927, 71936, 171}, {71929, 71932, 238}
X(72163) lies on these lines: {1, 2}, {31, 71864}, {36, 47040}, {38, 4664}, {56, 16395}, {75, 17450}, {81, 50300}, {171, 71452}, {190, 54352}, {192, 17449}, {238, 71916}, {244, 49470}, {310, 4479}, {312, 31161}, {321, 31178}, {350, 17378}, {354, 536}, {497, 32949}, {518, 64178}, {524, 71702}, {537, 3873}, {740, 64149}, {748, 68966}, {750, 68969}, {752, 71696}, {756, 50075}, {902, 37684}, {940, 32943}, {942, 50122}, {982, 69539}, {996, 16490}, {999, 16396}, {1001, 32919}, {1002, 55952}, {1011, 11194}, {1150, 16484}, {1215, 62866}, {1468, 13735}, {1575, 50123}, {2177, 71985}, {2229, 63493}, {2238, 50131}, {2276, 50113}, {2901, 50190}, {3136, 3829}, {3210, 51054}, {3304, 16405}, {3315, 32921}, {3655, 4192}, {3681, 42056}, {3706, 4688}, {3742, 32860}, {3750, 71984}, {3751, 72065}, {3752, 50778}, {3879, 71900}, {3889, 63800}, {3896, 17063}, {3936, 24217}, {3952, 49498}, {3966, 50076}, {3971, 4430}, {3993, 4392}, {3994, 49499}, {3995, 51035}, {3996, 17124}, {3999, 49462}, {4038, 24552}, {4085, 71999}, {4090, 46938}, {4191, 4421}, {4358, 49490}, {4359, 50086}, {4365, 4740}, {4387, 32940}, {4418, 50126}, {4423, 32864}, {4432, 62795}, {4441, 50116}, {4649, 71978}, {4661, 59517}, {4671, 49479}, {4684, 33065}, {4702, 37520}, {4715, 57024}, {4742, 66640}, {4785, 69526}, {4795, 24330}, {4850, 49471}, {4851, 32844}, {4854, 49741}, {4860, 32845}, {4883, 32771}, {4937, 32937}, {4966, 25760}, {5263, 9345}, {5284, 32853}, {5563, 11322}, {5882, 19647}, {6682, 62840}, {7226, 50777}, {8616, 37639}, {9330, 49510}, {9347, 49473}, {10707, 30985}, {11354, 19714}, {12513, 16373}, {14829, 62849}, {14996, 49482}, {14997, 49685}, {15485, 16704}, {16393, 37607}, {16397, 37608}, {16404, 37580}, {16477, 72022}, {16610, 49475}, {16712, 17208}, {16748, 17180}, {17122, 71917}, {17123, 71920}, {17125, 71934}, {17126, 71414}, {17127, 71922}, {17145, 31035}, {17146, 49532}, {17149, 39996}, {17154, 49445}, {17234, 33136}, {17241, 21026}, {17243, 51463}, {17264, 71795}, {17271, 71599}, {17274, 30941}, {17281, 24512}, {17297, 31134}, {17300, 33104}, {17313, 30949}, {17320, 41851}, {17382, 30945}, {17387, 30997}, {17390, 72127}, {17488, 41912}, {17495, 49469}, {17591, 27804}, {17597, 32928}, {17601, 24593}, {17778, 71988}, {18139, 33141}, {18141, 32948}, {19546, 37727}, {19715, 48862}, {19787, 48816}, {20162, 24602}, {20942, 71630}, {21020, 69519}, {21027, 27147}, {21283, 71991}, {21805, 30829}, {24210, 33069}, {24441, 24690}, {24514, 63052}, {24589, 49459}, {25960, 71937}, {25961, 71938}, {28198, 37536}, {28534, 50362}, {28554, 42044}, {28605, 51060}, {28606, 50111}, {30962, 50101}, {30963, 50132}, {30969, 50103}, {31034, 71990}, {31993, 51061}, {32776, 50092}, {32911, 50283}, {32920, 62863}, {32924, 50120}, {32926, 62869}, {32927, 42871}, {32930, 50127}, {32931, 49478}, {32941, 37633}, {32942, 46922}, {32945, 37674}, {33106, 63056}, {33125, 50091}, {33134, 49676}, {34628, 50694}, {34647, 46521}, {34791, 50078}, {35992, 62837}, {36911, 40586}, {37400, 51705}, {37654, 59207}, {37676, 47356}, {37680, 49497}, {40021, 60624}, {41142, 50121}, {41144, 50125}, {41629, 62740}, {42028, 70596}, {42051, 58560}, {42053, 50106}, {44307, 51034}, {45313, 69495}, {47357, 56509}, {48821, 69092}, {48826, 62844}, {49456, 62868}, {50088, 60706}, {50115, 63066}, {50315, 72000}, {60714, 71986}, {61358, 71980}, {62846, 71873}, {62998, 71992}, {63002, 72044}, {63051, 72034}, {63108, 70481}, {63994, 66697}, {68895, 71568}, {68938, 69518}, {69511, 71975}
X(72163) = reflection of X(3681) in X(42056)
X(72163) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 29824, 30942}, {1, 29827, 29822}, {1, 31137, 2}, {1, 70219, 26227}, {2, 3241, 42}, {2, 3679, 26037}, {2, 10453, 31136}, {2, 17135, 3679}, {2, 20011, 62296}, {2, 20049, 59295}, {2, 29814, 551}, {2, 29824, 31137}, {2, 31136, 31330}, {2, 31137, 30942}, {2, 31145, 59296}, {2, 62296, 16569}, {31, 71930, 71919}, {145, 30947, 899}, {171, 71928, 71452}, {238, 71933, 71924}, {312, 51055, 31161}, {354, 4891, 32915}, {354, 32915, 17155}, {551, 3741, 2}, {748, 71935, 71923}, {750, 68969, 71451}, {3244, 4871, 3240}, {3633, 62711, 19998}, {3679, 26102, 2}, {3720, 10453, 31330}, {3720, 31136, 2}, {3828, 25501, 2}, {4666, 39594, 32914}, {17122, 71929, 71917}, {17123, 71936, 71920}, {17135, 26102, 26037}, {17145, 31035, 49448}, {17146, 62227, 49532}, {30950, 50001, 8}, {31161, 62867, 51055}, {32930, 72070, 50127}, {50127, 62819, 72070}, {71864, 71913, 31}, {71864, 71930, 71913}
X(72164) lies on these lines: {1, 2}, {6, 32943}, {31, 41629}, {38, 49470}, {55, 32919}, {69, 32947}, {75, 39739}, {81, 32941}, {149, 32946}, {171, 71451}, {210, 4891}, {238, 63060}, {310, 17144}, {312, 71630}, {320, 33094}, {321, 49490}, {333, 62849}, {350, 17377}, {354, 28581}, {497, 32843}, {518, 3175}, {524, 3056}, {536, 17157}, {537, 42044}, {672, 17314}, {726, 4430}, {740, 3873}, {748, 71920}, {750, 3996}, {752, 34611}, {756, 49450}, {902, 37683}, {940, 32945}, {942, 50083}, {982, 3896}, {984, 72052}, {1001, 19723}, {1011, 12513}, {1150, 3750}, {1468, 4234}, {1621, 4921}, {1743, 68971}, {2177, 14829}, {2229, 63509}, {2239, 49695}, {2276, 17388}, {2321, 63066}, {2350, 3501}, {2650, 4673}, {3136, 3813}, {3210, 17449}, {3242, 32928}, {3434, 32949}, {3550, 37639}, {3555, 11355}, {3578, 50296}, {3666, 49475}, {3681, 4096}, {3685, 32912}, {3696, 4883}, {3706, 32771}, {3722, 3769}, {3745, 49467}, {3751, 32930}, {3755, 33125}, {3791, 62806}, {3875, 30941}, {3879, 4441}, {3881, 64184}, {3886, 4418}, {3891, 49675}, {3894, 68895}, {3902, 66640}, {3913, 4191}, {3914, 4684}, {3915, 56018}, {3923, 72072}, {3936, 33141}, {3969, 33169}, {3971, 4661}, {3993, 7226}, {3995, 49448}, {4038, 71979}, {4082, 4924}, {4085, 33172}, {4184, 8666}, {4192, 37727}, {4196, 68004}, {4210, 8715}, {4359, 49459}, {4365, 24349}, {4383, 49680}, {4387, 32938}, {4388, 71941}, {4392, 4970}, {4396, 36488}, {4421, 16678}, {4442, 33103}, {4479, 50132}, {4514, 32852}, {4641, 4702}, {4645, 71940}, {4649, 19738}, {4660, 32863}, {4664, 22167}, {4676, 4722}, {4693, 32933}, {4725, 56537}, {4762, 50519}, {4851, 4863}, {4852, 30945}, {4864, 30969}, {4865, 30985}, {4889, 21264}, {4914, 17372}, {4966, 25957}, {4972, 33087}, {4980, 31178}, {5014, 32846}, {5048, 30981}, {5247, 11346}, {5263, 42028}, {5278, 16484}, {5695, 32940}, {5741, 24217}, {5839, 59207}, {5882, 37400}, {6817, 64068}, {7075, 69074}, {7757, 23473}, {8616, 16704}, {8692, 19750}, {9345, 71981}, {10987, 50252}, {11194, 19346}, {12437, 37262}, {12536, 37109}, {12607, 47513}, {13588, 62837}, {15485, 19742}, {16474, 48863}, {16477, 72018}, {16690, 68966}, {16748, 32104}, {17122, 71927}, {17123, 71932}, {17124, 71926}, {17125, 71931}, {17126, 71918}, {17127, 71414}, {17140, 49474}, {17142, 50133}, {17145, 17147}, {17165, 49498}, {17180, 32092}, {17208, 33296}, {17233, 33162}, {17264, 71139}, {17299, 24512}, {17300, 71989}, {17318, 24690}, {17373, 31004}, {17393, 30966}, {17450, 19804}, {17591, 64161}, {17592, 46909}, {17597, 32924}, {17765, 71696}, {17778, 33104}, {18134, 33136}, {18139, 32865}, {18152, 24524}, {18743, 21805}, {19336, 37607}, {19722, 32772}, {20068, 49445}, {20963, 48864}, {21283, 33109}, {21384, 40586}, {23632, 71975}, {24210, 33065}, {24310, 34607}, {24325, 62866}, {24437, 50121}, {25423, 50524}, {25760, 71937}, {28337, 71702}, {28605, 49479}, {28606, 49471}, {30961, 32844}, {30965, 49472}, {31034, 33106}, {31161, 42034}, {32773, 33081}, {32776, 49511}, {32782, 50315}, {32859, 33095}, {32911, 49497}, {32913, 32929}, {32921, 62814}, {32922, 62869}, {32923, 42871}, {32927, 41711}, {32934, 62235}, {32939, 54352}, {32942, 61358}, {33064, 33134}, {33114, 33158}, {33121, 33156}, {33122, 33135}, {33124, 33128}, {33131, 49676}, {37676, 49681}, {37685, 49482}, {41310, 64557}, {41312, 49717}, {42025, 50302}, {42029, 51055}, {42033, 71795}, {42041, 50075}, {46922, 70406}, {47358, 50068}, {48823, 50169}, {48825, 50171}, {48862, 54331}, {49449, 72054}, {49473, 62807}, {49685, 63074}, {49724, 49740}, {50107, 71423}, {50126, 72070}, {50127, 72074}, {50190, 64185}, {50257, 66637}, {56009, 71986}, {58381, 62840}, {60714, 71984}, {61155, 71489}, {62846, 72016}, {62998, 71988}, {63002, 71992}, {63010, 71990}, {63051, 72032}, {69017, 71794}, {69217, 69640}, {71864, 71915}, {71909, 71916}, {71910, 71913}, {71912, 71914}
X(72164) = reflection of X(i) in X(j) for these {i,j}: {2, 42057}, {210, 4891}, {4661, 3971}, {17155, 3873}, {32860, 354}, {32925, 32915}, {50083, 942}, {50106, 42055}
X(72164) = anticomplement of X(4685)
X(72164) = anticomplement of the isotomic conjugate of X(65077)
X(72164) = X(i)-anticomplementary conjugate of X(j) for these (i,j): {39742, 1330}, {39966, 2895}, {60236, 21287}, {65077, 6327}
X(72164) = X(65077)-Ceva conjugate of X(2)
X(72164) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 17135, 31330}, {1, 17156, 32914}, {8, 3720, 26037}, {31, 68969, 71452}, {31, 71935, 71924}, {42, 10453, 30942}, {42, 50001, 10453}, {43, 3633, 20011}, {43, 29824, 30957}, {145, 10453, 42}, {145, 50001, 30942}, {171, 71929, 71451}, {171, 71933, 71919}, {238, 71936, 71923}, {748, 71934, 71920}, {750, 3996, 71917}, {940, 49460, 32945}, {982, 49678, 3896}, {3244, 3741, 17018}, {3632, 26102, 4651}, {3706, 49478, 32771}, {3870, 39594, 17763}, {3873, 50106, 42055}, {3886, 62819, 4418}, {3914, 4684, 33069}, {3996, 71930, 750}, {4028, 26015, 29849}, {4387, 64070, 32938}, {4851, 4863, 33072}, {4966, 71938, 25957}, {17145, 17147, 62865}, {17450, 71631, 19804}, {17597, 49486, 32924}, {20011, 29824, 43}, {20014, 30947, 49983}, {21283, 63056, 33109}, {26723, 49768, 29853}, {29673, 49764, 32858}, {31137, 42043, 2}, {36534, 58820, 29816}, {41629, 68969, 71911}, {41629, 71911, 31}, {42055, 50106, 17155}, {49469, 62865, 17147}, {68969, 71935, 31}, {71414, 71925, 17127}, {71451, 71919, 171}, {71452, 71924, 31}, {71911, 71935, 41629}, {71918, 71922, 17126}, {71928, 71936, 238}, {71929, 71933, 171}
X(72165) lies on these lines: {2, 513}, {44, 29824}, {238, 519}, {320, 4871}, {899, 71868}, {3246, 62401}, {3257, 25531}, {4370, 70116}, {4422, 56811}, {4977, 46795}, {17281, 70706}, {17320, 60725}, {24003, 42084}, {30947, 36275}, {31151, 49993}
X(72165) = reflection of X(31151) in X(49993)
X(72165) = crossdifference of every pair of points on line {3230, 21143}
X(72166) lies on these lines: {6, 71865}, {75, 62872}, {1621, 17336}, {3758, 70558}, {3779, 18040}, {3963, 9054}, {5263, 16496}, {13476, 53338}, {17142, 44671}, {17228, 70405}, {18046, 52020}, {18133, 64751}, {18137, 35892}, {20683, 29396}, {21746, 65161}, {22277, 70854}, {25277, 64524}, {25295, 56537}, {30939, 71459}, {57024, 71456}, {57280, 72086}
X(72166) = {X(35892),X(71457)}-harmonic conjugate of X(18137)
X(72167) lies on these lines: {2, 668}, {100, 190}, {649, 54099}, {650, 61406}, {799, 70113}, {4103, 10196}, {4553, 14404}, {4562, 47775}, {4568, 6546}, {4607, 47763}, {6632, 69865}, {7035, 17494}, {7192, 9362}, {9458, 71863}, {16726, 21893}, {26777, 61402}, {31150, 68107}, {46722, 70714}, {69479, 70697}
X(72167) = trilinear pole of line {16482, 57038}
X(72167) = crossdifference of every pair of points on line {890, 1015}
X(72167) = X(i)-line conjugate of X(j) for these (i,j): {2, 1015}, {100, 890}
X(72167) = barycentric product X(i)*X(j) for these {i,j}: {190, 57038}, {668, 16482}
X(72167) = barycentric quotient X(i)/X(j) for these {i,j}: {16482, 513}, {57038, 514}
X(72167) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {3952, 47776, 190}, {31150, 68107, 71816}
X(72168) lies on these lines: {1, 2}, {2170, 70248}, {3263, 4051}, {3698, 24629}, {5291, 71474}, {12513, 24602}, {14923, 17755}, {20244, 56025}, {20335, 25278}, {21384, 69028}, {24524, 30949}, {24735, 69245}, {25298, 30985}, {33933, 35957}, {37670, 70946}, {44720, 63587}, {56024, 71965}
X(72168) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 71951, 71953}, {1, 71953, 71954}, {1, 71955, 71950}, {8, 49774, 30036}, {3621, 30057, 3912}, {57038, 71951, 1}, {71950, 71953, 71955}, {71950, 71955, 71954}
X(72169) lies on these lines: {1, 71779}, {32, 71955}, {171, 24735}, {172, 71953}, {1125, 71474}, {1914, 71954}, {2241, 71952}, {2242, 71951}, {3913, 17243}, {4386, 30030}, {4395, 69863}, {4950, 26532}, {7263, 63933}, {20172, 21025}, {20255, 70550}, {24656, 70946}, {29968, 69243}, {31490, 59625}, {70476, 71778}, {71591, 71960}, {71593, 71966}, {71596, 71965}
X(72169) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1914, 71954, 71957}, {2241, 71952, 71956}
X(72170) lies on these lines: {1, 71778}, {2, 9259}, {32, 71955}, {141, 9708}, {172, 71954}, {958, 20255}, {1125, 71475}, {1914, 71953}, {2241, 71951}, {2242, 71952}, {3739, 24249}, {4426, 30030}, {7263, 69380}, {24170, 31456}, {24735, 41239}, {25102, 25500}, {25350, 31449}, {27076, 55161}, {37673, 69044}, {49481, 54318}, {71482, 71779}, {71590, 71960}, {71592, 71966}, {71595, 71965}
X(72170) = {X(1),X(71957)}-harmonic conjugate of X(71956)
X(72171) lies on these lines: {1, 71962}, {76, 71960}, {1574, 27348}, {3635, 17263}, {4051, 61187}, {4875, 33940}, {16829, 70559}, {17143, 26770}, {17144, 70838}, {17352, 50637}, {27304, 64133}, {30036, 33297}, {33116, 50019}, {37686, 71951}, {70835, 71588}
X(72172) lies on these lines: {1, 1278}, {6, 71868}, {42, 17339}, {239, 71963}, {2293, 17389}, {2667, 31317}, {3661, 4343}, {3729, 3957}, {3731, 3935}, {3870, 17261}, {4335, 17288}, {4363, 71961}, {16777, 70811}, {21061, 61155}, {25590, 29817}, {25601, 36845}, {29572, 60785}
X(72173) lies on these lines: {1, 87}, {6, 71961}, {9, 3957}, {42, 17338}, {314, 71928}, {1621, 35892}, {2293, 17391}, {2663, 67209}, {3662, 4343}, {3720, 27147}, {3870, 17260}, {4361, 71958}, {4393, 55340}, {10389, 21371}, {10436, 29817}, {10578, 27254}, {15668, 70811}, {16574, 61155}, {16826, 64681}, {17018, 26685}, {17117, 71963}, {17715, 20964}, {20172, 70558}, {23407, 64546}, {29569, 64739}, {29967, 64162}, {44421, 62815}
X(72174) lies on these lines: {1, 71959}, {2, 20943}, {75, 25261}, {190, 71954}, {344, 25280}, {350, 27304}, {1698, 70838}, {3617, 17264}, {3761, 71962}, {5283, 27324}, {6376, 28742}, {17335, 17751}, {26964, 30963}, {27523, 60706}
X(72175) lies on these lines: {1, 71962}, {2, 330}, {8, 17240}, {1655, 17278}, {2295, 17338}, {3570, 25500}, {3691, 17234}, {3760, 71959}, {3780, 17244}, {4687, 26965}, {4751, 26035}, {4754, 27147}, {6666, 30030}, {17033, 17337}, {17137, 17335}, {17277, 29966}, {17352, 59305}, {17371, 19874}, {18230, 21281}, {20195, 56025}, {30110, 69523}, {32092, 70838}, {37686, 71950}
X(72176) lies on these lines: {1, 3644}, {6, 71868}, {37, 70811}, {894, 71961}, {1742, 17387}, {2293, 17315}, {3759, 71963}, {3870, 17336}, {3935, 16814}, {3957, 17351}, {4335, 17227}, {4343, 17289}, {17160, 55340}, {41847, 64681}, {59733, 71051}, {62231, 71278}, {64546, 71673}, {69519, 70406}
X(72177) lies on these lines: {1, 17336}, {6, 71961}, {37, 70686}, {75, 25375}, {190, 55340}, {320, 71278}, {765, 2346}, {894, 71868}, {1026, 31333}, {2293, 17263}, {3759, 71958}, {3957, 16669}, {4068, 16494}, {7321, 59217}, {17277, 70811}, {58608, 69039}, {62863, 64561}
X(72178) lies on these lines: {1, 190}, {2, 70811}, {6, 71961}, {37, 71652}, {44, 3957}, {100, 64554}, {239, 71958}, {354, 71673}, {1001, 3786}, {1621, 22275}, {2234, 29820}, {2293, 17317}, {3870, 17335}, {4005, 15254}, {4335, 48629}, {4343, 16706}, {4360, 55340}, {4666, 41847}, {4670, 29817}, {17394, 64681}, {20179, 45223}, {37756, 59217}
X(72179) lies on these lines: {1, 71962}, {2, 71975}, {10, 70707}, {76, 27304}, {1016, 32008}, {1107, 16712}, {1573, 70563}, {1909, 71960}, {3244, 17263}, {4875, 20924}, {17030, 24735}, {17143, 70838}, {26965, 69523}, {30109, 33297}, {37686, 71955}, {69044, 69868}, {71586, 71957}, {71959, 71966}
X(72180) lies on these lines: {1, 71962}, {2, 668}, {75, 70838}, {350, 71959}, {519, 17263}, {4699, 48864}, {6666, 49774}, {16819, 70559}, {17117, 70158}, {17143, 68971}, {17277, 22008}, {17337, 40859}, {17352, 30116}, {17684, 71781}, {24735, 27255}, {28604, 48860}, {29966, 33297}, {31456, 33825}, {31488, 33837}, {37686, 71952}, {71586, 71956}
X(72181) lies on these lines: {1, 87}, {6, 71868}, {9, 3935}, {45, 70811}, {899, 17338}, {1278, 55340}, {1742, 17312}, {2293, 17242}, {3240, 26685}, {3811, 72051}, {3957, 50127}, {4335, 17291}, {4343, 17368}, {17121, 71963}, {17260, 67097}, {17363, 71278}, {21371, 35445}, {27147, 30950}, {29572, 35338}, {35892, 62235}, {68876, 70815}
X(72181) = {X(71868),X(71958)}-harmonic conjugate of X(6)
X(72182) lies on these lines: {1, 4704}, {2, 60785}, {6, 71961}, {192, 55340}, {239, 71963}, {1743, 3957}, {2293, 17244}, {4343, 17367}, {14621, 45223}, {16497, 22167}, {17259, 70811}, {17364, 71278}, {34772, 66515}, {48627, 59217}
X(72183) lies on these lines: {1, 4681}, {524, 71278}, {536, 55340}, {1742, 17313}, {2293, 17243}, {3589, 4343}, {3870, 16885}, {4335, 17290}, {4891, 17194}, {7263, 59217}, {16679, 58620}, {17120, 71868}, {17121, 71958}, {17260, 70811}, {30044, 68989}, {41313, 64739}
X(72183) = {X(71868),X(71961)}-harmonic conjugate of X(17120)
X(72184) lies on these lines: {2, 32}, {21, 71959}, {35, 17264}, {183, 29479}, {536, 30167}, {662, 17346}, {2975, 71960}, {3216, 68966}, {6179, 33830}, {7755, 33831}, {7780, 33826}, {7835, 17007}, {7856, 56782}, {17297, 29473}, {17549, 70838}, {17744, 72110}, {21937, 69528}, {27109, 43459}, {33816, 35007}, {33836, 63935}, {46922, 70471}
X(72184) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 32, 71870}, {2, 71870, 71969}, {32, 71968, 71970}, {32, 71970, 71969}, {6179, 33830, 33955}, {71870, 71970, 2}
X(72185) lies on these lines: {2, 37}, {7, 3770}, {8, 4553}, {43, 64869}, {76, 1086}, {141, 3596}, {313, 3662}, {314, 4361}, {320, 3765}, {330, 16726}, {335, 58027}, {341, 49515}, {354, 70501}, {518, 4737}, {561, 35533}, {594, 70251}, {599, 668}, {646, 17269}, {693, 30635}, {714, 982}, {726, 4125}, {740, 995}, {889, 34363}, {984, 3992}, {1089, 24174}, {1100, 70467}, {1227, 31349}, {1230, 33146}, {1266, 4044}, {1269, 48627}, {1376, 70487}, {1909, 4675}, {1921, 33934}, {1930, 3061}, {2228, 71578}, {3264, 3661}, {3696, 3880}, {3701, 49447}, {3729, 69029}, {3761, 6173}, {3812, 4385}, {3834, 4377}, {3863, 44187}, {3948, 4389}, {3963, 17234}, {3975, 4643}, {4033, 17230}, {4095, 33937}, {4110, 17229}, {4364, 30830}, {4391, 69535}, {4393, 30939}, {4411, 30520}, {4419, 28809}, {4487, 49450}, {4494, 17284}, {4670, 70462}, {4673, 45219}, {4692, 31178}, {4696, 49499}, {4710, 33087}, {4714, 64176}, {4719, 49462}, {4723, 50075}, {4734, 69558}, {4741, 65161}, {4742, 49470}, {5435, 65577}, {5695, 54333}, {6335, 11331}, {6374, 40088}, {6376, 17237}, {6381, 50092}, {6383, 6385}, {7232, 44139}, {7263, 53478}, {7283, 19238}, {10009, 35101}, {10447, 20174}, {10453, 44671}, {16374, 54410}, {16729, 24616}, {16732, 33930}, {16969, 17119}, {17126, 69489}, {17148, 27017}, {17178, 71945}, {17227, 52043}, {17231, 17786}, {17232, 18040}, {17235, 70247}, {17236, 18133}, {17238, 56249}, {17250, 59212}, {17291, 18044}, {17325, 18140}, {17360, 25298}, {17362, 34282}, {17365, 34283}, {17374, 24524}, {17392, 64133}, {18080, 20906}, {19241, 50044}, {19550, 29010}, {20037, 28581}, {20432, 21418}, {20594, 53526}, {20888, 71952}, {20893, 21443}, {20896, 64967}, {20900, 27474}, {21238, 41886}, {23978, 26528}, {24166, 24195}, {24182, 43224}, {24325, 30116}, {24351, 57024}, {24358, 52652}, {24456, 68942}, {27107, 62636}, {27145, 71948}, {27488, 27490}, {27494, 40039}, {27538, 58642}, {27950, 30882}, {28654, 33172}, {29814, 69519}, {30112, 71621}, {30596, 48629}, {30710, 37674}, {30947, 64552}, {31060, 39995}, {32925, 70161}, {33940, 70504}, {40012, 60264}, {41232, 49481}, {42313, 57984}, {42697, 70500}, {49474, 49997}, {49993, 50117}, {50120, 70809}, {53543, 69257}, {58379, 58644}, {58679, 70499}, {59565, 69624}, {62872, 71457}, {70514, 71627}, {70689, 71650}, {71928, 71958}
X(72185) = midpoint of X(75) and X(312)
X(72185) = reflection of X(3752) in X(3739)
X(72185) = isotomic conjugate of X(60871)
X(72185) = isotomic conjugate of the isogonal conjugate of X(16975)
X(72185) = X(69512)-cross conjugate of X(30942)
X(72185) = X(i)-isoconjugate of X(j) for these (i,j): {31, 60871}, {32, 56166}, {560, 56129}
X(72185) = X(i)-Dao conjugate of X(j) for these (i,j): {2, 60871}, {6374, 56129}, {6376, 56166}, {16975, 37540}, {30942, 54981}
X(72185) = barycentric product X(i)*X(j) for these {i,j}: {75, 30942}, {76, 16975}, {274, 69512}, {561, 71872}, {668, 69373}, {6385, 69511}, {6386, 69102}
X(72185) = barycentric quotient X(i)/X(j) for these {i,j}: {2, 60871}, {75, 56166}, {76, 56129}, {16975, 6}, {30942, 1}, {69102, 667}, {69373, 513}, {69509, 1919}, {69510, 1918}, {69511, 213}, {69512, 37}, {71872, 31}
X(72185) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 17790, 60861}, {75, 4043, 1278}, {75, 18137, 192}, {75, 20891, 70852}, {75, 20923, 37}, {75, 30090, 3739}, {141, 3596, 30473}, {313, 3662, 18144}, {3834, 4377, 20917}, {17279, 17787, 29542}, {20891, 20892, 75}, {30939, 70477, 4393}
X(72186) lies on these lines: {1, 27040}, {8, 9}, {10, 17756}, {35, 62426}, {75, 71953}, {76, 30036}, {141, 71883}, {145, 21071}, {274, 71954}, {312, 2170}, {341, 33299}, {519, 37657}, {996, 16785}, {1015, 30957}, {1146, 3703}, {1213, 2277}, {1572, 32930}, {1573, 21838}, {1655, 17247}, {1909, 17234}, {2275, 21025}, {2549, 32948}, {3061, 3701}, {3117, 71578}, {3125, 17155}, {3501, 26770}, {3632, 21070}, {3684, 49492}, {3702, 4051}, {3705, 21044}, {3714, 4875}, {3729, 69028}, {3735, 32925}, {3761, 30109}, {3765, 3936}, {3871, 70946}, {3877, 3985}, {3899, 4115}, {3930, 4737}, {3975, 5233}, {4054, 30059}, {4095, 25082}, {4385, 17451}, {4427, 41319}, {4441, 49774}, {4534, 6057}, {4696, 69284}, {4856, 67976}, {4904, 69439}, {5313, 70478}, {5839, 69583}, {7283, 69240}, {9263, 31028}, {9346, 71919}, {10327, 24247}, {10449, 71965}, {10459, 70557}, {11319, 70466}, {16975, 30942}, {17033, 63051}, {17050, 30057}, {17137, 56025}, {17238, 41838}, {17240, 24524}, {17751, 21384}, {17763, 69216}, {18135, 30038}, {20606, 64575}, {21281, 56024}, {24199, 30030}, {25590, 50155}, {25591, 70533}, {25957, 69098}, {26035, 59311}, {26242, 70433}, {27424, 28660}, {28809, 62297}, {29577, 39360}, {31130, 46180}, {31449, 32918}, {31997, 71950}, {32092, 71955}, {32104, 71951}, {32847, 51280}, {33931, 49755}, {35957, 71750}, {37716, 69266}, {39244, 46937}, {48863, 70544}, {50079, 63037}, {52716, 71952}, {54331, 70550}, {54354, 70490}, {59305, 63055}
X(72186) = X(i)-isoconjugate of X(j) for these (i,j): {56, 60871}, {604, 56166}, {1397, 56129}
X(72186) = X(i)-Dao conjugate of X(j) for these (i,j): {1, 60871}, {3161, 56166}, {62585, 56129}
X(72186) = barycentric product X(i)*X(j) for these {i,j}: {8, 30942}, {312, 16975}, {333, 69512}, {3596, 71872}, {3699, 69373}, {28660, 69511}, {40072, 69510}
X(72186) = barycentric quotient X(i)/X(j) for these {i,j}: {8, 56166}, {9, 60871}, {312, 56129}, {16975, 57}, {30942, 7}, {69102, 43924}, {69373, 3676}, {69509, 57181}, {69510, 1402}, {69511, 1400}, {69512, 226}, {71872, 56}
X(72186) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {8, 27523, 1334}, {8, 71487, 70157}, {1146, 3703, 4165}, {3761, 30109, 30949}, {16975, 69512, 30942}
X(72187) lies on these lines: {30, 511}, {649, 70945}, {650, 22092}, {659, 17496}, {665, 2490}, {693, 23765}, {764, 1577}, {905, 48561}, {1491, 4462}, {1639, 69101}, {2530, 3762}, {2533, 48151}, {3250, 14321}, {3669, 4874}, {3700, 23751}, {3716, 69347}, {3766, 57244}, {3777, 3837}, {3801, 20515}, {3835, 48137}, {3904, 69345}, {3960, 69328}, {4010, 48334}, {4040, 48289}, {4063, 69312}, {4122, 23764}, {4147, 50335}, {4367, 21222}, {4378, 69320}, {4449, 69336}, {4474, 69362}, {4490, 48410}, {4498, 69315}, {4724, 69349}, {4791, 23815}, {4801, 48392}, {4806, 48131}, {4807, 23795}, {4808, 66995}, {4879, 53343}, {4897, 71613}, {4905, 69363}, {4922, 48150}, {4992, 48267}, {6385, 52619}, {7178, 58375}, {14419, 47817}, {14431, 48556}, {16892, 21128}, {21052, 36848}, {21118, 48326}, {21120, 24093}, {21146, 23738}, {21302, 58374}, {21385, 69317}, {23780, 47672}, {23789, 71070}, {24097, 49275}, {24533, 47890}, {26148, 47652}, {30725, 48299}, {40627, 69562}, {44550, 45314}, {45340, 45664}, {47694, 48323}, {47708, 70949}, {47793, 47829}, {47796, 47872}, {47835, 48229}, {47841, 48183}, {47913, 47993}, {47918, 48002}, {47922, 48010}, {47970, 48288}, {47996, 48609}, {48043, 48129}, {48063, 48330}, {48083, 69353}, {48144, 69305}, {48264, 48279}, {48278, 53533}, {48282, 48305}, {48298, 48336}, {48320, 69303}, {48325, 48331}, {48332, 59590}, {48400, 69358}, {50512, 70479}, {50556, 69732}, {52601, 70546}, {54249, 68794}, {59589, 69504}, {59672, 69348}, {69310, 69311}, {69364, 69366}, {69372, 69374}
X(72187) = crossdifference of every pair of points on line {6, 23433}
X(72187) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {764, 1577, 48406}, {1491, 4462, 48401}, {2530, 3762, 21051}, {3669, 70534, 4874}, {3777, 4391, 3837}, {3837, 4391, 59521}, {4367, 69323, 48248}, {4449, 69336, 71455}, {21222, 69323, 4367}, {47793, 47893, 47829}, {47796, 47872, 48206}, {48131, 48265, 4806}, {48267, 48335, 4992}
X(72188) lies on these lines: {1, 70468}, {8, 9}, {10, 39}, {55, 70946}, {76, 20257}, {142, 1909}, {226, 3765}, {257, 49521}, {306, 25298}, {312, 4051}, {341, 3061}, {515, 20606}, {519, 2176}, {527, 21281}, {668, 29960}, {726, 3959}, {1015, 46827}, {1146, 4136}, {1212, 4095}, {1266, 20081}, {1278, 41781}, {1738, 9902}, {2170, 3701}, {2295, 50115}, {2300, 3780}, {2329, 71492}, {3008, 24735}, {3057, 3985}, {3244, 20970}, {3452, 3975}, {3509, 9369}, {3596, 20258}, {3625, 21070}, {3662, 21219}, {3703, 4167}, {3727, 3971}, {3734, 71474}, {3761, 17050}, {3831, 16975}, {3840, 17448}, {3912, 24524}, {3950, 4263}, {4006, 4738}, {4071, 71275}, {4082, 23638}, {4119, 40997}, {4168, 10950}, {4357, 41838}, {4696, 17451}, {4723, 33299}, {4737, 69284}, {4848, 56556}, {4858, 20436}, {4871, 63493}, {5257, 62214}, {5750, 59311}, {6376, 30038}, {6686, 25610}, {6734, 27397}, {7275, 17065}, {7751, 71475}, {8715, 62426}, {10459, 70463}, {14951, 20955}, {16583, 70433}, {17197, 28660}, {17353, 17752}, {17362, 69583}, {17760, 33938}, {20255, 24215}, {20335, 30036}, {20340, 52655}, {20352, 53129}, {20888, 71951}, {21021, 21332}, {21139, 21432}, {21240, 71879}, {21384, 71965}, {21951, 24165}, {22066, 61235}, {24656, 29571}, {25612, 62711}, {29968, 64133}, {30057, 30949}, {30063, 31997}, {30957, 63499}, {31490, 32916}, {33937, 46180}, {33939, 35957}, {34284, 71953}, {38408, 68729}, {39244, 52353}, {49529, 71830}, {50092, 71883}, {50604, 70478}, {50608, 69512}, {56024, 69028}, {62684, 69276}, {70470, 70974}
X(72188) = midpoint of X(21281) and X(56025)
X(72188) = reflection of X(24215) in X(20255)
X(72188) = X(20892)-Ceva conjugate of X(3840)
X(72188) = X(i)-isoconjugate of X(j) for these (i,j): {57, 57400}, {604, 32011}, {1408, 56197}, {1412, 56256}
X(72188) = X(i)-Dao conjugate of X(j) for these (i,j): {3123, 43051}, {3161, 32011}, {3840, 1423}, {5452, 57400}, {40599, 56256}, {59577, 56197}, {59676, 57}, {63481, 7}
X(72188) = crosspoint of X(8) and X(27424)
X(72188) = crosssum of X(56) and X(41526)
X(72188) = barycentric product X(i)*X(j) for these {i,j}: {8, 3840}, {9, 20892}, {312, 17448}, {314, 22167}, {333, 21025}, {522, 61183}, {2321, 17178}, {3596, 22343}, {3701, 18192}, {3703, 18102}, {4391, 61235}, {7017, 22066}, {27424, 63481}
X(72188) = barycentric quotient X(i)/X(j) for these {i,j}: {8, 32011}, {55, 57400}, {210, 56256}, {2321, 56197}, {3840, 7}, {17178, 1434}, {17448, 57}, {18192, 1014}, {20892, 85}, {21025, 226}, {22066, 222}, {22167, 65}, {22343, 56}, {61183, 664}, {61235, 651}, {63481, 1423}
X(72188) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {8, 346, 4050}, {8, 27523, 3208}, {8, 71487, 2321}, {76, 49774, 20257}, {1909, 30030, 142}, {2325, 3686, 4266}, {3208, 27523, 2325}, {3765, 30059, 226}, {4696, 17451, 21101}, {17448, 21025, 3840}, {33938, 49755, 17760}
X(72189) lies on these lines: {2, 37}, {76, 7263}, {141, 70251}, {304, 62370}, {313, 48627}, {314, 17119}, {335, 40018}, {341, 28582}, {646, 17267}, {668, 7232}, {1086, 3596}, {3264, 3662}, {3729, 29380}, {3765, 7321}, {3770, 42697}, {3834, 17786}, {3948, 4398}, {3975, 17276}, {3992, 49517}, {4033, 17232}, {4110, 17231}, {4361, 21785}, {4399, 34282}, {4411, 18071}, {4494, 4859}, {4670, 70467}, {4723, 49501}, {4777, 29427}, {4941, 68942}, {6376, 17235}, {6383, 40088}, {7155, 64523}, {7228, 34283}, {10179, 70499}, {16727, 30638}, {17236, 56249}, {17246, 30830}, {17249, 59212}, {17323, 18140}, {17350, 64558}, {17361, 25298}, {17376, 24524}, {17379, 70477}, {17755, 29497}, {21443, 71955}, {24046, 64873}, {24351, 64524}, {27107, 71948}, {29400, 33937}, {32937, 64550}, {46937, 49523}, {48629, 52043}, {59761, 72001}
X(72189) = midpoint of X(75) and X(20923)
X(72189) = isotomic conjugate of the isogonal conjugate of X(71975)
X(72189) = barycentric product X(i)*X(j) for these {i,j}: {75, 30957}, {76, 71975}
X(72189) = barycentric quotient X(i)/X(j) for these {i,j}: {30957, 1}, {71975, 6}
X(72189) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {75, 312, 4686}, {75, 4043, 4740}, {75, 18137, 1278}, {75, 30090, 37}, {1086, 3596, 18144}, {3264, 3662, 30473}
X(72190) lies on these lines: {1, 70944}, {10, 37}, {43, 25620}, {76, 20892}, {386, 25610}, {712, 33932}, {1015, 46827}, {1089, 21951}, {1573, 3831}, {1574, 71487}, {3125, 3701}, {3661, 65037}, {3698, 70551}, {3721, 3992}, {3735, 46937}, {3753, 70533}, {3780, 49999}, {3836, 69175}, {3912, 37663}, {3918, 70545}, {3934, 30030}, {3954, 52353}, {3968, 70539}, {3985, 69249}, {3987, 4037}, {4002, 70528}, {4011, 69232}, {4358, 69244}, {6376, 17227}, {6381, 20255}, {9466, 17050}, {9534, 25612}, {16604, 49993}, {17279, 29400}, {20943, 24190}, {21241, 39565}, {21264, 71955}, {21432, 52626}, {21435, 27808}, {24656, 71949}, {24735, 29455}, {27076, 29960}, {29968, 69136}, {29982, 48634}, {30059, 30819}, {30114, 58452}, {30957, 71975}, {48640, 69625}, {49774, 69256}, {59311, 71483}, {60244, 60288}
X(72190) = barycentric product X(i)*X(j) for these {i,j}: {10, 30957}, {321, 71975}
X(72190) = barycentric quotient X(i)/X(j) for these {i,j}: {30957, 86}, {71975, 81}
X(72190) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {10, 21025, 69512}, {10, 21070, 21868}, {10, 21071, 52959}, {10, 68938, 20691}, {10, 69512, 69621}, {3125, 3701, 22036}
X(72191) lies on these lines: {30, 511}, {667, 21222}, {764, 4391}, {1019, 70945}, {1577, 23765}, {2530, 4462}, {3669, 48564}, {3762, 3777}, {3960, 31288}, {4129, 48137}, {4378, 69323}, {4498, 69312}, {4791, 48406}, {4922, 48111}, {8689, 58150}, {14419, 47815}, {14431, 47819}, {21132, 69375}, {21138, 24196}, {21385, 69315}, {23738, 50352}, {23764, 48278}, {24097, 69345}, {47929, 48288}, {47970, 69349}, {48063, 48328}, {48065, 48289}, {48066, 48401}, {48098, 68962}, {48151, 69363}, {48248, 48343}, {48265, 48335}, {48267, 48334}, {48272, 53533}, {48282, 69336}, {48298, 48351}, {48320, 69305}, {48323, 69320}, {48333, 53343}, {48341, 69303}, {48346, 59590}, {52601, 70534}, {59672, 69347}
X(72191) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {764, 4391, 23815}, {3762, 3777, 21260}
X(72192) lies on these lines: {1, 70478}, {8, 9}, {21, 70946}, {341, 2170}, {668, 30036}, {672, 71965}, {996, 70538}, {1909, 71953}, {3061, 4723}, {3621, 21071}, {3633, 68938}, {3701, 4051}, {3760, 57038}, {3761, 71951}, {3780, 50131}, {3885, 3985}, {4677, 21070}, {4737, 17451}, {6542, 26688}, {9336, 49993}, {9369, 69242}, {10469, 59311}, {17241, 24524}, {25278, 29960}, {25296, 29986}, {25303, 71950}, {25612, 28257}, {27040, 59310}, {28244, 31339}, {30957, 71975}, {31330, 69511}, {32925, 69244}, {33299, 44720}, {33932, 35957}, {41418, 67976}, {46827, 63499}, {48696, 62426}, {49741, 71883}, {56025, 69028}, {64133, 71954}, {70480, 70974}
X(72192) = barycentric product X(i)*X(j) for these {i,j}: {8, 30957}, {312, 71975}
X(72192) = barycentric quotient X(i)/X(j) for these {i,j}: {30957, 7}, {71975, 57}
X(72193) lies on these lines: {2, 37}, {6, 17143}, {8, 3770}, {9, 20174}, {76, 594}, {274, 16777}, {313, 48628}, {314, 4363}, {518, 70499}, {726, 42031}, {872, 32860}, {984, 4647}, {1100, 17144}, {1213, 70253}, {1218, 32018}, {1269, 3661}, {1909, 17299}, {1930, 51058}, {2242, 59631}, {2321, 20888}, {2667, 32771}, {3247, 32092}, {3293, 22316}, {3596, 4665}, {3696, 4385}, {3703, 21926}, {3723, 31997}, {3760, 59772}, {3761, 4007}, {3765, 5564}, {3842, 28612}, {3891, 70558}, {3923, 71139}, {3966, 70502}, {3967, 58655}, {3975, 28634}, {4022, 17155}, {4044, 4967}, {4110, 4377}, {4360, 70943}, {4393, 70472}, {4410, 17372}, {4411, 29808}, {4415, 34258}, {4445, 44139}, {4659, 10447}, {4673, 49478}, {4692, 49459}, {4717, 49479}, {4777, 21438}, {4851, 60730}, {4852, 70462}, {4968, 49470}, {5069, 26801}, {5224, 60736}, {5839, 20109}, {6358, 7201}, {6382, 6385}, {10453, 13476}, {10471, 56023}, {15624, 32932}, {16709, 29570}, {16884, 70809}, {17229, 20917}, {17230, 18143}, {17233, 20913}, {17238, 39995}, {17239, 70247}, {17314, 34284}, {17347, 64912}, {17362, 34283}, {17365, 34282}, {17388, 64133}, {17524, 50044}, {17754, 29758}, {17786, 70260}, {18133, 29593}, {18697, 49507}, {20943, 59514}, {21238, 46032}, {22271, 32937}, {23685, 28898}, {24552, 70562}, {25508, 71976}, {27479, 27490}, {29807, 64866}, {30596, 62228}, {31060, 56249}, {33935, 49509}, {33941, 70504}, {40023, 40025}, {40607, 59296}, {42696, 70500}, {48630, 52043}, {49483, 64546}, {49493, 70437}, {55184, 64859}, {56210, 56250}, {58693, 59577}
X(72193) = isotomic conjugate of the isogonal conjugate of X(71976)
X(72193) = X(39983)-Ceva conjugate of X(30473)
X(72193) = X(53112)-isoconjugate of X(57657)
X(72193) = X(62570)-Dao conjugate of X(53112)
X(72193) = barycentric product X(i)*X(j) for these {i,j}: {75, 26037}, {76, 71976}, {321, 25508}
X(72193) = barycentric quotient X(i)/X(j) for these {i,j}: {1441, 53112}, {25508, 81}, {26037, 1}, {71976, 6}
X(72193) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 69635, 29802}, {9, 32104, 20174}, {75, 312, 3739}, {75, 321, 70852}, {75, 4043, 2}, {75, 4687, 4359}, {75, 18137, 4699}, {75, 20923, 4688}, {75, 30090, 4739}, {75, 42034, 20923}, {76, 594, 30473}, {192, 28605, 75}, {1269, 3661, 18144}, {4359, 22016, 4687}, {4665, 53478, 3596}, {4671, 4699, 18137}
X(72194) lies on these lines: {8, 17750}, {10, 37}, {76, 48628}, {213, 4651}, {321, 762}, {1334, 62646}, {1506, 21242}, {1574, 3741}, {2276, 70159}, {3214, 52538}, {3501, 3679}, {3617, 27523}, {3661, 4359}, {3697, 70528}, {3701, 52579}, {3721, 4714}, {3726, 28611}, {3730, 17275}, {3739, 40006}, {3921, 70533}, {3956, 70539}, {3983, 70551}, {4060, 35633}, {4377, 4665}, {4431, 69255}, {4540, 70545}, {4647, 22036}, {4685, 20970}, {4688, 17758}, {4770, 21958}, {5278, 69229}, {5564, 17034}, {6048, 71483}, {6376, 62228}, {6539, 71614}, {12782, 67979}, {16828, 60724}, {17117, 70563}, {17147, 29593}, {17228, 24190}, {17268, 71962}, {17293, 30107}, {20255, 48636}, {20683, 70516}, {21904, 70473}, {26037, 71976}, {28612, 49509}, {29615, 33297}, {32087, 70561}, {32945, 69212}, {48630, 69625}, {49772, 50012}, {50581, 59772}, {56810, 60736}, {59219, 69295}, {62878, 65022}
X(72194) = X(2150)-isoconjugate of X(53112)
X(72194) = X(56325)-Dao conjugate of X(53112)
X(72194) = barycentric product X(i)*X(j) for these {i,j}: {10, 26037}, {321, 71976}, {594, 25508}
X(72194) = barycentric quotient X(i)/X(j) for these {i,j}: {12, 53112}, {25508, 1509}, {26037, 86}, {71976, 81}
X(72194) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {10, 594, 69621}, {10, 2321, 16589}, {10, 4058, 21071}, {10, 68938, 25614}, {10, 69621, 69512}, {594, 56953, 2321}, {3661, 70253, 21240}
X(72195) lies on these lines: {10, 48127}, {30, 511}, {650, 31288}, {661, 48273}, {663, 47926}, {665, 45745}, {667, 17166}, {693, 4705}, {764, 48410}, {876, 70949}, {1491, 4978}, {1577, 4490}, {1734, 21146}, {2530, 4801}, {3250, 4988}, {3762, 48392}, {3766, 47656}, {3777, 48409}, {3835, 48005}, {3837, 48012}, {4010, 47959}, {4040, 48301}, {4041, 47672}, {4106, 47956}, {4129, 47967}, {4147, 71070}, {4170, 48024}, {4369, 50504}, {4378, 4560}, {4379, 47837}, {4382, 47912}, {4391, 48393}, {4449, 48288}, {4498, 48142}, {4608, 58301}, {4724, 48305}, {4730, 47675}, {4770, 17072}, {4782, 70474}, {4791, 48401}, {4794, 71455}, {4804, 47918}, {4806, 47997}, {4808, 47690}, {4822, 47917}, {4823, 21051}, {4824, 14349}, {4834, 7192}, {4874, 48003}, {4885, 65449}, {4893, 47839}, {4905, 50341}, {4913, 69314}, {4932, 58179}, {4948, 47893}, {4983, 47666}, {4992, 48002}, {7662, 47965}, {20906, 52619}, {21124, 47704}, {21301, 26824}, {21348, 52592}, {21385, 69305}, {21832, 48275}, {23770, 48402}, {23789, 50335}, {24719, 47948}, {26985, 31251}, {30592, 48549}, {31149, 47869}, {31150, 47820}, {39547, 46385}, {43067, 50501}, {45746, 47720}, {47679, 47716}, {47683, 48282}, {47711, 60344}, {47715, 69367}, {47763, 58181}, {47775, 47840}, {47776, 58144}, {47780, 47836}, {47793, 47834}, {47794, 47833}, {47795, 47827}, {47796, 47825}, {47815, 48237}, {47816, 48184}, {47817, 48234}, {47818, 48226}, {47819, 48175}, {47828, 48569}, {47829, 48218}, {47832, 48553}, {47835, 48238}, {47838, 48162}, {47841, 48176}, {47909, 48121}, {47920, 50508}, {47921, 70552}, {47927, 48367}, {47928, 48123}, {47932, 50523}, {47934, 48131}, {47946, 48081}, {47949, 48080}, {47953, 48091}, {47962, 48099}, {47964, 48093}, {47969, 48351}, {47970, 69336}, {47993, 48045}, {47994, 48043}, {47996, 48053}, {48000, 50507}, {48008, 50512}, {48010, 48059}, {48030, 69359}, {48066, 48406}, {48098, 50337}, {48133, 50499}, {48141, 50509}, {48143, 50355}, {48144, 69317}, {48196, 48206}, {48220, 48561}, {48253, 48573}, {48274, 48395}, {48284, 48330}, {48287, 48289}, {48295, 69354}, {48304, 48333}, {48320, 69315}, {48321, 48323}, {48326, 69368}, {48336, 48339}, {48341, 69312}, {48394, 71071}, {48404, 68901}, {48408, 69308}, {48563, 72064}, {48577, 58178}, {48618, 59590}, {49292, 69310}, {50457, 69363}, {53585, 57050}, {54265, 69309}, {55282, 69374}
X(72195) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {650, 52601, 31288}, {693, 4705, 21260}, {1491, 4978, 23815}, {4041, 47672, 50352}, {4382, 47912, 69304}, {4490, 48120, 1577}, {4498, 48142, 69303}, {4801, 47975, 2530}, {4804, 47918, 48267}, {4824, 48279, 14349}, {4978, 48407, 1491}, {4992, 48002, 48054}, {7662, 47965, 69328}, {17166, 17494, 667}, {21124, 47704, 69375}, {45746, 47720, 69357}, {47679, 47716, 69355}, {47683, 48282, 69349}, {47793, 47834, 47875}, {47796, 47825, 47888}, {47827, 47889, 47795}, {47928, 48123, 50449}, {47967, 48090, 4129}, {48000, 69339, 50507}, {48010, 69360, 48059}
X(72196) lies on these lines: {8, 9}, {10, 9331}, {32, 71451}, {41, 3996}, {594, 31339}, {762, 64178}, {1043, 4390}, {1500, 31330}, {1574, 30957}, {2295, 17299}, {2340, 70517}, {3061, 3902}, {3247, 19874}, {3501, 17135}, {3617, 21071}, {3679, 21070}, {3706, 4515}, {3780, 17281}, {3930, 70499}, {4046, 4517}, {4110, 28660}, {4431, 34284}, {4433, 69089}, {4461, 36854}, {4673, 33299}, {5277, 71917}, {14974, 32864}, {16549, 50625}, {17137, 17294}, {17151, 26978}, {17233, 29966}, {17286, 26965}, {17314, 59305}, {17362, 71454}, {17756, 50608}, {20911, 49507}, {26037, 71976}, {27040, 59294}, {27253, 32087}, {27368, 69214}, {30949, 32104}, {32941, 69211}, {32945, 54416}, {41239, 71929}, {50107, 56024}, {55076, 56087}, {69212, 71452}
X(72196) = X(1333)-isoconjugate of X(53112)
X(72196) = X(37)-Dao conjugate of X(53112)
X(72196) = barycentric product X(i)*X(j) for these {i,j}: {8, 26037}, {312, 71976}, {2321, 25508}
X(72196) = barycentric quotient X(i)/X(j) for these {i,j}: {10, 53112}, {25508, 1434}, {26037, 7}, {71976, 57}
X(72196) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {8, 346, 3691}, {8, 2321, 70157}, {3208, 4007, 8}, {32104, 40006, 30949}
X(72197) lies on these lines: {1, 71913}, {2, 41002}, {6, 71477}, {8, 4252}, {10, 58}, {12, 20077}, {31, 14829}, {35, 56018}, {42, 41629}, {43, 71915}, {44, 5205}, {55, 145}, {63, 3769}, {81, 29822}, {86, 32917}, {88, 68958}, {100, 3286}, {101, 70119}, {110, 70488}, {190, 896}, {193, 5218}, {238, 4871}, {239, 1155}, {312, 1707}, {320, 3011}, {385, 4831}, {540, 17734}, {664, 1758}, {673, 70907}, {740, 65166}, {750, 17277}, {752, 33140}, {846, 34064}, {899, 4607}, {902, 32919}, {940, 1191}, {1001, 37684}, {1054, 4974}, {1150, 5263}, {1266, 50754}, {1326, 30606}, {1376, 37652}, {1386, 24627}, {1621, 37639}, {1733, 20920}, {1757, 3699}, {1897, 52414}, {1936, 2342}, {1961, 59624}, {1999, 4640}, {2177, 71924}, {2239, 37686}, {2308, 32918}, {2651, 19623}, {2886, 20101}, {2887, 41806}, {3035, 63002}, {3052, 10453}, {3218, 32922}, {3240, 71916}, {3550, 3632}, {3624, 37604}, {3635, 3750}, {3636, 4038}, {3684, 4700}, {3712, 6542}, {3741, 72016}, {3745, 38000}, {3758, 29828}, {3775, 72029}, {3791, 17596}, {3794, 22275}, {3840, 72020}, {3891, 67335}, {3943, 17735}, {3961, 49449}, {3962, 20359}, {4001, 33126}, {4023, 62989}, {4029, 60711}, {4042, 4678}, {4062, 4570}, {4080, 31301}, {4360, 4414}, {4362, 4650}, {4386, 5035}, {4388, 37646}, {4389, 69262}, {4413, 17349}, {4418, 9340}, {4421, 20012}, {4429, 24597}, {4432, 70219}, {4450, 33142}, {4641, 7081}, {4644, 47037}, {4645, 35466}, {4651, 4921}, {4655, 29658}, {4676, 36277}, {4683, 29683}, {4701, 71450}, {4702, 38473}, {4753, 5524}, {4781, 17162}, {4892, 25529}, {4946, 60714}, {4997, 49710}, {5030, 57017}, {5135, 67964}, {5204, 20036}, {5217, 20018}, {5221, 19851}, {5303, 20040}, {5361, 71979}, {5372, 24552}, {5432, 62998}, {5737, 70484}, {5744, 51192}, {5745, 33073}, {5847, 32851}, {6174, 63049}, {6646, 17602}, {6679, 33085}, {6690, 17778}, {7262, 29649}, {7292, 24593}, {8301, 30577}, {9350, 71920}, {9359, 70434}, {9362, 71751}, {9364, 70620}, {11110, 37559}, {11194, 20037}, {11680, 20064}, {16706, 61647}, {16823, 37520}, {16948, 17751}, {17018, 71914}, {17061, 26840}, {17127, 71980}, {17135, 71910}, {17160, 32845}, {17227, 29855}, {17264, 49990}, {17271, 72002}, {17273, 32775}, {17283, 72007}, {17295, 33156}, {17297, 29632}, {17305, 29636}, {17364, 17718}, {17593, 49477}, {17601, 49488}, {17719, 17770}, {17768, 37759}, {17772, 59665}, {18192, 71943}, {18201, 50023}, {19270, 62805}, {19723, 26038}, {19732, 19877}, {20045, 24841}, {20048, 71936}, {20290, 30831}, {21242, 72036}, {21747, 32944}, {21805, 43290}, {24715, 50755}, {25959, 31229}, {26227, 62795}, {26244, 60697}, {29665, 32859}, {29766, 38832}, {29824, 70834}, {29825, 32916}, {29827, 50300}, {30653, 71978}, {30832, 33082}, {30940, 65185}, {31330, 72019}, {31359, 37554}, {32773, 37642}, {32842, 51583}, {32864, 71926}, {32911, 71479}, {32913, 49491}, {32932, 49468}, {32949, 41878}, {33066, 66632}, {33068, 40940}, {33071, 59491}, {33078, 56520}, {33121, 63134}, {33309, 49999}, {35258, 49470}, {35445, 49495}, {37633, 71478}, {37660, 70419}, {41816, 72004}, {42028, 43223}, {42033, 59544}, {42047, 44446}, {44419, 61661}, {46922, 62846}, {49446, 67334}, {49680, 61153}, {49704, 51463}, {49712, 70841}, {50758, 63145}, {52352, 67976}, {54391, 62401}, {56009, 71921}, {57155, 62749}, {58443, 72010}, {59572, 63037}, {60423, 69263}, {61155, 71933}, {61330, 70465}, {62740, 69008}, {62849, 71919}, {68749, 68974}, {71637, 72073}
X(72197) = crosspoint of X(4600) and X(4607)
X(72197) = crosssum of X(i) and X(j) for these (i,j): {899, 10459}, {3122, 3768}
X(72197) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {8, 37540, 71907}, {31, 14829, 32942}, {31, 30942, 71873}, {55, 37683, 71935}, {63, 3769, 32926}, {100, 16704, 71934}, {171, 333, 71981}, {171, 71489, 333}, {238, 71985, 25531}, {896, 17763, 190}, {902, 32919, 68969}, {1150, 17126, 5263}, {1376, 37652, 71931}, {1621, 37639, 71930}, {1757, 4434, 3699}, {3052, 10453, 71911}, {3550, 32853, 3996}, {4362, 4650, 32939}, {5372, 30652, 24552}, {14829, 71873, 30942}, {17127, 71984, 71980}, {20045, 62235, 24841}, {29824, 70834, 71864}, {30942, 71873, 32942}, {32845, 50756, 17160}, {37642, 63140, 32773}
X(72198) lies on these lines: {1, 3159}, {2, 902}, {6, 32943}, {8, 71920}, {31, 14829}, {38, 4676}, {42, 70481}, {43, 70483}, {55, 32944}, {81, 50300}, {100, 70942}, {149, 25453}, {171, 30957}, {192, 29819}, {226, 29638}, {238, 5278}, {312, 17469}, {497, 29631}, {516, 33125}, {519, 63074}, {595, 27631}, {614, 4418}, {726, 17024}, {748, 5263}, {750, 71980}, {752, 33172}, {899, 70485}, {908, 29848}, {1001, 1011}, {1008, 28356}, {1125, 1770}, {1191, 54331}, {1201, 4195}, {1211, 48810}, {1215, 62806}, {1279, 32771}, {1386, 32915}, {1621, 25496}, {1699, 29855}, {1836, 33123}, {2177, 71911}, {2308, 10453}, {2895, 50311}, {3052, 32918}, {3058, 3589}, {3218, 29668}, {3219, 29652}, {3240, 71918}, {3242, 32938}, {3243, 72098}, {3246, 31993}, {3434, 29850}, {3622, 68726}, {3681, 49473}, {3685, 17017}, {3702, 16478}, {3720, 70419}, {3741, 5361}, {3744, 32931}, {3750, 71909}, {3758, 62867}, {3771, 33107}, {3821, 29666}, {3840, 17126}, {3873, 4672}, {3914, 29852}, {3915, 13740}, {3920, 4011}, {3923, 7191}, {3938, 27064}, {3944, 26230}, {3971, 29815}, {3980, 7292}, {3989, 71524}, {4085, 34611}, {4358, 17716}, {4383, 32945}, {4387, 32928}, {4388, 24943}, {4425, 29648}, {4427, 17591}, {4430, 71521}, {4432, 28606}, {4450, 33174}, {4512, 29826}, {4514, 26061}, {4645, 29677}, {4649, 71928}, {4661, 71515}, {4685, 14997}, {4697, 64149}, {4857, 20083}, {4865, 33157}, {4914, 17359}, {4970, 17025}, {5014, 33159}, {5057, 26128}, {5192, 5255}, {5249, 29853}, {5266, 25591}, {5284, 50302}, {5294, 33120}, {5300, 68847}, {5315, 48863}, {5332, 71491}, {5695, 32924}, {6057, 51147}, {6327, 29637}, {6679, 11680}, {6682, 62838}, {6685, 61155}, {6693, 37720}, {7262, 46909}, {7290, 32914}, {8692, 19732}, {9350, 71907}, {10459, 17697}, {11115, 21214}, {11354, 16483}, {12047, 36505}, {16468, 17135}, {16469, 17156}, {16474, 48867}, {16477, 71936}, {16484, 19684}, {16706, 33094}, {17018, 71414}, {17122, 71982}, {17123, 71979}, {17124, 25531}, {17125, 71981}, {17184, 29660}, {17279, 33072}, {17280, 32854}, {17336, 42039}, {17353, 33117}, {17354, 33162}, {17355, 63075}, {17368, 29685}, {17597, 32940}, {17598, 32933}, {17599, 32936}, {17715, 46897}, {17721, 33119}, {17722, 33113}, {17763, 62834}, {17766, 29679}, {17777, 29838}, {18152, 52138}, {19750, 32864}, {20064, 33085}, {20101, 72007}, {21747, 37683}, {24210, 29636}, {24239, 35263}, {24295, 29667}, {24349, 29818}, {24542, 33111}, {24703, 32775}, {24725, 33124}, {25385, 29681}, {25957, 63979}, {26094, 37603}, {26098, 29632}, {26102, 70482}, {26139, 72046}, {27040, 70466}, {27065, 36480}, {27152, 30110}, {27163, 52680}, {27184, 29686}, {27643, 48811}, {28605, 50023}, {29634, 69173}, {29642, 33112}, {29654, 33134}, {29656, 31053}, {29672, 31019}, {29676, 56520}, {29687, 50289}, {29814, 33682}, {29816, 41839}, {29821, 32929}, {29824, 62841}, {29828, 62875}, {29831, 33152}, {29832, 33164}, {29836, 33144}, {29840, 33161}, {29844, 33170}, {29849, 59692}, {30036, 33816}, {30615, 50130}, {30653, 71489}, {30666, 71836}, {30950, 70484}, {31027, 70689}, {31136, 37652}, {31137, 37639}, {31241, 71476}, {31289, 72014}, {32774, 33095}, {32777, 32844}, {32783, 72040}, {32843, 33171}, {32860, 49484}, {32911, 32941}, {32916, 70834}, {32920, 41242}, {32935, 62814}, {32937, 67210}, {32946, 33173}, {33067, 64016}, {33069, 41011}, {33070, 33158}, {33071, 33156}, {33074, 49709}, {33096, 33122}, {33817, 71954}, {36534, 70742}, {37685, 42057}, {42041, 72053}, {42044, 49472}, {45222, 49469}, {49470, 71184}, {49506, 69296}, {50127, 62850}, {50316, 63009}, {50756, 70152}, {56009, 71908}, {56983, 59311}, {60714, 71912}, {61358, 68969}, {62815, 72094}, {62846, 71930}, {62849, 71864}, {62998, 71939}, {70160, 70558}, {71637, 72079}, {71983, 72024}, {72002, 72042}, {72003, 72036}, {72005, 72037}
X(72198) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 32930, 32925}, {31, 32942, 30942}, {171, 71978, 30957}, {238, 24552, 31330}, {748, 5263, 26037}, {2308, 10453, 71924}, {3920, 4011, 64178}, {3923, 7191, 17155}, {4383, 48805, 32945}, {4387, 38315, 32928}, {5263, 72020, 748}, {16468, 17135, 71923}, {24552, 72018, 238}, {24943, 72038, 4388}, {25531, 72019, 17124}, {29637, 72035, 6327}, {29824, 62841, 71919}, {32942, 71873, 31}, {33104, 72028, 2}, {33106, 72025, 2}, {33109, 72030, 2}, {71979, 72022, 17123}, {71980, 72016, 750}, {71982, 72017, 17122}, {71989, 72032, 2}, {71990, 72026, 2}, {71992, 72027, 2}, {71993, 72034, 2}, {72031, 72044, 2}
X(72199) lies on these lines: {1, 16347}, {2, 2308}, {6, 32918}, {8, 37603}, {9, 70489}, {10, 5361}, {31, 14829}, {38, 3769}, {42, 37683}, {43, 16704}, {46, 27368}, {55, 32919}, {57, 32914}, {63, 17763}, {69, 29846}, {81, 32916}, {100, 32853}, {145, 37574}, {165, 17156}, {171, 1150}, {238, 30957}, {312, 896}, {320, 33127}, {321, 4650}, {333, 750}, {519, 5010}, {524, 5432}, {540, 7951}, {649, 21387}, {726, 67335}, {748, 71985}, {752, 11680}, {899, 37652}, {902, 10453}, {940, 32917}, {1155, 32860}, {1215, 62795}, {1376, 32864}, {1654, 72006}, {1707, 32930}, {1999, 4414}, {2177, 71935}, {2276, 50252}, {2319, 69074}, {2323, 56860}, {3011, 33069}, {3052, 32943}, {3187, 17596}, {3210, 50756}, {3218, 4362}, {3219, 29649}, {3240, 59679}, {3416, 33119}, {3550, 17135}, {3681, 4434}, {3720, 37684}, {3741, 5372}, {3750, 71933}, {3758, 31264}, {3761, 6629}, {3771, 32863}, {3772, 33067}, {3791, 4850}, {3840, 17127}, {3896, 17601}, {4001, 33065}, {4188, 59303}, {4189, 67976}, {4252, 54331}, {4357, 29847}, {4358, 7262}, {4388, 29662}, {4416, 17001}, {4418, 11679}, {4430, 71520}, {4438, 33078}, {4450, 33141}, {4640, 32915}, {4641, 32931}, {4645, 24892}, {4649, 71914}, {4651, 56010}, {4655, 33133}, {4660, 33142}, {4661, 70841}, {4683, 17720}, {5278, 17122}, {5311, 38000}, {5744, 33088}, {5745, 29643}, {5847, 29849}, {6327, 33140}, {6679, 33172}, {6682, 62807}, {6685, 37685}, {6686, 14997}, {7081, 32912}, {8616, 29824}, {9350, 71931}, {11269, 32947}, {14996, 43223}, {16552, 70491}, {16569, 19742}, {16570, 56082}, {16690, 29746}, {16825, 27003}, {17017, 24627}, {17018, 71922}, {17026, 70907}, {17063, 24593}, {17123, 71986}, {17124, 17277}, {17150, 17591}, {17184, 29658}, {17232, 29869}, {17300, 29661}, {17595, 32924}, {17605, 28570}, {17716, 46909}, {17719, 32859}, {17733, 56288}, {17770, 31053}, {17778, 29678}, {18141, 29851}, {19717, 29825}, {20045, 62865}, {20064, 33106}, {20101, 33104}, {21384, 70492}, {21747, 70481}, {23958, 24165}, {24597, 29850}, {25440, 64072}, {25453, 33086}, {25760, 37646}, {25957, 35466}, {25958, 50304}, {25960, 37634}, {26034, 29631}, {26102, 71478}, {26227, 32913}, {26840, 33143}, {27184, 29683}, {27538, 62659}, {28581, 63211}, {29635, 33083}, {29636, 54311}, {29640, 63056}, {29665, 33064}, {29674, 56520}, {29681, 49676}, {29690, 50289}, {29766, 62740}, {29826, 62842}, {29828, 62812}, {29845, 50295}, {29848, 49511}, {29852, 61647}, {29854, 54357}, {30652, 49482}, {30970, 70484}, {31237, 41806}, {31241, 70419}, {31339, 37522}, {32772, 37660}, {32846, 33113}, {32851, 32852}, {32855, 51583}, {32920, 62235}, {32926, 36263}, {32945, 37540}, {32948, 33137}, {32950, 33135}, {33068, 33128}, {33074, 33121}, {33079, 33114}, {33098, 37759}, {33120, 63134}, {33125, 40940}, {33131, 50755}, {33171, 37655}, {35258, 39594}, {37524, 64185}, {37653, 72002}, {38456, 70776}, {41629, 61358}, {42057, 61155}, {42058, 72035}, {49990, 56078}, {50292, 59547}, {56009, 71932}, {58443, 72000}, {60714, 71936}, {62815, 72067}, {62821, 71913}, {62849, 71930}, {69231, 70157}, {71637, 72085}
X(72199) = reflection of X(29849) in X(59491)
X(72199) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 37639, 71919}, {31, 14829, 30942}, {42, 37683, 71924}, {43, 16704, 71923}, {63, 17763, 32925}, {171, 1150, 31330}, {238, 71984, 30957}, {333, 750, 26037}, {899, 37652, 71920}, {902, 10453, 71452}, {3218, 4362, 17155}, {3219, 29649, 64178}, {3550, 17135, 71451}, {4001, 66632, 33065}, {5372, 17126, 3741}, {11269, 63140, 32947}, {16704, 71479, 43}, {26034, 37642, 29631}, {37683, 71477, 42}, {37684, 71476, 3720}, {50295, 63078, 29845}, {59679, 71925, 3240}
X(72200) lies on these lines: {1, 41629}, {2, 41002}, {6, 59297}, {8, 3052}, {9, 3769}, {10, 72019}, {31, 333}, {42, 71915}, {43, 68966}, {44, 7081}, {55, 20012}, {63, 32922}, {75, 1707}, {81, 71478}, {86, 62841}, {100, 19742}, {145, 4428}, {171, 17277}, {190, 4362}, {238, 3840}, {239, 4640}, {319, 59692}, {524, 29839}, {748, 71985}, {752, 33138}, {846, 3791}, {896, 32914}, {902, 3996}, {1001, 37683}, {1043, 54354}, {1098, 56974}, {1150, 17127}, {1203, 19270}, {1376, 17349}, {1386, 38000}, {1621, 16704}, {1778, 70408}, {1999, 3683}, {2177, 71923}, {2238, 21792}, {2308, 32917}, {3011, 33066}, {3187, 62838}, {3219, 32926}, {3240, 63060}, {3550, 71926}, {3578, 33175}, {3720, 71913}, {3741, 71873}, {3749, 49450}, {3750, 71925}, {3757, 4641}, {3759, 17594}, {3775, 72026}, {3883, 33121}, {3923, 55095}, {3925, 20101}, {3929, 49447}, {4001, 33124}, {4028, 62231}, {4126, 70452}, {4383, 71477}, {4388, 35466}, {4416, 33126}, {4421, 59295}, {4423, 37684}, {4429, 63140}, {4450, 33139}, {4512, 49470}, {4643, 29634}, {4650, 16825}, {4651, 71907}, {4676, 11679}, {4682, 17260}, {4703, 29658}, {4847, 49709}, {4884, 50015}, {4921, 17135}, {4974, 17596}, {5218, 63037}, {5235, 70482}, {5248, 56018}, {5268, 17335}, {5271, 36277}, {5273, 51192}, {5278, 17126}, {5281, 62985}, {5284, 37639}, {5302, 41261}, {5325, 49476}, {5361, 24552}, {5372, 71978}, {5432, 63002}, {5737, 70419}, {5745, 33071}, {5847, 33116}, {6626, 71583}, {6646, 17061}, {6679, 33082}, {6685, 16477}, {6690, 62998}, {8053, 56181}, {8616, 32853}, {10453, 71864}, {11110, 62805}, {14614, 54280}, {15492, 72055}, {15601, 30567}, {16468, 32916}, {16484, 71922}, {16885, 27538}, {17018, 71916}, {17024, 24616}, {17150, 62796}, {17160, 32934}, {17271, 32783}, {17273, 26128}, {17283, 33085}, {17295, 33158}, {17297, 29642}, {17305, 29654}, {17347, 33144}, {17362, 59580}, {17770, 33130}, {18191, 35614}, {18613, 54391}, {19723, 37540}, {19732, 70484}, {19786, 61647}, {20064, 33108}, {20077, 25466}, {21242, 72035}, {21747, 32772}, {24542, 32863}, {24597, 32773}, {24697, 29645}, {24723, 40940}, {25531, 71984}, {25760, 41806}, {25958, 31229}, {26723, 33068}, {28248, 71444}, {29635, 50296}, {29681, 32859}, {29767, 38832}, {29814, 71914}, {29837, 61661}, {30652, 71979}, {30832, 72008}, {30942, 72020}, {31205, 33111}, {31289, 72009}, {31359, 62809}, {32860, 65166}, {32936, 50756}, {32946, 41878}, {33073, 54357}, {33075, 56520}, {33095, 50755}, {33096, 49710}, {33118, 63134}, {35261, 70517}, {35652, 72051}, {37035, 37559}, {37660, 70481}, {37680, 71479}, {41816, 72002}, {42028, 62846}, {43223, 46922}, {49712, 71520}, {60714, 71921}, {61155, 71936}, {62849, 71924}, {69825, 69892}, {69855, 70443}, {70972, 72029}, {71637, 72065}
X(72200) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {8, 3052, 71910}, {31, 333, 5263}, {31, 31330, 72016}, {55, 37652, 71934}, {100, 19742, 71931}, {238, 14829, 71980}, {238, 71489, 14829}, {333, 72016, 31330}, {846, 3791, 4360}, {896, 32914, 32939}, {902, 32864, 3996}, {1001, 37683, 71930}, {1150, 17127, 32942}, {1621, 16704, 71935}, {4362, 7262, 190}, {4921, 70834, 17135}, {5278, 17126, 71981}, {5361, 30653, 24552}, {8616, 32853, 68969}, {17135, 70834, 71911}, {19723, 37540, 59296}, {31330, 72016, 5263}
X(72201) lies on these lines: {1, 596}, {2, 902}, {6, 32945}, {8, 2308}, {10, 17127}, {31, 333}, {42, 70419}, {43, 71917}, {55, 16405}, {75, 17469}, {81, 32941}, {86, 62849}, {100, 25496}, {142, 29853}, {149, 29635}, {165, 29826}, {171, 24552}, {192, 29816}, {226, 29848}, {238, 26037}, {310, 52138}, {321, 17716}, {497, 29845}, {516, 32776}, {519, 37685}, {595, 31339}, {612, 30568}, {726, 29815}, {740, 62807}, {748, 71873}, {750, 30957}, {752, 32782}, {756, 4676}, {894, 3938}, {899, 70481}, {940, 32943}, {964, 5255}, {1001, 4191}, {1010, 3915}, {1125, 4188}, {1376, 32944}, {1386, 32860}, {1621, 5333}, {1738, 29852}, {1836, 32775}, {2177, 71910}, {2209, 70406}, {2345, 21764}, {2550, 29850}, {3052, 32917}, {3058, 6703}, {3120, 29634}, {3210, 29819}, {3218, 29652}, {3219, 36480}, {3240, 71450}, {3242, 32940}, {3243, 72094}, {3434, 29631}, {3501, 70409}, {3589, 34612}, {3662, 29686}, {3679, 19742}, {3681, 4672}, {3685, 5311}, {3720, 70484}, {3741, 5372}, {3744, 32771}, {3745, 32915}, {3746, 43531}, {3748, 4670}, {3750, 19684}, {3759, 71631}, {3771, 33112}, {3821, 29648}, {3873, 4697}, {3886, 62845}, {3914, 29636}, {3920, 3923}, {3961, 26223}, {3980, 7191}, {3996, 61358}, {4011, 5297}, {4030, 5332}, {4038, 71928}, {4085, 49719}, {4113, 16669}, {4195, 10459}, {4225, 5248}, {4307, 32949}, {4344, 33088}, {4363, 32923}, {4388, 72002}, {4428, 19701}, {4430, 71518}, {4450, 32784}, {4645, 24943}, {4649, 71929}, {4650, 46909}, {4651, 16468}, {4661, 71521}, {4683, 64016}, {4685, 63074}, {4702, 37595}, {4720, 57280}, {4722, 49450}, {4780, 68848}, {4865, 32779}, {4914, 50052}, {4981, 7262}, {5014, 32780}, {5119, 60684}, {5249, 29638}, {5250, 51382}, {5269, 17763}, {5294, 33117}, {5695, 32928}, {5710, 54331}, {5739, 50303}, {5880, 33123}, {6327, 32783}, {6679, 33108}, {6686, 61156}, {7031, 70473}, {8013, 70969}, {10385, 63055}, {10453, 71919}, {11246, 71322}, {11319, 59311}, {11354, 19735}, {12609, 36505}, {14459, 70517}, {14996, 42057}, {15523, 50289}, {16393, 37617}, {16475, 63131}, {16477, 71932}, {16483, 19276}, {16484, 71909}, {16569, 70483}, {17017, 32932}, {17018, 33682}, {17024, 24165}, {17122, 71978}, {17123, 71983}, {17124, 71980}, {17125, 72020}, {17135, 62841}, {17150, 49474}, {17156, 62842}, {17157, 70558}, {17165, 71470}, {17200, 32104}, {17289, 33074}, {17336, 42041}, {17354, 69298}, {17355, 63004}, {17368, 63139}, {17394, 69015}, {17591, 29823}, {17599, 32845}, {17688, 30036}, {17766, 29667}, {17778, 71939}, {17889, 26230}, {18139, 50301}, {19284, 21214}, {19717, 42042}, {19785, 29834}, {19786, 33094}, {19808, 49709}, {20064, 33082}, {20101, 33080}, {20292, 26128}, {20966, 50616}, {21747, 37652}, {24169, 29666}, {24210, 29847}, {24295, 29679}, {24325, 62806}, {24349, 67210}, {24693, 26724}, {24715, 32774}, {24725, 33126}, {25385, 29665}, {25453, 33110}, {25760, 63979}, {26035, 70466}, {26061, 32850}, {26098, 29846}, {26627, 29820}, {26825, 27263}, {27003, 29668}, {27064, 72059}, {27131, 59726}, {27186, 29672}, {28352, 56768}, {29637, 72039}, {29643, 59692}, {29645, 33134}, {29654, 33131}, {29656, 31019}, {29660, 69251}, {29677, 72041}, {29814, 71414}, {29824, 37604}, {29827, 71479}, {29831, 33147}, {29832, 33167}, {29838, 33143}, {29842, 33155}, {29854, 64174}, {30652, 71489}, {30659, 71836}, {30970, 71476}, {31136, 37683}, {31241, 71477}, {32777, 33072}, {32862, 50288}, {32863, 50311}, {32911, 50300}, {32914, 50314}, {32918, 37540}, {32921, 62855}, {32924, 38315}, {32946, 33175}, {33065, 41011}, {33069, 50307}, {33070, 33160}, {33073, 33156}, {33097, 33122}, {33163, 68589}, {33816, 71954}, {33846, 71864}, {41809, 50296}, {43223, 61155}, {48810, 69092}, {49471, 62801}, {49472, 50106}, {49681, 50048}, {49685, 63095}, {50293, 62840}, {50625, 69840}, {51669, 62848}, {58443, 72013}, {59312, 71478}, {60714, 71908}, {61409, 62828}, {62821, 68969}, {62846, 71935}, {62847, 70499}, {64425, 70834}, {70157, 70975}, {70462, 71496}, {70556, 71423}, {71637, 72075}, {71982, 72023}, {72004, 72035}, {72006, 72038}
X(72201) = X(39729)-anticomplementary conjugate of X(21287)
X(72201) = crossdifference of every pair of points on line {58288, 69101}
X(72201) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4418, 17155}, {8, 2308, 71923}, {31, 5263, 31330}, {86, 71911, 62849}, {171, 24552, 30942}, {238, 71979, 26037}, {612, 32930, 64178}, {750, 32942, 30957}, {940, 48805, 32943}, {3745, 49484, 32915}, {3920, 3923, 32925}, {4307, 33171, 32949}, {4651, 16468, 71920}, {4697, 49473, 3873}, {5263, 72016, 31}, {17135, 62841, 71924}, {19684, 71912, 3750}, {24552, 72017, 171}, {24943, 72037, 4645}, {32783, 72036, 6327}, {32942, 72019, 750}, {33104, 72027, 2}, {33106, 72029, 2}, {33109, 72026, 2}, {33682, 71918, 17018}, {50314, 62834, 32914}, {62855, 64010, 32921}, {71873, 71981, 748}, {71978, 72021, 17122}, {71983, 72018, 17123}, {71988, 72031, 2}, {71991, 72025, 2}, {71992, 72033, 2}, {71993, 72028, 2}, {72032, 72043, 2}
X(72202) lies on these lines: {1, 16704}, {2, 2308}, {6, 32917}, {8, 902}, {9, 17763}, {10, 17126}, {31, 333}, {42, 37652}, {43, 19742}, {44, 32931}, {55, 32864}, {58, 31339}, {63, 17155}, {69, 16793}, {75, 896}, {86, 62846}, {171, 5278}, {192, 50756}, {238, 1150}, {239, 4414}, {319, 33156}, {321, 7262}, {519, 61155}, {560, 70443}, {740, 62838}, {748, 14829}, {750, 17277}, {752, 33108}, {756, 3769}, {846, 3187}, {899, 1740}, {1001, 32919}, {1125, 14996}, {1155, 17348}, {1376, 19723}, {1621, 4921}, {1654, 72002}, {1707, 4418}, {1743, 29828}, {1757, 26227}, {2177, 71934}, {2895, 3771}, {3011, 4416}, {3052, 4042}, {3218, 16825}, {3219, 4362}, {3240, 71921}, {3243, 72067}, {3416, 33115}, {3550, 4651}, {3578, 33084}, {3647, 64184}, {3683, 32915}, {3712, 10987}, {3720, 37683}, {3722, 49450}, {3741, 5361}, {3750, 71936}, {3757, 32912}, {3759, 46904}, {3772, 4683}, {3791, 28606}, {3840, 5372}, {3842, 9347}, {3883, 33120}, {3966, 33119}, {3994, 17336}, {4001, 33069}, {4009, 15492}, {4038, 71914}, {4046, 59580}, {4062, 17363}, {4189, 59303}, {4195, 59307}, {4357, 29636}, {4359, 4650}, {4361, 32845}, {4383, 32918}, {4384, 70907}, {4388, 24892}, {4392, 24616}, {4427, 49474}, {4430, 71517}, {4434, 63961}, {4438, 33075}, {4450, 32865}, {4512, 17156}, {4640, 32860}, {4641, 32771}, {4643, 32775}, {4645, 71994}, {4649, 71916}, {4655, 33129}, {4660, 33139}, {4661, 71520}, {4703, 33133}, {4831, 17365}, {4850, 4974}, {4933, 50077}, {4981, 17716}, {4991, 17013}, {5218, 37654}, {5220, 32927}, {5235, 50302}, {5248, 64072}, {5273, 33088}, {5737, 32772}, {5739, 29846}, {5745, 29849}, {5839, 14459}, {5847, 29643}, {6327, 33138}, {6536, 29841}, {6629, 52716}, {6646, 33143}, {6679, 32782}, {6685, 63074}, {6686, 63096}, {7075, 40586}, {8297, 51583}, {8616, 17135}, {8622, 71578}, {9345, 71913}, {10180, 62801}, {11679, 32930}, {12514, 27368}, {14552, 33171}, {15485, 29824}, {16405, 36635}, {16469, 29826}, {16484, 71933}, {16569, 71479}, {16690, 29767}, {16865, 67976}, {17017, 38000}, {17018, 71925}, {17121, 67211}, {17122, 71987}, {17123, 71984}, {17125, 71985}, {17137, 71472}, {17162, 49469}, {17242, 49995}, {17272, 29855}, {17332, 17602}, {17346, 69300}, {17347, 32856}, {17394, 53034}, {17770, 31019}, {17778, 29661}, {18194, 68750}, {20045, 49448}, {20064, 33109}, {20101, 71989}, {20154, 24602}, {21384, 69074}, {21747, 30970}, {24165, 67335}, {24325, 62795}, {24542, 33087}, {24597, 29631}, {24723, 33128}, {24789, 33067}, {24943, 37653}, {25101, 49990}, {25385, 49710}, {25453, 33083}, {25760, 35466}, {25959, 50304}, {25960, 37646}, {26034, 29850}, {26102, 37639}, {26580, 29658}, {26723, 33125}, {27065, 29649}, {29638, 49511}, {29640, 31034}, {29642, 32863}, {29665, 69299}, {29678, 62998}, {29681, 33064}, {29814, 71922}, {29827, 70483}, {29830, 31303}, {29839, 71941}, {29845, 37642}, {29852, 54311}, {29858, 31017}, {30653, 49482}, {30950, 37684}, {31241, 70481}, {31289, 71999}, {32776, 40940}, {32778, 56520}, {32779, 50308}, {32852, 33116}, {32859, 33130}, {32861, 33113}, {32911, 32916}, {32921, 62796}, {32922, 36263}, {32941, 70834}, {32944, 37660}, {32947, 33137}, {32948, 63140}, {32950, 33132}, {33066, 33127}, {33074, 33118}, {33076, 33114}, {33117, 63134}, {33134, 50755}, {34016, 56431}, {36277, 50314}, {37685, 43223}, {41629, 62821}, {42058, 72036}, {46196, 70491}, {48644, 59664}, {49470, 70520}, {49500, 54335}, {50306, 59547}, {59306, 70484}, {59312, 70482}, {60714, 71932}, {61358, 71915}, {62849, 71935}, {63100, 72004}, {69252, 70969}, {69530, 70735}, {71637, 72081}
X(72202) = reflection of X(29643) in X(54357)
X(72202) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 16704, 71924}, {8, 902, 71451}, {9, 17763, 64178}, {31, 333, 31330}, {42, 37652, 71923}, {43, 19742, 71920}, {63, 32914, 17155}, {171, 5278, 26037}, {238, 1150, 30942}, {748, 14829, 30957}, {1621, 4921, 32853}, {1707, 5271, 4418}, {3011, 4416, 33065}, {3052, 4042, 32945}, {3219, 4362, 32925}, {3550, 4651, 71917}, {3720, 37683, 71919}, {3791, 59624, 28606}, {4357, 61647, 29636}, {5361, 17127, 3741}, {8616, 17135, 71452}, {16704, 71478, 1}, {17349, 71477, 899}, {21747, 30970, 70419}, {24597, 50295, 29631}, {37646, 41002, 25960}, {37652, 71476, 42}
X(72203) lies on these lines: {1, 71606}, {2, 41002}, {6, 29822}, {8, 13735}, {10, 31}, {42, 63060}, {44, 26227}, {55, 19742}, {56, 70110}, {69, 24542}, {81, 3616}, {100, 17349}, {145, 958}, {171, 71987}, {238, 1150}, {239, 62838}, {333, 17127}, {391, 70970}, {524, 29830}, {748, 4871}, {752, 71994}, {896, 16825}, {902, 71927}, {956, 62401}, {1001, 16704}, {1125, 62846}, {1203, 16342}, {1707, 4359}, {1743, 46897}, {2177, 4946}, {2280, 4700}, {2308, 19684}, {3052, 4651}, {3187, 3683}, {3219, 3891}, {3240, 68966}, {3578, 33171}, {3624, 19334}, {3632, 8616}, {3635, 62849}, {3636, 62821}, {3686, 35263}, {3720, 71914}, {3741, 72018}, {3750, 71923}, {3769, 27065}, {3791, 71874}, {3840, 72024}, {3883, 33114}, {3896, 4512}, {3925, 20064}, {3938, 49449}, {3952, 16885}, {3966, 56520}, {3994, 4362}, {4126, 70453}, {4361, 4427}, {4384, 36277}, {4389, 33295}, {4414, 4974}, {4416, 33122}, {4423, 37639}, {4428, 20011}, {4442, 5698}, {4640, 4706}, {4643, 26230}, {4668, 32945}, {4701, 71918}, {4722, 29651}, {4753, 67207}, {4831, 25557}, {4921, 10453}, {4966, 31303}, {4981, 62834}, {5220, 20045}, {5235, 70419}, {5263, 30653}, {5284, 37683}, {5297, 17335}, {5361, 32942}, {5372, 71980}, {6679, 72008}, {6690, 63010}, {7262, 32914}, {7290, 46909}, {9347, 17260}, {11684, 19851}, {14594, 60954}, {14829, 71982}, {15485, 32919}, {16468, 29825}, {16484, 71924}, {16823, 62795}, {16884, 27811}, {16998, 20072}, {17017, 59624}, {17018, 71915}, {17123, 71986}, {17126, 17277}, {17135, 71909}, {17346, 33175}, {17347, 33148}, {17352, 33086}, {17595, 68958}, {19280, 19877}, {19732, 70482}, {19738, 43223}, {19819, 44446}, {20048, 61155}, {20101, 72014}, {20154, 70907}, {21242, 72038}, {21747, 50302}, {24596, 37233}, {24697, 29636}, {24725, 49710}, {24988, 37650}, {25760, 31229}, {26037, 72021}, {26228, 54280}, {26723, 32950}, {29631, 50296}, {29640, 31179}, {29681, 33066}, {29814, 41629}, {29823, 30564}, {29828, 41241}, {30652, 71981}, {30834, 32843}, {30970, 50300}, {31289, 72007}, {32779, 70969}, {32853, 50001}, {32911, 71476}, {32912, 49491}, {32929, 49468}, {33070, 54357}, {36263, 50023}, {37660, 70483}, {37679, 71479}, {37680, 71477}, {49488, 70520}, {49709, 70911}, {55432, 63087}, {57151, 64170}, {60714, 71920}, {70972, 72027}, {71977, 72023}
X(72203) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {8, 70834, 71912}, {10, 31, 72017}, {10, 72017, 71979}, {31, 5278, 71979}, {55, 19742, 71932}, {238, 1150, 71978}, {238, 30942, 72022}, {333, 17127, 24552}, {748, 71489, 71984}, {1001, 16704, 71933}, {1150, 72022, 30942}, {1621, 37652, 71936}, {3052, 4651, 71908}, {3052, 19723, 4651}, {5278, 72017, 10}, {7262, 32914, 32933}, {8616, 32864, 71929}, {17126, 17277, 71983}, {30942, 72022, 71978}
X(72204) lies on these lines: {1, 3210}, {2, 902}, {6, 4685}, {8, 51674}, {10, 31}, {11, 58443}, {35, 404}, {42, 19717}, {43, 70419}, {55, 11358}, {57, 29652}, {63, 36480}, {75, 17716}, {81, 519}, {86, 3750}, {87, 59314}, {100, 6685}, {142, 29672}, {149, 29845}, {171, 3741}, {200, 71634}, {210, 4672}, {238, 71977}, {354, 49473}, {516, 4220}, {518, 4697}, {528, 6703}, {551, 19336}, {612, 3923}, {726, 3920}, {740, 3745}, {748, 71983}, {750, 3840}, {752, 1211}, {846, 16830}, {894, 3961}, {896, 4981}, {899, 71943}, {908, 59726}, {940, 32941}, {1001, 16059}, {1010, 5255}, {1155, 6682}, {1185, 3997}, {1197, 2295}, {1201, 19284}, {1215, 70841}, {1376, 25496}, {1738, 29654}, {1914, 5750}, {1961, 3685}, {2177, 19684}, {2205, 70473}, {2223, 68710}, {2308, 4651}, {2309, 59315}, {2321, 63099}, {2345, 70461}, {2550, 25453}, {3052, 19744}, {3187, 4709}, {3240, 71917}, {3244, 62821}, {3306, 29668}, {3434, 29635}, {3589, 49732}, {3616, 37574}, {3625, 62846}, {3626, 32864}, {3634, 70834}, {3636, 24200}, {3679, 37652}, {3681, 71521}, {3683, 3842}, {3686, 60697}, {3696, 3791}, {3703, 50288}, {3720, 71414}, {3744, 24325}, {3746, 25526}, {3749, 10436}, {3757, 24342}, {3846, 63979}, {3891, 50117}, {3914, 29645}, {3915, 16454}, {3925, 6679}, {3938, 49479}, {3989, 4427}, {3993, 5311}, {3996, 4649}, {4011, 5268}, {4028, 4349}, {4038, 68969}, {4046, 17772}, {4061, 51196}, {4085, 34612}, {4090, 26223}, {4113, 4753}, {4195, 59311}, {4307, 32946}, {4359, 17469}, {4362, 5269}, {4363, 32920}, {4383, 50300}, {4386, 62420}, {4388, 72004}, {4413, 70942}, {4428, 15668}, {4432, 44307}, {4434, 44417}, {4450, 69294}, {4512, 39586}, {4641, 49457}, {4645, 32783}, {4669, 71916}, {4682, 49484}, {4683, 28508}, {4693, 34064}, {4703, 64016}, {4759, 27065}, {4797, 25384}, {4854, 17764}, {4871, 17122}, {4967, 33295}, {5248, 13738}, {5249, 29656}, {5266, 49598}, {5276, 17355}, {5297, 32930}, {5361, 17126}, {5429, 16821}, {5711, 67976}, {5847, 21085}, {5880, 26128}, {6327, 72002}, {6535, 50000}, {6686, 32944}, {8715, 43531}, {9345, 71928}, {9347, 32915}, {10198, 26027}, {10453, 37604}, {10459, 11115}, {14552, 48802}, {14555, 50303}, {16468, 59296}, {16477, 71931}, {16483, 19290}, {16484, 71911}, {16569, 70481}, {16825, 62834}, {16993, 68876}, {17018, 71451}, {17123, 71873}, {17124, 71978}, {17125, 72018}, {17127, 26037}, {17135, 71922}, {17140, 67210}, {17147, 29816}, {17155, 29815}, {17163, 50756}, {17184, 24692}, {17289, 33079}, {17303, 21793}, {17351, 42054}, {17369, 71490}, {17379, 36646}, {17495, 29819}, {17594, 29644}, {17602, 48643}, {17688, 30030}, {17766, 59628}, {17889, 29634}, {18134, 50301}, {19734, 48863}, {19742, 21747}, {19785, 29842}, {19786, 24715}, {19808, 33076}, {19853, 54354}, {20064, 72008}, {20101, 33082}, {20292, 32775}, {21214, 56768}, {21242, 37646}, {23812, 50748}, {24596, 31191}, {24693, 24789}, {24943, 72041}, {24987, 70222}, {25385, 66632}, {26230, 69253}, {27186, 29638}, {28512, 33075}, {28522, 32928}, {28550, 33100}, {29631, 33110}, {29636, 33131}, {29648, 33125}, {29653, 59692}, {29659, 63139}, {29686, 69251}, {29814, 71452}, {29829, 71940}, {29834, 33150}, {29838, 33147}, {29846, 33112}, {29847, 33134}, {29848, 31019}, {30038, 60686}, {30063, 33816}, {30097, 41346}, {30615, 50313}, {31136, 37639}, {31241, 71479}, {32771, 71520}, {32778, 50289}, {32779, 33072}, {32780, 32850}, {32782, 50304}, {32860, 49477}, {32865, 49720}, {32912, 49510}, {32916, 37540}, {32924, 62855}, {32933, 49520}, {32943, 37633}, {32949, 33175}, {33064, 50307}, {33073, 33160}, {33097, 33126}, {33132, 69755}, {33157, 49769}, {34607, 63055}, {35633, 37559}, {36534, 62865}, {37522, 50608}, {37593, 50293}, {37595, 49471}, {37674, 48805}, {37685, 49685}, {41011, 69299}, {42027, 70556}, {42051, 49472}, {42055, 49465}, {42058, 63100}, {48810, 72001}, {48854, 62818}, {49458, 62819}, {49469, 58820}, {49488, 62845}, {49505, 62240}, {49508, 71793}, {49705, 70914}, {49988, 71926}, {50018, 71631}, {50284, 70517}, {50291, 56078}, {50316, 63057}, {54286, 54373}, {57280, 59303}, {59302, 62805}, {59306, 71478}, {59312, 71476}, {59565, 71423}, {60684, 63136}, {60714, 71907}, {61358, 71927}, {62711, 70485}, {63056, 71939}, {69556, 71453}
X(72204) = midpoint of X(i) and X(j) for these {i,j}: {81, 32945}, {3920, 4418}, {32928, 64010}
X(72204) = reflection of X(71518) in X(4697)
X(72204) = complement of X(32947)
X(72204) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 3980, 24165}, {1, 32932, 4970}, {2, 33109, 21241}, {8, 62841, 71925}, {31, 71979, 10}, {42, 70482, 33682}, {55, 50302, 43223}, {86, 71910, 3750}, {100, 32772, 6685}, {171, 5263, 3741}, {210, 4672, 71515}, {238, 71981, 71977}, {612, 3923, 3971}, {750, 24552, 3840}, {940, 32941, 42057}, {2308, 4651, 71921}, {3744, 24325, 71517}, {3749, 10436, 29651}, {4359, 17469, 50023}, {4362, 50314, 62226}, {5263, 72019, 171}, {5269, 50314, 4362}, {5297, 32930, 59517}, {5311, 32929, 3993}, {17122, 32942, 4871}, {17126, 31330, 71489}, {17155, 29815, 49464}, {19684, 71908, 2177}, {24552, 72021, 750}, {32783, 72039, 4645}, {32860, 62807, 49477}, {33104, 72031, 2}, {33109, 72029, 2}, {33682, 71450, 42}, {59692, 64174, 29653}, {62821, 71929, 3244}, {62845, 63131, 49488}, {71978, 72023, 17124}, {71979, 72017, 31}, {71981, 72016, 238}, {71988, 72033, 2}, {71989, 72027, 2}, {71991, 72026, 2}, {72002, 72037, 6327}, {72004, 72036, 4388}, {72028, 72043, 2}
X(72205) lies on these lines: {2, 41002}, {6, 71479}, {10, 72023}, {11, 20064}, {31, 3840}, {42, 71914}, {43, 71916}, {55, 37639}, {81, 59297}, {100, 20012}, {145, 5217}, {165, 3896}, {171, 1150}, {238, 71986}, {239, 9352}, {320, 29665}, {333, 71983}, {614, 24593}, {750, 5278}, {752, 29662}, {896, 29649}, {899, 63060}, {902, 71928}, {1155, 3187}, {1376, 16704}, {1621, 37684}, {1707, 4358}, {1724, 49993}, {2177, 71922}, {3035, 63010}, {3052, 29824}, {3218, 3769}, {3240, 41629}, {3244, 17782}, {3474, 4442}, {3550, 32919}, {3741, 72017}, {3750, 71919}, {3775, 72031}, {3923, 9340}, {4252, 17751}, {4257, 49492}, {4312, 48645}, {4413, 19742}, {4421, 20011}, {4434, 32912}, {4450, 11269}, {4641, 59596}, {4650, 17763}, {4655, 29683}, {4871, 72024}, {4921, 59296}, {4972, 37642}, {5021, 70492}, {5204, 20040}, {5263, 5372}, {5269, 46909}, {5361, 71981}, {5432, 31034}, {6327, 37646}, {6679, 72007}, {6685, 19738}, {6690, 63056}, {7081, 62795}, {9342, 17349}, {9347, 38000}, {9350, 71921}, {9780, 64424}, {10453, 71912}, {11346, 49999}, {11680, 20101}, {11681, 20077}, {14552, 70970}, {14829, 17126}, {16342, 37559}, {17018, 71913}, {17122, 71987}, {17127, 71982}, {17135, 37540}, {17150, 17595}, {17227, 29874}, {17297, 29866}, {18141, 24542}, {19684, 32916}, {21242, 72037}, {21747, 70942}, {23958, 32922}, {24627, 62807}, {25957, 31229}, {25959, 41806}, {29658, 33067}, {29829, 44419}, {30567, 36277}, {30652, 32942}, {30653, 71980}, {30834, 32949}, {30957, 72022}, {32853, 71927}, {32859, 66632}, {32864, 56010}, {32917, 37604}, {32918, 62841}, {32926, 67335}, {33070, 59491}, {33088, 51583}, {36279, 39766}, {37589, 49687}, {37633, 71476}, {37660, 70482}, {37674, 71478}, {41261, 62827}, {46897, 62812}, {49486, 63212}, {49990, 59544}, {50252, 69230}, {54352, 71520}, {56009, 71923}, {58443, 72008}, {59572, 63009}, {59679, 61358}, {60714, 71924}, {61155, 71930}, {61156, 71931}, {63078, 63140}, {69231, 70158}, {70972, 72033}
X(72205) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 3840, 72018}, {31, 71984, 71978}, {55, 37639, 71933}, {100, 37683, 71936}, {171, 1150, 71979}, {171, 31330, 72021}, {750, 71489, 5278}, {1150, 72021, 31330}, {1376, 16704, 71932}, {3052, 29824, 71909}, {3218, 3769, 3891}, {3550, 32919, 71929}, {3840, 72018, 71978}, {4650, 17763, 32933}, {6685, 62846, 19738}, {14829, 17126, 24552}, {17127, 71985, 71982}, {17135, 37540, 71908}, {31330, 72021, 71979}, {71984, 72018, 3840}
X(72206) lies on these lines: {1, 979}, {2, 902}, {6, 42057}, {9, 29652}, {10, 748}, {11, 6679}, {21, 36}, {31, 3840}, {42, 70483}, {43, 70485}, {55, 70942}, {56, 19532}, {63, 29668}, {86, 65039}, {100, 6686}, {149, 29850}, {171, 4871}, {190, 17598}, {210, 49473}, {226, 29672}, {238, 333}, {321, 50023}, {354, 4672}, {497, 25453}, {516, 19649}, {518, 71515}, {519, 5315}, {551, 4656}, {595, 3831}, {614, 3923}, {667, 23825}, {726, 7191}, {750, 71982}, {752, 69092}, {894, 29820}, {899, 71450}, {908, 29656}, {940, 50300}, {946, 13732}, {968, 29650}, {982, 4676}, {983, 17353}, {984, 72053}, {1001, 16058}, {1009, 28364}, {1100, 3985}, {1201, 11319}, {1203, 35633}, {1215, 1279}, {1621, 6685}, {1724, 50608}, {2177, 71909}, {2241, 70468}, {2308, 29824}, {3009, 71624}, {3058, 4085}, {3175, 49472}, {3219, 4759}, {3240, 71452}, {3244, 4082}, {3246, 44417}, {3305, 36480}, {3315, 32940}, {3329, 68876}, {3589, 49736}, {3616, 56989}, {3624, 19278}, {3625, 71932}, {3666, 4432}, {3683, 6682}, {3685, 4970}, {3706, 4974}, {3720, 4368}, {3742, 4697}, {3744, 59511}, {3750, 71864}, {3756, 59574}, {3775, 41002}, {3836, 63979}, {3870, 71634}, {3873, 71521}, {3891, 4135}, {3912, 60686}, {3920, 59517}, {3925, 31289}, {3938, 4090}, {3941, 24659}, {3952, 67210}, {3961, 72059}, {3980, 5272}, {3989, 29823}, {3993, 17017}, {3995, 29819}, {3996, 49988}, {4001, 49710}, {4030, 49700}, {4195, 21214}, {4358, 17469}, {4362, 7290}, {4383, 4685}, {4387, 32921}, {4388, 29637}, {4418, 7292}, {4423, 25501}, {4438, 17721}, {4514, 33159}, {4645, 72003}, {4720, 59303}, {4865, 17279}, {4906, 17351}, {5211, 33167}, {5255, 13741}, {5263, 17123}, {5264, 46827}, {5266, 25079}, {5294, 29655}, {5332, 71492}, {5372, 17127}, {5737, 8692}, {5739, 50311}, {5743, 48810}, {6057, 17769}, {6327, 29677}, {6381, 18064}, {6692, 25377}, {8669, 25591}, {9340, 24593}, {9350, 71908}, {10453, 16468}, {10459, 56983}, {11115, 28352}, {13735, 37617}, {16466, 67976}, {16469, 39594}, {16477, 71935}, {16486, 48832}, {16706, 33095}, {16825, 62226}, {17024, 32925}, {17122, 25531}, {17124, 72017}, {17125, 71979}, {17126, 30957}, {17135, 71921}, {17165, 29818}, {17280, 32866}, {17339, 62994}, {17350, 62865}, {17352, 32865}, {17354, 33169}, {17355, 33854}, {17357, 28595}, {17597, 32935}, {17716, 18743}, {17722, 33116}, {17777, 33152}, {18141, 50303}, {18792, 28360}, {19742, 31136}, {20064, 72007}, {20101, 72009}, {20363, 23533}, {21747, 37639}, {24210, 29654}, {24425, 36862}, {24542, 33105}, {24668, 59625}, {24692, 69251}, {24703, 26128}, {24943, 72042}, {25440, 27639}, {25492, 37603}, {25502, 70484}, {26093, 37608}, {26098, 29642}, {26102, 70419}, {26223, 49479}, {26230, 69173}, {26580, 29686}, {27131, 29848}, {27184, 29660}, {28508, 33067}, {28512, 33078}, {28522, 32924}, {28530, 59477}, {28550, 33102}, {29632, 33107}, {29638, 31053}, {29649, 62834}, {29666, 32776}, {29815, 64178}, {29816, 31035}, {29827, 71476}, {29836, 33153}, {29840, 33164}, {29844, 33163}, {29851, 33112}, {29852, 33134}, {29853, 31019}, {30030, 33817}, {30038, 33816}, {30947, 37604}, {30950, 70482}, {31028, 70689}, {31137, 37683}, {31191, 51783}, {31241, 71478}, {32843, 33173}, {32844, 33157}, {32915, 49477}, {32918, 70834}, {32923, 41242}, {32931, 62806}, {32938, 62814}, {32945, 37680}, {33071, 33158}, {33072, 49769}, {33079, 49709}, {33096, 33124}, {33172, 50304}, {37679, 48805}, {41011, 49676}, {41269, 70734}, {41851, 71582}, {42054, 49465}, {48867, 62844}, {49448, 70742}, {49455, 56082}, {49535, 62869}, {49685, 63074}, {49705, 63134}, {50316, 63037}, {56009, 71910}, {59593, 62630}, {59692, 71085}, {60714, 71911}, {62673, 63969}, {62815, 72096}, {63010, 71939}, {67983, 69268}
X(72206) = midpoint of X(i) and X(j) for these {i,j}: {7191, 32930}, {32911, 32943}, {32938, 62814}
X(72206) = complement of X(32948)
X(72206) = crosspoint of X(86) and X(17743)
X(72206) = crosssum of X(42) and X(2275)
X(72206) = crossdifference of every pair of points on line {55210, 69101}
X(72206) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4011, 3971}, {2, 902, 59679}, {2, 33106, 21241}, {31, 71978, 3840}, {171, 71980, 4871}, {238, 32942, 3741}, {354, 4672, 71518}, {614, 3923, 24165}, {748, 24552, 10}, {1001, 25496, 43223}, {1125, 40998, 4425}, {1215, 1279, 71517}, {1621, 32944, 6685}, {2308, 29824, 71922}, {3685, 29821, 4970}, {3744, 59511, 70841}, {3915, 5192, 10}, {4383, 32941, 4685}, {4423, 50302, 25501}, {4906, 17351, 42055}, {5263, 17123, 71977}, {5284, 32772, 1125}, {10453, 16468, 71925}, {17024, 32925, 49464}, {17127, 30942, 71489}, {24552, 72022, 748}, {25531, 72016, 17122}, {29637, 72040, 4388}, {29677, 72038, 6327}, {32931, 62806, 71520}, {32942, 72020, 238}, {33104, 72032, 2}, {33106, 72030, 2}, {61358, 71928, 3244}, {71873, 71980, 171}, {71978, 72018, 31}, {71979, 72024, 17125}, {71988, 72028, 2}, {71989, 72034, 2}, {71990, 72025, 2}, {72003, 72035, 4645}, {72027, 72044, 2}
X(72207) lies on these lines: {1, 19278}, {2, 2308}, {3, 67976}, {8, 37608}, {10, 750}, {11, 752}, {31, 3840}, {35, 35633}, {36, 100}, {42, 37639}, {43, 37683}, {44, 24003}, {46, 17733}, {55, 42057}, {57, 4362}, {58, 3831}, {63, 3971}, {81, 6685}, {149, 28562}, {165, 39594}, {171, 3741}, {238, 4871}, {239, 1054}, {244, 24593}, {312, 4650}, {320, 17719}, {333, 17122}, {350, 65185}, {354, 71517}, {404, 59303}, {517, 38484}, {518, 4434}, {524, 3035}, {527, 4396}, {540, 3814}, {551, 9345}, {672, 61234}, {726, 3218}, {740, 1155}, {748, 71986}, {799, 5209}, {896, 4358}, {899, 16704}, {902, 29824}, {908, 17770}, {940, 32916}, {982, 3769}, {1125, 5315}, {1211, 58443}, {1215, 71518}, {1376, 4685}, {1428, 3911}, {1475, 70492}, {1575, 50252}, {1580, 3912}, {1647, 70909}, {1707, 4011}, {1724, 46827}, {1737, 38456}, {1738, 50755}, {1757, 5205}, {1918, 29746}, {1961, 38000}, {1999, 4970}, {2177, 3244}, {2321, 69230}, {2887, 37646}, {3008, 24602}, {3011, 49676}, {3120, 24692}, {3219, 59517}, {3240, 49685}, {3306, 16825}, {3336, 67983}, {3550, 10453}, {3570, 62630}, {3625, 71927}, {3634, 5235}, {3662, 29658}, {3664, 37670}, {3685, 70219}, {3699, 49712}, {3712, 59665}, {3717, 49994}, {3745, 6682}, {3750, 71930}, {3751, 71634}, {3752, 3791}, {3836, 35466}, {3846, 37634}, {3868, 8669}, {3873, 71520}, {3916, 63800}, {3950, 41423}, {3952, 62659}, {3977, 6541}, {3980, 11679}, {3993, 4414}, {4001, 69299}, {4003, 49472}, {4028, 10164}, {4090, 32912}, {4135, 32933}, {4253, 70491}, {4360, 17593}, {4388, 71995}, {4392, 49464}, {4416, 16997}, {4425, 39595}, {4598, 34252}, {4607, 70835}, {4641, 59511}, {4645, 21241}, {4649, 71913}, {4655, 17720}, {4660, 11269}, {4672, 30818}, {4684, 50748}, {4689, 49471}, {4693, 65166}, {4697, 44417}, {4850, 49477}, {4921, 9342}, {4946, 49497}, {4974, 16610}, {4991, 17012}, {5057, 28508}, {5087, 28570}, {5264, 50608}, {5269, 29652}, {5278, 17124}, {5361, 26037}, {5372, 31330}, {5745, 29653}, {6327, 29662}, {6649, 9436}, {6679, 69092}, {6686, 32911}, {6703, 71328}, {6718, 63844}, {6745, 34379}, {7081, 32913}, {7262, 18743}, {8666, 64752}, {9330, 24616}, {9332, 46922}, {9350, 71932}, {9352, 32860}, {9454, 70119}, {10449, 37603}, {11246, 48643}, {11814, 49710}, {15481, 42056}, {15485, 30947}, {15571, 23845}, {16192, 35629}, {16566, 59636}, {16569, 37652}, {16570, 30568}, {17018, 71919}, {17121, 17779}, {17126, 30942}, {17127, 30957}, {17135, 71450}, {17155, 23958}, {17184, 29683}, {17232, 29858}, {17277, 71464}, {17291, 29859}, {17300, 29640}, {17349, 25528}, {17379, 29825}, {17449, 20045}, {17474, 70490}, {17495, 50756}, {17595, 32921}, {17601, 49470}, {17731, 62530}, {17765, 51463}, {17766, 26015}, {18141, 29642}, {18201, 32922}, {19284, 59307}, {20064, 71988}, {20101, 33106}, {20541, 44379}, {21071, 69231}, {21257, 29558}, {21747, 70483}, {22045, 53389}, {24169, 40940}, {24200, 50754}, {24325, 37520}, {24695, 28808}, {24980, 69821}, {25385, 50307}, {25440, 59302}, {25453, 37642}, {25501, 37674}, {25760, 50304}, {26034, 29635}, {26102, 71476}, {26227, 49479}, {26840, 33152}, {27003, 32914}, {28498, 61649}, {28512, 32844}, {28522, 32845}, {28870, 66628}, {29631, 33086}, {29645, 54311}, {29650, 62845}, {29655, 63134}, {29665, 33069}, {29668, 62834}, {29670, 62819}, {29671, 59491}, {29676, 50289}, {29678, 63056}, {29687, 56520}, {29827, 70419}, {29845, 33083}, {29846, 32863}, {30950, 71478}, {31241, 70482}, {31242, 70485}, {32846, 32851}, {32848, 51583}, {32857, 37759}, {32925, 67335}, {32927, 62235}, {32931, 62795}, {32941, 37540}, {32948, 33142}, {33064, 66632}, {33067, 33133}, {33068, 33135}, {33078, 33119}, {33079, 33121}, {33115, 49769}, {33863, 71487}, {36263, 49520}, {37524, 64184}, {37653, 72004}, {37660, 50302}, {37675, 63978}, {39584, 61763}, {42058, 72038}, {44307, 59624}, {45751, 61235}, {49535, 54352}, {49696, 49989}, {49697, 49991}, {49988, 56009}, {49999, 52680}, {50017, 58863}, {53393, 69029}, {53602, 70907}, {56530, 69085}, {60714, 71935}, {61358, 71914}, {62815, 72069}
X(72207) = midpoint of X(i) and X(j) for these {i,j}: {100, 32919}, {3218, 17763}, {32927, 62235}
X(72207) = reflection of X(i) in X(j) for these {i,j}: {70841, 4434}, {71085, 3911}
X(72207) = complement of X(32843)
X(72207) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 71984, 3840}, {42, 37639, 71922}, {42, 71479, 59679}, {43, 37683, 71925}, {57, 4362, 24165}, {63, 29649, 3971}, {81, 32918, 6685}, {171, 14829, 3741}, {238, 71985, 4871}, {333, 17122, 71977}, {750, 1150, 10}, {899, 16704, 71921}, {902, 29824, 71414}, {940, 32916, 43223}, {1376, 32853, 4685}, {1707, 30567, 4011}, {1999, 17596, 4970}, {2177, 71933, 3244}, {3240, 71924, 49685}, {3550, 10453, 71918}, {3977, 49990, 6541}, {3980, 11679, 62226}, {4641, 59511, 71515}, {4645, 33140, 21241}, {17126, 30942, 49482}, {26034, 63078, 29635}, {32917, 37633, 1125}, {32931, 62795, 71521}, {37639, 71479, 42}, {37684, 71477, 1}, {56009, 71934, 49988}, {59679, 71922, 42}, {70907, 70940, 53602}
X(72208) lies on these lines: {1, 37652}, {2, 2308}, {6, 43223}, {8, 8616}, {9, 3971}, {10, 31}, {21, 59303}, {37, 3791}, {38, 50023}, {42, 19742}, {43, 2309}, {44, 1215}, {55, 4685}, {63, 16825}, {69, 29642}, {75, 7262}, {81, 1125}, {171, 17277}, {191, 67983}, {210, 70841}, {238, 333}, {239, 846}, {319, 33158}, {405, 67976}, {516, 1746}, {518, 71517}, {519, 1621}, {551, 62821}, {726, 3219}, {740, 3683}, {748, 1150}, {750, 71987}, {752, 3925}, {873, 6629}, {896, 4359}, {899, 59679}, {902, 4651}, {940, 25501}, {966, 70461}, {968, 49488}, {1001, 32853}, {1046, 16817}, {1100, 10180}, {1107, 58391}, {1193, 18169}, {1197, 2238}, {1211, 6679}, {1376, 16396}, {1580, 30038}, {1654, 32783}, {1698, 70484}, {1707, 3980}, {1754, 45305}, {1757, 3757}, {1914, 3686}, {1961, 17260}, {2162, 37673}, {2177, 71932}, {2280, 4028}, {2651, 12047}, {2895, 29632}, {3008, 24169}, {3011, 69299}, {3187, 3993}, {3240, 71920}, {3244, 62849}, {3305, 29649}, {3550, 59296}, {3578, 24542}, {3625, 71929}, {3626, 32945}, {3647, 64185}, {3666, 4974}, {3681, 71520}, {3687, 8300}, {3691, 4039}, {3706, 4432}, {3707, 4104}, {3720, 16704}, {3739, 4697}, {3740, 4434}, {3744, 49457}, {3745, 3842}, {3750, 71934}, {3751, 29651}, {3759, 17592}, {3769, 17335}, {3771, 5739}, {3772, 4703}, {3775, 49724}, {3821, 26723}, {3846, 35466}, {3876, 8669}, {3883, 29673}, {3891, 49520}, {3896, 50018}, {3923, 5271}, {3938, 49510}, {3961, 60731}, {3966, 4438}, {3967, 15492}, {3989, 17150}, {3995, 50756}, {4001, 49676}, {4011, 11679}, {4030, 49693}, {4038, 41629}, {4042, 32941}, {4090, 26227}, {4199, 71288}, {4357, 29654}, {4361, 32934}, {4383, 32916}, {4388, 21241}, {4416, 16998}, {4425, 40940}, {4426, 62420}, {4640, 17348}, {4641, 24325}, {4643, 26128}, {4645, 71996}, {4649, 71915}, {4650, 19804}, {4655, 24789}, {4669, 71912}, {4672, 31993}, {4683, 33129}, {4709, 32929}, {4759, 32930}, {4871, 14829}, {4886, 33160}, {4921, 5284}, {4981, 17469}, {4991, 17011}, {5197, 59491}, {5220, 32920}, {5235, 32772}, {5241, 58443}, {5248, 59302}, {5249, 17770}, {5257, 63099}, {5259, 35633}, {5276, 63978}, {5361, 30942}, {5372, 30957}, {5737, 25496}, {5745, 71085}, {5750, 60697}, {5847, 29653}, {6327, 71994}, {6536, 29833}, {6626, 7304}, {6646, 33147}, {6685, 32911}, {6686, 32918}, {6734, 70222}, {7226, 49464}, {7290, 29652}, {7766, 17331}, {9345, 71914}, {9534, 54354}, {10453, 15485}, {11319, 59307}, {11358, 36635}, {12514, 54373}, {13405, 63087}, {15481, 42054}, {16475, 29644}, {16484, 71935}, {16569, 71419}, {16814, 72054}, {16819, 40749}, {16823, 32913}, {17018, 49685}, {17061, 17332}, {17125, 71984}, {17126, 26037}, {17127, 31330}, {17135, 71414}, {17275, 21793}, {17330, 70972}, {17340, 48644}, {17346, 33084}, {17347, 33103}, {17352, 33174}, {17715, 49450}, {17763, 27065}, {17766, 25006}, {18192, 49997}, {18792, 28247}, {19732, 50302}, {19734, 62805}, {19786, 24697}, {19856, 26044}, {19862, 62846}, {20064, 71989}, {20101, 71991}, {20154, 24586}, {20292, 28508}, {21384, 40955}, {21747, 59306}, {22343, 28248}, {23570, 44451}, {24210, 50755}, {24259, 24592}, {24331, 62819}, {24597, 29635}, {24692, 69253}, {24723, 33132}, {25354, 69544}, {25453, 50295}, {25502, 37684}, {25512, 69840}, {25957, 50304}, {26038, 56010}, {26102, 37683}, {26724, 33067}, {27538, 71415}, {28512, 33072}, {28522, 32936}, {28562, 33110}, {28606, 49477}, {29637, 37653}, {29640, 62998}, {29645, 61647}, {29661, 31034}, {29669, 59406}, {29670, 71634}, {29671, 54357}, {29672, 49511}, {29678, 63010}, {29681, 33065}, {29814, 71924}, {29821, 38000}, {29827, 70485}, {29830, 71941}, {29839, 62989}, {29844, 64153}, {29846, 37656}, {29850, 33083}, {29851, 32863}, {29865, 31037}, {29869, 31017}, {30950, 37639}, {31241, 70483}, {31264, 41241}, {31289, 69092}, {32771, 71521}, {32773, 50296}, {32777, 50308}, {32778, 70969}, {32779, 70718}, {32860, 62838}, {32861, 33116}, {32912, 49479}, {32924, 62796}, {32928, 33761}, {32933, 50117}, {32947, 33139}, {33066, 33130}, {33075, 33115}, {33076, 33118}, {33078, 49769}, {33126, 71536}, {33144, 54280}, {35263, 70516}, {36480, 62834}, {37593, 49489}, {37660, 70942}, {39586, 62842}, {39594, 66515}, {41011, 49710}, {42058, 72037}, {45313, 54279}, {49508, 71794}, {49988, 60714}, {56520, 69252}, {58386, 69543}, {59297, 63050}, {59312, 70419}, {61358, 63060}, {63100, 72002}, {69550, 70658}, {70159, 71204}
X(72208) = midpoint of X(i) and X(j) for these {i,j}: {1621, 32864}, {3219, 32914}
X(72208) = complement of X(32949)
X(72208) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 37652, 71925}, {2, 2308, 33682}, {8, 8616, 71918}, {9, 4362, 3971}, {31, 5278, 10}, {42, 19742, 71921}, {44, 1215, 71515}, {63, 16825, 24165}, {171, 17277, 71977}, {238, 333, 3741}, {239, 846, 4970}, {748, 1150, 3840}, {902, 4651, 71450}, {1001, 32853, 42057}, {1707, 4384, 3980}, {3578, 24542, 33081}, {3686, 59692, 21085}, {3720, 16704, 71922}, {3923, 5271, 62226}, {4388, 33138, 21241}, {4641, 24325, 71518}, {4921, 5284, 32919}, {4974, 59624, 3666}, {5259, 64072, 35633}, {14829, 17123, 4871}, {17018, 71923, 49685}, {17127, 31330, 49482}, {17349, 71476, 43}, {17763, 27065, 59517}, {19742, 71478, 42}, {21747, 59306, 70482}, {32911, 32917, 6685}, {32918, 37680, 6686}, {35466, 41002, 3846}, {60714, 71931, 49988}, {62849, 71936, 3244}
X(72209) lies on these lines: {1, 63057}, {2, 21747}, {10, 20077}, {31, 29637}, {42, 20086}, {43, 63009}, {58, 19879}, {63, 32847}, {69, 3550}, {141, 72026}, {165, 6776}, {171, 1211}, {193, 42043}, {238, 72001}, {333, 71991}, {524, 60714}, {750, 72010}, {752, 14829}, {896, 33078}, {902, 32863}, {1150, 33109}, {1155, 32861}, {1707, 29674}, {2308, 33086}, {2887, 41806}, {3052, 33087}, {3218, 32866}, {3416, 4650}, {3474, 49474}, {3632, 4299}, {3679, 14552}, {3741, 20101}, {3769, 4655}, {3775, 72019}, {3791, 33068}, {3840, 72040}, {3961, 4001}, {4085, 41629}, {4090, 20072}, {4337, 69275}, {4362, 32857}, {4388, 71995}, {4421, 40341}, {4434, 33066}, {4450, 32919}, {4525, 56807}, {4640, 32846}, {4641, 33079}, {4645, 33138}, {4649, 44419}, {4660, 37683}, {4682, 24697}, {5361, 71989}, {5372, 33104}, {5737, 50301}, {5739, 56010}, {5847, 17596}, {6327, 33140}, {7081, 17770}, {7186, 22275}, {9340, 32779}, {9965, 49532}, {15485, 18141}, {16704, 32948}, {17126, 32783}, {17127, 72003}, {17236, 29842}, {17288, 29656}, {17364, 29670}, {17591, 51192}, {17763, 33099}, {19856, 70484}, {20064, 30942}, {20290, 29846}, {24943, 30652}, {26034, 29633}, {26792, 62659}, {28498, 33071}, {28512, 29840}, {28570, 33096}, {29640, 32949}, {29646, 62842}, {29659, 62812}, {29677, 30653}, {30614, 62865}, {31301, 71117}, {31330, 72039}, {32782, 72029}, {32843, 71479}, {32854, 67335}, {32913, 63134}, {32946, 71477}, {32947, 37639}, {33067, 33147}, {33074, 62795}, {33084, 37540}, {33102, 50756}, {36634, 63037}, {37604, 50295}, {37674, 50296}, {50315, 71910}, {54429, 59311}, {59679, 62998}, {69092, 72030}, {71984, 71990}
X(72209) = reflection of X(i) in X(j) for these {i,j}: {33106, 14829}, {62998, 59679}
X(72209) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 33085, 29637}, {31, 33172, 72025}, {171, 33082, 72004}, {896, 33078, 33164}, {3416, 4650, 33167}, {3741, 20101, 72036}, {3769, 4655, 33152}, {4645, 71489, 33138}, {17126, 33080, 32783}, {17127, 72007, 72003}, {20064, 30942, 72035}, {26034, 62841, 29633}, {33085, 72025, 33172}, {33172, 72025, 29637}
X(72210) lies on these lines: {1, 26061}, {2, 11}, {6, 33173}, {10, 62806}, {21, 19836}, {31, 29637}, {37, 1180}, {38, 29660}, {141, 17127}, {171, 29677}, {238, 24943}, {312, 26230}, {404, 49553}, {614, 32779}, {740, 29852}, {748, 32783}, {750, 72003}, {902, 33174}, {968, 3624}, {984, 29686}, {1125, 24165}, {1215, 29638}, {1279, 29667}, {1386, 32858}, {1617, 28780}, {1699, 56522}, {1962, 29646}, {2308, 33087}, {2975, 17526}, {3052, 33086}, {3242, 33166}, {3295, 56996}, {3436, 56987}, {3589, 17018}, {3616, 17698}, {3617, 25992}, {3666, 29666}, {3681, 17353}, {3685, 32774}, {3703, 17024}, {3744, 17357}, {3750, 29663}, {3763, 33083}, {3771, 32944}, {3772, 29871}, {3873, 5294}, {3877, 19869}, {3891, 17280}, {3896, 17367}, {3912, 62807}, {3920, 17279}, {3923, 33123}, {3932, 29815}, {3936, 70481}, {3938, 33159}, {3957, 38047}, {4000, 64010}, {4011, 32775}, {4023, 63096}, {4085, 71452}, {4188, 25914}, {4358, 29634}, {4383, 33175}, {4387, 33155}, {4388, 72018}, {4392, 44416}, {4417, 70483}, {4432, 32776}, {4443, 27658}, {4651, 17352}, {4671, 17061}, {4672, 33069}, {4676, 17184}, {4850, 59692}, {4966, 37685}, {4989, 50306}, {5057, 25527}, {5192, 11681}, {5231, 56521}, {5248, 19881}, {5253, 37176}, {5260, 13742}, {5550, 41818}, {5695, 33150}, {5718, 29866}, {5741, 70485}, {6327, 71873}, {6679, 30942}, {7191, 32777}, {7226, 71322}, {7290, 33075}, {7677, 56366}, {8616, 32781}, {11688, 56778}, {14923, 25904}, {15485, 69294}, {16020, 19822}, {16468, 33081}, {16477, 71941}, {16484, 29647}, {16706, 32929}, {17017, 33158}, {17023, 62840}, {17056, 29870}, {17122, 72005}, {17123, 72002}, {17124, 72029}, {17125, 72004}, {17126, 69092}, {17150, 17233}, {17165, 17354}, {17234, 70482}, {17283, 72016}, {17284, 33078}, {17290, 33102}, {17291, 32950}, {17342, 69301}, {17358, 69296}, {17380, 27804}, {17469, 29674}, {17550, 30176}, {17592, 29684}, {17597, 33170}, {17598, 33161}, {17599, 32849}, {17716, 29687}, {17717, 29865}, {17720, 29874}, {17721, 29872}, {18139, 70419}, {19866, 31259}, {23958, 59574}, {24217, 29863}, {24295, 29672}, {24325, 29853}, {25453, 32943}, {25496, 29632}, {25957, 49482}, {25959, 63979}, {26034, 70834}, {26037, 31289}, {26065, 62235}, {26128, 32930}, {26223, 33124}, {26724, 50314}, {26911, 56537}, {26986, 27263}, {27064, 33122}, {29596, 63134}, {29633, 62849}, {29642, 32772}, {29652, 33115}, {29654, 32915}, {29656, 32931}, {29665, 30818}, {29668, 33119}, {29675, 31264}, {29681, 44417}, {29818, 33169}, {29819, 33092}, {29821, 33156}, {29831, 32926}, {29836, 32920}, {29846, 37651}, {29848, 59511}, {29850, 32941}, {29851, 50302}, {29855, 33133}, {29858, 33105}, {29860, 33127}, {29867, 33141}, {29869, 33111}, {30811, 33107}, {30965, 39673}, {31134, 72035}, {31151, 72037}, {31237, 33106}, {31252, 71993}, {32864, 50311}, {32911, 33171}, {32949, 50300}, {33093, 38315}, {33117, 49473}, {33131, 49484}, {33144, 41242}, {33163, 62814}, {33165, 67210}, {49768, 62866}, {50315, 71923}, {52367, 56780}, {54311, 62838}, {63051, 71932}, {63074, 71937}, {72006, 72034}
X(72210) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 33157, 32862}, {2, 5263, 72014}, {2, 24552, 33108}, {2, 32942, 11680}, {2, 71978, 72013}, {31, 29637, 33172}, {171, 29677, 71999}, {238, 24943, 32782}, {748, 32783, 72000}, {3744, 17357, 29679}, {3923, 33123, 33146}, {7191, 32777, 33089}, {17284, 62834, 33078}, {24295, 29672, 32771}, {24943, 72028, 238}, {26128, 32930, 33151}, {29637, 72025, 31}, {29846, 70942, 37651}, {32783, 72030, 748}, {72002, 72032, 17123}, {72003, 72026, 750}, {72005, 72027, 17122}
X(72211) lies on these lines: {2, 41002}, {6, 33086}, {8, 2094}, {10, 62795}, {31, 29637}, {55, 32863}, {57, 33075}, {63, 32862}, {69, 100}, {81, 26034}, {141, 17126}, {144, 4756}, {171, 32782}, {238, 71999}, {320, 26227}, {333, 72014}, {519, 62868}, {524, 3240}, {599, 33175}, {748, 72009}, {750, 33082}, {752, 30942}, {896, 29674}, {902, 33087}, {940, 33083}, {1150, 4645}, {1155, 33077}, {1330, 11681}, {1376, 2895}, {1621, 63140}, {1654, 71983}, {1707, 33157}, {1999, 32950}, {2308, 33174}, {2886, 5372}, {2979, 22275}, {3052, 33173}, {3187, 33068}, {3218, 3416}, {3434, 37655}, {3474, 64010}, {3550, 33081}, {3578, 59296}, {3681, 4001}, {3687, 9352}, {3703, 67335}, {3758, 26251}, {3769, 17184}, {3791, 33125}, {3873, 49466}, {3883, 64149}, {3891, 26840}, {3912, 62838}, {3925, 5361}, {3936, 71477}, {3952, 17347}, {3966, 27003}, {3974, 20078}, {4003, 28538}, {4023, 61156}, {4026, 14996}, {4030, 4430}, {4062, 17601}, {4085, 71924}, {4357, 9347}, {4362, 33067}, {4388, 71984}, {4392, 5846}, {4413, 37656}, {4414, 32846}, {4416, 63961}, {4417, 20290}, {4427, 17233}, {4429, 16704}, {4434, 33065}, {4445, 46918}, {4450, 10453}, {4519, 28534}, {4588, 26231}, {4640, 32858}, {4641, 29679}, {4643, 5297}, {4650, 15523}, {4655, 17763}, {4660, 32919}, {4671, 17768}, {4683, 29649}, {4689, 17374}, {4767, 64015}, {4850, 5847}, {4966, 61155}, {4972, 37683}, {5220, 60459}, {5260, 54429}, {5284, 18141}, {5750, 52786}, {6327, 11680}, {7081, 32859}, {7232, 33148}, {7262, 29687}, {7752, 32031}, {9330, 17332}, {9342, 14555}, {9780, 49716}, {10032, 42032}, {11246, 28605}, {11679, 20292}, {11684, 54433}, {17012, 67964}, {17018, 44419}, {17122, 72008}, {17123, 72011}, {17124, 72010}, {17127, 69092}, {17135, 49719}, {17227, 26230}, {17232, 24542}, {17234, 71478}, {17284, 36277}, {17288, 33122}, {17295, 65166}, {17296, 35258}, {17297, 29830}, {17343, 70970}, {17349, 24988}, {17364, 46897}, {17377, 64161}, {17378, 29822}, {17449, 49506}, {17595, 32842}, {17596, 32852}, {17770, 32931}, {18139, 71476}, {20064, 32942}, {20095, 49460}, {20101, 24552}, {21081, 37572}, {23958, 69091}, {24589, 70969}, {24627, 33070}, {24695, 41242}, {25760, 50304}, {25882, 63088}, {25957, 71489}, {25958, 37646}, {25959, 35466}, {26073, 62989}, {28570, 30818}, {29633, 62846}, {29829, 71913}, {29854, 59624}, {29868, 61661}, {30950, 50296}, {30970, 50301}, {31134, 33140}, {31151, 71994}, {31303, 71934}, {32773, 37639}, {32781, 62841}, {32843, 37651}, {32847, 36263}, {32853, 32948}, {32912, 33079}, {32913, 33074}, {32916, 32949}, {32918, 32946}, {33112, 37660}, {33149, 50756}, {34255, 44447}, {37604, 69294}, {37633, 50295}, {37653, 71979}, {42045, 59297}, {42058, 71873}, {46909, 50289}, {49447, 50000}, {49452, 49995}, {49503, 49996}, {49999, 66099}, {50315, 71451}, {54291, 70923}, {54311, 62807}, {56010, 69300}, {60714, 71941}, {70909, 71759}
X(72211) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 33085, 33172}, {63, 33078, 32862}, {171, 33080, 32782}, {238, 72007, 71999}, {599, 37540, 33175}, {750, 33082, 72000}, {1150, 4645, 33108}, {3218, 3416, 33089}, {4362, 33067, 33146}, {4388, 71984, 72013}, {4450, 10453, 34611}, {4655, 17763, 33151}, {6327, 14829, 11680}, {20290, 71479, 4417}
X(72212) lies on these lines: {1, 4001}, {2, 21747}, {10, 20101}, {31, 32782}, {43, 63037}, {44, 33079}, {63, 32866}, {69, 8616}, {141, 72025}, {171, 5743}, {193, 42042}, {238, 33085}, {333, 752}, {524, 3750}, {748, 72009}, {846, 5847}, {896, 33075}, {902, 2895}, {940, 50296}, {1150, 33106}, {1211, 72029}, {1707, 32778}, {1757, 63134}, {2308, 29633}, {3052, 33084}, {3219, 32847}, {3416, 7262}, {3550, 5739}, {3578, 32945}, {3632, 4330}, {3683, 32846}, {3741, 72035}, {3745, 24697}, {3757, 17770}, {3769, 4703}, {3775, 72016}, {3791, 24723}, {3883, 32913}, {3961, 4416}, {3966, 4650}, {3979, 34379}, {3980, 70969}, {4030, 49712}, {4085, 71915}, {4307, 59312}, {4362, 33099}, {4388, 33140}, {4428, 40341}, {4450, 32864}, {4640, 32861}, {4641, 33076}, {4643, 17716}, {4645, 71996}, {4655, 33147}, {4660, 37652}, {4683, 33152}, {4685, 62989}, {4921, 33136}, {4974, 33068}, {5255, 49716}, {5278, 71991}, {5361, 33104}, {5372, 71988}, {6327, 33138}, {14555, 56010}, {14829, 71990}, {16468, 26034}, {16704, 32947}, {17122, 41002}, {17126, 72004}, {17127, 29637}, {17288, 29672}, {17347, 32920}, {17364, 29651}, {17592, 67964}, {19732, 50301}, {19742, 32948}, {19856, 70482}, {20064, 31330}, {20078, 49532}, {20290, 29632}, {24943, 30653}, {26840, 50023}, {27064, 49710}, {28498, 33073}, {28570, 33097}, {29640, 32946}, {30652, 72002}, {30942, 72040}, {31137, 37655}, {32852, 62838}, {32857, 32914}, {32949, 71478}, {33081, 70834}, {33100, 50756}, {33172, 72030}, {37653, 49482}, {40998, 70219}, {42043, 63009}, {44447, 49474}, {49994, 72055}, {50295, 62841}, {50305, 62240}, {50315, 71911}, {59679, 63002}, {61155, 71941}, {70972, 72019}
X(72212) = reflection of X(i) in X(j) for these {i,j}: {33073, 59624}, {33109, 333}
X(72212) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {10, 20101, 72039}, {31, 32782, 72026}, {31, 33082, 32783}, {238, 33085, 72003}, {896, 33075, 33167}, {2308, 33083, 29633}, {3416, 7262, 33164}, {4388, 71489, 33140}, {17126, 72008, 72004}, {17127, 33080, 29637}, {20064, 31330, 72036}, {32782, 72026, 32783}, {32946, 71476, 29640}, {33082, 72026, 32782}
X(72213) lies on these lines: {1, 32779}, {2, 11}, {6, 33175}, {8, 17698}, {31, 32782}, {37, 9465}, {75, 26230}, {81, 33171}, {86, 29830}, {141, 17126}, {171, 24943}, {238, 72000}, {244, 29660}, {306, 62807}, {321, 29634}, {404, 19836}, {451, 11383}, {495, 51672}, {612, 33157}, {740, 29636}, {748, 72004}, {750, 29637}, {894, 33122}, {902, 32784}, {940, 33173}, {982, 29686}, {1125, 4850}, {1211, 17127}, {1215, 29848}, {1386, 33077}, {2177, 29633}, {2308, 33084}, {2345, 26228}, {2975, 37176}, {3052, 33083}, {3240, 3589}, {3242, 33170}, {3436, 56986}, {3550, 32781}, {3583, 48811}, {3616, 17740}, {3666, 29648}, {3681, 5294}, {3703, 29815}, {3722, 29659}, {3744, 29667}, {3745, 32858}, {3750, 29647}, {3752, 29666}, {3763, 33086}, {3771, 32772}, {3772, 29874}, {3871, 19784}, {3891, 29838}, {3912, 9347}, {3920, 32777}, {3923, 32775}, {3935, 38047}, {3936, 70419}, {3938, 32780}, {3952, 17354}, {3961, 26061}, {3980, 33123}, {4023, 14997}, {4085, 71451}, {4316, 48808}, {4357, 35263}, {4361, 46918}, {4363, 33148}, {4389, 4427}, {4392, 71322}, {4418, 26128}, {4422, 9330}, {4645, 72017}, {4649, 71939}, {4671, 17602}, {4672, 33065}, {4676, 26580}, {4689, 17384}, {4697, 33069}, {4756, 54389}, {4966, 14996}, {5080, 11354}, {5224, 71478}, {5233, 70483}, {5260, 17526}, {5269, 33078}, {5297, 17279}, {5311, 33158}, {5687, 56735}, {5695, 33155}, {5741, 70481}, {6327, 72016}, {6679, 31330}, {6703, 29814}, {7226, 44416}, {8616, 69294}, {9709, 56996}, {11681, 13740}, {15523, 17716}, {16468, 69300}, {16478, 20653}, {17017, 33160}, {17024, 69091}, {17056, 29866}, {17061, 28605}, {17122, 29677}, {17123, 72006}, {17124, 72003}, {17125, 72030}, {17272, 36277}, {17289, 26227}, {17305, 65166}, {17306, 35258}, {17349, 70970}, {17353, 63961}, {17368, 46897}, {17369, 17724}, {17371, 26251}, {17380, 64161}, {17381, 29822}, {17397, 70998}, {17398, 17756}, {17469, 32778}, {17566, 19864}, {17572, 25914}, {17592, 68945}, {17599, 33168}, {17601, 25539}, {17715, 29685}, {17723, 27757}, {18134, 70482}, {18139, 70484}, {19684, 29839}, {19785, 64010}, {19786, 32929}, {19861, 33178}, {19868, 54357}, {19881, 25440}, {20067, 48801}, {20292, 25527}, {20992, 27270}, {24295, 32931}, {24325, 29638}, {24342, 29860}, {24611, 31435}, {24789, 29871}, {25453, 32945}, {25496, 29846}, {25760, 49482}, {25958, 63979}, {25992, 46933}, {26098, 30831}, {26115, 37036}, {26223, 33126}, {27252, 70406}, {28606, 59692}, {29604, 52786}, {29631, 32941}, {29632, 50302}, {29635, 32943}, {29645, 32915}, {29646, 46904}, {29652, 33119}, {29654, 32860}, {29656, 32771}, {29663, 60714}, {29665, 44417}, {29672, 59628}, {29681, 31993}, {29816, 33092}, {29819, 32855}, {29829, 68969}, {29831, 32922}, {29833, 49470}, {29834, 32921}, {29837, 71928}, {29842, 32928}, {29855, 33129}, {29856, 33136}, {29859, 33128}, {29863, 33141}, {29865, 33111}, {29867, 32865}, {29868, 71938}, {30176, 33840}, {30811, 33112}, {30832, 71873}, {30957, 58443}, {31134, 72036}, {31151, 72041}, {31237, 33109}, {31252, 72043}, {32774, 32932}, {32842, 38315}, {32843, 50300}, {32919, 50311}, {32944, 37651}, {33075, 62834}, {33081, 62841}, {33088, 62855}, {33115, 36480}, {33120, 49473}, {33134, 49484}, {33169, 67210}, {33305, 52653}, {35892, 61728}, {36505, 49598}, {37685, 71937}, {41809, 70718}, {43223, 71573}, {48647, 50289}, {48803, 54391}, {49511, 62795}, {50295, 70834}, {50315, 71924}, {59406, 62236}, {59574, 67335}, {62840, 69544}, {72005, 72033}
X(72213) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 32779, 33089}, {2, 5263, 33108}, {2, 24552, 11680}, {2, 32942, 72013}, {2, 61155, 4026}, {2, 71979, 72014}, {31, 32783, 32782}, {171, 24943, 33172}, {238, 72002, 72000}, {750, 29637, 71999}, {3763, 37540, 33086}, {3920, 32777, 32862}, {3923, 32775, 33151}, {4357, 35263, 62838}, {4418, 26128, 33146}, {24943, 72027, 171}, {29637, 72029, 750}, {29677, 72031, 17122}, {29855, 50314, 33129}, {32783, 72026, 31}, {72004, 72025, 748}, {72006, 72028, 17123}
X(72214) lies on these lines: {2, 41002}, {6, 33083}, {8, 30}, {9, 33078}, {11, 5372}, {31, 32782}, {44, 29679}, {55, 2895}, {63, 29046}, {69, 1621}, {72, 30438}, {81, 50295}, {100, 5739}, {141, 17127}, {171, 72000}, {238, 29677}, {239, 32950}, {306, 62838}, {319, 32929}, {333, 6327}, {524, 17018}, {599, 33173}, {748, 33085}, {750, 72010}, {752, 31330}, {846, 32852}, {896, 32778}, {902, 33084}, {1001, 32863}, {1150, 4388}, {1211, 17126}, {1376, 37656}, {1654, 20101}, {1707, 32779}, {1757, 33074}, {2308, 32784}, {2886, 5361}, {2975, 19262}, {3052, 33175}, {3060, 22275}, {3187, 24723}, {3218, 3966}, {3219, 3416}, {3240, 44419}, {3434, 14552}, {3550, 69300}, {3681, 4416}, {3683, 32858}, {3715, 60459}, {3720, 50296}, {3744, 17344}, {3750, 71941}, {3757, 32859}, {3769, 26580}, {3791, 32776}, {3873, 3883}, {3879, 62840}, {3891, 6646}, {3896, 17363}, {3920, 4643}, {3936, 71476}, {3974, 4756}, {4026, 37685}, {4030, 4661}, {4042, 33110}, {4061, 63145}, {4085, 71923}, {4302, 4720}, {4357, 62807}, {4359, 70969}, {4361, 33102}, {4362, 4683}, {4383, 33086}, {4389, 17150}, {4414, 32861}, {4418, 50308}, {4429, 19742}, {4553, 26911}, {4640, 33077}, {4641, 29667}, {4644, 50274}, {4645, 5278}, {4650, 69252}, {4651, 17346}, {4655, 32914}, {4660, 32864}, {4684, 62862}, {4703, 17763}, {4722, 29659}, {4921, 33137}, {4972, 37652}, {4974, 33125}, {4981, 50289}, {5057, 11679}, {5080, 5774}, {5220, 33091}, {5224, 70482}, {5233, 71479}, {5263, 20064}, {5271, 20292}, {5311, 24697}, {5711, 26064}, {5737, 33112}, {5741, 71477}, {5814, 56288}, {5846, 7226}, {5847, 28606}, {7262, 15523}, {8616, 33081}, {9342, 63003}, {10327, 54280}, {14829, 72013}, {16468, 32781}, {16477, 29663}, {16704, 32773}, {16825, 33067}, {17011, 67964}, {17122, 72012}, {17123, 72007}, {17125, 72009}, {17135, 34611}, {17165, 17347}, {17237, 29648}, {17271, 42058}, {17272, 62834}, {17336, 69301}, {17350, 69296}, {17377, 27804}, {17768, 28605}, {17770, 32771}, {17784, 63001}, {18134, 20290}, {20011, 50277}, {20012, 50074}, {24552, 37653}, {24690, 63818}, {24841, 70455}, {25760, 71489}, {25957, 50304}, {25958, 35466}, {26034, 32911}, {26227, 33066}, {28508, 62226}, {28570, 31993}, {29321, 63147}, {29643, 59624}, {29829, 41629}, {29837, 71914}, {29864, 61661}, {30116, 49723}, {31134, 33138}, {31151, 71998}, {31303, 71935}, {32843, 32916}, {32853, 32947}, {32866, 36263}, {32912, 33076}, {32917, 32946}, {32918, 37651}, {33070, 38000}, {33088, 62796}, {33107, 37660}, {33154, 50756}, {33171, 70834}, {41809, 70484}, {41816, 72019}, {48652, 59664}, {48839, 56191}, {49511, 62806}, {50284, 62851}, {50290, 62801}, {50301, 59306}, {50315, 71452}, {52786, 64017}, {54341, 70514}, {61155, 71937}, {62841, 69294}, {62989, 71932}, {63100, 71981}, {64083, 71257}, {67335, 69091}
X(72214) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {8, 3648, 50044}, {8, 4450, 49719}, {8, 44446, 50043}, {8, 44447, 64010}, {31, 33082, 32782}, {63, 33075, 33089}, {171, 72008, 72000}, {238, 33080, 33172}, {333, 6327, 33108}, {748, 33085, 71999}, {1150, 4388, 11680}, {1654, 20101, 71979}, {3219, 3416, 32862}, {3578, 4450, 8}, {3883, 4001, 3873}, {4362, 4683, 33151}, {4416, 63134, 3681}, {4645, 5278, 72014}, {4655, 32914, 33146}, {5739, 63140, 100}, {20290, 71478, 18134}
X(72215) lies on these lines: {1, 20086}, {2, 21747}, {10, 20064}, {31, 1211}, {42, 63009}, {44, 33074}, {81, 50296}, {141, 72028}, {171, 72012}, {238, 29677}, {333, 33104}, {524, 62849}, {748, 72001}, {750, 41002}, {752, 5278}, {896, 3966}, {899, 63140}, {902, 5739}, {1150, 71988}, {1201, 54429}, {1621, 71941}, {1707, 69252}, {1962, 67964}, {2308, 29647}, {2895, 8616}, {3052, 69300}, {3219, 32854}, {3550, 37656}, {3578, 32941}, {3617, 70494}, {3683, 32852}, {3720, 63057}, {3741, 72038}, {3883, 32912}, {3915, 49716}, {3938, 4416}, {3989, 51192}, {4062, 4512}, {4085, 63060}, {4307, 59306}, {4365, 5698}, {4388, 24892}, {4418, 70969}, {4643, 17469}, {4645, 71998}, {4660, 19742}, {4683, 33143}, {4914, 71795}, {4921, 33141}, {4974, 32950}, {5361, 33106}, {5372, 71990}, {5743, 72033}, {6327, 71994}, {6536, 62845}, {7262, 33075}, {14552, 31136}, {14829, 71992}, {15485, 32863}, {16468, 29663}, {16469, 29684}, {16885, 69298}, {17123, 72011}, {17126, 72006}, {17127, 24943}, {17257, 29816}, {17272, 29686}, {17277, 71993}, {17288, 29853}, {17346, 32945}, {17347, 32923}, {17349, 32948}, {18228, 62659}, {19750, 48829}, {20101, 26037}, {20290, 29642}, {21020, 64016}, {24697, 62807}, {25760, 41806}, {26223, 49710}, {29661, 32946}, {29662, 71489}, {29678, 32843}, {30652, 72004}, {30653, 32783}, {30942, 72042}, {31303, 42057}, {32861, 62838}, {32864, 71940}, {32914, 33098}, {32947, 37652}, {33070, 59624}, {33084, 70834}, {33085, 72005}, {34379, 67209}, {42039, 49681}, {42058, 63100}, {49723, 62828}, {50315, 71909}, {51196, 67208}, {62818, 69642}, {69092, 72034}, {70972, 72017}, {71984, 72044}, {71987, 72043}, {72000, 72031}
X(72215) = reflection of X(71989) in X(5278)
X(72215) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {10, 20064, 72037}, {31, 1211, 72027}, {31, 72008, 72002}, {238, 33080, 29677}, {238, 33172, 72032}, {1211, 72027, 72002}, {2308, 50295, 29647}, {2895, 8616, 71939}, {7262, 33075, 33161}, {16468, 33083, 29663}, {17126, 72010, 72006}, {17127, 33082, 24943}, {20101, 26037, 72041}, {32843, 71476, 29678}, {32946, 71478, 29661}, {32947, 37652, 71942}, {33080, 72032, 33172}, {33172, 72032, 29677}, {72008, 72027, 1211}
X(72216) lies on these lines: {1, 3704}, {2, 11}, {10, 1104}, {12, 964}, {31, 1211}, {35, 13728}, {37, 1196}, {43, 3589}, {44, 4104}, {63, 59574}, {75, 17061}, {81, 33175}, {86, 29839}, {141, 171}, {165, 17306}, {197, 405}, {200, 38047}, {210, 5294}, {238, 5743}, {244, 29686}, {306, 3745}, {321, 17602}, {474, 8193}, {495, 50059}, {524, 33084}, {594, 4362}, {595, 24931}, {612, 3932}, {740, 29645}, {748, 5241}, {750, 24943}, {846, 4364}, {894, 33126}, {902, 69294}, {910, 5257}, {940, 4966}, {958, 37176}, {982, 71322}, {984, 44416}, {999, 48803}, {1009, 52139}, {1010, 25466}, {1086, 3980}, {1100, 4028}, {1125, 3752}, {1155, 54311}, {1213, 4386}, {1215, 17369}, {1220, 12607}, {1329, 13740}, {1386, 3687}, {1478, 16394}, {1575, 17398}, {1707, 4643}, {1852, 17555}, {1961, 17243}, {2049, 10198}, {2177, 29647}, {2308, 69300}, {2551, 56986}, {3011, 31993}, {3052, 50295}, {3085, 37037}, {3187, 4046}, {3416, 5269}, {3421, 48832}, {3550, 32784}, {3584, 50323}, {3585, 50391}, {3661, 3769}, {3683, 35263}, {3694, 5750}, {3695, 30142}, {3696, 40940}, {3698, 25904}, {3703, 3920}, {3712, 28606}, {3722, 29685}, {3740, 17353}, {3741, 37646}, {3753, 19869}, {3756, 29668}, {3757, 19808}, {3759, 70973}, {3771, 17056}, {3772, 50314}, {3775, 71489}, {3782, 4418}, {3791, 17362}, {3822, 37150}, {3840, 58443}, {3846, 49482}, {3896, 29833}, {3912, 4682}, {3923, 4415}, {3936, 70482}, {3961, 32780}, {3966, 62834}, {3967, 17355}, {3971, 17340}, {4023, 32911}, {4030, 29667}, {4035, 4349}, {4042, 24597}, {4085, 71450}, {4126, 33166}, {4195, 57288}, {4199, 8053}, {4205, 5248}, {4239, 20988}, {4293, 48801}, {4302, 50056}, {4357, 4640}, {4359, 26230}, {4363, 33144}, {4388, 30832}, {4417, 70419}, {4438, 36480}, {4472, 29675}, {4512, 33305}, {4645, 72019}, {4657, 17594}, {4672, 69299}, {4697, 17365}, {4733, 5271}, {4734, 17380}, {4850, 29648}, {4854, 32929}, {4884, 33167}, {4970, 17395}, {4981, 56520}, {5051, 6284}, {5220, 26065}, {5224, 71476}, {5233, 70481}, {5268, 17279}, {5285, 37266}, {5297, 33157}, {5311, 33156}, {5550, 30543}, {5687, 19784}, {5718, 29846}, {5737, 19761}, {5745, 19868}, {5749, 25568}, {5846, 17716}, {5880, 25527}, {5955, 69267}, {6327, 72017}, {6536, 70520}, {6675, 19858}, {6857, 15509}, {7081, 7792}, {7227, 17725}, {7228, 33103}, {7262, 17332}, {7263, 33147}, {7354, 11115}, {7483, 19863}, {7807, 27274}, {8583, 54295}, {9053, 33169}, {9347, 32858}, {9709, 56735}, {9780, 25992}, {10056, 51590}, {10371, 62809}, {11236, 51670}, {11237, 51591}, {11246, 17184}, {11358, 59701}, {12943, 50061}, {13161, 50054}, {13747, 19864}, {15326, 16393}, {15338, 17676}, {16830, 33116}, {17045, 17592}, {17063, 29660}, {17122, 29637}, {17123, 72025}, {17124, 29677}, {17125, 72028}, {17126, 32782}, {17127, 41002}, {17245, 29642}, {17246, 32934}, {17330, 70972}, {17337, 71977}, {17352, 26038}, {17354, 27538}, {17357, 62673}, {17366, 29654}, {17381, 59297}, {17394, 66530}, {17469, 69252}, {17490, 59477}, {17599, 17740}, {17670, 30176}, {17688, 26558}, {17724, 29848}, {17726, 29849}, {17757, 51672}, {17768, 27184}, {17790, 70487}, {18134, 70484}, {19528, 22654}, {19742, 70970}, {19786, 32932}, {19822, 26228}, {19854, 56779}, {20106, 64174}, {20653, 62847}, {20872, 59353}, {20986, 68488}, {20989, 37325}, {21060, 50115}, {24210, 49484}, {24295, 59511}, {24325, 29656}, {24342, 33130}, {24789, 29855}, {24953, 56778}, {25440, 56734}, {25496, 37662}, {25557, 33124}, {25760, 63979}, {26034, 37540}, {26083, 71529}, {26724, 29871}, {28530, 33154}, {28556, 62229}, {29631, 32945}, {29633, 60714}, {29635, 32941}, {29636, 32860}, {29655, 49473}, {29815, 33089}, {29816, 32848}, {29829, 71929}, {29834, 32924}, {29837, 68969}, {29838, 32922}, {29841, 49470}, {29842, 32921}, {29845, 32943}, {29847, 32915}, {29856, 32865}, {29859, 33132}, {29860, 34824}, {29863, 33136}, {29874, 33129}, {30831, 33112}, {30942, 37634}, {31134, 72037}, {31237, 71989}, {31247, 70834}, {31330, 35466}, {32842, 62855}, {32853, 61661}, {32866, 51147}, {32944, 37663}, {33077, 62807}, {33087, 37604}, {33123, 40688}, {33155, 64010}, {33173, 37633}, {33174, 34573}, {37036, 64123}, {37059, 56366}, {37065, 37579}, {37317, 39582}, {37593, 69544}, {37715, 48863}, {41014, 62805}, {41809, 71478}, {44417, 66632}, {45398, 56386}, {45399, 56385}, {46904, 68945}, {47358, 62823}, {48648, 50000}, {49486, 70517}, {49728, 54354}, {50315, 71922}, {50322, 65631}, {51126, 56009}, {51415, 70942}, {59312, 62689}, {59536, 62818}, {59592, 62871}, {61647, 70516}, {62821, 71939}, {62842, 67964}, {62846, 71941}, {68984, 69135}
X(72216) = midpoint of X(i) and X(j) for these {i,j}: {17716, 32778}, {33084, 62841}
X(72216) = complement of X(32773)
X(72216) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 55, 4026}, {2, 5263, 2886}, {2, 24552, 11}, {2, 32942, 3816}, {2, 71907, 48821}, {2, 71979, 3925}, {2, 71981, 3826}, {31, 72002, 1211}, {75, 29634, 17061}, {81, 33175, 71937}, {171, 32783, 141}, {238, 72004, 5743}, {474, 19836, 25914}, {612, 32777, 3932}, {748, 72006, 5241}, {750, 24943, 69092}, {940, 33171, 4966}, {1961, 33158, 17243}, {3550, 32784, 44419}, {3771, 50302, 17056}, {3791, 21085, 17362}, {3816, 48810, 32942}, {3920, 32779, 3703}, {3925, 71979, 49725}, {3961, 32780, 49524}, {3980, 26128, 1086}, {4364, 59580, 846}, {4418, 32775, 3782}, {4697, 33064, 17365}, {17122, 29637, 72001}, {17127, 72000, 41002}, {19786, 32932, 66071}, {24295, 59726, 59511}, {24943, 72031, 750}, {29631, 32945, 71938}, {29656, 59628, 24325}, {29677, 72033, 17124}, {29846, 32772, 5718}, {29848, 32771, 17724}, {30832, 72016, 4388}, {32783, 72029, 171}, {72002, 72027, 31}, {72004, 72026, 238}
X(72217) lies on these lines: {1, 524}, {2, 41002}, {6, 4026}, {8, 190}, {9, 3416}, {10, 44}, {11, 1150}, {31, 1211}, {37, 5847}, {43, 44419}, {51, 22275}, {55, 5739}, {56, 54429}, {63, 3966}, {69, 1001}, {72, 674}, {75, 17768}, {100, 4023}, {141, 238}, {145, 49746}, {171, 5743}, {192, 71320}, {200, 71257}, {210, 49991}, {239, 24723}, {306, 3683}, {307, 1456}, {319, 3685}, {320, 16823}, {325, 52133}, {333, 2651}, {354, 4001}, {386, 70514}, {390, 49460}, {391, 2550}, {497, 14552}, {516, 3686}, {518, 3883}, {519, 49449}, {527, 49483}, {545, 49493}, {573, 29207}, {594, 3923}, {597, 16477}, {726, 17334}, {740, 17362}, {748, 33080}, {750, 5241}, {846, 32861}, {896, 69252}, {902, 69300}, {956, 5848}, {960, 9025}, {966, 4307}, {984, 5846}, {1086, 4655}, {1100, 50290}, {1125, 17237}, {1203, 13728}, {1213, 50302}, {1278, 28556}, {1279, 17344}, {1284, 15991}, {1330, 25466}, {1376, 14555}, {1386, 4357}, {1441, 60883}, {1503, 6210}, {1621, 2895}, {1654, 5263}, {1698, 49731}, {1707, 59574}, {1738, 17348}, {1743, 38047}, {1757, 33076}, {1836, 5271}, {2269, 66652}, {2308, 69294}, {2321, 51090}, {2796, 50098}, {2975, 37781}, {3035, 5233}, {3058, 3578}, {3187, 4854}, {3219, 3703}, {3434, 4042}, {3555, 9038}, {3564, 31394}, {3589, 16468}, {3616, 17378}, {3617, 49720}, {3620, 8692}, {3622, 50133}, {3624, 49738}, {3626, 28562}, {3629, 4649}, {3630, 16484}, {3631, 15485}, {3634, 50299}, {3661, 4676}, {3679, 49726}, {3681, 4030}, {3687, 4640}, {3704, 5814}, {3712, 33077}, {3714, 12572}, {3715, 10327}, {3717, 15481}, {3739, 28570}, {3757, 33066}, {3773, 17340}, {3775, 49482}, {3782, 4683}, {3790, 17336}, {3791, 4425}, {3816, 14829}, {3821, 4974}, {3826, 4645}, {3836, 17337}, {3842, 28498}, {3844, 17353}, {3846, 37646}, {3868, 66027}, {3879, 15569}, {3912, 15254}, {3925, 5278}, {3936, 71478}, {3993, 17388}, {4003, 49987}, {4046, 32929}, {4062, 70520}, {4078, 16814}, {4085, 71921}, {4101, 37080}, {4126, 33091}, {4205, 62805}, {4349, 5257}, {4359, 11246}, {4360, 9791}, {4361, 24248}, {4362, 4415}, {4363, 24695}, {4383, 26034}, {4384, 5880}, {4395, 33149}, {4399, 28530}, {4413, 63003}, {4417, 6690}, {4419, 17224}, {4422, 29674}, {4429, 17349}, {4432, 49560}, {4450, 4651}, {4471, 13723}, {4644, 39581}, {4657, 16475}, {4659, 60905}, {4684, 42819}, {4686, 28526}, {4690, 49484}, {4709, 17764}, {4715, 50305}, {4722, 29685}, {4732, 28494}, {4733, 17275}, {4743, 50018}, {4831, 62795}, {4864, 49505}, {4884, 32866}, {4886, 32932}, {4914, 63147}, {4921, 33142}, {4969, 49488}, {4971, 49452}, {4972, 19742}, {4987, 64307}, {5016, 21677}, {5223, 49688}, {5224, 70419}, {5235, 33112}, {5248, 41014}, {5250, 10371}, {5284, 32863}, {5361, 11680}, {5372, 72013}, {5432, 5741}, {5434, 50215}, {5688, 31594}, {5689, 31595}, {5692, 9024}, {5718, 32843}, {5737, 26098}, {5750, 64017}, {5839, 49486}, {5849, 54410}, {5852, 17347}, {5861, 71701}, {5904, 9054}, {6154, 71927}, {6646, 32922}, {6703, 62841}, {6707, 43997}, {7090, 45445}, {7172, 59597}, {7174, 49681}, {7262, 32778}, {7263, 32857}, {7290, 17272}, {8167, 18141}, {8616, 33084}, {9041, 49503}, {9052, 64581}, {9053, 49448}, {10453, 49736}, {11679, 24703}, {14121, 45444}, {15171, 49718}, {15172, 50625}, {15534, 48830}, {15601, 17284}, {15983, 39873}, {16469, 17306}, {16671, 59408}, {16777, 50284}, {16830, 17256}, {17056, 32946}, {17061, 27184}, {17123, 33085}, {17125, 72007}, {17126, 72000}, {17127, 32782}, {17233, 71524}, {17243, 32846}, {17246, 32921}, {17251, 50303}, {17253, 38315}, {17257, 51192}, {17264, 72051}, {17271, 48810}, {17296, 66515}, {17331, 50289}, {17333, 28503}, {17345, 24231}, {17363, 49470}, {17365, 17770}, {17381, 71328}, {17384, 38049}, {17395, 49477}, {17398, 33682}, {17602, 26580}, {17724, 33065}, {17765, 49510}, {17766, 49457}, {17767, 50117}, {17769, 49520}, {17771, 49479}, {18139, 20290}, {18253, 69279}, {19643, 52379}, {19987, 67726}, {20064, 63100}, {20101, 71981}, {21296, 38053}, {21965, 36405}, {22325, 23638}, {23151, 45728}, {24280, 42696}, {24542, 31017}, {24841, 70454}, {25354, 50293}, {25760, 35466}, {25960, 37634}, {26064, 57280}, {26105, 37655}, {26251, 41241}, {27065, 33078}, {28333, 31178}, {28472, 49445}, {28512, 50288}, {28534, 50095}, {28538, 49476}, {28558, 49727}, {28580, 49468}, {29046, 49132}, {29353, 49131}, {29635, 61661}, {29671, 59624}, {29829, 71916}, {29837, 41629}, {30116, 48839}, {31134, 71994}, {31143, 33175}, {31303, 71933}, {31330, 49724}, {31339, 49745}, {31993, 41011}, {32087, 63975}, {32099, 52653}, {32773, 37652}, {32842, 62796}, {32850, 60731}, {32855, 59583}, {32864, 32947}, {32911, 33083}, {32916, 37662}, {32918, 37663}, {32942, 37653}, {33067, 40688}, {33071, 38000}, {33086, 37680}, {33093, 33761}, {33111, 62689}, {33160, 59580}, {33299, 71757}, {34016, 69254}, {34379, 49478}, {35628, 37516}, {36479, 64070}, {37654, 48829}, {37658, 50441}, {39542, 54335}, {41310, 50781}, {41311, 51005}, {41313, 50950}, {41809, 70482}, {41816, 72016}, {42012, 71246}, {42056, 49994}, {42058, 72017}, {42448, 70616}, {44412, 69602}, {48821, 68966}, {49458, 53534}, {49463, 50017}, {49471, 71333}, {49473, 49705}, {49475, 63977}, {49499, 50310}, {49730, 59312}, {49732, 59296}, {50113, 71874}, {50286, 66451}, {50315, 71414}, {50316, 66454}, {50616, 69624}, {52367, 64401}, {54354, 65543}, {56082, 69089}, {62674, 69264}, {62849, 71941}, {62989, 71934}, {63978, 64174}
X(72217) = midpoint of X(i) and X(j) for these {i,j}: {3883, 4416}, {17347, 24349}, {17363, 49470}, {49448, 49506}, {49746, 50074}
X(72217) = reflection of X(i) in X(j) for these {i,j}: {984, 17332}, {3696, 3686}, {3868, 66027}, {3879, 15569}, {17365, 24325}, {17388, 3993}, {17392, 50297}, {49474, 4399}, {49475, 63977}, {49725, 17330}, {49740, 50296}, {50301, 49731}, {50307, 3739}, {64174, 63978}
X(72217) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 24697, 4364}, {6, 50295, 4026}, {8, 5698, 5695}, {8, 54280, 5220}, {9, 3416, 3932}, {10, 4672, 17369}, {10, 49710, 4672}, {31, 72008, 1211}, {63, 3966, 69091}, {69, 1001, 4966}, {100, 37656, 4023}, {171, 72010, 5743}, {238, 33082, 141}, {239, 24723, 66071}, {320, 16823, 25557}, {333, 4388, 2886}, {748, 33080, 69092}, {750, 72012, 5241}, {1279, 17344, 49511}, {1621, 2895, 71937}, {1757, 33076, 49524}, {3219, 33075, 3703}, {3821, 4974, 17366}, {3846, 71489, 37646}, {3923, 50308, 594}, {4362, 4703, 4415}, {4417, 71476, 6690}, {4450, 4651, 34612}, {4645, 17277, 3826}, {4655, 16825, 1086}, {4683, 32914, 3782}, {5233, 71477, 3035}, {5278, 6327, 3925}, {5814, 12514, 3704}, {5839, 64168, 49486}, {7262, 32778, 44416}, {14555, 63140, 1376}, {16468, 32784, 3589}, {16477, 29633, 597}, {17123, 33085, 72001}, {17275, 50314, 4733}, {17275, 64016, 50314}, {20064, 63100, 71979}, {31143, 70834, 33175}, {32843, 32917, 5718}, {32864, 32947, 71938}, {33077, 62838, 3712}, {33682, 50298, 17398}, {49724, 63979, 31330}, {50290, 51196, 1100}
X(72218) lies on these lines: {2, 21747}, {31, 29677}, {100, 71941}, {141, 72027}, {165, 4062}, {171, 32782}, {238, 72011}, {329, 62659}, {333, 71993}, {750, 5743}, {752, 71984}, {899, 63037}, {1150, 71989}, {1155, 32852}, {1211, 72033}, {1707, 29687}, {2895, 56010}, {3218, 32854}, {3474, 4365}, {3550, 32863}, {3720, 63140}, {3731, 69642}, {3741, 72037}, {3769, 33067}, {3775, 72021}, {3840, 20064}, {4030, 54352}, {4085, 71914}, {4307, 31241}, {4312, 48642}, {4388, 71997}, {4434, 32859}, {4645, 24892}, {4650, 33078}, {4660, 37639}, {4685, 31303}, {5278, 72043}, {5361, 71991}, {5372, 33109}, {6327, 29662}, {9340, 32777}, {9352, 32861}, {14829, 33104}, {17122, 72012}, {17126, 24943}, {17127, 72005}, {17288, 29848}, {17298, 29689}, {17374, 63211}, {17763, 33098}, {20075, 50001}, {20086, 42043}, {20101, 30942}, {23958, 32866}, {26034, 29647}, {26073, 71920}, {26688, 49710}, {29637, 30652}, {29663, 33086}, {29678, 32949}, {29684, 62842}, {29828, 64164}, {30653, 72003}, {30957, 72042}, {31034, 59679}, {31134, 37646}, {31136, 37655}, {31330, 72041}, {32847, 67335}, {32919, 71940}, {32946, 71479}, {32947, 37684}, {32948, 37683}, {33079, 62795}, {33081, 37540}, {33082, 72006}, {33083, 37604}, {42038, 49681}, {44419, 62821}, {50315, 71908}, {70972, 72023}, {71489, 71994}, {71985, 71992}, {71986, 72044}, {71999, 72032}, {72001, 72034}
X(72218) = reflection of X(71988) in X(71984)
X(72218) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 69092, 72028}, {31, 72007, 29677}, {171, 32782, 72031}, {171, 33080, 72002}, {3550, 32863, 71939}, {3769, 33067, 33143}, {3840, 20064, 72038}, {4650, 33078, 33161}, {17126, 33085, 24943}, {17127, 72009, 72005}, {32782, 72031, 72002}, {32948, 37683, 71942}, {32949, 71477, 29678}, {33080, 72031, 32782}, {33086, 62841, 29663}, {69092, 72028, 29677}, {72007, 72028, 69092}
X(72219) lies on these lines: {1, 3589}, {2, 11}, {3, 25914}, {6, 4966}, {8, 17285}, {10, 1279}, {12, 5192}, {31, 29677}, {37, 39}, {44, 49511}, {56, 17526}, {57, 59574}, {140, 31394}, {141, 238}, {171, 72001}, {312, 17061}, {344, 3616}, {346, 49453}, {354, 5294}, {388, 56987}, {392, 19869}, {404, 20872}, {405, 19836}, {474, 1486}, {499, 56779}, {518, 17353}, {519, 4989}, {524, 16468}, {551, 4078}, {594, 16825}, {597, 4649}, {614, 32777}, {740, 17366}, {748, 1211}, {750, 72005}, {756, 29686}, {894, 25557}, {958, 13742}, {978, 65543}, {982, 44416}, {984, 4422}, {1009, 20470}, {1056, 48832}, {1086, 3923}, {1100, 38049}, {1155, 35263}, {1213, 41333}, {1215, 29672}, {1284, 5433}, {1329, 13741}, {1386, 3912}, {1479, 56780}, {1574, 71034}, {1738, 17356}, {1918, 28256}, {1962, 29684}, {2108, 25350}, {2345, 16020}, {2551, 37024}, {3008, 3696}, {3011, 30818}, {3057, 25904}, {3122, 28288}, {3210, 59477}, {3243, 47359}, {3246, 3844}, {3315, 33170}, {3416, 7290}, {3619, 8692}, {3624, 4657}, {3629, 16477}, {3646, 18598}, {3662, 4676}, {3683, 54311}, {3685, 16706}, {3698, 25967}, {3703, 7191}, {3704, 69267}, {3706, 26723}, {3712, 4850}, {3717, 49465}, {3752, 59692}, {3755, 4702}, {3763, 50295}, {3771, 37662}, {3773, 50023}, {3775, 17330}, {3782, 32930}, {3790, 17342}, {3821, 4432}, {3834, 50307}, {3836, 49482}, {3840, 6679}, {3891, 6057}, {3936, 70483}, {3943, 32921}, {3946, 49462}, {3977, 4003}, {3993, 17395}, {4000, 5695}, {4011, 4415}, {4023, 33175}, {4030, 29679}, {4085, 71414}, {4202, 6284}, {4217, 12943}, {4260, 57024}, {4293, 51673}, {4299, 56992}, {4307, 53665}, {4310, 54389}, {4357, 15254}, {4358, 17602}, {4364, 24339}, {4370, 50285}, {4383, 33171}, {4384, 4733}, {4387, 19785}, {4388, 72020}, {4389, 26150}, {4395, 49474}, {4398, 5550}, {4417, 70485}, {4418, 40688}, {4438, 29668}, {4439, 49464}, {4443, 27680}, {4472, 24357}, {4645, 17283}, {4655, 48632}, {4663, 4684}, {4672, 17365}, {4851, 16475}, {4854, 32774}, {4864, 49529}, {4884, 17598}, {4974, 17362}, {4991, 49767}, {5084, 34936}, {5220, 26685}, {5222, 49486}, {5223, 47358}, {5241, 17125}, {5248, 56734}, {5257, 38059}, {5259, 13728}, {5437, 25509}, {5542, 50115}, {5625, 61302}, {5718, 29632}, {5743, 17123}, {5749, 38053}, {5846, 29674}, {5847, 17231}, {5852, 17350}, {5880, 17282}, {5901, 31395}, {6327, 72018}, {6541, 49472}, {6666, 19868}, {6691, 25492}, {6703, 26102}, {6767, 48831}, {7069, 25916}, {7232, 24695}, {7288, 64827}, {7292, 32779}, {7354, 11319}, {7483, 19864}, {7515, 18589}, {7677, 28780}, {7819, 30110}, {8287, 72118}, {8616, 33174}, {9507, 24631}, {9708, 48803}, {9791, 17305}, {10022, 28297}, {11246, 69251}, {11375, 41003}, {13727, 42356}, {13740, 25466}, {13747, 19847}, {14019, 23305}, {15338, 56782}, {15481, 51003}, {15485, 32784}, {15569, 17023}, {15601, 17272}, {16469, 17296}, {16484, 29633}, {16580, 21616}, {16666, 49756}, {16669, 34379}, {16671, 64073}, {16823, 17289}, {16828, 17590}, {16830, 17263}, {16905, 26686}, {17024, 32862}, {17045, 29646}, {17056, 25496}, {17122, 72026}, {17124, 72027}, {17126, 71999}, {17127, 33172}, {17228, 70969}, {17233, 71320}, {17234, 70419}, {17245, 50302}, {17258, 72051}, {17267, 38315}, {17278, 50314}, {17280, 32922}, {17290, 24248}, {17291, 24723}, {17306, 66515}, {17311, 50284}, {17339, 49447}, {17351, 24231}, {17354, 24349}, {17367, 49470}, {17374, 51196}, {17384, 17764}, {17388, 49477}, {17392, 33682}, {17469, 29687}, {17552, 19866}, {17557, 63158}, {17591, 59583}, {17596, 59580}, {17597, 33163}, {17599, 17776}, {17606, 25982}, {17697, 57288}, {17717, 29858}, {17719, 29860}, {17720, 29855}, {17721, 29857}, {17722, 29862}, {17724, 29638}, {17726, 29643}, {17749, 70513}, {18134, 70481}, {18743, 29634}, {18904, 71836}, {19784, 56996}, {19846, 24390}, {19858, 50205}, {19861, 25963}, {19883, 28542}, {20108, 50620}, {20582, 50296}, {21870, 50744}, {24178, 50054}, {24217, 29856}, {24345, 44387}, {24384, 35025}, {24541, 25099}, {24703, 25527}, {25055, 41313}, {25382, 57037}, {25497, 69097}, {25504, 25524}, {25505, 56731}, {25512, 56985}, {25591, 36505}, {25681, 27384}, {25887, 45275}, {25957, 63979}, {26558, 33817}, {26561, 33816}, {26986, 27097}, {27064, 33124}, {27627, 40934}, {28606, 29666}, {28966, 60909}, {29573, 38023}, {29579, 51192}, {29629, 50289}, {29656, 59511}, {29663, 62849}, {29689, 31264}, {29818, 33162}, {29819, 69295}, {29820, 32780}, {29821, 33158}, {29836, 32927}, {29846, 37663}, {29850, 32943}, {29851, 32772}, {29852, 32915}, {29853, 32771}, {29869, 33105}, {29871, 33133}, {30942, 35466}, {30957, 37634}, {31134, 72038}, {31151, 72036}, {31237, 71988}, {31252, 71991}, {32782, 41002}, {32847, 51147}, {32857, 48631}, {32911, 33173}, {33086, 70834}, {33114, 51463}, {33148, 41242}, {33166, 62814}, {36682, 43161}, {37298, 52086}, {37326, 51687}, {37703, 46897}, {37819, 71609}, {42871, 59406}, {43997, 49738}, {48350, 62323}, {48635, 50308}, {49467, 49772}, {49478, 49768}, {49488, 69557}, {49489, 49764}, {49769, 50288}, {50092, 51090}, {50315, 71921}, {60883, 69051}, {62398, 64174}, {63051, 71934}, {67210, 69298}, {69135, 71969}
X(72219) = midpoint of X(i) and X(j) for these {i,j}: {1, 33165}, {3662, 4676}, {16468, 33087}
X(72219) = complement of X(4429)
X(72219) = crossdifference of every pair of points on line {665, 4057}
X(72219) = barycentric product X(190)*X(48102)
X(72219) = barycentric quotient X(48102)/X(514)
X(72219) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 17279, 3932}, {1, 33159, 49524}, {2, 1001, 4026}, {2, 5263, 3826}, {2, 24552, 3925}, {2, 32942, 2886}, {2, 48810, 49725}, {2, 71864, 48821}, {2, 71978, 11}, {2, 71980, 3816}, {10, 31289, 17337}, {31, 29677, 69092}, {171, 72003, 72001}, {238, 29637, 141}, {614, 32777, 69091}, {748, 24943, 1211}, {984, 29660, 71322}, {1001, 4026, 49740}, {1125, 24295, 24325}, {1279, 17357, 10}, {2325, 4353, 49523}, {3246, 3844, 3883}, {3685, 16706, 66071}, {3771, 70942, 37662}, {3826, 5263, 49725}, {3826, 48810, 5263}, {3840, 6679, 37646}, {3883, 29596, 3844}, {4011, 26128, 4415}, {4358, 26230, 17602}, {4422, 71322, 984}, {4672, 49676, 17365}, {4974, 49560, 17362}, {5259, 19881, 13728}, {7191, 33157, 3703}, {7290, 17284, 3416}, {8616, 33174, 44419}, {16469, 17296, 67964}, {17123, 32783, 5743}, {17125, 72002, 5241}, {17283, 71873, 4645}, {17356, 49484, 1738}, {17598, 33164, 4884}, {19862, 50290, 17384}, {24295, 24325, 17369}, {24943, 72032, 748}, {25496, 29642, 17056}, {26094, 56778, 5433}, {26150, 71524, 4389}, {29632, 32944, 5718}, {29637, 72030, 238}, {29638, 32931, 17724}, {29677, 72028, 31}, {29679, 62806, 4030}, {29850, 32943, 71938}, {32911, 33173, 71937}, {32930, 33123, 3782}, {33175, 37680, 4023}, {72002, 72034, 17125}, {72003, 72025, 171}
X(72220) lies on these lines: {1, 44419}, {2, 41002}, {8, 5221}, {11, 6327}, {31, 29677}, {43, 524}, {44, 62673}, {46, 3704}, {55, 4966}, {57, 3416}, {63, 3932}, {69, 1376}, {78, 1464}, {81, 33086}, {100, 32863}, {141, 171}, {165, 17296}, {210, 4001}, {238, 72001}, {306, 1155}, {312, 17768}, {320, 7081}, {321, 11246}, {333, 3826}, {354, 63134}, {394, 25882}, {518, 1401}, {519, 21342}, {527, 3967}, {528, 10453}, {553, 49483}, {594, 3980}, {748, 72011}, {750, 1211}, {752, 3840}, {846, 17243}, {896, 29687}, {940, 4026}, {982, 5846}, {1001, 18141}, {1054, 32861}, {1086, 4362}, {1150, 3925}, {1215, 17365}, {1329, 1330}, {1503, 20368}, {1698, 49716}, {1707, 17279}, {1961, 4364}, {1999, 33068}, {2550, 37655}, {2886, 4645}, {2887, 37646}, {2895, 4023}, {2999, 67964}, {3035, 4417}, {3058, 4450}, {3175, 49990}, {3210, 71320}, {3218, 3703}, {3306, 3966}, {3474, 5695}, {3550, 33087}, {3589, 33174}, {3630, 56009}, {3631, 33084}, {3662, 3769}, {3677, 49681}, {3695, 69227}, {3712, 32858}, {3714, 4292}, {3720, 49740}, {3740, 4416}, {3742, 3883}, {3745, 54311}, {3752, 5847}, {3757, 25557}, {3782, 17763}, {3791, 17366}, {3816, 4388}, {3836, 71489}, {3846, 50304}, {3873, 4030}, {3912, 4640}, {3917, 22275}, {3936, 5432}, {3943, 32934}, {3971, 17334}, {3974, 9965}, {4009, 17781}, {4028, 17374}, {4035, 10164}, {4085, 71922}, {4090, 17771}, {4104, 17344}, {4126, 60459}, {4135, 17767}, {4357, 4682}, {4387, 44447}, {4413, 5739}, {4415, 4655}, {4422, 7262}, {4429, 37683}, {4434, 33064}, {4447, 17137}, {4643, 5268}, {4650, 29674}, {4697, 17369}, {4706, 50306}, {4715, 59596}, {4734, 17377}, {4849, 34379}, {4851, 17594}, {4854, 32950}, {4884, 32847}, {4968, 52783}, {4970, 17388}, {4972, 37639}, {5014, 51463}, {5205, 33066}, {5241, 17124}, {5305, 70491}, {5348, 70669}, {5361, 72014}, {5372, 33108}, {5718, 32918}, {5741, 20290}, {5743, 17122}, {5852, 32937}, {5880, 11679}, {6057, 32933}, {6154, 71929}, {6690, 18134}, {6703, 32784}, {7232, 33144}, {7238, 33103}, {7354, 17751}, {9053, 62865}, {9342, 37656}, {9352, 33077}, {11113, 49999}, {13728, 37559}, {14552, 26040}, {15326, 49492}, {16466, 25914}, {17056, 32916}, {17126, 33172}, {17127, 71999}, {17135, 34612}, {17184, 17602}, {17227, 29634}, {17231, 59692}, {17234, 71476}, {17288, 33126}, {17297, 29839}, {17330, 71977}, {17346, 26038}, {17347, 27538}, {17360, 70973}, {17378, 59297}, {17390, 17592}, {17391, 66530}, {17392, 43223}, {17595, 33088}, {17596, 32846}, {17598, 51147}, {17716, 71322}, {17724, 33069}, {17770, 59511}, {17784, 49460}, {18185, 30941}, {18201, 32866}, {19742, 24988}, {20056, 24841}, {20064, 71978}, {20101, 32942}, {21296, 25568}, {22034, 28526}, {22300, 50628}, {22325, 64006}, {23958, 33089}, {24593, 69134}, {24627, 33073}, {24692, 48643}, {24703, 30567}, {25440, 41014}, {25453, 61661}, {25502, 50296}, {25760, 37634}, {25938, 26005}, {25957, 35466}, {26037, 49724}, {26060, 64401}, {26073, 71931}, {26128, 48632}, {26840, 32926}, {27003, 33075}, {27528, 28754}, {29662, 31134}, {29663, 62846}, {29679, 62795}, {30818, 41011}, {30942, 63979}, {31151, 33138}, {31264, 64164}, {31303, 71932}, {31330, 49725}, {31774, 50037}, {32773, 37684}, {32777, 59574}, {32843, 37663}, {32862, 67335}, {32913, 33079}, {32914, 40688}, {32919, 32948}, {32946, 37662}, {33083, 37633}, {33091, 62235}, {33092, 59583}, {33095, 70219}, {33147, 48631}, {33158, 59580}, {33171, 37540}, {36974, 67980}, {37603, 65543}, {37653, 71981}, {37674, 50295}, {37715, 48835}, {38047, 62812}, {41801, 64083}, {42032, 44446}, {42054, 49994}, {42058, 72018}, {44417, 50307}, {48810, 72016}, {48821, 71913}, {49688, 62823}, {49742, 72054}, {50315, 71450}, {53663, 62240}, {56734, 62805}
X(72220) = crosspoint of X(4998) and X(8050)
X(72220) = crosssum of X(3271) and X(4057)
X(72220) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 72007, 69092}, {57, 3416, 69091}, {100, 32863, 71937}, {171, 33085, 141}, {238, 72009, 72001}, {750, 33080, 1211}, {940, 26034, 4026}, {1999, 33068, 66071}, {3218, 33078, 3703}, {3474, 34255, 5695}, {3662, 3769, 17061}, {3791, 24169, 17366}, {3936, 71479, 5432}, {4388, 71985, 3816}, {4450, 29824, 3058}, {4645, 14829, 2886}, {4650, 29674, 44416}, {4655, 29649, 4415}, {6327, 71984, 11}, {17122, 33082, 5743}, {17124, 72008, 5241}, {17763, 33067, 3782}, {18134, 71477, 6690}, {18141, 63140, 1001}, {32784, 37604, 6703}, {32913, 33079, 49524}, {32918, 32949, 5718}, {32919, 32948, 71938}, {33174, 62841, 3589}
X(72221) lies on these lines: {1, 5745}, {2, 2308}, {10, 5429}, {11, 72040}, {31, 11680}, {43, 24597}, {58, 3822}, {63, 29658}, {81, 29640}, {171, 3925}, {238, 3816}, {333, 70972}, {387, 37574}, {750, 71996}, {896, 33099}, {902, 33142}, {1054, 26723}, {1150, 32783}, {1155, 33132}, {1707, 3944}, {1714, 37603}, {1743, 7735}, {1757, 21060}, {1782, 3336}, {1961, 54357}, {2886, 72036}, {2887, 41806}, {3011, 32913}, {3052, 33141}, {3218, 33147}, {3219, 29683}, {3550, 17784}, {3741, 72026}, {3769, 4438}, {3771, 37683}, {3772, 4650}, {3791, 32851}, {3840, 72030}, {4090, 37764}, {4362, 33167}, {4434, 33118}, {4640, 33135}, {4641, 17719}, {4649, 6690}, {4693, 59580}, {4921, 69300}, {5218, 42043}, {5247, 17757}, {5281, 50282}, {5292, 54354}, {5325, 51294}, {5361, 72002}, {5372, 24943}, {5737, 19856}, {5744, 17591}, {6679, 14829}, {6686, 63051}, {7262, 17720}, {8616, 11269}, {9332, 37631}, {9340, 20292}, {14996, 29661}, {16477, 37662}, {16704, 29846}, {16948, 21935}, {17123, 37634}, {17126, 24892}, {17127, 29662}, {17277, 58443}, {17596, 40940}, {17763, 33164}, {19540, 36635}, {20101, 21241}, {21242, 72016}, {21747, 33107}, {24627, 29654}, {25453, 71477}, {25957, 31229}, {26034, 29856}, {26102, 63078}, {26228, 62865}, {29632, 37639}, {29633, 32916}, {29635, 71476}, {29642, 37684}, {29645, 38000}, {29657, 55867}, {29665, 32912}, {29674, 56519}, {29675, 62819}, {29676, 62834}, {29678, 37685}, {29821, 59491}, {29830, 71919}, {29839, 71922}, {29845, 71478}, {29850, 71479}, {29859, 54311}, {29861, 63134}, {29863, 33083}, {29865, 32863}, {29867, 33086}, {30652, 33104}, {30653, 71988}, {30942, 72025}, {31187, 33111}, {31330, 72029}, {32865, 37540}, {32866, 33119}, {32924, 51583}, {32932, 50755}, {33108, 72039}, {33127, 62795}, {33143, 67335}, {33168, 50756}, {36634, 59572}, {37717, 64166}, {49452, 59536}, {59726, 60731}, {71984, 72003}
X(72221) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 71489, 33082}, {31, 11680, 72035}, {31, 33140, 33106}, {63, 29658, 33152}, {171, 33138, 71991}, {171, 35466, 33138}, {238, 37646, 71995}, {896, 33133, 33099}, {3769, 4438, 32847}, {3772, 4650, 32857}, {6679, 14829, 29637}, {6690, 61661, 4649}, {11680, 72035, 33106}, {17126, 24892, 33109}, {17127, 29662, 71990}, {17763, 56520, 33164}, {33140, 72035, 11680}, {55867, 62845, 29657}, {59491, 61647, 29821}
X(72222) lies on these lines: {1, 535}, {2, 3052}, {4, 62804}, {6, 149}, {7, 3315}, {8, 41242}, {11, 17126}, {31, 11680}, {42, 34611}, {43, 49719}, {55, 33107}, {79, 30148}, {81, 497}, {100, 37651}, {145, 17537}, {171, 71988}, {190, 29832}, {226, 62806}, {229, 11365}, {238, 33104}, {312, 50000}, {390, 63008}, {516, 4850}, {527, 62868}, {528, 3240}, {595, 2476}, {614, 20292}, {748, 33109}, {750, 71990}, {752, 30942}, {896, 29676}, {902, 17717}, {908, 63969}, {946, 62802}, {976, 68847}, {995, 17579}, {999, 13744}, {1001, 33112}, {1008, 4388}, {1086, 65698}, {1191, 2475}, {1279, 31019}, {1386, 33134}, {1478, 62848}, {1479, 57280}, {1621, 26098}, {1699, 33133}, {1836, 7191}, {2308, 33141}, {2550, 37680}, {2886, 17127}, {3006, 4676}, {3011, 10129}, {3058, 17018}, {3218, 17721}, {3242, 17484}, {3434, 32911}, {3583, 62828}, {3616, 37038}, {3622, 49745}, {3683, 29664}, {3685, 33070}, {3744, 31053}, {3758, 29835}, {3782, 17024}, {3838, 29681}, {3873, 41011}, {3890, 67969}, {3920, 24703}, {3923, 32844}, {3938, 33096}, {3944, 17469}, {3996, 63010}, {4003, 28534}, {4011, 33072}, {4193, 5264}, {4255, 20066}, {4307, 37633}, {4358, 50289}, {4383, 33110}, {4387, 33093}, {4389, 29823}, {4392, 17768}, {4398, 44006}, {4414, 17722}, {4415, 29815}, {4429, 21282}, {4432, 29643}, {4511, 66639}, {4514, 26223}, {4519, 28538}, {4640, 29680}, {4645, 71978}, {4660, 32944}, {4671, 5846}, {4672, 33120}, {4679, 5297}, {4683, 29652}, {4857, 62805}, {4865, 32862}, {4892, 29638}, {4956, 47356}, {4972, 70481}, {5014, 27064}, {5046, 5710}, {5091, 31512}, {5178, 54386}, {5231, 36277}, {5255, 11681}, {5256, 9580}, {5262, 12699}, {5263, 72000}, {5274, 63078}, {5695, 32842}, {5698, 62796}, {5718, 61155}, {5880, 7292}, {5905, 62814}, {6327, 32942}, {6840, 64449}, {7262, 29690}, {7290, 33129}, {7812, 69498}, {8616, 33105}, {9614, 62809}, {9812, 19785}, {10527, 16948}, {10707, 11269}, {10883, 64013}, {10896, 54355}, {11235, 33142}, {12701, 17016}, {14829, 20064}, {15171, 19767}, {15484, 26074}, {16466, 52367}, {16468, 33136}, {16477, 71942}, {17017, 33095}, {17025, 66071}, {17122, 71992}, {17123, 71989}, {17124, 72039}, {17125, 71991}, {17354, 31079}, {17483, 17597}, {17598, 33098}, {17599, 33100}, {17605, 29665}, {17716, 69173}, {17747, 63004}, {17766, 32931}, {17778, 71928}, {17784, 63090}, {18393, 49480}, {20020, 56084}, {20060, 37542}, {20075, 63089}, {20101, 71984}, {21283, 71934}, {24210, 62807}, {24695, 62235}, {25385, 49705}, {25496, 32947}, {25760, 49482}, {26015, 62795}, {26227, 49709}, {28566, 30818}, {29631, 50300}, {29637, 31134}, {29639, 62838}, {29657, 70520}, {29668, 33067}, {29814, 49736}, {29818, 33103}, {29819, 33154}, {29821, 33094}, {29822, 49746}, {29830, 71864}, {29839, 71909}, {29840, 32933}, {29844, 32940}, {30116, 66099}, {30652, 37646}, {30653, 35466}, {30950, 50301}, {30970, 50296}, {31018, 68589}, {31034, 68969}, {31091, 54389}, {31140, 33139}, {31151, 72005}, {31237, 72025}, {31252, 72034}, {31266, 62875}, {31300, 58371}, {32843, 32941}, {32929, 33071}, {32943, 32946}, {32948, 70942}, {33065, 49473}, {33077, 49484}, {33101, 67210}, {33148, 61716}, {33155, 38315}, {33175, 48805}, {38530, 66862}, {49490, 61707}, {50190, 63366}, {50288, 64178}, {50307, 64149}, {50604, 65134}, {51415, 61156}, {54291, 69017}, {62695, 66676}, {62866, 64162}, {62998, 71929}, {63002, 71927}, {63074, 71938}, {70689, 71850}, {72041, 72044}
X(72222) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 5057, 33151}, {31, 33106, 11680}, {171, 71988, 72013}, {238, 33104, 33108}, {748, 33109, 72014}, {1699, 62834, 33133}, {1836, 7191, 33146}, {3923, 32844, 33089}, {4388, 24552, 32782}, {4645, 71978, 71999}, {4865, 32930, 32862}, {6327, 32942, 33172}, {17721, 64016, 3218}, {21282, 70483, 4429}, {33104, 72038, 238}, {33106, 72035, 31}, {33109, 72040, 748}, {71989, 72042, 17123}, {71990, 72036, 750}, {71992, 72037, 17122}
X(72223) lies on these lines: {1, 54288}, {2, 6}, {3, 24883}, {4, 16948}, {11, 17127}, {21, 5292}, {31, 11680}, {38, 29658}, {44, 27131}, {55, 33142}, {57, 21367}, {58, 2476}, {63, 33133}, {88, 278}, {100, 33137}, {149, 3052}, {162, 37372}, {171, 24892}, {222, 37797}, {226, 60247}, {238, 29662}, {239, 53165}, {312, 56520}, {354, 29681}, {387, 6910}, {404, 1714}, {497, 70834}, {518, 29665}, {580, 6943}, {748, 71995}, {750, 33138}, {896, 3944}, {902, 33141}, {958, 54355}, {984, 29683}, {1043, 56781}, {1086, 23958}, {1155, 33131}, {1376, 33139}, {1386, 29680}, {1621, 11269}, {1699, 36277}, {1707, 5057}, {1724, 4193}, {1738, 9352}, {1743, 30852}, {1751, 60615}, {1834, 4189}, {1999, 33113}, {2308, 17717}, {2475, 4252}, {2886, 17126}, {2975, 5230}, {3006, 3769}, {3011, 3873}, {3060, 18191}, {3120, 4650}, {3175, 59769}, {3187, 32851}, {3210, 51583}, {3216, 17566}, {3218, 3772}, {3219, 17720}, {3240, 5432}, {3306, 26724}, {3416, 29872}, {3550, 33136}, {3681, 66632}, {3745, 29664}, {3752, 56531}, {3771, 32919}, {3782, 67335}, {3791, 29849}, {3911, 17080}, {3977, 42044}, {4026, 29864}, {4038, 29661}, {4197, 24880}, {4201, 25459}, {4255, 37291}, {4257, 17579}, {4291, 69887}, {4362, 33089}, {4392, 17061}, {4414, 33135}, {4422, 46938}, {4429, 71479}, {4430, 17724}, {4434, 33117}, {4438, 17763}, {4640, 33134}, {4641, 31053}, {4649, 29678}, {4663, 61648}, {4671, 44416}, {4850, 40940}, {4966, 29866}, {4972, 71477}, {5178, 37552}, {5222, 24583}, {5231, 62834}, {5247, 11681}, {5265, 56821}, {5273, 33761}, {5312, 58404}, {5324, 35996}, {5337, 24899}, {5398, 6830}, {5704, 34231}, {5705, 62809}, {5706, 6888}, {5707, 6852}, {5744, 19785}, {5745, 28606}, {5902, 50757}, {6679, 30942}, {6682, 29636}, {6690, 17018}, {6691, 27625}, {6693, 10479}, {6734, 62802}, {6828, 37530}, {6853, 36742}, {6857, 64415}, {6873, 13408}, {6876, 63318}, {6952, 36754}, {6972, 36745}, {7081, 33114}, {7226, 17602}, {7262, 69173}, {7277, 17775}, {7292, 17728}, {7365, 15474}, {7483, 19767}, {10129, 41011}, {10197, 16474}, {10449, 56778}, {10527, 62804}, {11114, 52680}, {11246, 17070}, {11679, 32779}, {13161, 62827}, {13478, 24624}, {14009, 39673}, {15680, 66104}, {16454, 25446}, {17016, 26066}, {17064, 20292}, {17122, 71994}, {17123, 71997}, {17124, 71996}, {17167, 60071}, {17284, 56521}, {17469, 29676}, {17540, 29560}, {17549, 48837}, {17595, 33150}, {17596, 33128}, {17716, 29690}, {17719, 32912}, {17783, 64070}, {21283, 71910}, {23511, 31224}, {24210, 62838}, {24239, 61647}, {24477, 26228}, {24627, 32774}, {24789, 27003}, {24914, 54292}, {25453, 32918}, {25760, 71489}, {26015, 62806}, {26037, 58443}, {26065, 41242}, {26139, 72024}, {26227, 33121}, {26363, 57280}, {26688, 37758}, {26738, 58463}, {26910, 69713}, {27186, 37520}, {27785, 58449}, {28027, 62854}, {29607, 69003}, {29631, 32916}, {29634, 46909}, {29635, 32917}, {29639, 62807}, {29640, 62821}, {29649, 33115}, {29675, 62867}, {29830, 71930}, {29833, 30608}, {29839, 71933}, {29846, 32853}, {29856, 32781}, {29857, 33078}, {29861, 33074}, {29863, 32784}, {29865, 33087}, {29867, 33174}, {30566, 70742}, {30652, 63979}, {31164, 62820}, {31231, 45126}, {31237, 33085}, {31245, 33112}, {31266, 62812}, {32855, 50756}, {32860, 50755}, {32913, 33127}, {32933, 37759}, {33105, 62841}, {33110, 37540}, {33144, 62235}, {33152, 36263}, {33157, 56519}, {35612, 61728}, {37298, 48847}, {39595, 54357}, {39962, 56050}, {45700, 62848}, {55868, 62796}, {55962, 60156}, {56082, 56523}, {57721, 60085}, {57722, 66634}, {60082, 62929}, {60714, 71942}
X(72223) = crosssum of X(6) and X(5036)
X(72223) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 69, 30831}, {2, 333, 72000}, {2, 1150, 32782}, {2, 5361, 1211}, {2, 5372, 141}, {2, 14829, 33172}, {2, 14996, 17056}, {2, 14997, 37663}, {2, 16704, 4417}, {2, 17778, 30834}, {2, 19742, 5233}, {2, 24597, 32911}, {2, 32863, 30811}, {2, 32911, 37651}, {2, 37639, 18134}, {2, 37642, 81}, {2, 37652, 5741}, {2, 37666, 63008}, {2, 37683, 3936}, {2, 37684, 18139}, {2, 37685, 5718}, {2, 63056, 41878}, {2, 63067, 63089}, {2, 63074, 37662}, {2, 63078, 37633}, {2, 63096, 51415}, {2, 71984, 71999}, {31, 33140, 11680}, {63, 33133, 33151}, {171, 24892, 33108}, {238, 29662, 72013}, {750, 33138, 72014}, {902, 33141, 34611}, {940, 31187, 2}, {1724, 45939, 4193}, {3218, 3772, 33146}, {3550, 33136, 49719}, {4257, 68946, 17579}, {4362, 33119, 33089}, {4438, 17763, 32862}, {5718, 61661, 37685}, {14829, 41806, 2}, {18141, 31232, 2}, {24477, 26228, 62814}, {24880, 37522, 4197}, {30834, 71914, 17778}, {31204, 37633, 2}, {31229, 71984, 2}, {35466, 37646, 2}, {40940, 59491, 4850}, {41878, 71913, 63056}
X(72224) lies on these lines: {1, 24597}, {2, 2308}, {6, 29640}, {9, 29658}, {10, 72029}, {11, 238}, {31, 33108}, {36, 27628}, {43, 5218}, {44, 17719}, {63, 33147}, {69, 29858}, {171, 3826}, {333, 3775}, {390, 8616}, {495, 5247}, {748, 71995}, {846, 40940}, {896, 32857}, {902, 20095}, {1046, 11551}, {1054, 3008}, {1150, 29637}, {1707, 4312}, {1714, 4302}, {1724, 7951}, {1731, 21381}, {1757, 3011}, {2886, 72035}, {2895, 29865}, {3052, 32865}, {3219, 33152}, {3618, 29825}, {3683, 33135}, {3685, 50755}, {3712, 4716}, {3741, 72025}, {3751, 29675}, {3771, 37652}, {3772, 7262}, {3790, 4362}, {3791, 33116}, {3792, 18191}, {3846, 41806}, {3883, 29861}, {3911, 5018}, {3925, 72039}, {3961, 24393}, {4038, 61661}, {4316, 52680}, {4357, 29859}, {4438, 32866}, {4640, 33132}, {4641, 33130}, {4650, 24789}, {4759, 17777}, {4921, 33081}, {4974, 32851}, {4989, 5745}, {5220, 17725}, {5235, 19856}, {5278, 72004}, {5361, 24943}, {5372, 29677}, {5542, 32913}, {5718, 16477}, {5791, 16478}, {5847, 29862}, {7290, 29676}, {8258, 16817}, {9332, 17392}, {11269, 15485}, {11533, 18249}, {11680, 72040}, {14829, 72003}, {16475, 29657}, {16570, 23681}, {16704, 29632}, {17123, 37646}, {17126, 71991}, {17127, 24892}, {17366, 17593}, {17591, 55868}, {17596, 26723}, {17717, 31187}, {17724, 49712}, {19742, 29846}, {19786, 59624}, {21242, 71873}, {21747, 33112}, {24542, 32919}, {25453, 71476}, {25502, 63078}, {25760, 31229}, {26102, 37642}, {26228, 49448}, {27065, 29683}, {29631, 71478}, {29633, 32917}, {29642, 37683}, {29654, 38000}, {29661, 37685}, {29678, 63074}, {29681, 32912}, {29830, 71924}, {29839, 71925}, {29851, 37639}, {29856, 50295}, {29860, 49511}, {29866, 71941}, {29867, 33083}, {29869, 32863}, {30652, 71989}, {30653, 33104}, {30942, 72030}, {31204, 33105}, {31289, 71985}, {31330, 72026}, {32778, 56519}, {32847, 33115}, {32849, 50756}, {32914, 33167}, {33128, 62838}, {33136, 70834}, {34977, 56531}, {35023, 56009}, {36635, 47522}, {37650, 62711}, {50757, 71541}, {53393, 69700}, {61155, 71942}
X(72224) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 71489, 33085}, {31, 33108, 72036}, {31, 33138, 33109}, {238, 33140, 71990}, {238, 35466, 33140}, {333, 6679, 32783}, {896, 33129, 32857}, {3772, 7262, 33099}, {17126, 71994, 71991}, {17127, 24892, 33106}, {32914, 56520, 33167}, {33108, 72036, 33109}, {33138, 72036, 33108}, {54357, 61647, 1}
X(72225) lies on these lines: {1, 11015}, {2, 3052}, {6, 33110}, {7, 62814}, {31, 33108}, {42, 49719}, {55, 33112}, {79, 30145}, {81, 3434}, {100, 26098}, {145, 42045}, {149, 940}, {171, 11680}, {238, 71989}, {321, 50289}, {333, 20064}, {377, 62804}, {497, 37633}, {516, 28606}, {528, 17018}, {595, 4197}, {612, 5057}, {748, 71991}, {750, 33106}, {752, 31330}, {894, 5014}, {902, 33111}, {1086, 17024}, {1150, 20101}, {1155, 29680}, {1279, 27186}, {1376, 33107}, {1386, 33131}, {1621, 37467}, {1836, 3920}, {2308, 32865}, {2475, 5710}, {2476, 5264}, {2550, 32911}, {2886, 17126}, {3058, 29814}, {3120, 17716}, {3219, 64016}, {3240, 34612}, {3242, 17483}, {3295, 26131}, {3550, 33105}, {3616, 66680}, {3649, 36565}, {3664, 62866}, {3681, 41011}, {3720, 50301}, {3744, 31019}, {3745, 33134}, {3782, 29815}, {3838, 29665}, {3873, 50307}, {3914, 62807}, {3923, 32862}, {3925, 17127}, {3938, 33097}, {3961, 24725}, {3980, 32844}, {3996, 31034}, {4294, 64415}, {4312, 62833}, {4344, 19785}, {4349, 62801}, {4363, 33090}, {4388, 71979}, {4392, 11246}, {4415, 65698}, {4418, 4865}, {4419, 50261}, {4430, 17365}, {4432, 29854}, {4640, 29664}, {4645, 24552}, {4649, 71940}, {4650, 29690}, {4651, 49720}, {4660, 32772}, {4672, 33117}, {4675, 29817}, {4676, 69250}, {4683, 36480}, {4697, 33120}, {4847, 62795}, {4888, 62815}, {4892, 29848}, {4972, 70419}, {5178, 54421}, {5249, 62806}, {5263, 6327}, {5269, 33133}, {5287, 9580}, {5297, 24703}, {5311, 33095}, {5695, 33093}, {5698, 33761}, {5711, 52367}, {5712, 20075}, {5725, 63136}, {5846, 28605}, {5880, 7191}, {5905, 68589}, {6839, 64449}, {7226, 17768}, {7290, 26724}, {9347, 24210}, {9352, 24239}, {10129, 66632}, {10327, 41242}, {10385, 63343}, {11114, 30116}, {11330, 19731}, {13405, 26738}, {14923, 67969}, {16948, 19843}, {17017, 24715}, {17056, 61155}, {17122, 71988}, {17123, 71993}, {17124, 71990}, {17125, 72040}, {17300, 71928}, {17469, 17889}, {17597, 26842}, {17599, 33102}, {17601, 29688}, {17721, 27003}, {17766, 32771}, {17778, 71929}, {17784, 63008}, {19765, 20066}, {19993, 42697}, {21282, 32773}, {21283, 71935}, {23155, 49537}, {24988, 70485}, {25496, 32948}, {25957, 49482}, {26040, 37687}, {26223, 32850}, {28082, 68847}, {28512, 62226}, {28562, 43223}, {28566, 31993}, {29634, 48646}, {29652, 33067}, {29677, 31151}, {29816, 33154}, {29819, 33149}, {29830, 71911}, {29832, 32939}, {29839, 71912}, {29850, 50300}, {30652, 35466}, {31134, 32783}, {31140, 33142}, {31237, 72026}, {31252, 72032}, {32858, 49484}, {32925, 50288}, {32929, 33073}, {32932, 33070}, {32941, 32949}, {32942, 71999}, {32945, 32946}, {32947, 50302}, {33069, 49473}, {33075, 50314}, {33088, 64010}, {33103, 67210}, {33129, 62834}, {33136, 62841}, {33150, 38315}, {33153, 61716}, {33173, 48805}, {37663, 61156}, {37685, 71938}, {41002, 49725}, {42034, 50000}, {42044, 49476}, {44006, 62229}, {44447, 62796}, {46897, 63139}, {49490, 64164}, {50296, 59306}, {56191, 66099}, {62803, 66671}, {62816, 66673}, {62818, 66676}, {62851, 64168}, {62998, 71927}, {63010, 71926}, {63056, 68969}, {72042, 72043}
X(72225) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 20292, 33146}, {31, 33109, 33108}, {171, 33104, 11680}, {238, 71989, 72014}, {750, 33106, 72013}, {1376, 33107, 37651}, {1836, 3920, 33151}, {3434, 4307, 81}, {3923, 33072, 32862}, {4344, 19785, 62855}, {4388, 71979, 72000}, {4418, 4865, 33089}, {4645, 24552, 33172}, {5249, 63969, 62806}, {5263, 6327, 32782}, {21282, 70482, 32773}, {33104, 72037, 171}, {33106, 72039, 750}, {33109, 72036, 31}, {71988, 72041, 17122}, {71991, 72035, 748}, {71993, 72038, 17123}
X(72226) lies on these lines: {2, 6}, {9, 33133}, {10, 62802}, {21, 1714}, {31, 33108}, {44, 31053}, {55, 33139}, {57, 26724}, {58, 4197}, {63, 4862}, {75, 56520}, {77, 31231}, {88, 15474}, {171, 71993}, {210, 29665}, {229, 7535}, {238, 11680}, {239, 33113}, {270, 5142}, {279, 39962}, {283, 4193}, {377, 16948}, {379, 1931}, {387, 64415}, {405, 24883}, {499, 3562}, {518, 29681}, {580, 6828}, {582, 6845}, {748, 33140}, {750, 71996}, {756, 29658}, {846, 33128}, {896, 17889}, {902, 32865}, {964, 25446}, {1001, 33142}, {1086, 67335}, {1386, 29664}, {1621, 33137}, {1698, 62809}, {1707, 20292}, {1724, 2476}, {1743, 31266}, {1751, 24624}, {1754, 10883}, {1757, 33127}, {1834, 16865}, {2051, 60247}, {2308, 33111}, {2886, 17127}, {2979, 18191}, {2999, 55867}, {3008, 24598}, {3011, 3681}, {3052, 33110}, {3120, 7262}, {3187, 33116}, {3216, 54356}, {3218, 24789}, {3219, 3772}, {3240, 6690}, {3315, 24477}, {3416, 29873}, {3434, 70834}, {3683, 33134}, {3750, 71942}, {3757, 33114}, {3769, 69250}, {3771, 32864}, {3791, 29643}, {3842, 29847}, {3868, 26728}, {3877, 50759}, {3914, 62838}, {3925, 17126}, {3966, 29872}, {3977, 50106}, {4000, 55868}, {4021, 28606}, {4026, 29868}, {4042, 33175}, {4260, 61643}, {4296, 24914}, {4361, 33168}, {4362, 32862}, {4414, 33132}, {4438, 32914}, {4640, 33131}, {4641, 31019}, {4649, 29661}, {4650, 69253}, {4661, 17724}, {4847, 62806}, {4850, 5745}, {4896, 5249}, {4966, 29870}, {4972, 71476}, {4974, 29849}, {4981, 29634}, {5046, 24898}, {5047, 5292}, {5057, 17064}, {5220, 33153}, {5230, 5260}, {5262, 5791}, {5271, 32779}, {5273, 19785}, {5284, 11269}, {5324, 7465}, {5358, 59354}, {5398, 6829}, {5433, 27625}, {5692, 50757}, {5706, 6884}, {5721, 37106}, {6557, 31171}, {6675, 19767}, {6679, 31330}, {6682, 29852}, {6852, 36754}, {6888, 36745}, {6991, 37530}, {7226, 17061}, {8616, 33136}, {8692, 11238}, {9534, 56778}, {10453, 24542}, {11114, 68946}, {11679, 33157}, {13478, 57721}, {14212, 17885}, {15670, 48847}, {15671, 48857}, {15672, 48842}, {15674, 19765}, {16342, 69541}, {16468, 33105}, {16610, 18607}, {16825, 33119}, {16885, 26792}, {17122, 71998}, {17123, 29662}, {17125, 71995}, {17272, 56522}, {17278, 27003}, {17490, 51583}, {17566, 17749}, {17579, 52680}, {17720, 27065}, {18623, 43043}, {19843, 62804}, {19854, 57280}, {20095, 21000}, {21283, 71911}, {23536, 62827}, {23958, 40688}, {24223, 51113}, {24587, 33840}, {24899, 69212}, {25453, 32917}, {25957, 71489}, {26227, 33118}, {26729, 54422}, {27002, 29607}, {27793, 34283}, {28605, 44416}, {29628, 33934}, {29632, 32853}, {29640, 61358}, {29642, 32919}, {29657, 71184}, {29689, 49490}, {29830, 71935}, {29839, 71936}, {29848, 49457}, {29850, 32916}, {29856, 69294}, {29857, 33075}, {29858, 33081}, {29862, 32852}, {29865, 33084}, {29866, 71937}, {29867, 32784}, {29869, 33087}, {30653, 63979}, {30904, 49758}, {30957, 31289}, {31224, 54390}, {31237, 33082}, {31245, 33107}, {31252, 72011}, {32773, 71478}, {32774, 38000}, {32776, 59624}, {32912, 33130}, {32915, 50755}, {33092, 50756}, {33147, 36263}, {34028, 61019}, {34048, 37797}, {37695, 67120}, {42044, 56078}, {42051, 59769}, {48641, 59664}, {55962, 60155}, {60071, 66634}, {60075, 60615}, {60082, 60235}, {61155, 71938}, {61647, 62807}, {62814, 64153}, {62923, 62929}, {63584, 67334}, {63961, 66632}, {68696, 70619}
X(72226) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 333, 32782}, {2, 966, 31247}, {2, 1150, 33172}, {2, 2895, 30811}, {2, 4383, 37651}, {2, 5278, 72000}, {2, 5361, 141}, {2, 5372, 69092}, {2, 5712, 63344}, {2, 5739, 30831}, {2, 14829, 71999}, {2, 14997, 37662}, {2, 16704, 18134}, {2, 17349, 5741}, {2, 19742, 4417}, {2, 24597, 81}, {2, 31034, 41878}, {2, 37639, 17234}, {2, 37642, 37633}, {2, 37650, 37687}, {2, 37652, 3936}, {2, 37681, 63090}, {2, 37683, 18139}, {2, 37685, 17056}, {2, 62998, 30834}, {2, 63009, 30828}, {2, 63013, 5333}, {2, 63067, 5712}, {2, 63074, 5718}, {2, 63096, 37663}, {2, 63100, 30832}, {31, 33138, 33108}, {63, 33129, 33146}, {171, 71994, 72014}, {238, 24892, 11680}, {748, 33140, 72013}, {902, 32865, 49719}, {1724, 24880, 2476}, {3219, 3772, 33151}, {4362, 33115, 32862}, {4383, 5422, 32911}, {4383, 31187, 2}, {4438, 32914, 33089}, {5271, 56519, 32779}, {5273, 19785, 62796}, {5278, 31229, 2}, {5745, 26723, 4850}, {8616, 33136, 34611}, {14555, 31232, 2}, {17277, 41806, 2}, {17337, 37634, 2}, {30834, 63060, 62998}, {31204, 32911, 2}, {40940, 54357, 28606}, {41878, 71915, 31034}
X(72227) lies on these lines: {2, 2308}, {6, 29661}, {10, 72027}, {31, 3925}, {44, 33127}, {69, 29869}, {171, 71998}, {238, 11680}, {333, 24943}, {748, 3816}, {750, 72045}, {896, 24789}, {902, 17784}, {1150, 29677}, {1453, 21674}, {1621, 71942}, {1707, 69253}, {1724, 3822}, {1757, 29681}, {2886, 72038}, {2895, 29858}, {3011, 21060}, {3219, 33143}, {3305, 29683}, {3683, 33128}, {3720, 24597}, {3741, 72028}, {3751, 29689}, {3771, 19742}, {3840, 72034}, {3846, 31229}, {4362, 69301}, {4383, 61356}, {4414, 26723}, {4650, 26724}, {4921, 33087}, {4974, 33113}, {5137, 61367}, {5273, 46901}, {5278, 6679}, {5311, 61647}, {5361, 29637}, {5372, 72003}, {5739, 29865}, {7262, 33098}, {7290, 29690}, {8616, 33139}, {9345, 61661}, {14829, 72005}, {15485, 33142}, {16475, 29682}, {16704, 29642}, {16825, 56520}, {17017, 54357}, {17123, 71997}, {17124, 17337}, {17125, 37646}, {17126, 71993}, {17127, 33104}, {17260, 29847}, {17277, 72006}, {17349, 29846}, {17352, 32918}, {17526, 59307}, {17717, 31204}, {17776, 50756}, {19723, 69300}, {19762, 28267}, {20978, 25631}, {21242, 72018}, {24542, 32853}, {25453, 71478}, {25525, 61707}, {25960, 41806}, {26037, 72031}, {27065, 29658}, {29632, 37652}, {29640, 63074}, {29663, 32917}, {29678, 32911}, {29818, 64153}, {29830, 71925}, {29839, 71923}, {29848, 60731}, {29850, 71476}, {29851, 37683}, {29852, 38000}, {29867, 50295}, {30652, 71991}, {30653, 33109}, {30942, 72032}, {30950, 37642}, {31289, 71984}, {32774, 59624}, {32854, 33115}, {32864, 71939}, {32865, 70834}, {32914, 33161}, {33132, 62838}, {33140, 71992}, {56519, 69252}, {71977, 72033}, {72014, 72041}
X(72227) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 71489, 72007}, {31, 3925, 72037}, {31, 71994, 71989}, {171, 71998, 72043}, {238, 11680, 72042}, {238, 24892, 71988}, {748, 29662, 72044}, {748, 35466, 29662}, {3925, 72037, 71989}, {5278, 6679, 72002}, {7262, 33129, 33098}, {8616, 33139, 71940}, {11680, 72042, 71988}, {17125, 37646, 72046}, {17126, 71996, 71993}, {17127, 33138, 33104}, {24892, 72042, 11680}, {29632, 37652, 71941}, {71994, 72037, 3925}
X(72228) lies on these lines: {1, 528}, {2, 3052}, {5, 64013}, {6, 2550}, {7, 3242}, {8, 524}, {9, 64016}, {10, 44}, {11, 750}, {12, 53529}, {30, 30116}, {31, 3925}, {37, 516}, {38, 11246}, {42, 34612}, {43, 49732}, {45, 5698}, {55, 851}, {58, 31419}, {65, 674}, {75, 5846}, {81, 33110}, {100, 5718}, {109, 64737}, {141, 4645}, {142, 1279}, {145, 17160}, {149, 37633}, {171, 2886}, {175, 45476}, {176, 45477}, {192, 28530}, {210, 41011}, {238, 3826}, {239, 69755}, {321, 50000}, {333, 20101}, {354, 49989}, {377, 5710}, {388, 60689}, {390, 4648}, {442, 5264}, {443, 1191}, {481, 5604}, {482, 5605}, {497, 37674}, {517, 71713}, {518, 17365}, {519, 49468}, {527, 49515}, {536, 49476}, {545, 49447}, {553, 21342}, {594, 3416}, {595, 8728}, {612, 1836}, {726, 50288}, {740, 17388}, {748, 71993}, {894, 32850}, {940, 3434}, {942, 64526}, {958, 64159}, {975, 12699}, {976, 3649}, {984, 17334}, {1001, 17245}, {1054, 17722}, {1100, 3755}, {1107, 66671}, {1125, 15810}, {1155, 29639}, {1211, 6327}, {1213, 50295}, {1266, 49463}, {1278, 28472}, {1284, 20990}, {1376, 26098}, {1386, 1738}, {1418, 12573}, {1503, 15978}, {1621, 35984}, {1698, 15601}, {1743, 38200}, {1834, 5711}, {1892, 23050}, {1901, 50861}, {1918, 28375}, {1961, 33095}, {2177, 6154}, {2256, 3332}, {2263, 52023}, {2796, 49456}, {3000, 7354}, {3035, 17717}, {3058, 3720}, {3120, 17602}, {3243, 4888}, {3247, 66673}, {3306, 3756}, {3550, 6690}, {3589, 4429}, {3616, 17290}, {3617, 17346}, {3621, 50133}, {3629, 71934}, {3634, 50297}, {3662, 71322}, {3664, 5853}, {3685, 17243}, {3688, 20718}, {3696, 5847}, {3703, 4418}, {3712, 29643}, {3717, 17351}, {3722, 37703}, {3723, 4356}, {3731, 66676}, {3739, 3883}, {3744, 5249}, {3745, 3914}, {3751, 7277}, {3772, 5269}, {3775, 50304}, {3782, 3920}, {3813, 37607}, {3816, 17122}, {3823, 17353}, {3829, 71995}, {3836, 49482}, {3838, 66632}, {3842, 28494}, {3868, 9054}, {3871, 26131}, {3879, 28581}, {3886, 4851}, {3912, 49484}, {3923, 3932}, {3943, 5695}, {3961, 33097}, {3980, 4865}, {3993, 17764}, {3996, 17778}, {4000, 4344}, {4023, 32843}, {4026, 4660}, {4030, 32771}, {4046, 32852}, {4062, 70523}, {4085, 33682}, {4126, 32938}, {4223, 16686}, {4252, 19843}, {4300, 6253}, {4310, 67538}, {4312, 7174}, {4339, 28629}, {4340, 5082}, {4360, 62392}, {4361, 51192}, {4364, 16830}, {4386, 50441}, {4388, 5743}, {4413, 51415}, {4416, 28570}, {4419, 39587}, {4422, 4676}, {4434, 25385}, {4438, 59574}, {4459, 10950}, {4519, 49990}, {4641, 25006}, {4646, 5717}, {4655, 36480}, {4659, 17224}, {4663, 49772}, {4670, 62467}, {4678, 50074}, {4682, 24210}, {4684, 17376}, {4689, 63145}, {4691, 50309}, {4697, 29673}, {4709, 17772}, {4718, 28557}, {4732, 28498}, {4733, 50308}, {4779, 29621}, {4850, 17726}, {4854, 5311}, {4863, 62819}, {4864, 5542}, {4884, 32939}, {4966, 32941}, {4969, 67964}, {4972, 70482}, {4995, 29678}, {4999, 37603}, {5021, 31416}, {5022, 31405}, {5057, 5297}, {5078, 7465}, {5220, 24695}, {5228, 12595}, {5241, 71983}, {5247, 9710}, {5252, 5848}, {5255, 25466}, {5266, 12609}, {5268, 24703}, {5275, 17747}, {5276, 20344}, {5278, 20064}, {5308, 30332}, {5432, 33105}, {5712, 17784}, {5713, 10306}, {5724, 9024}, {5725, 54286}, {5737, 63140}, {5793, 50408}, {5805, 61086}, {5835, 7270}, {5836, 9025}, {5852, 49448}, {5902, 66027}, {5903, 63360}, {5949, 53424}, {6147, 69272}, {6180, 12594}, {6284, 59305}, {6354, 8270}, {6361, 67849}, {6653, 20132}, {6703, 32773}, {6826, 64449}, {7191, 40688}, {7222, 49690}, {7228, 9053}, {7238, 36534}, {7263, 32922}, {7290, 17278}, {8679, 49537}, {9041, 49499}, {9347, 33134}, {9352, 29680}, {9519, 71708}, {9580, 17022}, {9780, 49731}, {10106, 62789}, {10129, 37691}, {10448, 15338}, {10944, 42837}, {11010, 63319}, {11113, 56191}, {11269, 31140}, {11680, 37634}, {12436, 52541}, {12702, 13408}, {13576, 24512}, {14621, 26582}, {14828, 52164}, {16475, 69557}, {16669, 64017}, {16671, 38201}, {16777, 64168}, {16814, 51090}, {16823, 34824}, {16825, 24693}, {16885, 38057}, {17018, 37631}, {17061, 17716}, {17070, 29658}, {17123, 72035}, {17124, 71988}, {17125, 72038}, {17126, 33108}, {17127, 72014}, {17132, 49522}, {17164, 70820}, {17237, 19868}, {17246, 24248}, {17262, 24280}, {17300, 68969}, {17364, 49450}, {17390, 49470}, {17451, 71757}, {17461, 28212}, {17469, 69253}, {17601, 29657}, {17720, 62221}, {17724, 31019}, {17765, 49479}, {17766, 24325}, {17767, 49520}, {17769, 50117}, {17770, 49457}, {17771, 49510}, {19853, 49728}, {20011, 42045}, {20066, 64415}, {20095, 37635}, {20195, 60846}, {20359, 68674}, {20539, 40750}, {21283, 71933}, {21331, 28885}, {21805, 61707}, {21870, 61652}, {21949, 40940}, {21956, 63099}, {22278, 23638}, {24217, 66065}, {24231, 49465}, {24342, 33076}, {24390, 37522}, {24445, 37598}, {24552, 69092}, {24697, 36531}, {24708, 57288}, {24789, 62834}, {24988, 70483}, {25384, 70965}, {26015, 37520}, {26037, 41002}, {26040, 37679}, {26102, 49736}, {26105, 37682}, {26806, 49704}, {26842, 62814}, {27186, 62806}, {28333, 50075}, {28503, 49493}, {28526, 49523}, {28534, 49742}, {28538, 50098}, {28556, 49445}, {28580, 49462}, {28582, 49527}, {28628, 37552}, {28854, 52964}, {29633, 48821}, {29637, 31151}, {29641, 44416}, {29814, 34611}, {29815, 33146}, {29816, 33145}, {29830, 71912}, {29839, 71910}, {30115, 39542}, {30142, 63997}, {31034, 71927}, {31134, 72002}, {31161, 49996}, {31237, 72027}, {31252, 72030}, {31409, 68925}, {31993, 63134}, {31995, 49679}, {32772, 32948}, {32865, 62841}, {32932, 33073}, {32942, 72001}, {32945, 32949}, {33093, 64010}, {33107, 37663}, {33116, 59580}, {33131, 62807}, {33137, 61661}, {33141, 37604}, {33150, 62855}, {37650, 40333}, {37651, 61156}, {37661, 69230}, {38047, 69556}, {38121, 68539}, {38149, 68529}, {39570, 54389}, {39597, 50052}, {40724, 56896}, {41241, 71102}, {41242, 60459}, {41311, 49630}, {41312, 64299}, {41825, 64146}, {41867, 62875}, {43161, 50677}, {44661, 63398}, {44669, 66640}, {48856, 49747}, {49466, 50116}, {49473, 49676}, {49474, 71320}, {49486, 50284}, {49532, 49534}, {49536, 49694}, {49693, 71521}, {49733, 50310}, {50294, 51100}, {51421, 64086}, {54318, 66639}, {54405, 61087}, {59406, 71327}, {62689, 71476}, {62821, 71940}, {62846, 71942}, {62998, 71926}, {63056, 71929}, {63548, 66657}, {64683, 68847}, {64908, 71874}, {66651, 69245}
X(72228) = midpoint of X(i) and X(j) for these {i,j}: {75, 50289}, {17364, 49450}, {49532, 49534}
X(72228) = reflection of X(i) in X(j) for these {i,j}: {37, 64174}, {3883, 3739}, {17330, 49725}, {17334, 984}, {17362, 3696}, {17365, 50307}, {17392, 50301}, {24349, 7228}, {49470, 17390}, {49478, 3664}, {49740, 50299}, {49742, 50291}, {49746, 49738}, {50310, 49733}
X(72228) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 5880, 1086}, {1, 24715, 66071}, {1, 66071, 17395}, {7, 68589, 3242}, {8, 4644, 64070}, {8, 68999, 4665}, {31, 71989, 3925}, {81, 33110, 71938}, {100, 33112, 5718}, {142, 63969, 1279}, {171, 2886, 37646}, {171, 33109, 2886}, {238, 3826, 17337}, {238, 71991, 3826}, {612, 1836, 4415}, {750, 33104, 11}, {894, 32850, 49524}, {1376, 26098, 37662}, {1386, 1738, 17366}, {2550, 4307, 6}, {3306, 17721, 3756}, {3416, 50314, 594}, {3550, 33111, 6690}, {3755, 4349, 1100}, {3920, 20292, 3782}, {3923, 3932, 17340}, {3980, 4865, 69091}, {4000, 4344, 38315}, {4026, 50302, 17398}, {4312, 7174, 17276}, {4344, 59412, 4000}, {4388, 71981, 5743}, {4418, 33072, 3703}, {4429, 70419, 3589}, {4645, 5263, 141}, {4660, 50302, 4026}, {5311, 33094, 4854}, {6327, 71979, 1211}, {7263, 51147, 32922}, {7290, 38052, 17278}, {16830, 24723, 4364}, {17122, 33106, 3816}, {17126, 33108, 35466}, {17376, 49467, 4684}, {17716, 17889, 17061}, {17717, 56010, 3035}, {32773, 70484, 6703}, {32945, 32949, 71937}, {33104, 72041, 750}, {33109, 72039, 171}, {71989, 72037, 31}, {71991, 72036, 238}, {72038, 72043, 17125}
X(72229) lies on these lines: {2, 2308}, {10, 72033}, {11, 31}, {42, 5218}, {43, 64710}, {58, 7951}, {63, 29683}, {81, 29678}, {100, 71942}, {171, 24892}, {238, 71997}, {333, 72006}, {390, 902}, {495, 1468}, {614, 60354}, {748, 37634}, {750, 3826}, {896, 17720}, {899, 24597}, {940, 29661}, {1150, 3775}, {1155, 33128}, {1471, 43043}, {1647, 7290}, {1707, 69173}, {1836, 9340}, {2886, 72037}, {3011, 5542}, {3017, 5010}, {3120, 4312}, {3218, 29658}, {3550, 20095}, {3720, 63078}, {3741, 72027}, {3769, 32854}, {3771, 37639}, {3790, 17763}, {3836, 31229}, {3840, 72028}, {3911, 4989}, {3989, 55868}, {4252, 12943}, {4257, 4316}, {4293, 5230}, {4302, 5292}, {4434, 33114}, {4530, 69216}, {4650, 33098}, {4871, 72034}, {5219, 61707}, {5269, 29690}, {5278, 58443}, {5311, 5745}, {5361, 72004}, {5372, 32783}, {5429, 70776}, {5432, 61358}, {5718, 62846}, {5744, 46901}, {6679, 29677}, {6690, 62821}, {8557, 68914}, {9352, 33132}, {14829, 24943}, {14996, 29640}, {16477, 37651}, {17017, 59491}, {17122, 71998}, {17124, 72045}, {17126, 33104}, {17127, 71992}, {17449, 26228}, {17602, 36263}, {17719, 62795}, {17724, 54352}, {17725, 62235}, {17740, 50756}, {18141, 29869}, {21242, 72017}, {21674, 37554}, {23958, 33147}, {24217, 70834}, {24477, 67210}, {24624, 59243}, {24627, 29636}, {24883, 37603}, {25453, 71479}, {25957, 41806}, {26034, 29863}, {27742, 63054}, {29631, 71477}, {29632, 37684}, {29647, 32916}, {29649, 56520}, {29663, 32918}, {29665, 32913}, {29682, 55867}, {29687, 56519}, {29688, 62845}, {29839, 71919}, {29845, 71476}, {29846, 37683}, {29847, 38000}, {29856, 33086}, {30652, 33106}, {30653, 71990}, {30957, 72032}, {31266, 64164}, {31330, 72031}, {32912, 66632}, {32919, 71939}, {32921, 51583}, {33136, 37540}, {33138, 71993}, {33139, 56010}, {33152, 67335}, {36267, 66508}, {37507, 40109}, {50285, 63233}, {56781, 67976}, {71985, 72005}, {72013, 72042}
X(72229) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 71489, 72008}, {11, 31, 72038}, {11, 72038, 71988}, {31, 29662, 71988}, {31, 37646, 29662}, {171, 24892, 71989}, {171, 33108, 72041}, {238, 71997, 72044}, {748, 37634, 72046}, {750, 35466, 71994}, {750, 71994, 72043}, {3218, 29658, 33143}, {3550, 33142, 71940}, {3769, 33119, 32854}, {4650, 33133, 33098}, {5432, 61661, 61358}, {6679, 71984, 29677}, {17126, 33140, 33104}, {17127, 71995, 71992}, {24892, 72041, 33108}, {29662, 72038, 11}, {29846, 37683, 71941}, {33108, 72041, 71989}
X(72230) lies on these lines: {1, 529}, {2, 3052}, {4, 1191}, {5, 595}, {6, 497}, {7, 68929}, {11, 31}, {12, 3915}, {30, 995}, {37, 40998}, {38, 17334}, {42, 3058}, {43, 528}, {44, 4847}, {55, 37662}, {56, 855}, {57, 3756}, {58, 496}, {63, 17721}, {100, 37663}, {101, 18907}, {141, 4388}, {145, 56084}, {149, 32911}, {171, 3816}, {190, 4884}, {193, 69866}, {220, 69208}, {226, 1279}, {230, 21793}, {238, 2886}, {244, 11246}, {312, 5846}, {329, 3242}, {354, 17365}, {386, 15171}, {388, 1616}, {390, 63089}, {427, 8750}, {495, 40091}, {513, 1401}, {516, 3752}, {519, 3967}, {524, 4713}, {527, 21342}, {553, 68922}, {594, 3966}, {602, 15908}, {612, 4679}, {614, 1086}, {748, 3925}, {750, 71992}, {752, 3840}, {846, 17722}, {899, 34612}, {902, 5432}, {908, 3744}, {946, 1104}, {968, 17723}, {982, 17768}, {997, 66639}, {1001, 4199}, {1056, 16486}, {1108, 40960}, {1146, 1572}, {1149, 5434}, {1193, 6284}, {1201, 7354}, {1203, 4857}, {1211, 24552}, {1329, 5255}, {1333, 17188}, {1376, 51415}, {1386, 24210}, {1407, 64747}, {1453, 9614}, {1468, 37722}, {1478, 16483}, {1479, 1834}, {1617, 34029}, {1621, 5718}, {1699, 3772}, {1724, 24390}, {1743, 24392}, {1877, 64106}, {1918, 44411}, {1936, 15845}, {2097, 71234}, {2176, 7745}, {2478, 5710}, {2548, 14974}, {2550, 37679}, {2999, 9580}, {3008, 21949}, {3011, 17605}, {3035, 3550}, {3072, 7681}, {3073, 63980}, {3086, 4252}, {3195, 11393}, {3210, 28530}, {3240, 34611}, {3246, 3838}, {3259, 67425}, {3315, 17483}, {3363, 37854}, {3434, 4383}, {3436, 37542}, {3445, 3600}, {3452, 63969}, {3474, 70256}, {3583, 5315}, {3589, 32773}, {3616, 49735}, {3629, 71935}, {3649, 28082}, {3677, 17276}, {3683, 29639}, {3685, 33071}, {3687, 49484}, {3699, 26791}, {3703, 17340}, {3705, 4676}, {3706, 17362}, {3712, 29849}, {3720, 17392}, {3742, 50307}, {3755, 51783}, {3758, 29843}, {3782, 5057}, {3813, 5247}, {3815, 17735}, {3826, 17123}, {3829, 33140}, {3846, 49482}, {3870, 53534}, {3877, 5724}, {3879, 4891}, {3883, 44417}, {3914, 17366}, {3923, 69091}, {3932, 4011}, {3943, 4387}, {3944, 17061}, {3996, 63002}, {4000, 9812}, {4023, 32945}, {4026, 25496}, {4028, 4702}, {4030, 32931}, {4090, 17765}, {4135, 17769}, {4156, 15523}, {4187, 5264}, {4224, 16686}, {4255, 4294}, {4257, 15325}, {4292, 52541}, {4295, 17054}, {4307, 26105}, {4312, 5573}, {4422, 29641}, {4423, 17245}, {4429, 70485}, {4432, 29671}, {4514, 27064}, {4640, 24239}, {4641, 26015}, {4644, 10580}, {4645, 71980}, {4646, 10624}, {4655, 29668}, {4660, 70942}, {4672, 29655}, {4675, 10582}, {4703, 29652}, {4849, 5853}, {4854, 17017}, {4892, 29672}, {4906, 24231}, {4957, 17871}, {4966, 32946}, {4969, 17156}, {4972, 70483}, {4999, 54354}, {5046, 62804}, {5078, 35996}, {5080, 62848}, {5087, 66632}, {5134, 15048}, {5180, 54315}, {5211, 32939}, {5218, 21000}, {5219, 62875}, {5221, 28074}, {5225, 66104}, {5230, 10896}, {5241, 71979}, {5263, 5743}, {5266, 21616}, {5272, 5880}, {5274, 37642}, {5284, 33112}, {5292, 9669}, {5293, 68847}, {5305, 24045}, {5706, 10531}, {5716, 68599}, {5717, 68615}, {5852, 62865}, {5886, 37817}, {5905, 17597}, {6057, 32854}, {6327, 69092}, {6354, 34036}, {6686, 28562}, {6690, 8616}, {6691, 37603}, {6703, 70419}, {6827, 64449}, {7081, 49709}, {7202, 21328}, {7262, 29676}, {7277, 62819}, {7292, 20292}, {7299, 10957}, {7736, 42316}, {7743, 64166}, {7753, 52963}, {7792, 41324}, {8053, 21321}, {8056, 66676}, {8370, 40859}, {8727, 64013}, {9053, 32937}, {9316, 53529}, {9352, 43055}, {9605, 17732}, {9668, 48837}, {10106, 45219}, {10129, 29681}, {10386, 33771}, {10404, 28011}, {10593, 45939}, {10707, 33142}, {10947, 61397}, {11112, 49997}, {11235, 33137}, {11238, 11269}, {11415, 37549}, {11680, 17127}, {11813, 49480}, {12607, 37588}, {12699, 69267}, {12701, 54418}, {13408, 18493}, {13425, 49329}, {13458, 49330}, {14956, 40153}, {15484, 56746}, {15485, 33111}, {16056, 54333}, {16468, 33141}, {16569, 49732}, {16980, 57666}, {17024, 33151}, {17122, 72036}, {17124, 72037}, {17125, 71989}, {17126, 37634}, {17243, 33073}, {17246, 17599}, {17330, 31330}, {17359, 39597}, {17388, 32915}, {17398, 32772}, {17450, 64164}, {17469, 17602}, {17484, 62814}, {17595, 44447}, {17598, 33099}, {17720, 62834}, {17724, 31053}, {17726, 28606}, {17757, 37610}, {17766, 59511}, {17777, 32926}, {17784, 63126}, {18228, 68589}, {18743, 50289}, {20064, 71984}, {20075, 63090}, {20101, 71985}, {20470, 28364}, {21049, 54382}, {21283, 71932}, {21965, 69233}, {22299, 50621}, {22793, 23537}, {24047, 31406}, {24217, 62841}, {25378, 29847}, {25502, 50301}, {25525, 60846}, {25557, 29820}, {25681, 37552}, {26038, 49720}, {27130, 66509}, {27184, 71322}, {28018, 32636}, {29349, 40649}, {29635, 50300}, {29665, 37691}, {29677, 31134}, {29680, 62838}, {29688, 70520}, {29814, 37631}, {29818, 32856}, {29821, 33095}, {29839, 71864}, {29844, 32935}, {30117, 39542}, {30818, 63134}, {31034, 71928}, {31142, 50130}, {31237, 72028}, {31460, 69229}, {32049, 66647}, {32783, 48810}, {32819, 34063}, {32843, 32943}, {32851, 59580}, {32912, 51463}, {32944, 32947}, {33090, 41242}, {33110, 37680}, {33149, 59477}, {34720, 49984}, {35645, 37516}, {35652, 49476}, {36845, 64070}, {37539, 41012}, {37665, 41325}, {37715, 62828}, {38930, 70550}, {39594, 67964}, {39793, 64524}, {40950, 68610}, {41346, 53279}, {42051, 49987}, {43223, 49740}, {48643, 50023}, {49473, 69299}, {49478, 64162}, {49554, 59544}, {49700, 71520}, {49725, 71977}, {49746, 59297}, {50288, 59517}, {54386, 68616}, {55086, 64127}, {58679, 67969}, {61707, 62867}, {62998, 68969}, {63010, 71929}, {66257, 66646}, {69259, 71204}
X(72230) = reflection of X(1401) in X(64548)
{X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 24703, 4415}, {11, 31, 37646}, {31, 71988, 11}, {149, 32911, 71938}, {171, 71990, 3816}, {190, 29840, 4884}, {238, 33106, 2886}, {354, 41011, 17365}, {614, 1836, 1086}, {748, 3925, 17337}, {748, 33104, 3925}, {1001, 26098, 17056}, {1479, 16466, 1834}, {1621, 33107, 5718}, {1699, 3772, 62221}, {1699, 7290, 3772}, {3583, 5315, 64172}, {3703, 32930, 17340}, {3705, 4676, 44416}, {4011, 4865, 3932}, {4307, 26105, 37674}, {4387, 33088, 3943}, {4388, 32942, 141}, {4514, 27064, 49524}, {4645, 71980, 72001}, {4854, 17017, 17395}, {5057, 7191, 3782}, {6327, 71978, 69092}, {7292, 20292, 40688}, {8616, 17717, 6690}, {11680, 17127, 35466}, {17123, 33109, 3826}, {17126, 72013, 37634}, {17469, 69173, 17602}, {29820, 33097, 25557}, {29821, 33095, 66071}, {31053, 62806, 17724}, {31330, 41002, 17330}, {32773, 70481, 3589}, {32843, 32943, 71937}, {32844, 32930, 3703}, {33104, 72042, 748}, {33106, 72040, 238}, {40688, 65698, 20292}, {41324, 70693, 7792}, {71988, 72038, 31}, {71990, 72035, 171}, {72037, 72044, 17124}
X(72231) lies on these lines: {2, 513}, {6, 72015}, {10, 82}, {765, 32942}, {1463, 26126}, {1647, 32944}, {4422, 69897}, {5251, 37017}, {16706, 19945}, {17263, 71074}, {17264, 71138}, {17721, 33114}, {23823, 29483}, {27261, 70717}, {36267, 70942}
X(72231) = crossdifference of every pair of points on line {3230, 21123}
X(72232) lies on these lines: {1, 2}, {31, 72073}, {100, 42055}, {171, 72092}, {238, 72077}, {678, 32939}, {748, 72075}, {750, 72080}, {1621, 4096}, {3158, 17155}, {3175, 32927}, {3689, 32923}, {3722, 32930}, {3750, 72052}, {4418, 71908}, {4864, 71639}, {4921, 62236}, {4995, 9041}, {9457, 37525}, {10389, 64178}, {17122, 72078}, {17124, 72076}, {17125, 72058}, {17126, 72072}, {17127, 72089}, {17716, 19738}, {17782, 49447}, {30653, 72095}, {31161, 71910}, {32920, 50106}, {49457, 64424}, {71637, 71873}
X(72232) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 72068, 72061}, {31, 72079, 72091}, {31, 72091, 72097}, {171, 72092, 72094}, {238, 72077, 72087}, {750, 72080, 72088}, {3722, 71630, 71911}, {3935, 71520, 32914}, {10389, 67066, 64178}, {17127, 72089, 72093}, {71630, 71911, 32930}
X(72233) lies on these lines: {1, 2}, {31, 72074}, {100, 42053}, {171, 72078}, {238, 72091}, {748, 72079}, {750, 72076}, {1621, 42054}, {3722, 4418}, {3748, 32927}, {4434, 62863}, {4864, 32918}, {9053, 63287}, {10389, 32925}, {17123, 72077}, {17125, 72075}, {17126, 72090}, {17127, 72071}, {17715, 32930}, {30652, 72096}, {31161, 71911}, {31178, 71908}, {32920, 42044}, {32923, 42051}, {33072, 37703}, {33105, 49695}, {33107, 49696}, {38316, 67066}, {49490, 71914}, {62856, 64178}, {71630, 71864}, {71637, 72020}
X(72233) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 72069, 72067}, {31, 72080, 72092}, {31, 72092, 72098}, {171, 72078, 72088}, {238, 72091, 72093}, {748, 72079, 72087}, {3957, 71520, 17763}, {17126, 72090, 72094}
X(72234) lies on these lines: {1, 2}, {55, 537}, {171, 51055}, {238, 72079}, {390, 21093}, {536, 24333}, {748, 72077}, {750, 72078}, {968, 50777}, {1001, 42056}, {1054, 71636}, {1215, 48805}, {2177, 49455}, {2320, 9457}, {3158, 24165}, {3722, 3923}, {3744, 50300}, {3749, 50127}, {3750, 4664}, {3829, 70764}, {3971, 10389}, {3980, 31178}, {3996, 50086}, {4011, 17715}, {4421, 42055}, {4428, 42054}, {4434, 42871}, {4954, 32860}, {7290, 71634}, {17122, 72076}, {17123, 72075}, {17126, 72070}, {17127, 72065}, {17601, 24841}, {17716, 46922}, {17717, 49695}, {17718, 17765}, {17721, 49691}, {26128, 48821}, {28562, 31164}, {30652, 72098}, {30653, 72097}, {36538, 41553}, {37080, 50078}, {37540, 49491}, {49490, 71913}, {50115, 69214}, {50126, 71918}, {51060, 71450}, {59517, 62856}, {59679, 62850}, {62875, 71515}, {71630, 71909}, {71637, 72018}
X(72234) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {171, 72080, 72090}, {238, 72079, 72089}, {3722, 31161, 71912}, {3870, 71520, 4362}, {3938, 29670, 29652}, {17126, 72092, 72096}, {17127, 72091, 72095}, {20045, 67207, 49488}, {31161, 71912, 3923}, {31178, 71907, 3980}, {62856, 67066, 59517}, {72061, 72067, 2}, {72068, 72069, 2}
X(72235) lies on these lines: {8, 4874}, {30, 511}, {145, 1491}, {3241, 45323}, {3244, 69348}, {3621, 47694}, {3632, 69363}, {4147, 45666}, {4162, 48401}, {4449, 36848}, {4763, 48330}, {4770, 48285}, {4776, 4879}, {4814, 4922}, {4825, 45671}, {4959, 48265}, {20049, 48157}, {20050, 48298}, {23057, 47822}, {25569, 48214}, {28603, 69342}, {31145, 48234}, {50767, 69334}
X(72236) lies on these lines: {10, 37}, {44, 49491}, {45, 16823}, {742, 17244}, {3636, 36409}, {3834, 49516}, {4370, 49483}, {4664, 16815}, {4687, 25503}, {4755, 29596}, {16826, 50779}, {17292, 51488}, {17330, 49466}, {18230, 49533}, {21332, 62401}, {29627, 51051}, {29822, 46907}, {49457, 49703}, {59207, 71790}
X(72237) lies on these lines: {1, 4760}, {32, 72105}, {65, 68890}, {536, 31794}, {712, 942}, {2241, 72103}, {2242, 72106}, {3125, 17141}, {3721, 16818}, {3754, 9055}, {3874, 8682}, {3881, 35101}, {3954, 27026}, {5883, 71642}, {24254, 27248}, {29375, 71790}, {30139, 71510}, {42055, 69257}, {49528, 69249}, {58565, 59515}, {68897, 71500}, {69174, 72107}, {69247, 71436}, {69260, 72108}
X(72237) = midpoint of X(1) and X(72101)
X(72237) = reflection of X(59515) in X(58565)
X(72237) = {X(1),X(72100)}-harmonic conjugate of X(72101)
X(72238) lies on these lines: {1, 4760}, {8, 4799}, {172, 72103}, {712, 5903}, {742, 64047}, {1914, 72102}, {3721, 24282}, {3735, 16818}, {3868, 35101}, {3901, 8682}, {4165, 70968}, {4950, 33867}, {9055, 14923}, {20271, 53332}, {27026, 69285}, {30136, 71513}, {30139, 71511}, {36647, 70993}, {69247, 71438}, {69249, 71437}
X(72238) = reflection of X(1) in X(72101)
X(72238) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 72101, 72100}, {72102, 72106, 1914}, {72103, 72104, 172}
X(72239) lies on these lines: {1, 2}, {32, 1252}, {100, 71788}, {192, 69715}, {902, 70725}, {1023, 4262}, {1083, 61155}, {2246, 4876}, {3208, 69717}, {3675, 4430}, {3681, 67428}, {4447, 62235}, {4473, 71868}, {4517, 62838}, {5220, 68735}, {6161, 69530}, {6767, 16446}, {17484, 67570}, {18755, 68812}, {20095, 67583}, {20331, 52127}, {25256, 25259}, {25716, 69659}, {33888, 42079}, {63074, 71819}, {67335, 67417}, {69529, 70417}
X(72239) = barycentric product X(i)*X(j) for these {i,j}: {1, 72110}, {100, 72109}
X(72239) = barycentric quotient X(i)/X(j) for these {i,j}: {72109, 693}, {72110, 75}
X(72240) lies on these lines: {1, 42056}, {2, 49491}, {10, 12}, {11, 49697}, {37, 71634}, {42, 4096}, {43, 42054}, {44, 70841}, {81, 72093}, {145, 27538}, {171, 72059}, {190, 5524}, {312, 3632}, {321, 4457}, {518, 4871}, {519, 4009}, {524, 49994}, {536, 49988}, {537, 899}, {726, 4706}, {740, 3952}, {752, 49991}, {756, 10180}, {765, 70222}, {896, 17780}, {908, 49693}, {940, 72095}, {1001, 72089}, {1621, 72087}, {1757, 3699}, {2238, 71790}, {3240, 49456}, {3550, 72058}, {3625, 4519}, {3635, 59517}, {3636, 44307}, {3681, 30942}, {3706, 4701}, {3711, 3923}, {3715, 29670}, {3741, 59596}, {3750, 72055}, {3842, 46897}, {3935, 4432}, {3938, 72022}, {3943, 3985}, {3961, 71873}, {3967, 4685}, {3971, 4849}, {3993, 21870}, {4003, 49508}, {4061, 48644}, {4062, 23936}, {4113, 4746}, {4126, 29671}, {4132, 4806}, {4152, 49710}, {4358, 50001}, {4362, 59597}, {4422, 50748}, {4518, 37764}, {4651, 71630}, {4672, 72017}, {4753, 4767}, {4831, 59724}, {4903, 20053}, {4937, 49983}, {4974, 32927}, {5143, 52923}, {5205, 49712}, {5284, 72091}, {5316, 49536}, {7262, 71529}, {8167, 72090}, {8616, 72075}, {9350, 71793}, {9458, 62235}, {11814, 51463}, {15485, 72079}, {16569, 42055}, {16594, 49713}, {17449, 58467}, {20048, 32915}, {20052, 70152}, {20072, 70090}, {20723, 68942}, {21242, 24393}, {21830, 21893}, {24325, 63961}, {25106, 64581}, {25124, 40607}, {25351, 32856}, {26015, 49701}, {27484, 30869}, {28554, 62296}, {29827, 50075}, {30818, 49510}, {30829, 49498}, {32845, 54309}, {32931, 49457}, {32935, 67097}, {32937, 49493}, {35633, 59582}, {37604, 72085}, {37633, 72097}, {39594, 59599}, {42057, 59506}, {44671, 52875}, {49471, 64178}, {49479, 61686}, {49499, 62711}, {49698, 71990}, {56009, 62222}, {56126, 69519}, {58629, 71977}, {59577, 67976}, {62841, 72081}, {70834, 72061}, {71117, 71631}
X(72240) = midpoint of X(i) and X(j) for these {i,j}: {3952, 21805}, {3994, 19998}
X(72240) = reflection of X(17449) in X(58467)
X(72240) = barycentric product X(i)*X(j) for these {i,j}: {226, 72056}, {3952, 4763}, {4033, 25569}
X(72240) = barycentric quotient X(i)/X(j) for these {i,j}: {4763, 7192}, {25569, 1019}, {72056, 333}
X(72240) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {42, 4096, 72054}, {42, 72057, 4096}, {210, 4090, 1215}, {1757, 3699, 4434}, {3681, 30942, 49449}, {3952, 19998, 3994}, {3971, 4946, 49462}, {3994, 21805, 19998}, {4849, 49462, 4946}, {32856, 71102, 25351}, {49449, 59511, 30942}
X(72241) lies on these lines: {2, 6}, {3, 5358}, {5, 580}, {9, 3772}, {10, 1104}, {11, 212}, {12, 1451}, {31, 3925}, {32, 37326}, {34, 24914}, {37, 40940}, {39, 1212}, {43, 6690}, {44, 226}, {53, 18679}, {55, 37319}, {57, 583}, {58, 8728}, {63, 1086}, {73, 5433}, {75, 44416}, {83, 60235}, {140, 581}, {154, 37367}, {171, 3826}, {210, 3011}, {223, 31231}, {238, 2886}, {239, 33116}, {306, 17362}, {312, 4422}, {321, 17340}, {329, 16885}, {345, 4361}, {377, 64159}, {379, 53422}, {386, 6675}, {387, 16845}, {392, 50759}, {405, 1714}, {427, 2299}, {440, 1751}, {442, 1724}, {443, 4252}, {452, 66104}, {474, 54431}, {499, 7078}, {516, 21949}, {528, 8616}, {536, 56078}, {579, 6678}, {582, 6841}, {594, 5271}, {595, 31419}, {750, 54321}, {756, 17602}, {846, 33132}, {896, 11246}, {899, 5432}, {902, 34612}, {948, 5435}, {978, 4999}, {984, 17061}, {986, 18253}, {1001, 33137}, {1006, 5721}, {1009, 1376}, {1155, 2355}, {1191, 19843}, {1193, 24953}, {1279, 4847}, {1333, 37266}, {1427, 3911}, {1453, 1698}, {1616, 64081}, {1621, 33139}, {1656, 5713}, {1699, 15601}, {1707, 5880}, {1708, 6354}, {1722, 26066}, {1726, 51410}, {1730, 2245}, {1738, 4640}, {1743, 25525}, {1746, 19542}, {1754, 8226}, {1757, 33130}, {1817, 5124}, {1901, 7522}, {1931, 52361}, {1999, 17243}, {2051, 66634}, {2108, 25999}, {2305, 37092}, {2325, 22034}, {2328, 14022}, {2350, 31199}, {2549, 56963}, {2550, 3052}, {2911, 37543}, {2999, 5153}, {3017, 50202}, {3035, 16569}, {3053, 37280}, {3058, 33136}, {3101, 7297}, {3161, 42047}, {3187, 17388}, {3194, 52252}, {3210, 4395}, {3215, 7299}, {3216, 7483}, {3218, 26724}, {3219, 3782}, {3286, 16056}, {3305, 17720}, {3475, 64070}, {3550, 49732}, {3634, 5717}, {3663, 5325}, {3666, 17366}, {3679, 16485}, {3681, 17724}, {3683, 3914}, {3686, 20106}, {3687, 17348}, {3696, 59692}, {3703, 32914}, {3712, 32860}, {3740, 66632}, {3744, 25006}, {3745, 61647}, {3756, 5272}, {3757, 33118}, {3767, 38930}, {3791, 29653}, {3816, 17123}, {3820, 17734}, {3821, 59624}, {3829, 71990}, {3836, 71489}, {3840, 31289}, {3842, 29645}, {3917, 18191}, {3924, 21677}, {3927, 24159}, {3928, 4859}, {3929, 17276}, {3932, 4362}, {3943, 17776}, {3944, 17070}, {3966, 29857}, {3973, 28609}, {3977, 42051}, {3980, 59574}, {4000, 5273}, {4023, 29846}, {4026, 25453}, {4030, 33117}, {4042, 33171}, {4046, 33156}, {4052, 15828}, {4126, 32927}, {4195, 49734}, {4197, 49745}, {4205, 20083}, {4212, 69817}, {4224, 5096}, {4228, 5347}, {4255, 6857}, {4260, 18165}, {4265, 5324}, {4359, 21417}, {4363, 26065}, {4364, 19786}, {4370, 56082}, {4384, 16968}, {4402, 42049}, {4419, 62208}, {4423, 11269}, {4429, 44419}, {4438, 16825}, {4641, 5249}, {4643, 25527}, {4653, 48847}, {4656, 16814}, {4675, 41867}, {4687, 29841}, {4849, 13405}, {4854, 33128}, {4863, 53534}, {4878, 14549}, {4884, 32922}, {4966, 29642}, {4967, 50052}, {4972, 71478}, {4974, 29671}, {4981, 26230}, {5013, 24609}, {5021, 37075}, {5047, 24883}, {5075, 69689}, {5110, 37265}, {5132, 8731}, {5137, 26885}, {5220, 33144}, {5247, 25466}, {5251, 64172}, {5254, 37086}, {5255, 9710}, {5256, 69557}, {5284, 33142}, {5292, 11108}, {5294, 17369}, {5302, 13161}, {5398, 6881}, {5437, 16572}, {5480, 7413}, {5706, 6832}, {5716, 9780}, {5723, 17080}, {5744, 70256}, {5791, 69267}, {5835, 16824}, {5846, 29641}, {5852, 33103}, {6048, 64123}, {6173, 62820}, {6174, 9350}, {6666, 39595}, {6684, 15852}, {6692, 31197}, {6824, 36745}, {6837, 37537}, {6861, 36754}, {6989, 36746}, {6990, 67849}, {7058, 25536}, {7082, 38357}, {7262, 17768}, {7263, 32939}, {7490, 37500}, {7523, 54371}, {7536, 18591}, {7567, 12233}, {7745, 37445}, {7783, 24378}, {8056, 24795}, {8609, 25091}, {8692, 11235}, {8727, 13329}, {9024, 25308}, {9025, 25137}, {9534, 65543}, {10176, 50757}, {11110, 69541}, {11112, 52680}, {11113, 68946}, {11347, 36743}, {11679, 17279}, {13478, 60075}, {13726, 19760}, {13740, 25446}, {14400, 69694}, {15254, 24210}, {15325, 71609}, {15485, 33141}, {15487, 56796}, {15621, 28353}, {16020, 24477}, {16054, 33863}, {16062, 49728}, {16290, 19763}, {16415, 19762}, {16418, 48837}, {16466, 19854}, {16468, 33111}, {16486, 34625}, {16610, 59491}, {16678, 27628}, {16706, 38000}, {16729, 40013}, {16780, 17284}, {16823, 33121}, {16833, 24956}, {16865, 64158}, {17064, 24703}, {17124, 72045}, {17125, 29662}, {17126, 72014}, {17127, 33108}, {17135, 24542}, {17246, 19785}, {17248, 19812}, {17262, 30699}, {17267, 34255}, {17280, 55095}, {17301, 62818}, {17332, 27184}, {17338, 18743}, {17339, 42034}, {17353, 44417}, {17395, 28606}, {17527, 45939}, {17529, 37522}, {17540, 29433}, {17561, 48842}, {17591, 59477}, {17595, 55868}, {17597, 64153}, {17606, 40950}, {17726, 29664}, {17784, 21000}, {17796, 62798}, {18206, 29474}, {19759, 37264}, {19792, 53478}, {19827, 29576}, {20470, 28250}, {21283, 71909}, {21363, 53391}, {21454, 54281}, {21483, 36744}, {21857, 58410}, {23361, 28265}, {23537, 31445}, {24327, 25123}, {24392, 60846}, {24587, 50319}, {24624, 57721}, {24898, 37162}, {24902, 37693}, {24988, 71479}, {25101, 35652}, {25514, 36741}, {25557, 32913}, {25760, 41002}, {26132, 54280}, {26840, 48631}, {27065, 33133}, {27131, 37691}, {27186, 62795}, {28244, 66918}, {28258, 54300}, {28459, 45926}, {28628, 54386}, {29542, 59761}, {29632, 32864}, {29656, 49457}, {29661, 61358}, {29665, 63961}, {29682, 71184}, {29689, 37703}, {29830, 71936}, {29839, 71934}, {29850, 32917}, {29851, 32919}, {29858, 33084}, {29862, 32861}, {29865, 69300}, {29867, 69294}, {29869, 33081}, {29873, 33075}, {30810, 69212}, {31189, 56201}, {31192, 31195}, {31237, 72008}, {31252, 72009}, {32820, 70150}, {32916, 37148}, {32932, 59580}, {33033, 71615}, {33092, 71320}, {33110, 70834}, {33126, 60731}, {33131, 62838}, {33150, 62796}, {33155, 33761}, {37150, 48866}, {37247, 40980}, {37407, 37501}, {37443, 44882}, {37538, 68699}, {37578, 51424}, {37869, 61302}, {38028, 45763}, {41332, 50201}, {43174, 56174}, {45126, 62216}, {45933, 55856}, {48810, 72025}, {48846, 64167}, {48859, 66100}, {48886, 52834}, {49693, 71520}, {49742, 50103}, {50098, 50104}, {50597, 64544}, {50745, 71723}, {50756, 69295}, {54425, 64114}, {55086, 64737}, {55962, 60107}, {56317, 70223}, {57003, 66659}, {59613, 68908}, {60087, 60247}, {61031, 63969}, {62811, 65816}, {62849, 71942}, {63287, 67207}, {63583, 67334}, {70523, 71631}
X(72241) = midpoint of X(i) and X(j) for these {i,j}: {7262, 17889}, {8616, 32865}, {18134, 37652}
X(72241) = complement of X(18134)
X(72241) = complement of the isotomic conjugate of X(1751)
X(72241) = X(i)-complementary conjugate of X(j) for these (i,j): {32, 51574}, {272, 21240}, {1751, 2887}, {2218, 141}, {2997, 626}, {3063, 5190}, {40011, 21235}, {41506, 21245}, {51566, 21262}, {56146, 21244}, {58986, 4369}, {65254, 512}, {65274, 42327}, {66951, 18589}, {68211, 21259}, {68573, 20305}
X(72241) = X(65274)-Ceva conjugate of X(523)
X(72241) = crosspoint of X(i) and X(j) for these (i,j): {2, 1751}, {1016, 65236}
X(72241) = crosssum of X(6) and X(579)
X(72241) = crossdifference of every pair of points on line {512, 23865}
X(72241) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 6, 17056}, {2, 333, 141}, {2, 940, 17245}, {2, 1150, 69092}, {2, 4383, 37662}, {2, 5278, 1211}, {2, 5361, 33172}, {2, 5372, 71999}, {2, 5739, 30811}, {2, 14829, 72001}, {2, 16704, 18139}, {2, 17277, 5743}, {2, 17349, 4417}, {2, 18141, 17265}, {2, 19732, 1213}, {2, 19742, 3936}, {2, 24597, 940}, {2, 32911, 5718}, {2, 35466, 37646}, {2, 37642, 37674}, {2, 37650, 37679}, {2, 37652, 18134}, {2, 37655, 53665}, {2, 37656, 30831}, {2, 37666, 4648}, {2, 37679, 51415}, {2, 37680, 37663}, {2, 37681, 63089}, {2, 37683, 17234}, {2, 62998, 41878}, {2, 63010, 30834}, {2, 63013, 15668}, {2, 63037, 30828}, {2, 63096, 37651}, {2, 71987, 5241}, {9, 3772, 4415}, {31, 71994, 3925}, {63, 24789, 1086}, {171, 71996, 3826}, {238, 33138, 2886}, {405, 1714, 1834}, {748, 24892, 11}, {846, 33132, 66071}, {896, 69253, 11246}, {940, 24597, 61661}, {1211, 5278, 17330}, {1621, 33139, 71938}, {1708, 37695, 6354}, {3008, 5745, 3752}, {3218, 26724, 40688}, {3219, 3782, 17334}, {3219, 33129, 3782}, {3589, 62689, 2}, {3666, 26723, 17366}, {3681, 29681, 17724}, {3757, 33118, 49524}, {3929, 23681, 17276}, {4395, 59583, 3210}, {4429, 71476, 44419}, {4438, 16825, 69091}, {4641, 5249, 17365}, {5271, 32777, 594}, {5294, 31993, 17369}, {5324, 37261, 4265}, {15485, 33141, 49736}, {17064, 24703, 62221}, {17123, 33140, 3816}, {17127, 33108, 63979}, {17245, 61661, 940}, {17337, 37646, 2}, {17778, 71915, 3629}, {18679, 37279, 53}, {19723, 30811, 5739}, {26723, 54357, 3666}, {29632, 32864, 71937}, {29642, 32853, 4966}, {31187, 37650, 51415}, {31187, 37679, 2}, {31204, 37680, 2}, {31229, 71987, 2}, {32914, 33115, 3703}, {41867, 62812, 4675}, {41878, 68966, 62998}
Antreas Hatzipolakis and Peter Moses, euclid 9356.
X(72242) lies on the incircle and these lines: {900, 14027}, {952, 65153}, {1317, 39753}, {2802, 13756}, {2827, 3025}, {3319, 67474}, {10774, 14584}
X(72242) = reflection of X(14027) in the line X(1)X(5)
A point on the Euler line, contributed by Markus Weyermann, April 13, 2026.
X(72243) lies on these lines: {2, 3}, {11, 110}, {12, 14513}, {119, 6740}, {226, 70778}, {476, 5520}, {759, 8068}, {3615, 15381}, {4806, 10129}, {5640, 60071}, {7951, 56950}, {8070, 37816}, {10523, 54313}, {11680, 69838}, {12047, 67440}, {18180, 31847}, {19754, 19771}, {51382, 67857}
Antreas Hatzipolakis and Peter Moses, euclid 9357.
X(72244) lies on the circumcircle and these lines: {103, 39558}, {104, 56763}, {108, 14298}, {109, 10397}, {652, 8059}, {934, 64885}, {971, 67768}, {1436, 53911}, {2272, 67772}, {3900, 40117}, {32625, 53915}, {36049, 53622}
X(72244) = isogonal conjugate of X(55144)
X(72244) = X(i)-isoconjugate of X(j) for these (i,j): {1, 55144}, {971, 14837}, {2272, 17896}, {8058, 43044}, {14298, 51364}
X(72244) = X(3)-Dao conjugate of X(55144)
X(72244) = trilinear pole of line {6, 32652}
X(72244) = barycentric product X(i)*X(j) for these {i,j}: {972, 13138}, {32652, 46137}
X(72244) = barycentric quotient X(i)/X(j) for these {i,j}: {6, 55144}, {972, 17896}, {8059, 51364}, {32652, 971}
X(72245) lies on these lines: {1, 3495}, {6, 43}, {31, 1911}, {32, 1397}, {55, 21760}, {57, 7167}, {81, 310}, {86, 56333}, {181, 5052}, {184, 14599}, {213, 21010}, {222, 1424}, {238, 1613}, {295, 30646}, {560, 18262}, {604, 7104}, {651, 56358}, {748, 3231}, {750, 20965}, {846, 16525}, {904, 7121}, {940, 23660}, {982, 71833}, {1001, 23417}, {1015, 1401}, {1185, 2308}, {1191, 23523}, {1196, 3271}, {1206, 37685}, {1395, 2211}, {1402, 3402}, {1403, 9315}, {1501, 52434}, {1616, 23559}, {1914, 3955}, {1979, 3550}, {2056, 51328}, {2176, 23566}, {2235, 4362}, {2275, 3784}, {2300, 3167}, {3094, 7186}, {3116, 7032}, {3117, 8022}, {3248, 23543}, {4383, 20669}, {5017, 5329}, {7262, 16514}, {7290, 23565}, {8616, 21788}, {9454, 62420}, {9463, 17127}, {16466, 23525}, {16468, 21779}, {16834, 20963}, {17123, 21001}, {17126, 62991}, {17475, 32934}, {17716, 71830}, {18170, 21776}, {18194, 21387}, {18268, 40746}, {19807, 41232}, {20727, 22398}, {21769, 22163}, {21813, 40130}, {21827, 69977}, {21838, 69971}, {22039, 71458}, {32911, 71882}, {40153, 70848}, {40418, 46922}, {42295, 61396}, {56806, 71834}, {69282, 70228}
X(72245) = isogonal conjugate of the isotomic conjugate of X(2275)
X(72245) = X(i)-Ceva conjugate of X(j) for these (i,j): {81, 982}, {651, 667}
X(72245) = X(40935)-cross conjugate of X(7032)
X(72245) = X(i)-isoconjugate of X(j) for these (i,j): {2, 7033}, {6, 7034}, {10, 38810}, {75, 17743}, {76, 983}, {85, 56180}, {213, 59146}, {274, 56196}, {312, 56358}, {314, 70315}, {321, 40415}, {693, 4621}, {740, 40834}, {756, 7307}, {873, 43265}, {984, 3114}, {1215, 40835}, {2276, 46281}, {3113, 3661}, {3407, 33931}, {3596, 7132}, {4033, 7255}, {4391, 65291}, {7305, 28654}, {8684, 65101}, {27801, 38813}, {27805, 63244}, {33930, 72124}, {41527, 70022}
X(72245) = X(i)-Dao conjugate of X(j) for these (i,j): {9, 7034}, {206, 17743}, {2887, 321}, {3271, 4391}, {6626, 59146}, {19602, 71857}, {32664, 7033}, {41771, 1502}, {41886, 28659}, {52657, 561}, {52658, 3661}
X(72245) = cevapoint of X(i) and X(j) for these (i,j): {7032, 56806}, {21751, 40935}
X(72245) = crosspoint of X(i) and X(j) for these (i,j): {81, 2206}, {604, 7121}
X(72245) = crosssum of X(i) and X(j) for these (i,j): {37, 313}, {75, 17786}, {76, 59518}, {312, 6376}, {3693, 64223}, {29003, 34387}
X(72245) = crossdifference of every pair of points on line {3766, 4083}
X(72245) = barycentric product X(i)*X(j) for these {i,j}: {1, 7032}, {6, 2275}, {25, 3784}, {31, 982}, {32, 3662}, {34, 20753}, {41, 41777}, {55, 7248}, {56, 3056}, {57, 20665}, {58, 3778}, {81, 16584}, {86, 40935}, {87, 56806}, {100, 50514}, {172, 3863}, {256, 71834}, {274, 21751}, {286, 22364}, and many others
X(72245) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 7034}, {31, 7033}, {32, 17743}, {86, 59146}, {560, 983}, {593, 7307}, {982, 561}, {985, 46281}, {1333, 38810}, {1397, 56358}, {1918, 56196}, {2175, 56180}, {2206, 40415}, {2275, 76}, {3056, 3596}, {3061, 28659}, {3094, 71857}, , and many others
X(72245) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {6, 2162, 171}, {6, 21792, 43}, {31, 3051, 40728}, {43, 21792, 71881}, {1197, 21757, 6}, {1613, 23538, 238}, {1977, 3051, 31}, {7032, 20665, 16584}, {71833, 71835, 982}
X(72246) lies on these lines: {525, 1577}, {649, 693}, {661, 27712}, {850, 28654}, {3801, 50549}, {4897, 70871}, {7212, 70383}, {18074, 20950}, {20508, 40166}, {23100, 62556}, {23786, 70929}, {30910, 31286}, {42662, 69339}, {48084, 68882}
X(72246) = X(60244)-Ceva conjugate of X(16732)
X(72246) = X(i)-isoconjugate of X(j) for these (i,j): {101, 38813}, {163, 983}, {284, 8685}, {1576, 17743}, {2206, 4621}, {2276, 58111}, {7132, 65375}, {7255, 23990}, {7305, 69826}, {8684, 69888}, {32739, 40415}, {33514, 40728}, {57657, 65291}
X(72246) = X(i)-Dao conjugate of X(j) for these (i,j): {115, 983}, {1015, 38813}, {2887, 32739}, {3271, 57657}, {4858, 17743}, {16584, 100}, {19563, 69889}, {19564, 69894}, {21138, 27644}, {21210, 69211}, {36901, 7033}, {40590, 8685}, {40603, 4621}, {40619, 40415}, {40620, 7305}, {40622, 7132}, {41771, 662}, {41886, 5546}, {52657, 110}, {62570, 65291}
X(72246) = crossdifference of every pair of points on line {869, 2194}
X(72246) = barycentric product X(i)*X(j) for these {i,j}: {75, 3801}, {313, 3777}, {321, 3776}, {514, 20234}, {523, 33930}, {693, 2887}, {850, 982}, {870, 70168}, {871, 50549}, {1441, 3810}, {1577, 3662}, {2275, 20948}, {3261, 3721}, {3700, 69663}, {3705, 4077}, {3778, 40495}, {3888, 21207}, {4036, 33947}, {4086, 7185}, {4136, 24002}, {4391, 16888}, {7032, 44173}, {7199, 16886}, {7237, 52619}, {7239, 23989}, {16732, 33946}, {16889, 48084}
X(72246) = barycentric quotient X(i)/X(j) for these {i,j}: {65, 8685}, {321, 4621}, {513, 38813}, {523, 983}, {693, 40415}, {850, 7033}, {870, 33514}, {982, 110}, {985, 58111}, {1111, 7255}, {1441, 65291}, {1577, 17743}, {2275, 163}, {2887, 100}, {3056, 65375}, {3061, 5546}, {3261, 38810}, {3662, 662}, {3705, 643}, {3721, 101}, {3776, 81}, {3777, 58}, {3778, 692}, {3784, 4575}, {3794, 4636}, {3801, 1}, {3808, 5009}, {3810, 21}, {3888, 4570}, {4036, 56196}, {4077, 56358}, {4086, 56180}, {4136, 644}, {7032, 1576}, {7178, 7132}, {7185, 1414}, {7192, 7305}, {7237, 4557}, {7239, 1252}, {16584, 32739}, {16886, 1018}, {16888, 651}, {17415, 18900}, {18904, 69889}, {18905, 69894}, {20234, 190}, {20727, 906}, {33930, 99}, {33946, 4567}, {33947, 52935}, {41777, 4565}, {43534, 8684}, {44173, 7034}, {50514, 2206}, {50549, 869}, {53533, 52680}, {62753, 1110}, {69663, 4573}, {69666, 70315}, {70168, 984}, {71243, 8750}
X(72247) lies on these lines: {1, 19238}, {6, 31}, {44, 3747}, {58, 55932}, {86, 6685}, {100, 71444}, {101, 59053}, {171, 46922}, {238, 519}, {239, 64869}, {386, 3792}, {524, 2239}, {528, 69056}, {560, 16946}, {595, 16477}, {662, 56837}, {667, 788}, {692, 2210}, {696, 70985}, {744, 71647}, {748, 4042}, {872, 2300}, {890, 33917}, {899, 52897}, {1100, 20964}, {1149, 54333}, {1404, 70620}, {1743, 71963}, {1911, 9456}, {1964, 20228}, {2183, 3122}, {2220, 7122}, {2223, 3248}, {2228, 3882}, {2245, 20456}, {2274, 37502}, {2347, 40934}, {2663, 71672}, {2664, 71674}, {3009, 4557}, {3286, 23579}, {3686, 69550}, {3741, 17123}, {3764, 4266}, {3778, 4271}, {3912, 68879}, {3939, 16786}, {3941, 23524}, {4279, 4649}, {4360, 51902}, {4366, 71138}, {4421, 71899}, {4433, 70414}, {4436, 68884}, {4475, 70991}, {4966, 28256}, {7032, 15624}, {7113, 18266}, {9265, 21788}, {9359, 71673}, {16666, 20985}, {16679, 23532}, {16690, 17135}, {16694, 23539}, {17121, 71139}, {17126, 63108}, {17259, 31241}, {19945, 52896}, {20011, 63050}, {20663, 71041}, {20984, 67501}, {20990, 63504}, {21257, 29395}, {21750, 40972}, {21785, 34247}, {23370, 23427}, {23393, 23457}, {27631, 71936}, {28242, 71937}, {28356, 71938}, {28607, 40735}, {29695, 34832}, {30903, 46903}, {37588, 71873}, {37610, 50300}, {40433, 57399}, {58368, 65741}, {60714, 69529}, {63978, 69638}, {68749, 69701}, {69008, 72207}, {70401, 70666}, {71415, 71535}
X(72247) = midpoint of X(i) and X(j) for these {i,j}: {42, 71090}, {71098, 71105}
X(72247) = reflection of X(i) in X(j) for these {i,j}: {42, 71105}, {4475, 70991}, {71090, 71098}
X(72247) = isogonal conjugate of X(31002)
X(72247) = isogonal conjugate of the isotomic conjugate of X(899)
X(72247) = X(i)-Ceva conjugate of X(j) for these (i,j): {34075, 1919}, {59071, 649}, {62740, 3230}
X(72247) = X(i)-isoconjugate of X(j) for these (i,j): {1, 31002}, {2, 3227}, {7, 36798}, {75, 37129}, {76, 739}, {81, 60288}, {86, 41683}, {99, 35353}, {190, 62619}, {310, 62763}, {513, 889}, {514, 4607}, {536, 57542}, {667, 57994}, {668, 43928}, {671, 52757}, {693, 898}, {789, 69482}, {799, 69478}, {811, 69483}, {903, 36872}, {1086, 5381}, {1240, 62769}, {1494, 52754}, {1646, 57572}, {1978, 23892}, {2481, 64612}, {3261, 34075}, {4554, 69481}, {4602, 69480}, {6386, 23349}, {18816, 63852}, {18821, 52761}, {18822, 52768}, {20568, 69479}, {32718, 40495}, {46780, 64237}
X(72247) = X(i)-Dao conjugate of X(j) for these (i,j): {3, 31002}, {206, 37129}, {6631, 57994}, {13466, 561}, {14434, 1111}, {17423, 69483}, {32664, 3227}, {38986, 35353}, {38996, 69478}, {39011, 3261}, {39026, 889}, {40586, 60288}, {40600, 41683}, {40614, 76}, {52875, 313}, {52882, 1502}, {55053, 62619}
X(72247) = crosspoint of X(i) and X(j) for these (i,j): {765, 34075}, {3230, 62739}
X(72247) = crosssum of X(i) and X(j) for these (i,j): {1, 69029}, {2, 29824}, {75, 6381}, {244, 4728}, {514, 19945}, {3227, 36798}, {41683, 60288}
X(72247) = crossdifference of every pair of points on line {75, 514}
X(72247) = barycentric product X(i)*X(j) for these {i,j}: {1, 3230}, {6, 899}, {9, 62739}, {31, 536}, {32, 6381}, {37, 62740}, {41, 43037}, {42, 52897}, {55, 52896}, {58, 52959}, {71, 52890}, {100, 3768}, {101, 891}, {109, 4526}, {163, 14431}, {190, 890}, {213, 62755}, {513, 68825}, {560, 35543}, {604, 4009}, {649, 23343}, {662, 14404}, {663, 69658}, {667, 23891}, {672, 52902}, {692, 4728}, {739, 42083}, {765, 1646}, {898, 68134}, {901, 14437}, {902, 52900}, {909, 61672}, {1110, 52626}, {1174, 71710}, {1252, 19945}, {1333, 3994}, {1415, 14430}, {1911, 4465}, {1918, 70146}, {1919, 41314}, {2175, 69660}, {2176, 71434}, {2177, 52901}, {2183, 45145}, {2223, 36816}, {2251, 52755}, {2300, 62761}, {3063, 69659}, {4937, 28607}, {6632, 33917}, {14426, 34071}, {14433, 34067}, {14434, 34075}, {20228, 62760}, {23349, 68131}, {28603, 34073}, {30583, 32665}, {37129, 59797}, {46782, 71787}
X(72247) = barycentric quotient X(i)/X(j) for these {i,j}: {6, 31002}, {31, 3227}, {32, 37129}, {41, 36798}, {42, 60288}, {101, 889}, {190, 57994}, {213, 41683}, {536, 561}, {560, 739}, {667, 62619}, {669, 69478}, {692, 4607}, {798, 35353}, {890, 514}, {891, 3261}, {899, 76}, {922, 52757}, {1110, 5381}, {1646, 1111}, {1919, 43928}, {1980, 23892}, {2205, 62763}, {2251, 36872}, {3049, 69483}, {3230, 75}, {3768, 693}, {3994, 27801}, {4009, 28659}, {4465, 18891}, {4526, 35519}, {4728, 40495}, {6381, 1502}, {9406, 52754}, {9426, 69480}, {9454, 64612}, {9459, 69479}, {14404, 1577}, {14431, 20948}, {14437, 65867}, {19945, 23989}, {23343, 1978}, {23891, 6386}, {32739, 898}, {33917, 6545}, {35543, 1928}, {42083, 35543}, {43037, 20567}, {46386, 69482}, {52890, 44129}, {52896, 6063}, {52897, 310}, {52900, 57995}, {52902, 18031}, {52959, 313}, {59797, 6381}, {61049, 69660}, {62739, 85}, {62740, 274}, {62755, 6385}, {68825, 668}, {69658, 4572}, {69660, 41283}, {71434, 6383}, {71710, 1233}, {71787, 46780}
X(72247) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {6, 55, 71872}, {6, 2209, 1918}, {6, 8053, 22343}, {6, 64169, 2309}, {238, 71463, 68966}, {692, 2210, 9459}, {692, 33882, 2210}, {1914, 71787, 902}, {3882, 71026, 2228}, {21760, 41333, 9454}, {46922, 69497, 171}
X(72248) lies on these lines: {6, 31}, {41, 23393}, {659, 3004}, {2223, 71453}, {3286, 8300}, {4251, 23370}, {4253, 23851}, {4557, 16693}, {5276, 16679}, {8666, 52015}, {16552, 16683}, {16684, 53337}, {18164, 18192}, {18169, 58572}, {37632, 70483}, {45751, 53268}, {68760, 70911}
X(72248) = crossdifference of every pair of points on line {514, 1500}
X(72248) = {X(16693),X(63087)}-harmonic conjugate of X(4557)
X(72249) lies on these lines: {2, 24447}, {6, 31}, {100, 190}, {101, 8671}, {667, 1023}, {692, 34071}, {813, 875}, {982, 64553}, {984, 62312}, {1018, 53268}, {1252, 69890}, {1376, 4713}, {1621, 71133}, {3009, 52633}, {3573, 5378}, {3730, 23851}, {4069, 61235}, {4553, 23363}, {4570, 56980}, {4874, 42719}, {6016, 8693}, {16549, 16683}, {16997, 31087}, {17596, 24426}, {20331, 69099}, {20470, 47048}, {20672, 20873}, {20990, 25804}, {23354, 69086}, {23370, 24047}, {24309, 50686}, {29324, 69661}, {29329, 29363}, {35327, 40519}, {40521, 61234}, {45903, 69248}, {51634, 70725}, {52964, 69018}, {54333, 58863}, {56010, 67431}, {70836, 70849}
X(72249) = isogonal conjugate of X(62638)
X(72249) = isogonal conjugate of the anticomplement of X(62558)
X(72249) = isogonal conjugate of the isotomic conjugate of X(23354)
X(72249) = X(20696)-anticomplementary conjugate of X(149)
X(72249) = X(i)-Ceva conjugate of X(j) for these (i,j): {3573, 2284}, {5378, 6}, {20696, 46148}, {34067, 4557}
X(72249) = X(i)-cross conjugate of X(j) for these (i,j): {6373, 3009}, {38367, 6}, {65498, 70658}
X(72249) = X(i)-isoconjugate of X(j) for these (i,j): {1, 62638}, {75, 23355}, {81, 70307}, {82, 35367}, {244, 8709}, {274, 66947}, {513, 3226}, {514, 20332}, {649, 32020}, {693, 727}, {876, 3253}, {1019, 27809}, {1022, 60865}, {3248, 54985}, {3261, 34077}, {3669, 36799}, {3676, 8851}, {3766, 63881}, {7192, 18793}
X(72249) = X(i)-Dao conjugate of X(j) for these (i,j): {3, 62638}, {141, 35367}, {206, 23355}, {1575, 65101}, {3009, 20525}, {5375, 32020}, {17793, 693}, {20340, 20512}, {20532, 3261}, {22116, 66286}, {39026, 3226}, {40586, 70307}
X(72249) = cevapoint of X(i) and X(j) for these (i,j): {649, 59454}, {3009, 6373}, {8632, 20669}, {20340, 20525}
X(72249) = crosspoint of X(i) and X(j) for these (i,j): {100, 813}, {1252, 65363}, {69069, 69087}
X(72249) = crosssum of X(i) and X(j) for these (i,j): {513, 812}, {514, 3837}
X(72249) = trilinear pole of line {3009, 20663}
X(72249) = crossdifference of every pair of points on line {514, 1015}
X(72249) = barycentric product X(i)*X(j) for these {i,j}: {6, 23354}, {10, 69069}, {37, 69087}, {42, 69086}, {99, 21830}, {100, 1575}, {101, 726}, {190, 3009}, {644, 1463}, {660, 17475}, {668, 21760}, {692, 52043}, {813, 17793}, {1016, 6373}, {1018, 18792}, {1023, 36814}, {1110, 20908}, {1252, 3837}, {1897, 20785}, {1978, 70658}, {2702, 59724}, {3570, 40155}, {3573, 52656}, {3939, 43040}, {4557, 62636}, {4562, 20663}, {4570, 21053}, {4584, 20681}, {4595, 71435}, {5378, 62558}, {5548, 24816}, {6335, 20777}, {6632, 52633}, {8709, 20671}, {15742, 22092}, {20750, 65338}, {21140, 59149}, {27044, 40519}, {32739, 35538}, {34067, 62553}, {36863, 51864}, {40881, 52923}, {67196, 69085}
X(72249) = barycentric quotient X(i)/X(j) for these {i,j}: {6, 62638}, {32, 23355}, {39, 35367}, {42, 70307}, {100, 32020}, {101, 3226}, {692, 20332}, {726, 3261}, {1016, 54985}, {1252, 8709}, {1463, 24002}, {1575, 693}, {1918, 66947}, {3009, 514}, {3837, 23989}, {3939, 36799}, {4557, 27809}, {4595, 64226}, {6373, 1086}, {17475, 3766}, {17793, 65101}, {18792, 7199}, {20663, 812}, {20671, 3837}, {20777, 905}, {20785, 4025}, {21053, 21207}, {21140, 23100}, {21760, 513}, {21830, 523}, {22092, 1565}, {23344, 60865}, {23354, 76}, {32739, 727}, {38367, 27846}, {40155, 4444}, {43040, 52621}, {51864, 43931}, {52043, 40495}, {52633, 6545}, {52656, 66286}, {52923, 40844}, {62636, 52619}, {65498, 6377}, {69069, 86}, {69086, 310}, {69087, 274}, {69826, 18793}, {69889, 3253}, {70658, 649}
X(72249) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {4436, 23343, 70939}, {68825, 71787, 23344}
X(72250) lies on these lines: {6, 31}, {192, 4430}, {256, 69700}, {291, 71419}, {320, 350}, {511, 8299}, {518, 70839}, {527, 35645}, {766, 57015}, {1009, 67967}, {1575, 20863}, {1964, 24513}, {2238, 3271}, {2275, 4116}, {2388, 45751}, {3720, 67961}, {3817, 3840}, {3930, 9016}, {4161, 23473}, {7155, 55035}, {14963, 23646}, {17759, 25048}, {18050, 38844}, {21331, 69696}, {21746, 24512}, {23414, 40935}, {30993, 33852}, {63066, 64751}
X(72250) = reflection of X(62753) in X(57015)
X(72250) = isogonal conjugate of the isotomic conjugate of X(68951)
X(72250) = crosssum of X(i) and X(j) for these (i,j): {2, 71535}, {10, 70839}
X(72250) = crossdifference of every pair of points on line {213, 514}
X(72250) = barycentric product X(i)*X(j) for these {i,j}: {1, 68952}, {6, 68951}
X(72250) = barycentric quotient X(i)/X(j) for these {i,j}: {68951, 76}, {68952, 75}
X(72250) = {X(30941),X(70682)}-harmonic conjugate of X(350)
X(72251) lies on these lines: {6, 31}, {100, 21760}, {239, 1016}, {899, 21788}, {1185, 42043}, {3030, 3291}, {3051, 60714}, {3231, 56009}, {3240, 40728}, {3722, 71833}, {3750, 20965}, {9350, 21001}, {9463, 71881}, {16514, 21805}, {16969, 17125}, {17475, 32927}, {20669, 70834}, {20861, 56878}, {32944, 69245}, {46904, 71830}
X(72251) = crossdifference of every pair of points on line {514, 8027}
X(72251) = {X(3231),X(59797)}-harmonic conjugate of X(56009)
X(72252) lies on these lines: {3, 4471}, {6, 31}, {9, 3941}, {11, 46521}, {35, 16477}, {36, 238}, {37, 16679}, {39, 4749}, {44, 2223}, {45, 21010}, {56, 52896}, {86, 5284}, {87, 16690}, {100, 62296}, {172, 70547}, {190, 71415}, {213, 23370}, {239, 4436}, {350, 70938}, {524, 8299}, {527, 551}, {583, 21746}, {673, 30295}, {692, 5053}, {894, 16684}, {896, 69701}, {898, 57542}, {956, 48805}, {1009, 72217}, {1015, 39688}, {1086, 69723}, {1100, 4068}, {1203, 17524}, {1213, 71288}, {1376, 16396}, {1486, 4497}, {1621, 46922}, {1631, 7083}, {1634, 1931}, {1743, 15624}, {1977, 69971}, {2110, 3196}, {2175, 4268}, {2176, 23393}, {2210, 3285}, {2245, 3271}, {2260, 71278}, {2278, 60722}, {2283, 37787}, {2486, 68947}, {2975, 71873}, {3218, 16494}, {3219, 16687}, {3230, 62763}, {3246, 53307}, {3248, 3747}, {3683, 40956}, {3758, 23407}, {3764, 4286}, {3792, 68735}, {4038, 18166}, {4203, 72200}, {4253, 64751}, {4383, 71899}, {4419, 67331}, {4422, 4447}, {4432, 15571}, {4433, 4969}, {4492, 22520}, {4516, 56531}, {4559, 51657}, {5010, 5132}, {5022, 40955}, {5124, 23868}, {5201, 20878}, {5220, 37590}, {6767, 62828}, {7032, 16685}, {7113, 35327}, {7193, 69709}, {7292, 53310}, {7299, 69994}, {8167, 15668}, {9016, 39258}, {9708, 48826}, {11322, 72203}, {13476, 55340}, {14100, 22079}, {15254, 37609}, {15447, 27628}, {15485, 37587}, {16476, 24696}, {16482, 69029}, {16484, 37602}, {16495, 67431}, {16505, 23832}, {16678, 17127}, {16686, 17798}, {16786, 40910}, {16885, 34247}, {17031, 68980}, {17045, 45705}, {17259, 32916}, {17374, 70100}, {17455, 68748}, {17463, 69084}, {18164, 58571}, {18206, 57024}, {18805, 24255}, {19762, 23383}, {20367, 64523}, {20875, 33854}, {21006, 23467}, {23343, 36872}, {23851, 69231}, {23855, 37580}, {24036, 70428}, {25439, 50283}, {27164, 70406}, {27623, 27631}, {28265, 64159}, {29769, 57034}, {29824, 69008}, {30667, 70951}, {32911, 69529}, {34371, 53297}, {35000, 37510}, {35992, 72197}, {37129, 68760}, {37908, 52413}, {39982, 56853}, {39995, 68949}, {40560, 43053}, {40988, 71093}, {41310, 70101}, {43065, 44670}, {44671, 45751}, {48866, 50302}, {54300, 54354}, {54391, 71864}, {57523, 62805}, {61155, 63108}, {64546, 72183}, {67401, 69903}, {68986, 71467}, {69976, 70955}, {70116, 70117}, {70934, 71800}
X(72252) = reflection of X(71013) in X(24036)
X(72252) = isogonal conjugate of the anticomplement of X(40614)
X(72252) = isogonal conjugate of the isotomic conjugate of X(29824)
X(72252) = X(i)-Ceva conjugate of X(j) for these (i,j): {37129, 6}, {70110, 45751}, {70834, 3230}
X(72252) = X(i)-isoconjugate of X(j) for these (i,j): {651, 60575}, {693, 59071}
X(72252) = X(i)-Dao conjugate of X(j) for these (i,j): {899, 6381}, {38991, 60575}, {68938, 35543}
X(72252) = crosspoint of X(i) and X(j) for these (i,j): {58, 739}, {898, 1252}, {4623, 5381}
X(72252) = crosssum of X(i) and X(j) for these (i,j): {2, 19998}, {10, 536}, {513, 68967}, {891, 1086}, {1646, 50487}
X(72252) = crossdifference of every pair of points on line {37, 514}
X(72252) = X(16679)-line conjugate of X(37)
X(72252) = barycentric product X(i)*X(j) for these {i,j}: {1, 45751}, {6, 29824}, {37, 70110}, {42, 69008}, {58, 68938}, {81, 44671}, {101, 68896}, {110, 69562}, {213, 70111}, {256, 70119}, {291, 70118}, {292, 70116}, {513, 68812}, {649, 68989}, {667, 70112}, {893, 70117}, {904, 70121}, {1018, 70115}, {1911, 70120}, {3733, 70114}, {4557, 70113}, {30650, 70122}, {37129, 40614}, {65026, 70123}
X(72252) = barycentric quotient X(i)/X(j) for these {i,j}: {663, 60575}, {29824, 76}, {32739, 59071}, {40614, 6381}, {44671, 321}, {45751, 75}, {68812, 668}, {68896, 3261}, {68938, 313}, {68989, 1978}, {69008, 310}, {69562, 850}, {70110, 274}, {70111, 6385}, {70112, 6386}, {70113, 52619}, {70114, 27808}, {70115, 7199}, {70116, 1921}, {70117, 1920}, {70118, 350}, {70119, 1909}, {70120, 18891}
X(72252) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {6, 8053, 64169}, {6, 20992, 8053}, {9, 3941, 20990}, {31, 2267, 47373}, {31, 71872, 6}, {36, 238, 54333}, {36, 54333, 20470}, {44, 2223, 4557}, {238, 3286, 20470}, {238, 71444, 52897}, {238, 71784, 49997}, {239, 71673, 4436}, {672, 902, 71787}, {993, 50300, 1001}, {1486, 5120, 4497}, {1743, 16688, 15624}, {1918, 22343, 6}, {3286, 54333, 36}, {4557, 16694, 2223}, {7083, 36743, 1631}, {16686, 17798, 23854}, {20992, 36635, 6}, {20992, 71872, 52139}, {52680, 71867, 238}, {52897, 71889, 71444}, {70116, 70123, 70122}
X(72253) lies on these lines: {1, 82}, {6, 31}, {35, 4283}, {37, 2210}, {48, 18614}, {86, 1582}, {284, 1964}, {572, 3248}, {584, 869}, {872, 4251}, {984, 5248}, {986, 12194}, {1045, 33760}, {1100, 7122}, {1333, 20985}, {1580, 4360}, {1621, 70661}, {1631, 63497}, {1654, 33175}, {1950, 70620}, {1962, 69855}, {2174, 3009}, {2175, 2241}, {2214, 40747}, {2220, 20964}, {2278, 7032}, {3122, 23868}, {3285, 16679}, {3662, 24707}, {4268, 23524}, {4381, 4812}, {4429, 17381}, {5037, 41265}, {5224, 32783}, {7113, 63504}, {8300, 17277}, {10436, 69205}, {16683, 34247}, {16793, 22370}, {17280, 68891}, {17302, 18209}, {17315, 68898}, {18040, 24294}, {18266, 20990}, {24325, 70451}, {25422, 70583}, {28597, 41252}, {32914, 70445}, {56534, 58287}, {63053, 70482}, {69212, 69550}, {69887, 71139}, {70541, 71495}
X(72253) = isogonal conjugate of the isotomic conjugate of X(32914)
X(72253) = X(70446)-Ceva conjugate of X(69212)
X(72253) = X(693)-isoconjugate of X(29071)
X(72253) = X(69212)-Dao conjugate of X(69672)
X(72253) = crosssum of X(i) and X(j) for these (i,j): {1, 69671}, {2, 33093}, {2643, 4129}
X(72253) = crossdifference of every pair of points on line {514, 8061}
X(72253) = barycentric product X(i)*X(j) for these {i,j}: {1, 69212}, {6, 32914}, {37, 70446}, {42, 70445}, {58, 69549}, {75, 5371}, {81, 69550}, {100, 68880}, {101, 29070}, {110, 69548}, {163, 69619}, {513, 70444}, {662, 69618}
X(72253) = barycentric quotient X(i)/X(j) for these {i,j}: {5371, 1}, {29070, 3261}, {32739, 29071}, {32914, 76}, {68880, 693}, {69212, 75}, {69548, 850}, {69549, 313}, {69550, 321}, {69618, 1577}, {69619, 20948}, {70444, 668}, {70445, 310}, {70446, 274}
X(72253) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {6, 55, 21035}, {1914, 19133, 1918}
X(72254) lies on these lines: {6, 31}, {1015, 21009}, {2210, 35327}, {2220, 16679}, {3248, 3285}, {3733, 5009}, {3882, 71055}, {4471, 16502}, {4557, 33882}, {8300, 52897}, {16702, 69632}, {16784, 53316}, {16946, 20990}, {44671, 70439}, {46922, 70718}, {68960, 69563}, {69008, 70908}
X(72254) = isogonal conjugate of the isotomic conjugate of X(68958)
X(72254) = crosssum of X(10) and X(71007)
X(72254) = crossdifference of every pair of points on line {514, 594}
X(72254) = barycentric product X(i)*X(j) for these {i,j}: {1, 68960}, {6, 68958}, {31, 70983}, {56, 71025}, {58, 68941}, {81, 69563}, {101, 68959}
X(72254) = barycentric quotient X(i)/X(j) for these {i,j}: {68941, 313}, {68958, 76}, {68959, 3261}, {68960, 75}, {69563, 321}, {70983, 561}, {71025, 3596}
X(72255) lies on these lines: {1, 8621}, {2, 72245}, {6, 750}, {31, 172}, {38, 71835}, {42, 21792}, {81, 239}, {100, 21760}, {110, 14599}, {171, 3051}, {238, 1977}, {244, 71833}, {292, 2225}, {649, 834}, {660, 1922}, {739, 898}, {748, 21001}, {896, 16514}, {902, 1979}, {940, 70940}, {1185, 2664}, {1691, 52434}, {1911, 8622}, {2106, 62410}, {2209, 21787}, {2229, 69971}, {2235, 17763}, {2280, 68749}, {2308, 21779}, {3240, 71881}, {3271, 3291}, {3510, 70932}, {3888, 71021}, {4396, 70952}, {4414, 16525}, {5205, 5276}, {5284, 23417}, {5383, 7035}, {7186, 20859}, {7766, 40736}, {8616, 71482}, {9225, 51328}, {9360, 71453}, {9362, 71536}, {9463, 17126}, {14996, 17029}, {16477, 71880}, {17122, 20965}, {17125, 62712}, {17475, 32845}, {18268, 70443}, {20332, 70910}, {20669, 37680}, {21757, 32911}, {23660, 37633}, {26048, 37652}, {27169, 71472}, {28365, 63563}, {29824, 69502}, {32748, 34252}, {34251, 63504}, {51983, 71832}, {56802, 70484}, {60697, 68754}, {61234, 71419}, {62821, 68751}, {63074, 71882}, {64643, 69713}, {68987, 70356}, {70391, 71413}
X(72255) = isogonal conjugate of the anticomplement of X(52882)
X(72255) = isogonal conjugate of the isotomic conjugate of X(71413)
X(72255) = X(68987)-cross conjugate of X(71444)
X(72255) = X(i)-isoconjugate of X(j) for these (i,j): {37, 18826}, {321, 715}
X(72255) = X(i)-Dao conjugate of X(j) for these (i,j): {2229, 35543}, {40589, 18826}, {65940, 313}, {69973, 52626}
X(72255) = cevapoint of X(68987) and X(69971)
X(72255) = crosspoint of X(i) and X(j) for these (i,j): {81, 739}, {101, 5381}, {898, 5383}
X(72255) = crosssum of X(i) and X(j) for these (i,j): {37, 536}, {514, 1646}, {891, 6377}
X(72255) = trilinear pole of line {69006, 70357}
X(72255) = crossdifference of every pair of points on line {10, 3835}
X(72255) = barycentric product X(i)*X(j) for these {i,j}: {1, 71444}, {6, 71413}, {19, 70390}, {25, 70391}, {31, 62234}, {56, 69974}, {58, 714}, {81, 2229}, {86, 68987}, {100, 69972}, {101, 69973}, {106, 69975}, {190, 69006}, {238, 36817}, {274, 69971}, {310, 70356}, {667, 53366}, {668, 70357}, {1126, 69976}, {2206, 35532}
X(72255) = barycentric quotient X(i)/X(j) for these {i,j}: {58, 18826}, {714, 313}, {2206, 715}, {2229, 321}, {36817, 334}, {53366, 6386}, {62234, 561}, {68987, 10}, {69006, 514}, {69971, 37}, {69972, 693}, {69973, 3261}, {69974, 3596}, {69975, 3264}, {69976, 1269}, {70356, 42}, {70357, 513}, {70390, 304}, {70391, 305}, {71413, 76}, {71444, 75}
X(72255) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {81, 1197, 1206}, {1613, 2162, 31}, {1977, 3231, 238}, {1979, 21788, 902}, {9463, 17126, 40728}, {21001, 23538, 748}
X(72256) lies on the cubic K997 and these lines: {6, 31}, {41, 56836}, {81, 2663}, {100, 3510}, {101, 70344}, {171, 40721}, {213, 18756}, {692, 70661}, {750, 37632}, {765, 4600}, {1468, 11364}, {1919, 8655}, {1922, 41333}, {1923, 4251}, {1933, 32739}, {1967, 61385}, {2106, 2664}, {2205, 7122}, {2210, 9455}, {3248, 16693}, {3684, 8622}, {3747, 39252}, {3915, 16476}, {7081, 16998}, {17759, 70666}, {18266, 18267}, {20663, 33854}, {21788, 51331}, {32748, 70034}, {33766, 70143}
X(72256) = isogonal conjugate of the isotomic conjugate of X(2664)
X(72256) = X(i)-Ceva conjugate of X(j) for these (i,j): {1922, 31}, {41333, 18266}, {56837, 21788}
X(72256) = X(51331)-cross conjugate of X(31)
X(72256) = X(i)-isoconjugate of X(j) for these (i,j): {2, 39925}, {75, 2665}, {76, 51333}, {81, 43685}, {274, 54980}, {310, 2107}, {334, 40769}, {350, 63892}, {513, 53216}, {673, 64239}, {693, 53624}, {1921, 63874}, {8937, 51865}, {18891, 70667}
X(72256) = X(i)-Dao conjugate of X(j) for these (i,j): {206, 2665}, {350, 44169}, {27854, 1111}, {32664, 39925}, {39026, 53216}, {39056, 76}, {39057, 6385}, {40586, 43685}
X(72256) = crosspoint of X(i) and X(j) for these (i,j): {765, 34067}, {56388, 56837}
X(72256) = crosssum of X(i) and X(j) for these (i,j): {244, 3766}, {3948, 21020}
X(72256) = crossdifference of every pair of points on line {514, 20888}
X(72256) = barycentric product X(i)*X(j) for these {i,j}: {1, 21788}, {6, 2664}, {10, 56388}, {19, 20796}, {31, 17759}, {32, 52049}, {37, 56837}, {42, 2106}, {58, 21897}, {71, 15148}, {100, 68886}, {101, 68900}, {163, 68902}, {213, 2669}, {291, 51331}, {292, 70666}, {672, 56856}, {692, 68901}, {1911, 39916}, {1914, 40796}, {1918, 40874}, {1922, 39028}, {2205, 41535}, {2206, 58367}, {9454, 64238}, {16514, 40772}, {27854, 34067}, {40742, 71752}
X(72256) = barycentric quotient X(i)/X(j) for these {i,j}: {31, 39925}, {32, 2665}, {42, 43685}, {101, 53216}, {560, 51333}, {1918, 54980}, {1922, 63892}, {2106, 310}, {2205, 2107}, {2223, 64239}, {2664, 76}, {2669, 6385}, {14598, 63874}, {14599, 40769}, {15148, 44129}, {17759, 561}, {18897, 70667}, {20796, 304}, {21788, 75}, {21897, 313}, {32739, 53624}, {39028, 44169}, {39916, 18891}, {40796, 18895}, {51331, 350}, {52049, 1502}, {56388, 86}, {56837, 274}, {56856, 18031}, {68886, 693}, {68900, 3261}, {68901, 40495}, {68902, 20948}, {70666, 1921}
X(72256) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {6, 18900, 31}, {1914, 70658, 31}, {1918, 60697, 31}
X(72257) lies on these lines: {2, 19979}, {6, 31}, {9, 24488}, {10, 514}, {2225, 9018}, {2876, 23988}, {3006, 70935}, {3936, 71013}, {4766, 35552}, {9016, 20974}, {16828, 19886}, {19952, 19976}, {20930, 30758}, {22308, 61161}, {23646, 24036}, {50501, 67418}, {71758, 71759}
X(72257) = X(14947)-Ceva conjugate of X(37)
X(72257) = crossdifference of every pair of points on line {514, 1914}
X(72257) = X(i)-line conjugate of X(j) for these (i,j): {6, 1914}, {10, 514}
X(72257) = barycentric product X(i)*X(j) for these {i,j}: {10, 24484}, {42, 71759}
X(72257) = barycentric quotient X(i)/X(j) for these {i,j}: {24484, 86}, {71759, 310}
X(72258) lies on the cubic K215 and these lines: {1, 1025}, {2, 24396}, {6, 31}, {9, 24498}, {11, 244}, {39, 39789}, {103, 1416}, {106, 4845}, {291, 14942}, {497, 71844}, {982, 3663}, {1015, 3022}, {1818, 47048}, {1864, 21936}, {1964, 42447}, {2275, 63601}, {2356, 70620}, {3010, 43039}, {3248, 3270}, {3271, 6139}, {3309, 69022}, {3675, 38363}, {3691, 21704}, {3778, 14100}, {4041, 4530}, {4089, 4905}, {5532, 71106}, {5718, 8255}, {6168, 17597}, {7183, 9303}, {9442, 56783}, {12836, 23497}, {14411, 39014}, {15615, 35505}, {16592, 65525}, {16604, 63603}, {17065, 63597}, {18391, 35046}, {20456, 41339}, {21133, 23761}, {21202, 23811}, {23462, 40155}, {23468, 65751}, {23738, 23766}, {23767, 23771}, {24430, 25343}, {24483, 36278}, {48151, 68924}, {55370, 70371}
X(72258) = isogonal conjugate of X(39293)
X(72258) = X(i)-Ceva conjugate of X(j) for these (i,j): {103, 649}, {291, 650}, {672, 46388}, {1458, 665}, {2195, 663}, {2340, 926}, {3717, 68813}, {9442, 513}, {15634, 20974}, {35355, 21143}, {39293, 14825}, {40451, 38980}, {43672, 661}, {43751, 3250}, {60574, 42462}
X(72258) = X(i)-isoconjugate of X(j) for these (i,j): {1, 39293}, {7, 5377}, {59, 2481}, {100, 927}, {101, 34085}, {105, 4998}, {109, 51560}, {190, 36146}, {241, 57536}, {294, 1275}, {651, 666}, {664, 36086}, {668, 32735}, {673, 4564}, {692, 46135}, {693, 59101}, {765, 56783}, {919, 4554}, {934, 36802}, {1016, 1462}, {1252, 34018}, {1262, 36796}, {1415, 36803}, {1416, 7035}, {1438, 67038}, {1783, 65301}, {1814, 46102}, {2149, 18031}, {4567, 66941}, {4569, 52927}, {4572, 32666}, {4620, 18785}, {4623, 66930}, {6516, 65333}, {7012, 31637}, {7045, 14942}, {28071, 59457}, {31615, 62635}, {35280, 41075}, {36041, 65199}, {43930, 57731}, {44717, 54235}, {55194, 55261}
X(72258) = X(i)-Dao conjugate of X(j) for these (i,j): {3, 39293}, {11, 51560}, {513, 56783}, {650, 18031}, {661, 34018}, {665, 10030}, {676, 35517}, {926, 2340}, {1015, 34085}, {1086, 46135}, {1146, 36803}, {3126, 75}, {3716, 350}, {5519, 65199}, {6184, 67038}, {6615, 2481}, {8054, 927}, {14714, 36802}, {17115, 14942}, {35094, 4572}, {35509, 3261}, {38980, 4554}, {38989, 664}, {38991, 666}, {39006, 65301}, {39014, 190}, {39025, 36086}, {39046, 4998}, {40609, 7035}, {40615, 65847}, {40627, 66941}, {55053, 36146}
X(72258) = crosspoint of X(i) and X(j) for these (i,j): {1, 1024}, {6, 2424}, {7, 60490}, {522, 4876}, {663, 2195}, {665, 1458}, {672, 2254}, {926, 2340}, {3675, 17435}, {3717, 68813}
X(72258) = crosssum of X(i) and X(j) for these (i,j): {1, 1025}, {2, 2398}, {100, 62799}, {109, 1429}, {190, 32850}, {516, 56786}, {651, 7677}, {664, 9436}, {666, 14942}, {672, 46177}, {673, 36086}, {927, 56783}, {1086, 53578}, {1331, 26006}, {1416, 36146}, {2254, 45234}, {9310, 54325}, {20715, 35310}
X(72258) = crossdifference of every pair of points on line {101, 514}
X(72258) = barycentric product X(i)*X(j) for these {i,j}: {1, 17435}, {9, 3675}, {11, 672}, {41, 62429}, {101, 52305}, {103, 1566}, {241, 2310}, {244, 3693}, {513, 68813}, {514, 926}, {516, 56787}, {518, 2170}, {522, 665}, {649, 50333}, {650, 2254}, {652, 68783}, {657, 43042}, {663, 918}, {693, 46388}, {884, 53583}, {1015, 3717}, {1021, 53551}, {1024, 3126}, {1086, 2340}, {1146, 1458}, {1818, 8735}, {1861, 7117}, {1876, 34591}, {2053, 23773}, {2195, 35094}, {2223, 4858}, {2283, 42462}, {2284, 21132}, {2342, 42770}, {2356, 26932}, {3022, 62786}, {3064, 53550}, {3119, 34855}, {3239, 53539}, {3252, 4124}, {3261, 8638}, {3270, 5236}, {3271, 3912}, {3286, 21044}, {3676, 52614}, {3709, 23829}, {3737, 24290}, {3900, 53544}, {3930, 18191}, {4088, 7252}, {4466, 37908}, {4516, 18206}, {4530, 34230}, {4876, 38989}, {5089, 7004}, {6559, 61056}, {9436, 14936}, {9454, 34387}, {14935, 51400}, {14942, 35505}, {15615, 18031}, {15634, 56785}, {17197, 20683}, {23225, 46110}, {23978, 70620}, {24026, 52635}, {34234, 42771}, {38375, 57469}, {40166, 54325}, {42758, 61238}, {46393, 57468}, {47422, 52781}, {51858, 64644}, {52213, 69805}, {52946, 61480}, {53560, 54407}, {54353, 55195}, {63462, 68998}
X(72258) = barycentric quotient X(i)/X(j) for these {i,j}: {6, 39293}, {11, 18031}, {41, 5377}, {244, 34018}, {513, 34085}, {514, 46135}, {518, 67038}, {522, 36803}, {649, 927}, {650, 51560}, {657, 36802}, {663, 666}, {665, 664}, {667, 36146}, {672, 4998}, {918, 4572}, {926, 190}, {1015, 56783}, {1458, 1275}, {1459, 65301}, {1566, 35517}, {1919, 32735}, {1977, 1416}, {2170, 2481}, {2195, 57536}, {2223, 4564}, {2254, 4554}, {2310, 36796}, {2340, 1016}, {2356, 46102}, {3022, 6559}, {3063, 36086}, {3122, 66941}, {3248, 1462}, {3271, 673}, {3286, 4620}, {3675, 85}, {3676, 65847}, {3693, 7035}, {3717, 31625}, {7117, 31637}, {8638, 101}, {9454, 59}, {9455, 2149}, {14936, 14942}, {15615, 672}, {17435, 75}, {21143, 43930}, {23225, 1813}, {23773, 69913}, {32739, 59101}, {35505, 9436}, {38989, 10030}, {39014, 2340}, {39258, 65573}, {42771, 908}, {43042, 46406}, {46388, 100}, {47422, 26006}, {50333, 1978}, {52305, 3261}, {52614, 3699}, {52635, 7045}, {53539, 658}, {53544, 4569}, {53550, 65164}, {53581, 66930}, {54325, 31615}, {54353, 55194}, {56787, 18025}, {61056, 62786}, {62429, 20567}, {66982, 2284}, {68783, 46404}, {68813, 668}, {70620, 1262}
X(72259) lies on these lines: {1, 56131}, {2, 22279}, {6, 31}, {8, 22292}, {10, 2140}, {44, 20863}, {75, 3681}, {291, 18792}, {513, 4380}, {517, 22308}, {518, 70996}, {527, 4685}, {758, 62753}, {1018, 2388}, {1575, 22323}, {2238, 18785}, {2275, 41267}, {2350, 16679}, {3293, 12782}, {3688, 24512}, {3952, 20723}, {4037, 20694}, {4441, 22289}, {4553, 30941}, {4705, 9320}, {5369, 69246}, {8299, 9052}, {13576, 20718}, {17751, 22293}, {17792, 24690}, {18082, 24514}, {20011, 71945}, {22297, 22300}, {22299, 22317}, {22325, 24326}, {23398, 69826}, {40521, 68971}, {50257, 64561}, {52020, 60724}, {59315, 69700}
X(72259) = X(2481)-Ceva conjugate of X(37)
X(72259) = X(20683)-Dao conjugate of X(518)
X(72259) = crosssum of X(i) and X(j) for these (i,j): {659, 17761}, {3286, 18166}
X(72259) = crossdifference of every pair of points on line {514, 20963}
X(72259) = barycentric product X(i)*X(j) for these {i,j}: {37, 62872}, {321, 16693}
X(72259) = barycentric quotient X(i)/X(j) for these {i,j}: {16693, 81}, {62872, 274}
X(72259) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {42, 21035, 2276}, {22271, 22327, 4651}, {22292, 22328, 8}
X(72260) lies on these lines: {1, 69030}, {2, 23415}, {6, 31}, {8, 23443}, {10, 23530}, {78, 23535}, {100, 20459}, {145, 20460}, {519, 23531}, {649, 4083}, {673, 4607}, {899, 38346}, {1149, 3231}, {1334, 61155}, {1475, 17126}, {1953, 3726}, {1977, 23579}, {1999, 23441}, {2162, 63509}, {2225, 3722}, {2319, 10453}, {2340, 69099}, {3218, 4393}, {3500, 36854}, {3691, 71478}, {3749, 5364}, {3784, 63510}, {3870, 20665}, {3938, 53129}, {3959, 63517}, {4051, 63514}, {4871, 61235}, {7248, 63528}, {9266, 56530}, {9315, 62823}, {9454, 68760}, {17027, 37684}, {18201, 25577}, {20372, 70841}, {20593, 38347}, {20669, 23470}, {21369, 71520}, {22066, 63493}, {23544, 34772}, {24615, 71900}, {32937, 39250}, {39741, 53677}, {41837, 54128}, {49774, 71471}, {61234, 71414}, {63500, 69023}, {63571, 64709}, {68749, 71833}
X(72260) = isogonal conjugate of the isotomic conjugate of X(49774)
X(72260) = crosspoint of X(1) and X(60014)
vcrosssum of X(i) and X(j) for these (i,j): {1, 69030}, {2, 10027}
X(72260) = crossdifference of every pair of points on line {43, 514}
X(72260) = barycentric product X(i)*X(j) for these {i,j}: {6, 49774}, {31, 71473}, {37, 71471}, {42, 71472}
X(72260) = barycentric quotient X(i)/X(j) for these {i,j}: {49774, 76}, {71471, 274}, {71472, 310}, {71473, 561}
X(72260) = {X(902),X(69074)}-harmonic conjugate of X(672)
X(72261) lies on these lines: {1, 524}, {2, 4690}, {6, 3879}, {7, 4852}, {8, 4470}, {9, 3629}, {10, 4758}, {31, 70094}, {37, 193}, {42, 24691}, {44, 1992}, {45, 15534}, {69, 1100}, {75, 20016}, {81, 33077}, {86, 17275}, {141, 1449}, {142, 4856}, {144, 4681}, {145, 536}, {190, 17389}, {239, 4675}, {319, 17303}, {320, 4393}, {344, 16669}, {346, 4916}, {391, 4698}, {511, 66684}, {514, 36867}, {518, 50284}, {519, 4363}, {527, 3244}, {538, 66639}, {545, 51093}, {551, 66454}, {583, 22370}, {584, 71075}, {591, 5393}, {597, 17284}, {599, 17023}, {604, 58800}, {732, 66638}, {742, 49490}, {894, 17299}, {966, 28639}, {988, 63928}, {1001, 51196}, {1051, 33174}, {1086, 16834}, {1125, 17251}, {1211, 62808}, {1213, 28640}, {1266, 50120}, {1486, 19588}, {1654, 17394}, {1698, 64712}, {1743, 17243}, {1991, 5405}, {2245, 62853}, {2280, 71081}, {2345, 17372}, {2895, 62801}, {3008, 17313}, {3187, 42045}, {3210, 62230}, {3241, 4419}, {3243, 5845}, {3247, 17332}, {3416, 4649}, {3555, 34377}, {3589, 16667}, {3616, 4708}, {3618, 16668}, {3620, 17384}, {3621, 4747}, {3622, 4748}, {3623, 64015}, {3630, 17045}, {3631, 17306}, {3632, 4665}, {3633, 4659}, {3644, 31300}, {3661, 46922}, {3664, 4361}, {3672, 17345}, {3679, 4472}, {3686, 15668}, {3723, 11008}, {3729, 7277}, {3739, 3945}, {3751, 24358}, {3752, 63057}, {3758, 6542}, {3759, 17278}, {3764, 69082}, {3765, 30939}, {3772, 17778}, {3780, 69053}, {3834, 5222}, {3873, 25048}, {3874, 69037}, {3875, 4910}, {3888, 71711}, {3943, 29605}, {3946, 7232}, {3966, 62821}, {4000, 17376}, {4001, 20182}, {4007, 7227}, {4021, 17255}, {4062, 62846}, {4098, 61000}, {4277, 37596}, {4307, 28581}, {4344, 49467}, {4357, 16884}, {4360, 17276}, {4371, 4739}, {4384, 4969}, {4389, 29584}, {4395, 6173}, {4396, 17721}, {4399, 25590}, {4405, 49733}, {4410, 4441}, {4416, 6144}, {4422, 8584}, {4445, 5750}, {4465, 72163}, {4478, 59772}, {4480, 50110}, {4503, 16971}, {4648, 17348}, {4658, 5814}, {4664, 20072}, {4677, 10022}, {4684, 38315}, {4687, 62989}, {4700, 29571}, {4702, 50303}, {4713, 42057}, {4726, 7222}, {4727, 50107}, {4741, 17320}, {4755, 29624}, {4760, 62795}, {4796, 20050}, {4869, 17356}, {4873, 49726}, {4887, 50109}, {4888, 7263}, {4889, 17314}, {4896, 49543}, {4909, 5257}, {4938, 72002}, {4966, 16475}, {4967, 62224}, {4980, 20046}, {4982, 17290}, {5032, 29583}, {5035, 69024}, {5220, 64073}, {5224, 29609}, {5232, 25498}, {5266, 7758}, {5271, 37631}, {5308, 37654}, {5739, 37595}, {5749, 17229}, {5846, 68588}, {5858, 53588}, {5859, 53589}, {5880, 49488}, {6238, 64887}, {6604, 6610}, {6646, 17393}, {6687, 29627}, {7228, 17151}, {7238, 50112}, {7837, 69269}, {8667, 24239}, {9025, 64751}, {9038, 56542}, {9055, 49498}, {9766, 66632}, {10436, 17362}, {11160, 41311}, {12559, 69585}, {12618, 68584}, {13161, 63932}, {14023, 37592}, {14614, 69276}, {15492, 63061}, {15533, 17325}, {16671, 26685}, {16672, 50093}, {16706, 17375}, {16814, 62996}, {16826, 17346}, {16831, 17330}, {16832, 49738}, {16833, 34824}, {17014, 17382}, {17018, 24690}, {17027, 30997}, {17119, 49770}, {17120, 17233}, {17121, 17234}, {17135, 50257}, {17160, 50128}, {17228, 63053}, {17230, 63108}, {17235, 21296}, {17239, 32099}, {17241, 63051}, {17244, 68966}, {17250, 29586}, {17256, 29570}, {17263, 63050}, {17264, 71635}, {17269, 49765}, {17270, 17398}, {17271, 17397}, {17273, 17396}, {17274, 17395}, {17277, 17391}, {17280, 17386}, {17282, 69557}, {17286, 69556}, {17287, 17381}, {17288, 17380}, {17289, 17373}, {17294, 17369}, {17295, 17368}, {17297, 17367}, {17298, 17366}, {17302, 17361}, {17309, 17355}, {17310, 17354}, {17312, 17352}, {17315, 17350}, {17317, 17349}, {17319, 17347}, {17321, 17344}, {17322, 17343}, {17323, 53598}, {17335, 29569}, {17357, 51171}, {17359, 29616}, {17720, 31034}, {17723, 32919}, {17728, 71919}, {17769, 72096}, {17770, 50281}, {17790, 24524}, {18156, 42713}, {20017, 50048}, {20086, 28606}, {21904, 30962}, {24280, 49461}, {24330, 72164}, {24357, 49478}, {24424, 35102}, {24441, 51071}, {24693, 50018}, {24695, 49462}, {24699, 49477}, {24789, 63056}, {25055, 25358}, {25349, 42042}, {25350, 42043}, {25351, 49489}, {25355, 66469}, {25378, 32843}, {25384, 49450}, {25386, 25694}, {26339, 30413}, {26340, 30412}, {28309, 34747}, {28538, 36479}, {28570, 64168}, {29069, 37727}, {29311, 66664}, {29353, 66665}, {29579, 59373}, {29594, 61344}, {29596, 47352}, {29603, 61302}, {29606, 60986}, {29611, 50081}, {29612, 31144}, {29621, 63086}, {29639, 47037}, {29660, 38023}, {31330, 49749}, {32004, 40882}, {32777, 37685}, {32779, 63039}, {32846, 38047}, {32847, 47359}, {32859, 50068}, {32921, 53601}, {33066, 58820}, {33087, 69632}, {33157, 63095}, {34371, 34791}, {34380, 46475}, {34511, 37589}, {37516, 67978}, {37792, 69278}, {39704, 40891}, {41004, 68840}, {41316, 59519}, {41847, 50077}, {42334, 43997}, {42697, 50129}, {42871, 49684}, {44307, 63009}, {44417, 63007}, {48805, 49763}, {48818, 63944}, {48819, 63939}, {49463, 64903}, {49470, 64016}, {49476, 64070}, {49486, 50307}, {49495, 72228}, {49497, 70956}, {49678, 72036}, {49687, 50070}, {49737, 63115}, {49761, 50087}, {49764, 50300}, {49768, 51005}, {49771, 51000}, {50015, 51055}, {50016, 50301}, {50082, 63110}, {50180, 59312}, {50302, 71333}, {52897, 71952}, {53478, 58787}, {57039, 63493}, {59583, 62820}, {62822, 70781}, {62845, 71937}, {63014, 70264}, {63940, 66675}, {63941, 66672}, {70794, 70997}
X(72261) = midpoint of X(i) and X(j) for these {i,j}: {145, 4644}, {3633, 4659}
X(72261) = reflection of X(i) in X(j) for these {i,j}: {8, 4670}, {3632, 4665}, {4363, 4667}, {4643, 1}, {4677, 10022}, {17318, 3244}, {24357, 49478}, {24441, 51071}, {49450, 25384}, {66454, 551}
X(72261) = anticomplement of X(4690)
X(72261) = crossdifference of every pair of points on line {9313, 58173}
X(72261) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4643, 41312}, {6, 3879, 4851}, {6, 4851, 17279}, {6, 17311, 17353}, {8, 63054, 4670}, {44, 17316, 41313}, {44, 50125, 17316}, {69, 1100, 4657}, {69, 26626, 17237}, {86, 17363, 17275}, {193, 29585, 54280}, {239, 17378, 4675}, {319, 17379, 17303}, {320, 4393, 17301}, {344, 51170, 16669}, {599, 62212, 17023}, {894, 17377, 17299}, {1100, 17237, 26626}, {1992, 17316, 44}, {1992, 50125, 41313}, {3629, 17390, 9}, {3630, 17045, 17272}, {3758, 6542, 17281}, {3758, 50132, 6542}, {3759, 17300, 17278}, {3834, 50124, 5222}, and many others
X(72262) lies on these lines: {1, 597}, {2, 44}, {6, 3879}, {7, 17356}, {8, 17359}, {9, 3589}, {10, 50300}, {31, 68879}, {37, 3618}, {43, 4749}, {45, 17023}, {58, 30906}, {69, 16669}, {75, 29590}, {86, 17338}, {141, 1743}, {144, 17235}, {145, 50124}, {190, 17301}, {193, 16671}, {238, 29659}, {239, 17281}, {319, 17358}, {344, 1100}, {346, 4852}, {391, 17239}, {519, 17269}, {524, 16670}, {527, 17290}, {536, 5222}, {583, 21371}, {599, 29596}, {894, 17278}, {899, 70514}, {966, 17385}, {1086, 50127}, {1125, 5220}, {1266, 49721}, {1268, 14621}, {1279, 59406}, {1449, 6329}, {1475, 24652}, {1654, 17371}, {1698, 49731}, {1724, 19867}, {1836, 29850}, {1992, 17374}, {2221, 4383}, {2245, 56507}, {2276, 70682}, {2295, 24735}, {2321, 50019}, {2325, 17318}, {2345, 17348}, {2999, 44416}, {3008, 4363}, {3161, 4681}, {3246, 36479}, {3416, 16468}, {3616, 4755}, {3619, 17344}, {3621, 50084}, {3629, 17296}, {3632, 50097}, {3661, 68966}, {3664, 17265}, {3686, 17293}, {3707, 17251}, {3717, 38315}, {3729, 17366}, {3731, 17045}, {3739, 4470}, {3751, 72219}, {3752, 26065}, {3759, 17280}, {3763, 4416}, {3765, 70854}, {3772, 27064}, {3823, 4307}, {3875, 17340}, {3932, 16475}, {3943, 16834}, {3946, 17262}, {3966, 26061}, {3973, 17306}, {3975, 60861}, {4000, 4373}, {4034, 48636}, {4096, 29842}, {4253, 58452}, {4273, 16050}, {4346, 4912}, {4357, 16885}, {4360, 17339}, {4361, 17355}, {4370, 17395}, {4384, 17369}, {4389, 29630}, {4393, 17264}, {4395, 4659}, {4402, 4726}, {4419, 17382}, {4429, 64016}, {4432, 50287}, {4472, 16832}, {4473, 4664}, {4480, 49747}, {4665, 16833}, {4667, 17313}, {4668, 61343}, {4672, 5880}, {4679, 25378}, {4687, 29592}, {4690, 29611}, {4698, 18230}, {4700, 29594}, {4702, 50282}, {4722, 29677}, {4725, 29616}, {4727, 50129}, {4739, 7229}, {4753, 50311}, {4758, 6666}, {4763, 71099}, {4859, 7228}, {4863, 72198}, {4873, 4971}, {4898, 59774}, {4899, 67538}, {4901, 51147}, {4910, 17314}, {4969, 17294}, {5050, 66684}, {5223, 71322}, {5296, 25498}, {5750, 17259}, {5839, 17229}, {5846, 16469}, {6173, 40480}, {6211, 38035}, {6542, 17342}, {6646, 17370}, {6703, 7308}, {7277, 17298}, {7290, 49524}, {7792, 36405}, {8257, 36949}, {10436, 17337}, {12618, 68539}, {14997, 32779}, {15492, 17257}, {16477, 29674}, {16549, 53391}, {16666, 17316}, {16667, 17390}, {16668, 63123}, {16706, 17276}, {16777, 25101}, {16814, 17321}, {17026, 71491}, {17119, 41140}, {17120, 17234}, {17121, 17233}, {17228, 62989}, {17230, 50076}, {17241, 20090}, {17244, 46922}, {17246, 25728}, {17255, 60942}, {17258, 17383}, {17260, 17381}, {17261, 17380}, {17263, 17379}, {17266, 17378}, {17268, 17377}, {17271, 29613}, {17272, 34573}, {17275, 17289}, {17282, 17365}, {17283, 17364}, {17285, 17363}, {17286, 17362}, {17291, 17347}, {17292, 17346}, {17297, 29629}, {17300, 17341}, {17302, 17336}, {17304, 17334}, {17305, 17333}, {17307, 17331}, {17308, 17330}, {17317, 37677}, {17325, 50093}, {17327, 63978}, {17360, 29587}, {17376, 53665}, {17387, 63052}, {17450, 72034}, {17469, 30615}, {17720, 30566}, {17721, 33114}, {17723, 33115}, {17745, 25497}, {17750, 71952}, {19586, 70717}, {19786, 70742}, {24358, 36404}, {24510, 70730}, {24514, 30997}, {24597, 30818}, {24703, 25453}, {24759, 69245}, {24789, 26223}, {25066, 69209}, {25067, 26668}, {25352, 50302}, {25445, 25651}, {25992, 54421}, {26128, 71515}, {26251, 72203}, {27013, 62619}, {27191, 50128}, {27268, 31314}, {29572, 63108}, {29573, 63124}, {29574, 51185}, {29583, 50125}, {29586, 51488}, {29597, 61302}, {29608, 31144}, {29627, 63054}, {29660, 47358}, {29673, 71499}, {29835, 72022}, {29852, 32938}, {30567, 61661}, {31183, 34824}, {31189, 35578}, {31264, 72227}, {31300, 48629}, {32777, 32911}, {32847, 47356}, {32935, 53601}, {33118, 70481}, {33121, 70485}, {33157, 63074}, {33165, 49681}, {33882, 69024}, {36477, 61528}, {36478, 50296}, {37662, 56519}, {38110, 46475}, {41269, 70092}, {41311, 63109}, {45327, 62329}, {46899, 69536}, {48631, 60933}, {48805, 49772}, {49490, 72030}, {49762, 51000}, {49764, 50283}, {49766, 51005}, {49768, 64165}, {49770, 50087}, {50023, 50313}, {50081, 63086}, {50095, 61321}, {62812, 72001}, {62867, 72032}, {63969, 71327}, {70513, 71279}, {71102, 72017}
X(72262) = midpoint of X(i) and X(j) for these {i,j}: {5222, 54389}, {16670, 17284}
X(72262) = reflection of X(17290) in X(31191)
X(72262) = crossdifference of every pair of points on line {4775, 9313}
X(72262) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4422, 41313}, {2, 44, 4643}, {2, 3758, 4675}, {2, 4644, 3834}, {2, 20072, 17227}, {2, 54280, 17237}, {2, 61330, 4644}, {2, 71635, 320}, {6, 17267, 3879}, {6, 17279, 4851}, {6, 17353, 17279}, {9, 3589, 4657}, {9, 29598, 4364}, {44, 17237, 54280}, {45, 17023, 41312}, {45, 47352, 17023}, {190, 17367, 17301}, {239, 17354, 17281}, {344, 51171, 1100}, {597, 4422, 1}, {894, 17352, 17278}, {1992, 29579, 17374}, {2325, 50114, 17318}, {2345, 17348, 28634}, and many others
X(72263) lies on these lines: {1, 193}, {2, 16667}, {6, 3879}, {7, 16834}, {8, 4349}, {9, 1992}, {10, 17363}, {37, 3629}, {44, 17390}, {57, 65055}, {69, 1449}, {75, 4667}, {81, 3687}, {86, 3686}, {141, 16666}, {142, 3759}, {144, 3241}, {145, 3729}, {192, 3244}, {239, 3664}, {306, 37685}, {319, 5750}, {320, 3946}, {330, 50577}, {344, 16670}, {346, 29605}, {385, 24239}, {391, 16831}, {519, 894}, {524, 1100}, {527, 4360}, {536, 4464}, {551, 17248}, {553, 62230}, {573, 62853}, {594, 4725}, {597, 17231}, {664, 52819}, {750, 5212}, {950, 56020}, {966, 28641}, {984, 64073}, {1051, 33085}, {1125, 1654}, {1266, 4852}, {1386, 4684}, {1419, 6604}, {1738, 49489}, {1743, 17316}, {1785, 27377}, {2260, 3882}, {2269, 18206}, {2321, 3758}, {2323, 41610}, {2325, 17315}, {2895, 69544}, {2999, 63057}, {3008, 17121}, {3180, 53589}, {3181, 53588}, {3210, 62240}, {3243, 51190}, {3247, 54280}, {3271, 64546}, {3555, 43216}, {3589, 16668}, {3616, 63001}, {3618, 17296}, {3620, 29598}, {3621, 7229}, {3625, 48628}, {3626, 28604}, {3630, 17237}, {3631, 17384}, {3635, 17319}, {3661, 37677}, {3662, 50114}, {3663, 4393}, {3685, 64017}, {3707, 4687}, {3717, 4663}, {3723, 17332}, {3731, 29585}, {3739, 4969}, {3741, 40721}, {3751, 4899}, {3793, 37599}, {3834, 69557}, {3875, 4644}, {3883, 67964}, {3911, 71913}, {3943, 4889}, {3945, 4384}, {3950, 17350}, {3973, 29602}, {3982, 19796}, {3986, 17331}, {4001, 17011}, {4021, 6646}, {4028, 62841}, {4029, 17336}, {4044, 34283}, {4058, 20055}, {4061, 70484}, {4251, 71075}, {4253, 22370}, {4263, 37596}, {4307, 49495}, {4344, 49451}, {4361, 50116}, {4398, 50109}, {4422, 16671}, {4454, 4460}, {4461, 20050}, {4643, 6144}, {4649, 5847}, {4656, 58820}, {4657, 40341}, {4664, 60942}, {4670, 4967}, {4690, 17398}, {4700, 17277}, {4715, 17246}, {4726, 4796}, {4741, 17396}, {4745, 43985}, {4747, 32087}, {4758, 28653}, {4795, 17118}, {4886, 42028}, {4896, 48627}, {4909, 16826}, {4916, 54389}, {4991, 49676}, {5032, 26685}, {5042, 69024}, {5121, 16997}, {5222, 17298}, {5232, 29603}, {5242, 37785}, {5243, 37786}, {5249, 42045}, {5257, 17346}, {5287, 63009}, {5296, 29597}, {5308, 62985}, {5393, 62987}, {5405, 62986}, {5717, 56018}, {5739, 62808}, {5745, 41629}, {5749, 17294}, {5839, 10436}, {6329, 17357}, {6351, 26340}, {6352, 26339}, {6542, 17120}, {6629, 38814}, {6666, 17317}, {6685, 69265}, {7227, 28337}, {7762, 13161}, {7766, 69276}, {7774, 66632}, {8584, 16669}, {9025, 52020}, {9038, 56537}, {9308, 56814}, {10452, 15983}, {11008, 17321}, {11477, 66684}, {11679, 63007}, {15534, 16777}, {16673, 63027}, {16998, 71925}, {17000, 71921}, {17001, 71919}, {17002, 29639}, {17014, 17304}, {17022, 63037}, {17116, 20016}, {17117, 50019}, {17132, 31300}, {17151, 50119}, {17184, 50256}, {17229, 69556}, {17232, 31191}, {17233, 50115}, {17242, 59579}, {17244, 63050}, {17252, 29586}, {17260, 63049}, {17261, 29588}, {17262, 50110}, {17270, 63055}, {17272, 20080}, {17280, 49765}, {17284, 51171}, {17287, 29604}, {17293, 50076}, {17302, 53598}, {17308, 32099}, {17312, 62398}, {17314, 50127}, {17330, 28639}, {17333, 51071}, {17338, 29600}, {17343, 17397}, {17345, 17395}, {17347, 17393}, {17348, 17392}, {17349, 17391}, {17351, 17388}, {17352, 17387}, {17354, 17386}, {17360, 17381}, {17361, 17380}, {17366, 17376}, {17367, 17375}, {17368, 17373}, {17369, 17372}, {17499, 35633}, {17760, 32451}, {17763, 61652}, {17778, 40940}, {18230, 63086}, {20180, 53602}, {20228, 37676}, {20583, 41310}, {20963, 28369}, {21764, 70091}, {22253, 66639}, {23659, 69082}, {24231, 49477}, {24514, 42057}, {25072, 29569}, {25498, 61302}, {25935, 63088}, {26223, 50292}, {26723, 63056}, {27644, 29968}, {28287, 45751}, {28365, 30063}, {29579, 63123}, {29583, 63122}, {29674, 59408}, {29833, 63071}, {30867, 39595}, {32852, 39597}, {32858, 63095}, {33077, 63039}, {33087, 38049}, {33112, 50758}, {33682, 71333}, {34231, 56013}, {34282, 70462}, {37756, 60980}, {37869, 49724}, {40942, 66450}, {40950, 56014}, {41572, 68344}, {42871, 47356}, {45206, 56439}, {45420, 66635}, {45421, 66636}, {49466, 51192}, {49471, 49514}, {49478, 49516}, {49479, 50017}, {49481, 50026}, {49482, 49763}, {49488, 50307}, {49490, 49496}, {49527, 64070}, {49529, 49762}, {49535, 71502}, {49543, 50128}, {49681, 64165}, {49685, 49772}, {49740, 51155}, {50022, 71991}, {50101, 60933}, {51093, 55998}, {51194, 64702}, {54357, 71916}, {58787, 70500}, {58800, 62774}, {59491, 71914}, {62779, 63782}, {63504, 71083}, {64174, 71934}
X(72263) = reflection of X(i) in X(j) for these {i,j}: {319, 5750}, {4357, 1100}, {4431, 894}, {6646, 4021}, {17344, 17045}
X(72263) = crossdifference of every pair of points on line {9313, 58172}
X(72263) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 193, 4416}, {6, 3879, 3912}, {6, 4851, 17353}, {69, 1449, 17023}, {86, 3686, 24603}, {86, 62231, 3686}, {142, 3759, 41140}, {239, 3664, 24199}, {239, 20090, 3664}, {319, 46922, 5750}, {344, 62995, 16670}, {1100, 17344, 17045}, {1743, 17316, 25101}, {1992, 66637, 29574}, {2321, 17377, 49761}, {3618, 17296, 29596}, {3664, 4856, 239}, {3751, 49476, 4899}, {3751, 50284, 49476}, {3758, 17377, 2321}, {3759, 17378, 142}, {3879, 17353, 4851},and many others
X(72264) lies on these lines: {1, 6329}, {2, 16669}, {6, 3879}, {9, 597}, {37, 51171}, {44, 3618}, {69, 16671}, {141, 16670}, {142, 4795}, {144, 17382}, {193, 17357}, {344, 16666}, {391, 17385}, {536, 32105}, {575, 66684}, {1001, 59408}, {1100, 26685}, {1449, 4422}, {1743, 3589}, {1992, 17231}, {3416, 16477}, {3629, 17284}, {3686, 61344}, {3707, 17327}, {3729, 69557}, {3739, 37681}, {3758, 17278}, {3759, 17281}, {3943, 4910}, {3973, 4364}, {4000, 61330}, {4271, 56507}, {4357, 47352}, {4361, 50115}, {4384, 69556}, {4416, 47355}, {4445, 4700}, {4473, 17393}, {4644, 17356}, {4648, 6687}, {4667, 17265}, {4670, 37650}, {4675, 17120}, {4681, 17014}, {4690, 62985}, {4698, 28641}, {4739, 24599}, {4796, 31189}, {4798, 17259}, {4852, 54389}, {4856, 17309}, {4888, 40480}, {4952, 17469}, {4969, 17286}, {5220, 38049}, {5222, 17351}, {5749, 17348}, {5839, 17359}, {7227, 16833}, {7232, 31191}, {7277, 17282}, {15492, 17321}, {16468, 33076}, {16469, 49524}, {16493, 50629}, {16667, 17243}, {16668, 17316}, {16706, 71635}, {16777, 51185}, {16814, 26626}, {16834, 17340}, {16884, 25101}, {16885, 17023}, {17118, 41140}, {17121, 17299}, {17151, 49726}, {17228, 63049}, {17233, 50131}, {17237, 63119}, {17239, 37654}, {17241, 63052}, {17262, 50114}, {17263, 37677}, {17272, 51126}, {17275, 17368}, {17276, 17367}, {17285, 50076}, {17289, 63050}, {17296, 32455}, {17301, 17350}, {17303, 17349}, {17314, 50124}, {17317, 63108}, {17318, 59579}, {17323, 60942}, {17332, 29598}, {17335, 63053}, {17338, 46922}, {17341, 20090}, {17347, 29630}, {17358, 62231}, {17366, 50127}, {17369, 28634}, {17370, 20072}, {17371, 62989}, {17374, 51170}, {17384, 54280}, {17395, 25728}, {17720, 41241}, {18230, 28639}, {24441, 61000}, {25445, 25658}, {26039, 28633}, {29579, 62995}, {29596, 40341}, {29831, 72083}, {29838, 72081}, {30818, 63067}, {32777, 63074}, {33159, 67964}, {33165, 47356}, {41310, 63127}, {46475, 51732}, {49741, 60977}, {49770, 53664}, {50112, 55998}, {50125, 66763}
X(72264) = crossdifference of every pair of points on line {9313, 58165}
X(72264) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {6, 17353, 4851}, {44, 3618, 4657}, {344, 63123, 16666}, {1100, 26685, 41313}, {1743, 3589, 4643}, {3758, 63051, 17278}, {4000, 61330, 71638}, {4851, 17353, 17279}, {17120, 17352, 4675}, {17121, 17354, 17299}, {17243, 63124, 16667}, {17316, 63011, 16668}, {17368, 68966, 17275}, {26685, 59373, 1100}
X(72265) lies on these lines: {6, 31}, {37, 20985}, {44, 20964}, {58, 86}, {75, 16476}, {81, 45223}, {171, 17277}, {213, 1964}, {333, 70406}, {560, 5019}, {579, 3764}, {583, 3778}, {595, 4649}, {602, 37474}, {748, 15668}, {750, 17259}, {869, 3941}, {872, 2223}, {894, 71139}, {1001, 1468}, {1045, 71673}, {1100, 3747}, {1193, 3286}, {1203, 3736}, {1269, 17031}, {1333, 2210}, {1397, 44120}, {1400, 70620}, {1475, 40934}, {1724, 16828}, {1740, 2228}, {1911, 28615}, {1923, 23660}, {2175, 5042}, {2239, 3589}, {2245, 23659}, {2260, 3122}, {2274, 16466}, {2300, 3248}, {2667, 20963}, {3009, 16679}, {3271, 40954}, {3691, 21699}, {3720, 18166}, {3725, 40956}, {3741, 29767}, {3750, 40433}, {3840, 29746}, {4022, 18206}, {4279, 16477}, {4418, 20174}, {4432, 67024}, {5021, 7083}, {5035, 7122}, {5247, 5263}, {5255, 71934}, {5750, 69550}, {7175, 55086}, {9426, 23467}, {16685, 63504}, {16690, 17127}, {16946, 40732}, {17126, 17349}, {17350, 71415}, {18170, 62813}, {18805, 20234}, {19580, 70680}, {20147, 70911}, {20179, 33760}, {21257, 29453}, {21384, 70556}, {21741, 51657}, {21753, 22369}, {21760, 70346}, {23566, 69977}, {23868, 33863}, {24471, 51329}, {26963, 70720}, {27145, 70483}, {27164, 32772}, {27623, 27627}, {27644, 39673}, {29437, 72207}, {30652, 63050}, {30653, 37677}, {33766, 56837}, {34830, 41011}, {37129, 57399}, {37610, 49497}, {37686, 71629}, {39798, 70738}, {40749, 71672}, {44421, 70560}, {46922, 71464}, {49988, 69497}, {65096, 71647}, {69008, 72206}, {69067, 71204}, {69204, 69216}
X(72265) = isogonal conjugate of the isotomic conjugate of X(3720)
X(72265) = isogonal conjugate of the polar conjugate of X(40975)
X(72265) = X(i)-Ceva conjugate of X(j) for these (i,j): {58, 70143}, {662, 1919}, {43076, 649}, {69826, 667}, {70143, 20963}
X(72265) = X(21753)-cross conjugate of X(20963)
X(72265) = X(i)-isoconjugate of X(j) for these (i,j): {2, 32009}, {7, 72047}, {10, 40439}, {75, 40433}, {76, 57397}, {86, 72048}, {190, 72049}, {321, 40408}, {594, 59147}, {668, 50520}, {693, 8708}
X(72265) = X(i)-Dao conjugate of X(j) for these (i,j): {206, 40433}, {3121, 1577}, {3739, 313}, {16589, 561}, {21753, 40006}, {32664, 32009}, {40600, 72048}, {55053, 72049}, {62646, 76}
X(72265) = crosspoint of X(i) and X(j) for these (i,j): {31, 58}, {3720, 40975}
X(72265) = crosssum of X(i) and X(j) for these (i,j): {2, 4651}, {10, 75}, {244, 47917}, {32009, 72047}
X(72265) = crossdifference of every pair of points on line {514, 4079}
X(72265) = barycentric product X(i)*X(j) for these {i,j}: {1, 20963}, {3, 40975}, {6, 3720}, {19, 22060}, {27, 22369}, {31, 3739}, {32, 20888}, {37, 70143}, {41, 4059}, {42, 18166}, {56, 3691}, {58, 16589}, {81, 2667}, {86, 21753}, {100, 68881}, {101, 6372}, {163, 48393}, {213, 17175}, {284, 39793}, {513, 70144}, {593, 21699}, {604, 3706}, {649, 4436}, {662, 50497}, {667, 70145}, {692, 47672}, {757, 21820}, {849, 52579}, {904, 4754}, {923, 70155}, {1333, 21020}, {1412, 4111}, {1415, 48264}, {1918, 16748}, {1919, 53363}, {1964, 18089}, {1973, 70154}, {2206, 53478}, {3733, 61163}, {4556, 50538}, {4891, 38266}
X(72265) = barycentric quotient X(i)/X(j) for these {i,j}: {31, 32009}, {32, 40433}, {41, 72047}, {213, 72048}, {560, 57397}, {667, 72049}, {849, 59147}, {1333, 40439}, {1919, 50520}, {2206, 40408}, {2667, 321}, {3691, 3596}, {3706, 28659}, {3720, 76}, {3739, 561}, {4059, 20567}, {4111, 30713}, {4436, 1978}, {6372, 3261}, {16589, 313}, {17175, 6385}, {18089, 18833}, {18166, 310}, {20888, 1502}, {20963, 75}, {21020, 27801}, {21699, 28654}, {21753, 10}, {21820, 1089}, {22060, 304}, {22369, 306}, {29773, 40088}, {32739, 8708}, {39793, 349}, {40975, 264}, {47672, 40495}, {48393, 20948}, {50497, 1577}, {50538, 52623}, {61163, 27808}, {68881, 693}, {70143, 274}, {70144, 668}, {70145, 6386}, {70154, 40364}
X(72265) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {6, 31, 1918}, {6, 8053, 42}, {6, 20992, 70815}, {6, 36635, 71872}, {31, 60697, 70658}, {58, 51330, 757}, {583, 4749, 3778}, {2260, 71279, 3122}, {2308, 2309, 6}, {5019, 60722, 560}, {16466, 37507, 2274}, {17127, 17379, 16690}
X(72266) lies on these lines: {6, 23375}, {31, 32}, {44, 765}, {55, 69511}, {100, 59052}, {110, 56388}, {669, 688}, {752, 2240}, {896, 8624}, {902, 41333}, {1107, 1621}, {1646, 62739}, {1977, 9454}, {2242, 62846}, {3230, 62740}, {4386, 72017}, {4426, 72203}, {5035, 60697}, {8616, 16552}, {8620, 53280}, {14599, 32739}, {18613, 63508}, {20669, 69836}, {21760, 69826}, {32911, 51319}, {69243, 71912}
X(72266) = isogonal conjugate of the isotomic conjugate of X(3230)
X(72266) = X(32718)-Ceva conjugate of X(1980)
X(72266) = X(i)-isoconjugate of X(j) for these (i,j): {2, 31002}, {75, 3227}, {76, 37129}, {85, 36798}, {86, 60288}, {274, 41683}, {514, 889}, {561, 739}, {649, 57994}, {668, 62619}, {670, 69478}, {693, 4607}, {799, 35353}, {898, 3261}, {1111, 5381}, {1978, 43928}, {4572, 69481}, {4609, 69480}, {6331, 69483}, {6381, 57542}, {6385, 62763}, {6386, 23892}, {18031, 64612}, {19945, 57572}, {20568, 36872}, {33805, 52754}, {34075, 40495}, {37133, 69482}, {46277, 52757}, {57995, 69479}
X(72266) = X(i)-Dao conjugate of X(j) for these (i,j): {206, 3227}, {5375, 57994}, {13466, 1502}, {14434, 23989}, {32664, 31002}, {38996, 35353}, {39011, 40495}, {40368, 739}, {40600, 60288}, {40614, 561}, {52875, 27801}, {52882, 1928}=
X(72266) = crosspoint of X(1252) and X(32718)
X(72266) = crosssum of X(i) and X(j) for these (i,j): {2, 69028}, {76, 35543}, {693, 52626}
X(72266) = crossdifference of every pair of points on line {76, 693}
X(72266) = barycentric product X(i)*X(j) for these {i,j}: {6, 3230}, {31, 899}, {32, 536}, {41, 52896}, {42, 62740}, {55, 62739}, {100, 890}, {101, 3768}, {110, 14404}, {213, 52897}, {228, 52890}, {560, 6381}, {649, 68825}, {667, 23343}, {692, 891}, {739, 59797}, {1110, 19945}, {1252, 1646}, {1333, 52959}, {1397, 4009}, {1415, 4526}, {1501, 35543}, {1576, 14431}, {1918, 62755}, {1919, 23891}, {1922, 4465}, {1980, 41314}, {2175, 43037}, {2205, 70146}, {2206, 3994}, {2209, 71434}, {2223, 52902}, {2251, 52900}, {3063, 69658}, {4728, 32739}, {9447, 69660}, {9454, 36816}, {9459, 52755}, {14434, 32718}, {14437, 32665}, {23990, 52626}, {30583, 32719}, {33917, 57731}, {34075, 68134}, {34858, 61672}
X(72266) = barycentric quotient X(i)/X(j) for these {i,j}: {31, 31002}, {32, 3227}, {100, 57994}, {213, 60288}, {536, 1502}, {560, 37129}, {669, 35353}, {692, 889}, {890, 693}, {891, 40495}, {899, 561}, {1501, 739}, {1646, 23989}, {1918, 41683}, {1919, 62619}, {1924, 69478}, {1980, 43928}, {2175, 36798}, {3230, 76}, {3768, 3261}, {4009, 40363}, {4465, 44169}, {6381, 1928}, {8630, 69482}, {9407, 52754}, {9455, 64612}, {9459, 36872}, {14404, 850}, {14431, 44173}, {14567, 52757}, {23343, 6386}, {23990, 5381}, {32739, 4607}, {35543, 40362}, {43037, 41283}, {52890, 57796}, {52896, 20567}, {52897, 6385}, {52959, 27801}, {59797, 35543}, {62739, 6063}, {62740, 310}, {68825, 1978}
X(72266) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 62420, 2205}, {70658, 70661, 9455}
X(72267) lies on these lines: {31, 32}, {58, 1206}, {81, 593}, {171, 71398}, {172, 1621}, {312, 39257}, {609, 8616}, {727, 787}, {739, 59102}, {1613, 8620}, {1918, 3051}, {2206, 14599}, {2220, 60697}, {2240, 6679}, {2241, 62821}, {2242, 62849}, {2280, 5019}, {2308, 41333}, {2352, 30647}, {3121, 40956}, {3286, 23632}, {3739, 18089}, {4386, 5278}, {4426, 71979}, {5291, 32945}, {5301, 63099}, {7031, 62841}, {7109, 9454}, {8624, 17469}, {10458, 70975}, {20963, 22060}, {21753, 22369}, {33774, 56388}, {36808, 69231}, {39673, 69068}, {69243, 71936}
X(72267) = isogonal conjugate of the isotomic conjugate of X(20963)
X(72267) = X(110)-Ceva conjugate of X(1980)
X(72267) = X(i)-isoconjugate of X(j) for these (i,j): {75, 32009}, {76, 40433}, {85, 72047}, {274, 72048}, {313, 40408}, {321, 40439}, {561, 57397}, {668, 72049}, {1089, 59147}, {1978, 50520}, {3261, 8708}
X(72267) = X(i)-Dao conjugate of X(j) for these (i,j): {206, 32009}, {3121, 850}, {3739, 27801}, {16589, 1502}, {40368, 57397}, {62646, 561}
X(72267) = crosspoint of X(32) and X(1333)
X(72267) = crosssum of X(i) and X(j) for these (i,j): {37, 64581}, {75, 4043}, {76, 321}
X(72267) = crossdifference of every pair of points on line {693, 4705}
X(72267) = barycentric product X(i)*X(j) for these {i,j}: {6, 20963}, {25, 22060}, {28, 22369}, {31, 3720}, {32, 3739}, {42, 70143}, {48, 40975}, {58, 2667}, {81, 21753}, {101, 68881}, {110, 50497}, {213, 18166}, {560, 20888}, {593, 21820}, {604, 3691}, {649, 70144}, {667, 4436}, {692, 6372}, {849, 21699}, {1333, 16589}, {1397, 3706}, {1408, 4111}, {1576, 48393}, {1918, 17175}, {1919, 70145}, {1974, 70154}, {1980, 53363}, {2175, 4059}, {2194, 39793}, {2205, 16748}, {2206, 21020}, {3051, 18089}, {4754, 7104}, {32739, 47672}, {32740, 70155}, {57129, 61163}
X(72267) = barycentric quotient X(i)/X(j) for these {i,j}: {32, 32009}, {560, 40433}, {1501, 57397}, {1918, 72048}, {1919, 72049}, {1980, 50520}, {2175, 72047}, {2206, 40439}, {2667, 313}, {3691, 28659}, {3706, 40363}, {3720, 561}, {3739, 1502}, {4059, 41283}, {4436, 6386}, {6372, 40495}, {16589, 27801}, {18089, 40016}, {18166, 6385}, {20888, 1928}, {20963, 76}, {21753, 321}, {21820, 28654}, {22060, 305}, {22369, 20336}, {40975, 1969}, {48393, 44173}, {50497, 850}, {68881, 3261}, {70143, 310}, {70144, 1978}, {70154, 40050}
X(72267) = {X(31),X(32)}-harmonic conjugate of X(2205)
X(72268) lies on these lines: {2, 21615}, {38, 21443}, {69, 20242}, {75, 4981}, {76, 321}, {310, 1921}, {312, 18142}, {313, 1233}, {350, 18059}, {693, 8034}, {716, 21327}, {726, 20889}, {756, 6381}, {1111, 21415}, {1230, 23989}, {1269, 35544}, {1920, 4358}, {3403, 32933}, {3666, 70146}, {3673, 70501}, {3706, 53363}, {3739, 16748}, {3741, 70345}, {3760, 32915}, {3761, 32771}, {3770, 41250}, {4377, 24326}, {4418, 4495}, {4609, 43685}, {4651, 59526}, {4671, 30637}, {4980, 40087}, {5057, 30660}, {6385, 16703}, {7244, 32930}, {16584, 30955}, {16741, 18021}, {17149, 46909}, {17863, 44154}, {18056, 24552}, {18089, 20963}, {20345, 33075}, {20567, 59181}, {20886, 46238}, {20888, 21020}, {27285, 32453}, {27495, 28605}, {27792, 69702}, {30596, 30636}, {30632, 48646}, {30938, 61407}, {32937, 69699}, {35538, 70261}, {35545, 39998}, {40013, 70308}, {40075, 51857}, {40956, 69833}, {52893, 59570}, {59511, 62627}, {70739, 71861}
X(72268) = isotomic conjugate of X(57397)
X(72268) = isotomic conjugate of the isogonal conjugate of X(3739)
X(72268) = polar conjugate of the isogonal conjugate of X(70154)
X(72268) = X(i)-Ceva conjugate of X(j) for these (i,j): {76, 53478}, {4609, 693}, {27808, 3261}
X(72268) = X(53478)-cross conjugate of X(20888)
X(72268) = X(i)-isoconjugate of X(j) for these (i,j): {31, 57397}, {32, 40433}, {560, 32009}, {1918, 40408}, {1919, 8708}, {2205, 40439}, {32739, 50520}
X(72268) = X(i)-Dao conjugate of X(j) for these (i,j): {2, 57397}, {3121, 669}, {3739, 213}, {6374, 32009}, {6376, 40433}, {9296, 8708}, {16589, 6}, {17205, 3733}, {34021, 40408}, {40619, 50520}, {62646, 31}
X(72268) = cevapoint of X(3739) and X(70154)
X(72268) = crosspoint of X(76) and X(6385)
X(72268) = crosssum of X(32) and X(2205)
X(72268) = barycentric product X(i)*X(j) for these {i,j}: {75, 20888}, {76, 3739}, {264, 70154}, {274, 53478}, {310, 21020}, {313, 17175}, {321, 16748}, {561, 3720}, {670, 48393}, {693, 53363}, {1502, 20963}, {1978, 47672}, {3261, 70145}, {3596, 4059}, {3691, 20567}, {3706, 6063}, {4436, 40495}, {4572, 48264}, {4609, 50497}, {4754, 44187}, {6372, 6386}, {6385, 16589}, {8024, 18089}, {18022, 22060}, {18023, 70155}, {18166, 27801}, {21699, 57992}, {39793, 40072}, {40364, 40975}, {56251, 70153}
X(72268) = barycentric quotient X(i)/X(j) for these {i,j}: {2, 57397}, {75, 40433}, {76, 32009}, {274, 40408}, {310, 40439}, {313, 72048}, {668, 8708}, {693, 50520}, {2667, 1918}, {3261, 72049}, {3596, 72047}, {3691, 41}, {3706, 55}, {3720, 31}, {3739, 6}, {4059, 56}, {4436, 692}, {4754, 172}, {4891, 3052}, {6372, 667}, {16589, 213}, {16748, 81}, {17175, 58}, {18089, 251}, {18166, 1333}, {20888, 1}, {20963, 32}, {21020, 42}, {21699, 872}, {21753, 2205}, {21820, 7109}, {22060, 184}, {29773, 4251}, {39793, 1402}, {40975, 1973}, {47672, 649}, {48264, 663}, {48393, 512}, {50497, 669}, {50538, 50487}, {52579, 1500}, {53363, 100}, {53478, 37}, {61163, 69826}, {68881, 1919}, {70143, 2206}, {70144, 32739}, {70145, 101}, {70153, 17187}, {70154, 3}, {70155, 187}, {70156, 20963}, {70162, 70815}
X(72268) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {76, 561, 321}, {310, 1921, 4359}, {313, 1233, 8024}, {321, 561, 35543}, {1920, 18152, 4358}, {40087, 60719, 4980}
X(72269) lies on these lines: {1, 3826}, {2, 3723}, {6, 527}, {7, 16666}, {8, 17384}, {9, 17395}, {37, 5222}, {44, 3672}, {45, 4021}, {69, 17382}, {75, 36409}, {141, 16834}, {142, 4909}, {144, 16671}, {145, 17231}, {193, 17235}, {239, 4657}, {319, 17383}, {519, 3763}, {524, 17304}, {528, 16491}, {536, 3618}, {551, 49460}, {583, 37555}, {584, 1429}, {594, 29598}, {597, 3729}, {940, 68848}, {966, 41311}, {1051, 33103}, {1086, 1449}, {1100, 3945}, {1125, 49486}, {1213, 16833}, {1654, 17399}, {1698, 71320}, {1743, 17246}, {1836, 71184}, {1909, 29802}, {1992, 17345}, {2321, 47355}, {2999, 20196}, {3008, 16777}, {3017, 24890}, {3019, 5805}, {3056, 71711}, {3241, 53665}, {3244, 17311}, {3247, 17337}, {3416, 49477}, {3589, 3875}, {3616, 28581}, {3619, 17372}, {3620, 4725}, {3622, 49467}, {3623, 31243}, {3629, 17274}, {3632, 48635}, {3664, 62212}, {3666, 24597}, {3686, 17325}, {3739, 26626}, {3752, 62773}, {3755, 38187}, {3759, 4643}, {3765, 29764}, {3772, 5256}, {3821, 67964}, {3879, 17290}, {3973, 49742}, {4085, 49681}, {4277, 28358}, {4353, 64070}, {4356, 4989}, {4360, 17242}, {4361, 4967}, {4384, 17045}, {4389, 17121}, {4393, 4851}, {4395, 10436}, {4398, 17120}, {4399, 17308}, {4402, 4688}, {4416, 17323}, {4419, 16669}, {4431, 61344}, {4445, 49770}, {4460, 4727}, {4464, 17309}, {4644, 16668}, {4655, 4991}, {4659, 69556}, {4660, 47356}, {4664, 63051}, {4681, 26685}, {4686, 5749}, {4687, 29590}, {4699, 4798}, {4715, 51170}, {4716, 29646}, {4718, 54389}, {4751, 28640}, {4780, 48805}, {4795, 7321}, {4856, 40341}, {4859, 17392}, {4862, 7277}, {4863, 29819}, {4869, 50125}, {4902, 16667}, {4910, 6542}, {4912, 63127}, {4969, 17272}, {4971, 17286}, {5228, 62779}, {5232, 50082}, {5308, 46845}, {5695, 38049}, {5723, 7190}, {5750, 17119}, {5839, 17237}, {6144, 53598}, {6173, 63401}, {6329, 50127}, {6666, 16672}, {7189, 69529}, {14555, 50063}, {16475, 64016}, {16670, 17334}, {16674, 25072}, {16677, 60986}, {16814, 37681}, {16816, 17322}, {17011, 24789}, {17012, 17720}, {17013, 33129}, {17017, 33136}, {17025, 17721}, {17117, 17381}, {17132, 51185}, {17133, 53664}, {17151, 17369}, {17160, 17368}, {17228, 20016}, {17233, 29630}, {17234, 29584}, {17236, 62231}, {17241, 29588}, {17247, 68966}, {17258, 63050}, {17259, 41140}, {17265, 29574}, {17267, 31191}, {17268, 50121}, {17277, 17396}, {17282, 17390}, {17283, 17389}, {17284, 17388}, {17291, 17377}, {17294, 34573}, {17305, 17363}, {17306, 17362}, {17307, 29617}, {17314, 17357}, {17316, 17356}, {17318, 17353}, {17319, 17352}, {17320, 17349}, {17321, 17348}, {17324, 17346}, {17327, 50095}, {17329, 63049}, {17351, 50101}, {17355, 47352}, {17359, 63119}, {17379, 37756}, {17385, 42696}, {17391, 27191}, {17718, 67211}, {17723, 33128}, {20090, 48629}, {20182, 26723}, {21358, 49543}, {24217, 29821}, {24257, 38035}, {26104, 32099}, {26821, 27311}, {27846, 70815}, {29663, 69089}, {31017, 32774}, {31138, 62999}, {31187, 40940}, {32455, 49741}, {32911, 50068}, {32921, 38047}, {33149, 69632}, {37503, 64827}, {38023, 49482}, {40688, 62808}, {40965, 58562}, {43066, 60938}, {44735, 71002}, {46922, 48627}, {47358, 49497}, {47359, 49455}, {48310, 50089}, {48829, 49684}, {49463, 59406}, {49465, 50282}, {49472, 49688}, {49488, 50315}, {49495, 71322}, {49685, 50285}, {50019, 62224}, {50079, 63121}, {50097, 51127}, {50098, 59772}, {50103, 63008}, {50606, 56736}, {59373, 71638}, {69635, 70462}
X(72269) = reflection of X(17286) in X(51126)
X(72269) = crossdifference of every pair of points on line {9029, 58144}
X(72269) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 17366, 17278}, {2, 4852, 17299}, {6, 3946, 17301}, {6, 17301, 17276}, {239, 4657, 17275}, {239, 17380, 4657}, {1100, 4000, 4675}, {3589, 3875, 17281}, {3589, 50112, 3875}, {3619, 50129, 17372}, {3759, 17249, 62989}, {3759, 17302, 4643}, {3946, 50114, 6}, {4000, 17014, 1100}, {4360, 17367, 17279}, {4361, 17023, 17303}, {4393, 16706, 4851}, {4402, 63055, 4688}, {4464, 29596, 17309}, {4751, 29586, 28640}, {4856, 50092, 40341}, {6173, 66549, 63401}, {7321, 37677, 4795}, {16475, 66071, 64016}, {17235, 50124, 193}, {17249, 62989, 4643}, {17277, 17396, 41312}, {17302, 62989, 17249}, {17319, 17352, 41313}, {17395, 69557, 9}, {47355, 50120, 2321}, {49472, 50287, 49688}, {50101, 51171, 17351}
X(72270) lies on these lines: {1, 5852}, {2, 15492}, {6, 527}, {7, 44}, {8, 28570}, {9, 4675}, {37, 144}, {45, 3664}, {57, 51415}, {63, 5718}, {69, 4715}, {75, 20072}, {77, 62215}, {86, 4795}, {141, 28333}, {142, 16885}, {145, 4718}, {190, 4851}, {193, 536}, {226, 31187}, {241, 41563}, {269, 61007}, {320, 17232}, {321, 31303}, {344, 17376}, {346, 17374}, {391, 4688}, {513, 3779}, {516, 64070}, {518, 24695}, {519, 6144}, {524, 3729}, {537, 49681}, {545, 3629}, {553, 37679}, {583, 1423}, {597, 17304}, {599, 17355}, {726, 67964}, {752, 49688}, {894, 4643}, {896, 17718}, {940, 17781}, {966, 35578}, {986, 28646}, {990, 5843}, {1046, 37716}, {1086, 1743}, {1100, 4419}, {1278, 62231}, {1333, 56020}, {1418, 12848}, {1449, 17246}, {1721, 5851}, {1740, 24722}, {1757, 5880}, {1836, 32912}, {1992, 4852}, {2094, 63126}, {2245, 44421}, {2308, 71797}, {2321, 40341}, {2325, 17311}, {2345, 17344}, {2796, 49497}, {2895, 50048}, {2911, 6180}, {3000, 4878}, {3008, 60962}, {3218, 37651}, {3242, 5850}, {3247, 49742}, {3416, 17770}, {3474, 4849}, {3589, 17274}, {3618, 17235}, {3620, 17359}, {3630, 17294}, {3631, 17286}, {3666, 20078}, {3672, 16666}, {3686, 17118}, {3723, 63054}, {3731, 17392}, {3739, 54280}, {3751, 17768}, {3752, 9965}, {3758, 4657}, {3759, 4440}, {3763, 50115}, {3772, 4641}, {3834, 26685}, {3879, 4480}, {3911, 54281}, {3923, 17771}, {3928, 37662}, {3929, 17056}, {3941, 21320}, {3951, 49745}, {3958, 63398}, {3966, 32940}, {3973, 6173}, {4000, 16669}, {4021, 62212}, {4089, 72062}, {4252, 67850}, {4268, 18162}, {4273, 8822}, {4307, 49515}, {4357, 25503}, {4363, 4416}, {4373, 63086}, {4384, 7228}, {4389, 17120}, {4398, 17121}, {4415, 62812}, {4422, 17298}, {4454, 4686}, {4470, 70264}, {4473, 17241}, {4488, 17314}, {4648, 6172}, {4654, 72229}, {4655, 38047}, {4659, 17362}, {4660, 28558}, {4663, 24248}, {4664, 20090}, {4667, 4909}, {4670, 17257}, {4681, 20073}, {4700, 53594}, {4703, 71518}, {4722, 33098}, {4725, 11008}, {4741, 17289}, {4764, 20016}, {4796, 28639}, {4798, 17248}, {4856, 50120}, {4859, 60963}, {4862, 16670}, {4869, 41310}, {4880, 24223}, {4896, 6666}, {4969, 17151}, {5165, 69814}, {5220, 50307}, {5222, 16671}, {5223, 72228}, {5228, 60936}, {5564, 50074}, {5695, 34379}, {5698, 49478}, {5749, 17237}, {5750, 17253}, {5845, 69218}, {6329, 49741}, {6603, 7960}, {6690, 16570}, {7189, 37129}, {7190, 62216}, {7201, 17443}, {7227, 17270}, {7232, 17353}, {7238, 17282}, {7321, 17349}, {8557, 60965}, {9004, 12723}, {10436, 17332}, {11523, 64159}, {15533, 50118}, {15534, 17132}, {15601, 59372}, {15624, 69723}, {15668, 50093}, {16496, 50130}, {16602, 21454}, {16667, 17395}, {16702, 67123}, {16706, 71635}, {16726, 62214}, {16834, 32455}, {17023, 17255}, {17116, 17346}, {17117, 49722}, {17231, 21296}, {17243, 25728}, {17247, 46922}, {17254, 17381}, {17258, 17379}, {17259, 50116}, {17261, 17378}, {17264, 17375}, {17267, 59579}, {17272, 17369}, {17273, 17368}, {17277, 50128}, {17280, 17361}, {17288, 17354}, {17296, 17340}, {17297, 17339}, {17300, 17336}, {17306, 69556}, {17313, 25101}, {17315, 25269}, {17319, 49748}, {17320, 37677}, {17328, 28604}, {17330, 25590}, {17335, 26806}, {17348, 42697}, {17372, 20080}, {17382, 51171}, {17388, 55998}, {17393, 63052}, {17483, 24789}, {17484, 17720}, {17487, 50132}, {17491, 33114}, {17721, 62235}, {17723, 36263}, {17724, 36277}, {17767, 49488}, {17775, 55867}, {18206, 29698}, {20086, 42044}, {21747, 71798}, {21848, 34381}, {21853, 34371}, {22277, 71711}, {24217, 24703}, {24222, 49500}, {24280, 28581}, {24328, 36743}, {24514, 24691}, {24893, 25651}, {28322, 50129}, {28329, 63064}, {28526, 49486}, {28530, 49495}, {28580, 49680}, {28582, 51192}, {28609, 37646}, {28610, 63089}, {29571, 61000}, {30828, 59769}, {31017, 32777}, {31018, 37520}, {31138, 53665}, {31164, 35466}, {31183, 61020}, {31995, 37654}, {32087, 50082}, {32093, 62706}, {35652, 63057}, {36404, 51144}, {37642, 64143}, {37674, 62240}, {37681, 60984}, {37685, 50068}, {37756, 63050}, {37826, 45926}, {38315, 64017}, {38454, 64741}, {39126, 71002}, {41772, 54344}, {41839, 62230}, {42051, 63009}, {45789, 61330}, {47355, 50092}, {47356, 49455}, {47358, 49482}, {48627, 68966}, {48629, 63051}, {48805, 49505}, {49453, 51196}, {49465, 50303}, {49496, 68870}, {49503, 72036}, {49523, 50284}, {50084, 50992}, {50101, 51170}, {50103, 63067}, {50105, 63071}, {50124, 62995}, {50304, 50313}, {53599, 60922}, {60905, 68588}, {61014, 62789}, {62207, 64708}, {62823, 72231}, {71630, 72218}
X(72270) = reflection of X(i) in X(j) for these {i,j}: {69, 17351}, {3416, 32935}, {3875, 3629}, {4655, 71521}, {15533, 50118}, {17276, 6}, {17299, 3729}, {17345, 71638}, {20080, 17372}, {24248, 4663}, {40341, 2321}, {49453, 51196}, {49486, 64073}, {50076, 49721}, {50992, 50084}, {64016, 24695}
X(72270) = anticomplement of X(17345)
X(72270) = crossdifference of every pair of points on line {9029, 58159}
X(72270) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 60977, 17334}, {6, 17276, 17301}, {6, 49747, 3946}, {7, 44, 17278}, {9, 4888, 17245}, {9, 17365, 4675}, {69, 17351, 17281}, {144, 4644, 37}, {190, 17364, 4851}, {320, 17350, 17279}, {391, 7222, 4688}, {894, 4643, 17303}, {894, 17347, 4643}, {1743, 60933, 1086}, {2321, 40341, 50076}, {2345, 64015, 17344}, {3629, 3875, 50131}, {3631, 49726, 17286}, {3664, 60942, 45}, {3758, 6646, 4657}, {3758, 17249, 63053}, {3879, 4480, 17262}, {3973, 6173, 17337}, {4363, 4416, 17275}, {4454, 5839, 4686}, {4641, 5905, 3772}, {4648, 6172, 16814}, {4655, 71521, 38047}, {4862, 16670, 17366}, {4888, 17245, 4675}, {6646, 63053, 17249}, {7277, 17334, 1}, {16885, 62223, 142}, {17116, 17346, 28634}, {17245, 17365, 4888}, {17249, 63053, 4657}, {17258, 17379, 41312}, {17300, 17336, 41313}, {17345, 71638, 2}, {17484, 62795, 17720}, {20072, 31300, 75}, {20080, 50107, 17372}, {21296, 54389, 17231}, {25269, 50133, 17315}, {28609, 62820, 37646}, {36263, 61707, 17723}, {40341, 49721, 2321}, {49742, 63401, 3247}, {50115, 53598, 3763}
X(72271) lies on these lines: {1, 1213}, {2, 4916}, {6, 519}, {8, 1100}, {9, 3633}, {10, 4545}, {37, 145}, {44, 3161}, {45, 4098}, {69, 4725}, {75, 20016}, {86, 28634}, {141, 16834}, {142, 50019}, {144, 4718}, {192, 62231}, {193, 536}, {239, 4851}, {319, 4393}, {321, 20046}, {346, 4727}, {524, 3875}, {527, 6144}, {573, 37727}, {594, 1449}, {597, 17286}, {599, 3946}, {604, 41687}, {740, 64016}, {750, 49985}, {940, 50306}, {966, 3241}, {1030, 8666}, {1333, 56018}, {1400, 37738}, {1418, 53997}, {1575, 20012}, {1654, 17393}, {1743, 3943}, {1766, 5844}, {1901, 12625}, {1914, 71936}, {1992, 17351}, {1999, 5233}, {2238, 72164}, {2245, 3169}, {2269, 37740}, {2271, 50589}, {2275, 21858}, {2276, 20011}, {2277, 20040}, {2345, 3621}, {2895, 50068}, {2911, 69718}, {3008, 17311}, {3017, 24935}, {3056, 44671}, {3175, 63009}, {3187, 3772}, {3189, 21866}, {3204, 56530}, {3244, 3686}, {3247, 17330}, {3290, 19993}, {3416, 4085}, {3553, 12629}, {3554, 6765}, {3589, 17294}, {3616, 70264}, {3618, 17229}, {3619, 50081}, {3620, 17382}, {3623, 46845}, {3625, 5750}, {3629, 3729}, {3630, 17274}, {3631, 17304}, {3635, 5257}, {3644, 20072}, {3655, 37508}, {3656, 32431}, {3663, 40341}, {3664, 17119}, {3672, 17344}, {3679, 17398}, {3696, 50284}, {3707, 16675}, {3731, 34747}, {3751, 71320}, {3752, 20043}, {3759, 6542}, {3763, 50114}, {3770, 17144}, {3780, 72186}, {3813, 50036}, {3877, 21873}, {3879, 4361}, {3880, 21853}, {3913, 36743}, {3941, 4433}, {3945, 4371}, {3950, 4700}, {4000, 17374}, {4007, 16667}, {4021, 17253}, {4046, 62845}, {4051, 17443}, {4060, 4982}, {4261, 17448}, {4268, 64744}, {4270, 50637}, {4273, 50582}, {4307, 49468}, {4360, 4643}, {4383, 50292}, {4384, 17390}, {4386, 71935}, {4395, 17298}, {4399, 10436}, {4413, 49986}, {4416, 4464}, {4419, 4460}, {4445, 17023}, {4478, 17308}, {4644, 4686}, {4648, 50125}, {4659, 7277}, {4664, 62989}, {4667, 17118}, {4668, 61302}, {4670, 42696}, {4677, 59772}, {4681, 54280}, {4687, 29588}, {4690, 17321}, {4698, 29585}, {4715, 11008}, {4716, 5880}, {4720, 50070}, {4746, 61313}, {4764, 31300}, {4780, 5847}, {4795, 17116}, {4886, 58820}, {4889, 17316}, {4908, 63086}, {4912, 63064}, {4938, 33143}, {4952, 20693}, {5053, 64768}, {5069, 20691}, {5105, 50575}, {5115, 5255}, {5124, 8715}, {5153, 50581}, {5222, 17231}, {5224, 29584}, {5232, 41311}, {5564, 17379}, {5695, 51196}, {5698, 49461}, {5749, 16668}, {5816, 10222}, {5846, 16973}, {5882, 37499}, {6329, 50097}, {6603, 53994}, {7321, 50133}, {8584, 50089}, {8818, 53426}, {9053, 69218}, {10026, 33141}, {10453, 21904}, {10987, 16704}, {12437, 37500}, {12513, 36744}, {12536, 57286}, {12630, 41325}, {12649, 27395}, {13846, 49620}, {13847, 49621}, {13911, 49592}, {13973, 49593}, {14464, 62846}, {14923, 21863}, {15492, 20049}, {15533, 50109}, {15534, 17133}, {15668, 50095}, {16670, 17340}, {16671, 54389}, {16672, 63978}, {16677, 51096}, {16685, 68938}, {16706, 17373}, {16814, 37654}, {16816, 17317}, {16833, 17245}, {16972, 49451}, {16975, 56926}, {17014, 17384}, {17045, 17270}, {17117, 17378}, {17121, 17233}, {17151, 17365}, {17160, 17364}, {17162, 33070}, {17237, 32099}, {17239, 26626}, {17241, 29590}, {17242, 68966}, {17243, 29605}, {17258, 50074}, {17259, 29574}, {17261, 50121}, {17264, 63050}, {17265, 41140}, {17267, 49765}, {17271, 17396}, {17272, 17395}, {17277, 17389}, {17284, 69557}, {17287, 17380}, {17289, 20055}, {17295, 17367}, {17296, 17366}, {17300, 40891}, {17302, 17360}, {17309, 17353}, {17310, 17352}, {17315, 17349}, {17319, 17346}, {17320, 17343}, {17336, 63049}, {17337, 29573}, {17345, 20080}, {17357, 29616}, {17359, 51171}, {17375, 37756}, {17381, 29615}, {17397, 32025}, {17454, 50252}, {17718, 50756}, {17756, 20048}, {18147, 25298}, {20015, 44798}, {20017, 32777}, {20019, 69809}, {20036, 28244}, {20041, 62214}, {20057, 52706}, {20086, 50106}, {20174, 64133}, {20970, 50625}, {21764, 71796}, {21769, 67976}, {21773, 62825}, {21793, 71925}, {24391, 37504}, {24512, 72162}, {24695, 28484}, {25278, 59514}, {25590, 50098}, {26044, 42030}, {26107, 54098}, {27396, 56531}, {28581, 51192}, {28633, 63014}, {28640, 29576}, {29594, 47355}, {29598, 48635}, {30598, 60710}, {31303, 69539}, {32087, 50085}, {32455, 50127}, {32921, 71333}, {34379, 49453}, {35652, 63037}, {37637, 49554}, {37673, 42057}, {37681, 41310}, {37685, 50048}, {38047, 49489}, {41638, 49566}, {41648, 49568}, {42871, 50017}, {46838, 63493}, {46922, 48628}, {47358, 49472}, {48630, 63053}, {49448, 70696}, {49485, 50303}, {49496, 50030}, {49724, 62816}, {50084, 59373}, {50102, 63071}, {50104, 63067}, {50107, 51170}, {53417, 72139}, {53594, 62223}, {56387, 69851}, {60697, 71929}, {61358, 69089}
X(72271) = reflection of X(i) in X(j) for these {i,j}: {69, 4852}, {599, 49543}, {2321, 4856}, {3416, 49488}, {3729, 3629}, {5695, 51196}, {15533, 50109}, {17276, 3875}, {17281, 50131}, {17299, 6}, {17301, 50129}, {20080, 17345}, {40341, 3663}, {49451, 51147}, {49460, 49684}, {49688, 49497}, {50076, 16834}, {50079, 50124}, {50089, 8584}, {64016, 67964}
X(72271) = anticomplement of X(17372)
X(72271) = crossdifference of every pair of points on line {9002, 58181}
X(72271) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4034, 1213}, {1, 17362, 17275}, {6, 17299, 17281}, {6, 50087, 17355}, {6, 53664, 50115}, {8, 1100, 17303}, {9, 3633, 17388}, {69, 4852, 17301}, {69, 50129, 4852}, {86, 29617, 28634}, {145, 5839, 37}, {239, 4851, 17278}, {239, 17377, 4851}, {319, 4393, 4657}, {966, 3241, 3723}, {1213, 4034, 17275}, {1213, 17362, 4034}, {1449, 3632, 594}, {1654, 17393, 41312}, {2321, 4856, 6}, {3244, 3686, 16777}, {3618, 50079, 17229}, {3631, 50112, 17304}, {3723, 50082, 966}, {3759, 6542, 17279}, {3759, 17240, 63051}, {3879, 4361, 4675}, {3879, 49770, 4361}, {3945, 4371, 4688}, {3950, 4700, 16885}, {4007, 16667, 17369}, {4360, 17363, 4643}, {4416, 4464, 17318}, {4643, 4910, 4360}, {4677, 66549, 59772}, {4727, 16669, 346}, {4889, 17348, 17316}, {4969, 17388, 9}, {6542, 63051, 17240}, {16884, 62224, 10}, {17229, 50124, 3618}, {17240, 63051, 17279}, {17299, 50131, 6}, {17315, 17349, 41313}, {17353, 49761, 17309}, {17393, 50077, 1654}, {20080, 50101, 17345}, {25590, 66637, 63401}, {40341, 50120, 3663}, {49460, 49684, 50130}, {50098, 63401, 25590}, {50107, 51170, 71638}
X(72222) lies on these lines: {1, 17340}, {2, 4912}, {6, 519}, {7, 17357}, {8, 16669}, {9, 46}, {10, 16885}, {37, 2275}, {44, 391}, {45, 3986}, {69, 17359}, {75, 29590}, {86, 17339}, {141, 28333}, {144, 17237}, {145, 16668}, {190, 4657}, {193, 17229}, {319, 71635}, {320, 17358}, {344, 4670}, {346, 1100}, {524, 17286}, {527, 3763}, {536, 3618}, {545, 17304}, {551, 16674}, {594, 1743}, {597, 3875}, {672, 31241}, {894, 4675}, {966, 15492}, {1125, 16675}, {1449, 3943}, {1766, 28174}, {1836, 26061}, {1909, 29542}, {1992, 17372}, {2049, 59639}, {2285, 52783}, {2295, 72186}, {2308, 69089}, {2325, 4098}, {2329, 4268}, {2911, 5782}, {3008, 17118}, {3052, 53663}, {3056, 21865}, {3247, 51105}, {3416, 4672}, {3501, 4271}, {3589, 3729}, {3619, 17345}, {3620, 4715}, {3629, 17294}, {3663, 47355}, {3664, 17267}, {3686, 61321}, {3731, 4370}, {3739, 26685}, {3758, 4851}, {3765, 29423}, {3772, 4054}, {3773, 67964}, {3844, 24695}, {3879, 17269}, {3923, 4085}, {3936, 26223}, {3946, 47352}, {3950, 16884}, {3973, 17330}, {4007, 4969}, {4058, 4700}, {4357, 61344}, {4363, 17278}, {4364, 25728}, {4384, 7227}, {4398, 29630}, {4416, 17293}, {4419, 17384}, {4422, 10436}, {4440, 17370}, {4470, 18230}, {4473, 4687}, {4480, 17255}, {4643, 17238}, {4644, 17231}, {4648, 41310}, {4659, 17366}, {4664, 63053}, {4667, 17311}, {4681, 26626}, {4686, 5222}, {4688, 7229}, {4725, 51170}, {4748, 61006}, {4755, 63014}, {4780, 5695}, {4795, 17300}, {4816, 16670}, {4852, 50107}, {4859, 49727}, {4873, 16667}, {5032, 50084}, {5233, 27064}, {5257, 31253}, {5296, 26039}, {5564, 63050}, {5839, 16671}, {6057, 62845}, {6329, 16834}, {6646, 17371}, {6685, 59536}, {6703, 30568}, {7228, 17282}, {7231, 40480}, {7232, 29596}, {7277, 17296}, {8692, 50305}, {10445, 28150}, {12723, 58633}, {14555, 50052}, {15668, 25101}, {16491, 28503}, {16496, 48810}, {16666, 17314}, {16672, 59585}, {16677, 51109}, {16972, 28472}, {17023, 17262}, {17116, 17352}, {17120, 17233}, {17133, 51185}, {17151, 69557}, {17227, 31300}, {17228, 20072}, {17239, 54280}, {17242, 46922}, {17243, 59774}, {17246, 29598}, {17253, 29604}, {17257, 17385}, {17261, 17381}, {17264, 17379}, {17265, 50116}, {17268, 17378}, {17273, 29613}, {17274, 34573}, {17283, 50128}, {17284, 17365}, {17285, 17364}, {17292, 17347}, {17306, 17334}, {17307, 17333}, {17308, 17332}, {17315, 37677}, {17320, 25269}, {17324, 49748}, {17327, 50093}, {17328, 29591}, {17331, 70965}, {17335, 28604}, {17337, 25590}, {17341, 26806}, {17344, 29611}, {17349, 28634}, {17356, 42697}, {17361, 29587}, {17376, 29579}, {17382, 63119}, {17386, 63052}, {17395, 55998}, {17720, 41242}, {17721, 33170}, {17723, 33161}, {17750, 68938}, {17754, 31242}, {19808, 70742}, {20080, 50081}, {21255, 62223}, {21358, 53598}, {21803, 71872}, {24295, 32935}, {24703, 32780}, {24723, 26083}, {26065, 44417}, {27268, 28640}, {28160, 64121}, {28329, 63127}, {29097, 61261}, {29573, 63401}, {29581, 31333}, {29594, 40341}, {30615, 72201}, {30768, 61716}, {31178, 72030}, {31243, 62778}, {31244, 61001}, {32431, 50799}, {32455, 50097}, {32911, 50048}, {34524, 40942}, {35578, 53665}, {35652, 63013}, {37654, 51072}, {38023, 49472}, {38049, 49453}, {39798, 62214}, {44416, 59779}, {48628, 68966}, {48630, 62989}, {48632, 60933}, {49484, 59406}, {49485, 50282}, {49486, 59408}, {49741, 51127}, {50079, 62995}, {50082, 62985}, {50089, 63124}, {50104, 63008}, {50123, 51092}, {50124, 63123}, {50125, 62997}, {50129, 63011}, {50159, 63359}, {51097, 66549}, {59407, 63969}, {70422, 70969}, {71630, 72027}
X(72272) = midpoint of X(6) and X(53664)
X(72272) = reflection of X(17304) in X(51126)
X(72272) = crossdifference of every pair of points on line {2605, 9002}
X(72272) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 17351, 17276}, {6, 17281, 17299}, {6, 17299, 50131}, {6, 17355, 17281}, {9, 17369, 17303}, {44, 2345, 17275}, {86, 17339, 41313}, {190, 17368, 4657}, {193, 17229, 50076}, {894, 17279, 4675}, {894, 17354, 17279}, {3161, 5749, 63055}, {3161, 63055, 37}, {3589, 3729, 17301}, {3589, 49726, 3729}, {3758, 17240, 20090}, {3758, 17280, 4851}, {3973, 59772, 17330}, {4058, 4700, 62224}, {4363, 17353, 17278}, {4370, 17398, 3731}, {4470, 18230, 31238}, {4873, 16667, 17388}, {5749, 54389, 37}, {5750, 59579, 45}, {5839, 61330, 16671}, {7229, 37650, 4688}, {17240, 20090, 4851}, {17261, 17381, 41312}, {17280, 20090, 17240}, {17289, 17350, 4643}, {17340, 69556, 1}, {17355, 50115, 6}, {17359, 71638, 69}, {29604, 60942, 17253}, {47355, 49721, 3663}, {49482, 49688, 50130}, {49482, 50313, 49688}, {50107, 51171, 4852}, {54389, 63055, 3161}
X(72273) lies on these lines: {1, 3943}, {2, 44}, {6, 10}, {7, 17384}, {8, 16666}, {9, 583}, {12, 54377}, {37, 2275}, {43, 4285}, {45, 1125}, {69, 17385}, {75, 36409}, {86, 17244}, {142, 47355}, {145, 1100}, {171, 4290}, {190, 17397}, {193, 17239}, {306, 19722}, {319, 37677}, {344, 28639}, {346, 3723}, {391, 16671}, {519, 61321}, {524, 17308}, {527, 17325}, {536, 26626}, {551, 2325}, {572, 18481}, {594, 1449}, {597, 4384}, {599, 4667}, {750, 68879}, {894, 4389}, {966, 16669}, {1010, 4273}, {1086, 29598}, {1213, 1743}, {1266, 4363}, {1376, 37503}, {1404, 5252}, {1405, 24914}, {1575, 4277}, {1698, 16670}, {1724, 54351}, {1732, 24953}, {1766, 22791}, {1836, 29647}, {1909, 60861}, {1914, 72017}, {1992, 4690}, {2173, 29663}, {2245, 17754}, {2262, 3922}, {2267, 69545}, {2276, 24487}, {2277, 39798}, {2278, 41239}, {2285, 3649}, {2321, 3635}, {2911, 24564}, {3008, 47352}, {3056, 22279}, {3241, 4727}, {3244, 50087}, {3247, 17340}, {3589, 10436}, {3617, 50082}, {3618, 3739}, {3619, 17376}, {3623, 50123}, {3625, 4982}, {3629, 17270}, {3634, 3707}, {3636, 4029}, {3661, 46922}, {3664, 3763}, {3679, 4969}, {3729, 17045}, {3759, 28604}, {3770, 20943}, {3875, 7227}, {3877, 21864}, {3879, 17293}, {3912, 61344}, {3945, 17231}, {3946, 17118}, {4007, 66549}, {4026, 64016}, {4144, 33854}, {4357, 25503}, {4364, 29603}, {4370, 16676}, {4377, 41316}, {4386, 33882}, {4395, 10022}, {4416, 17327}, {4419, 41311}, {4422, 16831}, {4426, 5035}, {4432, 48822}, {4440, 17399}, {4470, 4688}, {4473, 29592}, {4480, 24441}, {4648, 17357}, {4659, 17395}, {4664, 29586}, {4665, 16834}, {4668, 16667}, {4678, 5839}, {4686, 7229}, {4687, 28640}, {4698, 26685}, {4702, 48830}, {4737, 71107}, {4746, 4856}, {4751, 63051}, {4753, 48809}, {4758, 29571}, {4851, 17230}, {4871, 70463}, {4888, 48632}, {4908, 38314}, {5087, 67495}, {5224, 17120}, {5257, 16885}, {5275, 60423}, {5294, 19701}, {5296, 15492}, {5308, 41310}, {5332, 70482}, {5439, 61650}, {5782, 26015}, {5880, 29633}, {6646, 17400}, {7113, 16788}, {7228, 17304}, {7277, 17272}, {7321, 17383}, {8584, 64712}, {8666, 59235}, {8818, 56954}, {9780, 37654}, {9955, 64121}, {14028, 66364}, {15668, 17353}, {16522, 49488}, {16548, 56532}, {16674, 59585}, {16675, 59579}, {16786, 29659}, {16826, 17354}, {17011, 50048}, {17067, 31139}, {17095, 60856}, {17116, 17380}, {17119, 50114}, {17228, 20090}, {17233, 29619}, {17249, 31300}, {17257, 25498}, {17264, 29570}, {17269, 29574}, {17271, 29608}, {17280, 17394}, {17282, 51126}, {17284, 17392}, {17285, 17391}, {17286, 17390}, {17290, 50116}, {17292, 17378}, {17296, 63401}, {17297, 29613}, {17298, 34573}, {17300, 17371}, {17305, 50128}, {17306, 17365}, {17307, 17364}, {17313, 29596}, {17314, 20057}, {17316, 17359}, {17317, 17358}, {17321, 17351}, {17322, 17350}, {17326, 17347}, {17342, 29569}, {17346, 29610}, {17348, 51171}, {17349, 28653}, {17356, 63119}, {17360, 29591}, {17366, 25590}, {17370, 26806}, {17374, 29611}, {17382, 42697}, {17387, 29587}, {17776, 37869}, {17790, 70462}, {18229, 61661}, {19684, 32777}, {19738, 56810}, {19766, 50054}, {19827, 62998}, {19860, 62216}, {19861, 62215}, {19868, 64070}, {20016, 62228}, {24183, 26627}, {24323, 30885}, {24357, 31306}, {24512, 30942}, {24553, 25067}, {25440, 54409}, {25496, 40401}, {26102, 71491}, {28060, 42014}, {28337, 61343}, {28633, 63123}, {29576, 68966}, {29579, 63110}, {29593, 62231}, {29605, 50097}, {29616, 50125}, {29834, 32771}, {29860, 69599}, {30144, 62210}, {30147, 62238}, {31238, 37650}, {31253, 63978}, {32772, 33120}, {33159, 43997}, {36478, 50301}, {36479, 49699}, {36480, 47359}, {36911, 51110}, {38023, 50023}, {40480, 48310}, {44417, 63013}, {44798, 63168}, {46835, 55432}, {46933, 63086}, {46934, 62706}, {48855, 70158}, {49491, 49509}, {49598, 53037}, {49709, 70419}, {50026, 59407}, {50077, 51353}, {50092, 62223}, {60697, 72203}, {61358, 70522}, {68883, 69503}, {70484, 71490}
X(72273) = midpoint of X(61321) and X(62212)
X(72273) = crossdifference of every pair of points on line {834, 4775}
X(72273) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4873, 50113}, {1, 17369, 17281}, {2, 3758, 4643}, {2, 4644, 17237}, {2, 4670, 4675}, {2, 20072, 17250}, {2, 54280, 4708}, {2, 71635, 17256}, {6, 5750, 17303}, {6, 17303, 17275}, {8, 16666, 50131}, {86, 17368, 17279}, {190, 17397, 41312}, {551, 2325, 16672}, {597, 4472, 4384}, {894, 4657, 17276}, {894, 17381, 4657}, {894, 29614, 4389}, {1100, 2345, 17299}, {1125, 50115, 45}, {1698, 16670, 17330}, {3589, 10436, 17278}, {3616, 5749, 54389}, {3616, 54389, 37}, {3636, 4029, 16777}, {3636, 17355, 4029}, {3758, 17250, 20072}, {3759, 28604, 28634}, {3943, 61302, 1}, {4363, 17023, 17301}, {4389, 17381, 29614}, {4389, 29614, 4657}, {4470, 5222, 4688}, {4473, 29592, 51488}, {4667, 29604, 599}, {5749, 63055, 37}, {16667, 59772, 17362}, {16671, 70264, 391}, {16826, 17354, 41313}, {17250, 20072, 4643}, {17289, 17379, 4851}, {17369, 61302, 3943}, {17398, 69556, 9}, {25498, 71638, 17257}, {26685, 63014, 4698}, {29591, 63052, 17360}, {29593, 63108, 62231}, {29603, 50127, 4364}, {29611, 63054, 17374}, {54389, 63055, 3616}
X(72274) lies on these lines: {1, 4285}, {2, 4690}, {6, 10}, {8, 44}, {9, 3632}, {31, 70522}, {37, 145}, {43, 5109}, {45, 519}, {69, 3834}, {75, 20072}, {78, 62216}, {142, 40341}, {144, 4371}, {190, 29617}, {193, 3739}, {239, 4389}, {306, 19723}, {319, 17230}, {320, 16816}, {333, 4273}, {344, 17372}, {346, 15492}, {524, 4384}, {527, 17119}, {536, 20073}, {545, 4405}, {551, 4982}, {573, 18481}, {594, 1743}, {597, 17308}, {599, 3008}, {894, 28634}, {958, 37503}, {966, 1100}, {993, 54409}, {1001, 49756}, {1086, 16833}, {1107, 4277}, {1125, 62212}, {1150, 62620}, {1213, 1449}, {1266, 4361}, {1404, 24914}, {1405, 5252}, {1654, 3759}, {1914, 72203}, {1992, 4670}, {2238, 30942}, {2245, 21384}, {2262, 3962}, {2275, 68883}, {2276, 19998}, {2278, 3684}, {2280, 4062}, {2321, 4701}, {2323, 46835}, {2325, 3625}, {2345, 4678}, {2895, 24789}, {3052, 4061}, {3056, 22271}, {3241, 16590}, {3242, 50026}, {3244, 16672}, {3246, 50316}, {3555, 61650}, {3589, 17270}, {3617, 63086}, {3618, 17239}, {3620, 17356}, {3621, 4727}, {3623, 39260}, {3626, 50115}, {3629, 10436}, {3630, 17298}, {3631, 17282}, {3633, 16676}, {3635, 16777}, {3636, 4856}, {3661, 68966}, {3664, 6144}, {3679, 16670}, {3681, 25048}, {3696, 64016}, {3712, 39254}, {3723, 5296}, {3729, 4399}, {3731, 17388}, {3752, 14552}, {3758, 63049}, {3770, 70260}, {3772, 5739}, {3868, 61704}, {3872, 62215}, {3875, 17332}, {3879, 17259}, {3912, 50076}, {3945, 31238}, {3946, 17253}, {3966, 32864}, {3973, 4007}, {4000, 17344}, {4051, 17444}, {4058, 4545}, {4060, 53664}, {4144, 63087}, {4268, 54316}, {4290, 5247}, {4360, 17331}, {4363, 50095}, {4364, 16834}, {4370, 4677}, {4386, 5035}, {4393, 17256}, {4395, 17274}, {4422, 17294}, {4426, 33882}, {4445, 17353}, {4472, 8584}, {4478, 17286}, {4480, 50099}, {4489, 24696}, {4644, 4688}, {4659, 50098}, {4664, 20016}, {4665, 50127}, {4667, 15534}, {4708, 26626}, {4715, 42697}, {4725, 17316}, {4741, 37756}, {4746, 17355}, {4748, 17014}, {4751, 20090}, {4753, 47359}, {4755, 29585}, {4795, 66441}, {4798, 29576}, {4851, 17244}, {4852, 17257}, {4871, 37673}, {4886, 37652}, {4896, 31139}, {4908, 31145}, {4910, 17319}, {5069, 21857}, {5165, 9534}, {5222, 17237}, {5224, 17121}, {5232, 17384}, {5256, 49724}, {5264, 54351}, {5294, 19750}, {5308, 50125}, {5332, 19742}, {5564, 17350}, {5698, 49468}, {5749, 16671}, {5816, 9955}, {5846, 36404}, {5904, 61695}, {6172, 50085}, {6542, 17335}, {6666, 17311}, {6687, 29579}, {7277, 25590}, {8610, 71975}, {8666, 19297}, {9038, 64560}, {9456, 14829}, {14923, 21864}, {16468, 42334}, {16521, 49488}, {16525, 68942}, {16602, 37655}, {16667, 17398}, {16668, 19877}, {16706, 17343}, {16786, 29674}, {16814, 17314}, {16815, 17378}, {16831, 49731}, {16832, 17392}, {17023, 17251}, {17117, 17347}, {17151, 17334}, {17156, 41002}, {17160, 17333}, {17227, 29590}, {17228, 63051}, {17229, 26685}, {17231, 32099}, {17252, 17380}, {17260, 17377}, {17263, 17373}, {17264, 20055}, {17271, 17367}, {17272, 17366}, {17287, 17352}, {17289, 63050}, {17290, 41140}, {17295, 17338}, {17296, 17337}, {17297, 29628}, {17302, 17328}, {17306, 69557}, {17309, 25101}, {17318, 49770}, {17325, 50114}, {17351, 42696}, {17354, 29615}, {17357, 37681}, {17368, 32025}, {17376, 20080}, {17385, 51171}, {17397, 31144}, {17720, 37656}, {20046, 72052}, {20050, 50123}, {20174, 34283}, {20262, 62245}, {20331, 72161}, {21358, 31191}, {22165, 40480}, {22356, 61693}, {22836, 62238}, {22837, 62239}, {24589, 31303}, {24592, 30958}, {25278, 59519}, {25280, 60861}, {25557, 51194}, {26015, 37658}, {26039, 53620}, {28337, 29605}, {28633, 62995}, {28653, 37677}, {29569, 50132}, {29588, 51488}, {29604, 47352}, {29616, 41310}, {29860, 33084}, {30144, 62211}, {30588, 31034}, {30903, 49760}, {30991, 33129}, {31993, 63009}, {32774, 43990}, {33161, 39251}, {36480, 47356}, {40663, 54377}, {40891, 66451}, {41847, 63052}, {42014, 69681}, {44417, 63037}, {44720, 71107}, {47358, 50023}, {48829, 50022}, {48864, 66639}, {49449, 49509}, {49457, 49681}, {49688, 49701}, {49718, 69267}, {49765, 60986}, {50001, 59207}, {50015, 50075}, {50016, 50296}, {50019, 50120}, {50050, 68854}, {50305, 64165}, {51058, 72237}, {54008, 69545}, {56810, 63060}, {59772, 69556}, {60697, 72017}, {70969, 71934}, {70973, 72200}, {71631, 72215}
X(72274) = reflection of X(i) in X(j) for these {i,j}: {45, 3707}, {4675, 4384}
X(72274) = crossdifference of every pair of points on line {834, 58173}
X(72274) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4969, 50131}, {6, 3686, 17275}, {6, 17275, 17303}, {8, 44, 17281}, {8, 37654, 44}, {9, 3632, 3943}, {9, 17362, 17299}, {10, 4700, 6}, {10, 5750, 61313}, {44, 50082, 8}, {69, 17348, 17278}, {144, 4371, 4686}, {239, 4643, 17301}, {239, 17346, 4643}, {319, 17349, 17279}, {391, 5839, 37}, {597, 64712, 17308}, {966, 3616, 52706}, {1100, 52706, 3616}, {1213, 61302, 3624}, {1449, 3624, 61302}, {1654, 3759, 4657}, {1743, 4034, 594}, {2325, 3625, 50087}, {2345, 62985, 16669}, {3626, 50115, 61321}, {3632, 3943, 17299}, {3633, 16676, 50113}, {3679, 16670, 17369}, {3686, 4700, 10}, {3943, 17362, 3632}, {3973, 4007, 17340}, {4000, 63001, 17344}, {4060, 59579, 53664}, {4361, 4416, 17276}, {4393, 17256, 41312}, {4678, 61330, 2345}, {4678, 62985, 61330}, {4708, 50124, 26626}, {4748, 17014, 41311}, {4856, 5257, 16884}, {4969, 17330, 1}, {6542, 17335, 41313}, {6687, 50081, 29579}, {16668, 70264, 63055}, {16816, 50074, 320}, {16885, 62224, 2321}, {17277, 17363, 4851}, {17335, 50077, 6542}, {29576, 46922, 4798}, {32099, 37650, 17231}, {37654, 50082, 17281}, {49770, 50093, 17318}, {50308, 71921, 38047}
X(72275) lies on these lines: {1, 3255}, {2, 16669}, {6, 142}, {7, 1100}, {9, 7277}, {10, 40341}, {37, 144}, {44, 4648}, {45, 61000}, {57, 4271}, {63, 37631}, {69, 4670}, {75, 20016}, {81, 3772}, {86, 4643}, {145, 4686}, {190, 17391}, {193, 3739}, {226, 62207}, {319, 50133}, {320, 4657}, {344, 71638}, {354, 26892}, {391, 30712}, {519, 17118}, {524, 10436}, {527, 16777}, {594, 50076}, {597, 17282}, {599, 5750}, {651, 61013}, {894, 4795}, {908, 940}, {942, 37516}, {971, 5733}, {990, 68560}, {1086, 1449}, {1125, 17253}, {1419, 52023}, {1654, 41847}, {1743, 17245}, {1836, 62821}, {1992, 17348}, {2256, 66683}, {2277, 16726}, {2278, 7175}, {2345, 4747}, {2650, 63398}, {3056, 13476}, {3242, 4349}, {3247, 17334}, {3284, 17073}, {3419, 49744}, {3486, 31503}, {3589, 17298}, {3592, 31540}, {3594, 31541}, {3618, 3834}, {3620, 17385}, {3629, 4384}, {3630, 4472}, {3631, 17308}, {3644, 29588}, {3649, 64360}, {3662, 46922}, {3663, 16884}, {3686, 6144}, {3723, 4419}, {3729, 17390}, {3752, 63007}, {3758, 17241}, {3759, 26806}, {3782, 62808}, {3875, 7228}, {3879, 4363}, {3946, 4896}, {3950, 49721}, {4000, 16666}, {4001, 19701}, {4021, 49747}, {4038, 24703}, {4263, 53543}, {4307, 49478}, {4328, 34492}, {4344, 4864}, {4360, 50128}, {4361, 50116}, {4393, 7321}, {4398, 29584}, {4410, 44140}, {4413, 61652}, {4416, 15668}, {4440, 17393}, {4454, 4718}, {4461, 4727}, {4464, 50119}, {4470, 32099}, {4478, 10022}, {4649, 5880}, {4654, 6357}, {4658, 57282}, {4659, 17388}, {4664, 31300}, {4679, 9345}, {4681, 29585}, {4687, 20072}, {4688, 5839}, {4690, 20080}, {4698, 54280}, {4699, 62231}, {4708, 63014}, {4715, 17257}, {4725, 42696}, {4741, 17322}, {4751, 62989}, {4796, 17316}, {4798, 5224}, {4852, 42697}, {4859, 69557}, {4862, 17395}, {4869, 17357}, {4910, 17160}, {4971, 7231}, {4989, 38054}, {5222, 16668}, {5308, 16814}, {5316, 37674}, {5542, 38315}, {5711, 12594}, {5712, 5744}, {5749, 17231}, {5845, 16972}, {5905, 37595}, {6173, 16667}, {6180, 41857}, {6224, 7200}, {6646, 17394}, {7201, 17444}, {7227, 17294}, {7232, 17023}, {7238, 17304}, {7240, 24696}, {7248, 58572}, {7263, 16834}, {8025, 32859}, {9332, 29658}, {14969, 61716}, {14996, 17720}, {15569, 24695}, {16475, 25557}, {16670, 17337}, {16671, 37650}, {16673, 49742}, {16675, 60942}, {16706, 37677}, {16732, 44735}, {16826, 17347}, {16831, 17332}, {16885, 29571}, {17045, 17274}, {17056, 62812}, {17116, 17377}, {17120, 17234}, {17151, 49727}, {17227, 63053}, {17235, 26626}, {17237, 21296}, {17243, 50127}, {17244, 31333}, {17249, 29586}, {17258, 29570}, {17262, 29574}, {17263, 71635}, {17267, 50115}, {17272, 17398}, {17273, 17397}, {17280, 17387}, {17284, 69556}, {17288, 17381}, {17289, 17375}, {17296, 17369}, {17297, 17368}, {17311, 17355}, {17312, 17354}, {17313, 17353}, {17314, 35578}, {17317, 17350}, {17321, 17345}, {17325, 53598}, {17336, 29569}, {17340, 29573}, {17343, 28653}, {17356, 51171}, {17360, 28604}, {17362, 25590}, {17363, 28634}, {17384, 32093}, {17483, 50068}, {19622, 69891}, {19722, 54311}, {19738, 69251}, {20059, 46845}, {21255, 47355}, {21630, 62844}, {23812, 32853}, {24325, 67964}, {24554, 56531}, {24691, 37632}, {24693, 49685}, {24708, 64681}, {24789, 37685}, {25525, 61661}, {26724, 63095}, {26816, 27311}, {27147, 68966}, {27184, 42028}, {27187, 69743}, {28333, 29597}, {28369, 30035}, {28606, 41819}, {29598, 48632}, {31190, 37662}, {31671, 62183}, {32455, 34824}, {32777, 63056}, {33112, 64361}, {33129, 63039}, {34522, 61002}, {37520, 63008}, {37635, 62795}, {37642, 41825}, {42819, 50303}, {42871, 50130}, {44417, 63057}, {49479, 49681}, {49483, 50284}, {49491, 49533}, {49537, 64751}, {49743, 63394}, {49765, 53664}, {50065, 64377}, {50070, 63159}, {50113, 55998}, {50114, 60980}, {50120, 53594}, {50288, 72096}, {51463, 62819}, {52020, 71711}, {53541, 70815}, {53599, 68584}, {60901, 68586}, {62797, 68585}, {62871, 65460}, {63974, 71728}, {64070, 64174}, {68588, 72228}
X(72275) = reflection of X(i) in X(j) for these {i,j}: {17257, 28639}, {17275, 10436}
X(72275) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 17365, 17276}, {1, 60933, 17246}, {6, 3664, 4675}, {6, 4675, 17278}, {7, 1100, 17301}, {7, 63054, 1100}, {69, 4670, 17303}, {86, 17248, 28640}, {86, 17364, 4643}, {145, 7222, 4686}, {320, 17379, 4657}, {894, 4851, 17281}, {894, 17378, 4851}, {1449, 4888, 1086}, {2345, 62999, 17374}, {3630, 4472, 17270}, {3664, 4667, 6}, {3758, 17300, 17279}, {3759, 39704, 26806}, {3879, 4363, 17299}, {3945, 4644, 37}, {4000, 62997, 16666}, {4021, 60962, 49747}, {4461, 4916, 4727}, {4643, 28640, 17248}, {4747, 62999, 2345}, {4795, 4851, 894}, {4795, 17378, 17281}, {6173, 16667, 17366}, {6646, 17394, 41312}, {7277, 17392, 9}, {9345, 61707, 4679}, {16673, 60977, 49742}, {16884, 62223, 3663}, {17246, 17365, 60933}, {17246, 60933, 17276}, {17257, 63110, 28639}, {17317, 17350, 41313}, {17365, 63401, 1}, {17483, 62801, 50068}, {21296, 63055, 17237}, {26806, 63052, 3759}, {62821, 64164, 1836}
X(72276) lies on these lines: {1, 17337}, {2, 319}, {6, 142}, {7, 16669}, {8, 17357}, {9, 17246}, {10, 4989}, {19, 65689}, {37, 5222}, {44, 144}, {45, 3946}, {69, 17356}, {75, 29590}, {86, 29628}, {193, 3834}, {239, 17233}, {320, 63050}, {344, 4852}, {391, 17237}, {519, 17267}, {524, 17282}, {536, 26685}, {594, 16833}, {597, 10436}, {614, 51463}, {908, 2911}, {966, 17384}, {990, 60901}, {1086, 1743}, {1125, 49497}, {1213, 29598}, {1418, 54425}, {1429, 3204}, {1445, 5723}, {1449, 17245}, {1654, 17370}, {1738, 64016}, {1992, 17376}, {2256, 5316}, {2275, 64556}, {2345, 24599}, {2999, 5153}, {3161, 4718}, {3416, 4974}, {3589, 4384}, {3592, 31541}, {3594, 31540}, {3618, 3739}, {3619, 4690}, {3629, 17298}, {3644, 4473}, {3662, 68966}, {3663, 16885}, {3672, 16814}, {3686, 3763}, {3707, 17253}, {3723, 17014}, {3729, 4395}, {3731, 17395}, {3752, 5069}, {3765, 29484}, {3779, 64523}, {3823, 51192}, {3826, 16475}, {3836, 67964}, {3875, 4422}, {3879, 17265}, {3945, 16668}, {3950, 50120}, {3966, 29850}, {3973, 17334}, {4001, 19750}, {4021, 16675}, {4023, 29855}, {4034, 48635}, {4271, 27626}, {4360, 17338}, {4361, 4431}, {4370, 55998}, {4393, 17263}, {4399, 17286}, {4402, 4686}, {4413, 61647}, {4416, 17290}, {4419, 15492}, {4445, 29596}, {4643, 16706}, {4644, 16671}, {4648, 16666}, {4657, 17248}, {4670, 51171}, {4679, 33128}, {4688, 5749}, {4698, 26626}, {4700, 21255}, {4751, 4798}, {4795, 26806}, {4859, 16670}, {4869, 31243}, {4889, 29583}, {4910, 17315}, {4967, 61344}, {4969, 17296}, {5158, 17073}, {5224, 29630}, {5228, 41857}, {5272, 17051}, {5296, 41311}, {5437, 61661}, {5564, 17358}, {5733, 61595}, {5750, 47352}, {5880, 16468}, {6173, 7277}, {6329, 34824}, {6542, 17341}, {6610, 8732}, {6666, 16777}, {6702, 69153}, {7222, 61330}, {7263, 50127}, {7321, 71635}, {9945, 37817}, {14997, 33129}, {16020, 49478}, {16469, 72228}, {16487, 53534}, {16602, 37642}, {16610, 24597}, {16667, 17392}, {16672, 25072}, {16815, 17381}, {16816, 17289}, {16825, 38047}, {16832, 17398}, {16834, 17243}, {16884, 29571}, {17020, 72226}, {17023, 17259}, {17033, 24735}, {17117, 17354}, {17118, 50115}, {17119, 17355}, {17121, 17234}, {17151, 17340}, {17160, 17339}, {17227, 62989}, {17232, 62231}, {17235, 54280}, {17240, 20016}, {17256, 17383}, {17257, 17382}, {17260, 17380}, {17266, 17377}, {17270, 34573}, {17283, 17363}, {17284, 17362}, {17285, 29617}, {17291, 17346}, {17293, 50095}, {17295, 29629}, {17302, 17335}, {17304, 17332}, {17305, 17331}, {17306, 17330}, {17308, 51126}, {17309, 49770}, {17311, 62398}, {17314, 41310}, {17318, 25101}, {17323, 50093}, {17325, 63978}, {17344, 37654}, {17350, 37756}, {17359, 42696}, {17361, 63049}, {17364, 27191}, {17372, 29579}, {17374, 31189}, {17385, 63119}, {17720, 37680}, {17721, 33139}, {17723, 71994}, {18261, 62239}, {19723, 54311}, {19796, 70742}, {20072, 48629}, {23511, 31190}, {24393, 67538}, {24596, 60697}, {24703, 33132}, {24789, 31019}, {25590, 69556}, {26724, 63074}, {27065, 50068}, {27147, 46922}, {27549, 49463}, {27624, 67501}, {29594, 62224}, {29613, 32025}, {30117, 36867}, {31018, 50103}, {31138, 63086}, {31229, 62620}, {31238, 63055}, {31289, 49488}, {31671, 53599}, {33114, 68958}, {33123, 71920}, {33133, 63096}, {34492, 43043}, {35466, 62216}, {37520, 63067}, {42697, 71638}, {42819, 50282}, {49459, 72030}, {49460, 50022}, {49680, 49768}, {49688, 50023}, {49721, 53594}, {49747, 60942}, {50109, 59585}, {51128, 64712}, {60996, 63054}, {61034, 71711}, {62223, 63589}, {63060, 69251}, {63522, 64751}, {71184, 71998}, {71631, 72028}
X(72276) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 3759, 4851}, {2, 5839, 17231}, {2, 17348, 17275}, {6, 3008, 17278}, {6, 17278, 4675}, {9, 17366, 17301}, {10, 4989, 38315}, {44, 4000, 17276}, {239, 17279, 17299}, {239, 17352, 17279}, {1449, 31183, 17245}, {3589, 4384, 17303}, {3629, 40480, 17298}, {3686, 31191, 3763}, {3759, 4851, 50131}, {4000, 37681, 44}, {4021, 60986, 16675}, {4360, 17338, 41313}, {4361, 17353, 17281}, {4383, 26723, 3772}, {4402, 54389, 4686}, {4700, 21255, 40341}, {4751, 63053, 4798}, {4852, 6687, 344}, {4859, 16670, 17365}, {5222, 37650, 37}, {5839, 17231, 50076}, {6666, 50114, 16777}, {16667, 20195, 17392}, {16706, 17349, 4643}, {16816, 17289, 28634}, {17121, 29607, 17234}, {17260, 17380, 41312}, {17277, 17367, 4657}, {17337, 69557, 1}, {17353, 41140, 4361}, {29590, 63051, 75}
X(72277) lies on these lines: {1, 6}, {519, 20459}, {672, 71414}, {812, 1019}, {1015, 18792}, {1018, 68969}, {1475, 49482}, {3286, 70118}, {3873, 21369}, {4366, 18206}, {5156, 70476}, {5263, 68950}, {16549, 32941}, {16704, 38346}, {17026, 24596}, {17027, 37639}, {17030, 27145}, {17031, 70489}, {17034, 71132}, {17145, 46148}, {17169, 17178}, {17176, 26814}, {17277, 29383}, {17474, 33682}, {18157, 70126}, {20470, 35342}, {23415, 71489}, {29433, 29437}, {29742, 29746}, {29824, 61234}, {31645, 71444}, {36808, 71928}, {40859, 70835}, {61235, 71985}, {69029, 70941}, {69067, 71867}
on the IK Line
X(72277) = crossdifference of every pair of points on line {513, 872}
X(72277) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {29824, 69074, 61234}, {30940, 71866, 71416}, {69008, 70683, 71650}
X(72278) lies on these lines: {1, 2}, {75, 64554}, {86, 71648}, {244, 62636}, {982, 31036}, {2176, 71982}, {2309, 27017}, {3685, 53410}, {3766, 6372}, {3952, 62872}, {3975, 71696}, {4358, 20358}, {4427, 20367}, {9335, 24621}, {16476, 37639}, {16684, 29437}, {17142, 18137}, {17165, 64560}, {17234, 21278}, {17243, 28597}, {17296, 25292}, {17312, 25284}, {18206, 70116}, {20923, 71459}, {21010, 71986}, {21330, 71948}, {22289, 29446}, {23407, 71479}, {24578, 68971}, {24696, 27107}, {25277, 35892}, {26816, 53541}, {27311, 70815}, {30939, 64523}, {30941, 39044}, {30982, 31026}, {33107, 71973}, {53307, 68969}, {53312, 69263}, {53338, 57024}, {57034, 70983}, {62813, 71980}, {64149, 70462}, {64545, 71944}, {68769, 71978}, {69082, 70679}, {69887, 70908}, {70483, 71655}
on the Nagel line
X(72278) = crossdifference of every pair of points on line {649, 7109}
X(72278) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {3912, 20352, 23354}, {17312, 69982, 25284}, {18137, 64524, 17142}
X(72279) lies on these lines: {1, 6}, {100, 43077}, {101, 932}, {190, 646}, {649, 17780}, {650, 61176}, {660, 1026}, {661, 42723}, {672, 52908}, {765, 54328}, {813, 3570}, {894, 70723}, {1019, 68998}, {1282, 20603}, {1575, 36814}, {3219, 68875}, {3501, 34361}, {3662, 24170}, {3681, 21369}, {3699, 61235}, {3909, 35309}, {3939, 70449}, {3952, 46148}, {4063, 70939}, {4090, 53129}, {4103, 53338}, {4169, 53340}, {4363, 69731}, {4375, 53337}, {4557, 21003}, {4567, 56982}, {4584, 17934}, {4756, 68821}, {6646, 26752}, {16549, 32935}, {16704, 69834}, {17277, 71820}, {17350, 24502}, {18052, 29527}, {18792, 21830}, {18793, 51973}, {20716, 53399}, {23354, 62558}, {23831, 41405}, {24578, 24821}, {25577, 43290}, {29375, 29379}, {29502, 33764}, {29691, 29695}, {30730, 61183}, {39258, 71836}, {40972, 42054}, {53280, 61164}, {53582, 68134}, {54099, 70125}, {57151, 69826}, {67343, 69485}, {69069, 69087}, {70677, 71867}, {70687, 70705}
on the IK Line
X(72279) = X(i)-Ceva conjugate of X(j) for these (i,j): {765, 20663}, {813, 1018}, {3570, 1026}, {69086, 23354}
X(72279) = X(6373)-cross conjugate of X(18792)
X(72279) = X(i)-isoconjugate of X(j) for these (i,j): {2, 23355}, {6, 62638}, {58, 70307}, {86, 66947}, {251, 35367}, {513, 20332}, {514, 727}, {649, 3226}, {667, 32020}, {693, 34077}, {812, 63881}, {1015, 8709}, {1019, 18793}, {1977, 54985}, {3253, 3572}, {3669, 8851}, {3733, 27809}, {6373, 57535}, {23345, 60865}, {36799, 43924}, {43931, 62421}
X(72279) = X(i)-Dao conjugate of X(j) for these (i,j): {9, 62638}, {10, 70307}, {726, 20908}, {1575, 3766}, {3948, 65101}, {5375, 3226}, {6631, 32020}, {17793, 514}, {20532, 693}, {22116, 4444}, {27846, 27918}, {32664, 23355}, {39026, 20332}, {40585, 35367}, {40600, 66947}
X(72279) = cevapoint of X(i) and X(j) for these (i,j): {659, 68751}, {6373, 21830}
X(72279) = crosspoint of X(i) and X(j) for these (i,j): {190, 660}, {69086, 69087}
X(72279) = crosssum of X(i) and X(j) for these (i,j): {514, 71469}, {649, 659}, {2238, 14752}
X(72279) = trilinear pole of line {1575, 3009}
X(72279) = crossdifference of every pair of points on line {513, 3123}
X(72279) = barycentric product X(i)*X(j) for these {i,j}: {1, 23354}, {10, 69087}, {37, 69086}, {100, 726}, {101, 52043}, {190, 1575}, {321, 69069}, {644, 43040}, {660, 17793}, {668, 3009}, {692, 35538}, {765, 3837}, {799, 21830}, {813, 62553}, {874, 40155}, {1018, 62636}, {1252, 20908}, {1463, 3699}, {1978, 21760}, {3570, 52656}, {3952, 18792}, {4562, 17475}, {4567, 21053}, {4583, 20663}, {4589, 20681}, {4595, 40881}, {6335, 20785}, {6373, 7035}, {6386, 70658}, {8850, 36801}, {17780, 36814}, {21140, 57731}, {27044, 65202}, {36863, 71435}, {37135, 59724}, {52633, 57950}, {52923, 67196}
X(72279) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 62638}, {31, 23355}, {37, 70307}, {38, 35367}, {100, 3226}, {101, 20332}, {190, 32020}, {213, 66947}, {644, 36799}, {692, 727}, {726, 693}, {765, 8709}, {1018, 27809}, {1023, 60865}, {1463, 3676}, {1575, 514}, {3009, 513}, {3573, 3253}, {3837, 1111}, {3939, 8851}, {4557, 18793}, {4595, 40844}, {6373, 244}, {7035, 54985}, {8850, 43041}, {17475, 812}, {17793, 3766}, {18792, 7192}, {20532, 20908}, {20663, 659}, {20681, 4010}, {20690, 21053}, {20777, 1459}, and many others`
X(72279) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 9, 24491}, {190, 874, 71417}, {190, 69007, 71651}, {765, 54328, 69889}, {2284, 23343, 69901}, {2284, 23830, 71785}, {2284, 69901, 1023}, {3219, 68875, 71554}, {3952, 46148, 61234}, {23343, 23830, 2284}, {23343, 71785, 1023}, {23891, 69034, 71550}, {23891, 71417, 874}, {69901, 71785, 2284}
X(72280) lies on these lines: {63, 2820}, {78, 38324}, {100, 101}, {522, 693}, {650, 68117}, {656, 47798}, {659, 15313}, {812, 3434}, {926, 69041}, {1734, 47785}, {1769, 53361}, {3869, 38329}, {3870, 43050}, {3873, 53544}, {4041, 31150}, {4728, 11680}, {6003, 13258}, {6734, 62432}, {13165, 57111}, {13259, 29066}, {17784, 47776}, {28292, 47892}, {44551, 48018}, {45674, 54264}, {48242, 50338}, {48244, 59829}, {59942, 69365}
X(72280) = reflection of X(3870) in X(43050)
X(72280) = crossdifference of every pair of points on line {41, 244}
X(72281) lies on these lines: {76, 85}, {238, 519}, {239, 17776}, {346, 60856}, {668, 69718}, {2321, 49774}, {3008, 33116}, {3693, 69038}, {6542, 27523}, {6735, 71050}, {6738, 69837}, {6743, 69868}, {10027, 17242}, {17233, 49755}, {17243, 49777}, {17316, 69003}, {18055, 21073}, {19810, 29988}, {20893, 59202}, {30109, 49782}, {30225, 40872}, {32836, 39749}, {44669, 62390}, {49756, 69829}, {56536, 69737}
X(72281) = {X(17233),X(49755)}-harmonic conjugate of X(49773)
X(72282) lies on these lines: {1, 6}, {32, 75}, {172, 24325}, {239, 41333}, {251, 3112}, {321, 71398}, {384, 60719}, {385, 1921}, {740, 1914}, {1580, 14599}, {2205, 32914}, {2240, 33129}, {2241, 49470}, {3739, 5277}, {3774, 69211}, {3797, 69887}, {4455, 8678}, {6179, 10009}, {7031, 49474}, {7751, 21615}, {8624, 32922}, {15991, 71318}, {16609, 51956}, {27042, 68934}, {27474, 69024}, {31025, 69488}, {31027, 33157}, {36287, 36294}, {38810, 52379}, {41656, 59565}, {49459, 69243}
X(72282) = isogonal conjugate of the isotomic conjugate of X(41250)
X(72282) = barycentric product X(i)*X(j) for these {i,j}: {6, 41250}, {238, 32771}, {239, 17750}, {3573, 50352}
X(72282) = barycentric quotient X(i)/X(j) for these {i,j}: {17750, 335}, {32771, 334}, {41250, 76}, {50352, 66286}
X(72283) lies on these lines: {171, 3963}, {750, 3596}, {894, 7184}, {1909, 20964}, {2209, 64133}, {2321, 4418}, {2330, 3023}, {3720, 71142}, {3912, 71423}, {3917, 32940}, {3923, 17242}, {3980, 48628}, {6645, 7122}, {7064, 32938}, {8033, 71829}, {17157, 41265}, {17317, 24425}, {17319, 24259}, {17396, 24260}, {22008, 32949}, {22172, 71629}
X(72283) = barycentric product X(i)*X(j) for these {i,j}: {894, 32771}, {1909, 17750}, {18047, 50352}, {18787, 41250}
X(72283) = barycentric quotient X(i)/X(j) for these {i,j}: {17750, 256}, {32771, 257}
X(72284) lies on these lines: {1, 2}, {31, 76}, {82, 308}, {171, 20913}, {238, 3948}, {313, 71139}, {350, 3747}, {385, 2210}, {579, 17157}, {748, 30830}, {1500, 32928}, {1909, 20985}, {1966, 18891}, {2308, 17499}, {3730, 32925}, {3765, 16476}, {3769, 20917}, {3891, 12782}, {4044, 32930}, {4418, 20888}, {5846, 20486}, {6590, 21832}, {7307, 18021}, {7751, 60722}, {12263, 62813}, {16690, 18147}, {17127, 31060}, {17750, 32771}, {20456, 37686}, {20544, 32844}, {20683, 32927}, {21240, 33123}, {24995, 33081}, {26034, 70561}, {30940, 71752}, {31026, 70720}, {32781, 70563}, {32936, 69255}, {34063, 46908}, {37680, 59690}, {68980, 71673}, {69700, 70430}
X(72284) = barycentric product X(i)*X(j) for these {i,j}: {1, 41250}, {239, 32771}, {350, 17750}, {3570, 50352}
X(72284) = barycentric quotient X(i)/X(j) for these {i,j}: {17750, 291}, {32771, 335}, {41250, 75}, {50352, 4444}
X(72284) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {239, 68949, 56805}, {239, 69899, 4489}, {4039, 17031, 239}, {26237, 41233, 1}
X(72285) lies on these lines: {1, 6}, {32, 4676}, {101, 2235}, {172, 4672}, {187, 71673}, {190, 8624}, {312, 62420}, {650, 4455}, {746, 20643}, {1055, 68884}, {1252, 7035}, {1914, 3985}, {2205, 32930}, {2210, 67404}, {2238, 15507}, {2240, 5057}, {2242, 3758}, {3685, 41333}, {49484, 70551}, {51319, 59511}, {70682, 71046}, {71393, 71817}
X(72285) = X(i)-isoconjugate of X(j) for these (i,j): {876, 35009}, {3572, 35008}
X(72285) = crossdifference of every pair of points on line {513, 37596}
X(72285) = barycentric product X(i)*X(j) for these {i,j}: {238, 32931}, {2276, 19625}, {3573, 69363}
X(72285) = barycentric quotient X(i)/X(j) for these {i,j}: {3573, 35008}, {19625, 71861}, {32931, 334}, {69363, 66286}, {69889, 35009}
X(72285) = {X(238),X(69901)}-harmonic conjugate of X(16514)
X(72286) lies on these lines: {1, 2}, {100, 730}, {522, 20979}, {538, 32845}, {668, 2239}, {740, 51381}, {750, 64133}, {765, 5388}, {1573, 32917}, {2209, 3596}, {2210, 70386}, {3218, 68873}, {3747, 3975}, {4009, 52964}, {4279, 4710}, {4396, 71768}, {4434, 70700}, {14839, 32927}, {31337, 70513}, {32919, 61674}, {46018, 56128}, {69974, 71090}, {71134, 71818}
X(72286) = X(i)-isoconjugate of X(j) for these (i,j): {875, 35008}, {3572, 35009}
X(72286) = barycentric product X(i)*X(j) for these {i,j}: {239, 32931}, {984, 19625}, {3570, 69363}
X(72286) = barycentric quotient X(i)/X(j) for these {i,j}: {3570, 35008}, {3573, 35009}, {19625, 870}, {32931, 335}, {69363, 4444}
X(72286) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {239, 69899, 3783}, {5205, 10027, 71082}, {40859, 56801, 899}
X(72287) lies on these lines: {1, 4723}, {2, 38}, {8, 25079}, {9, 32918}, {10, 3877}, {11, 33117}, {31, 5205}, {42, 18743}, {43, 3896}, {44, 72199}, {57, 32938}, {100, 4011}, {183, 70874}, {192, 25106}, {200, 32943}, {210, 30942}, {226, 25961}, {238, 26688}, {312, 899}, {320, 72011}, {321, 16569}, {329, 33067}, {341, 1201}, {354, 59596}, {497, 24709}, {518, 30957}, {612, 32944}, {614, 32927}, {661, 52657}, {748, 7081}, {750, 27064}, {894, 17124}, {896, 70742}, {908, 4138}, {936, 27378}, {976, 13741}, {978, 3701}, {995, 3992}, {1054, 32933}, {1089, 17749}, {1125, 64435}, {1149, 4737}, {1193, 46937}, {1376, 9458}, {1757, 71984}, {1962, 25123}, {1997, 11269}, {2887, 27131}, {2999, 32928}, {3210, 3994}, {3240, 46938}, {3305, 32917}, {3306, 32940}, {3452, 25760}, {3589, 29847}, {3661, 59690}, {3666, 59506}, {3677, 59599}, {3679, 59669}, {3681, 3840}, {3689, 71452}, {3699, 3938}, {3702, 6048}, {3703, 51415}, {3705, 27130}, {3706, 72161}, {3720, 30829}, {3722, 71529}, {3727, 25610}, {3729, 70999}, {3740, 30818}, {3741, 63961}, {3752, 4009}, {3757, 17125}, {3769, 62659}, {3791, 14997}, {3816, 16594}, {3823, 17605}, {3831, 3876}, {3836, 31053}, {3846, 29679}, {3868, 46827}, {3873, 4090}, {3914, 62297}, {3920, 70942}, {3932, 29849}, {3944, 30566}, {3961, 71978}, {3967, 16610}, {3971, 4850}, {3980, 9342}, {3985, 17756}, {4082, 45204}, {4125, 49992}, {4135, 50106}, {4187, 36568}, {4359, 62711}, {4362, 37680}, {4372, 70960}, {4383, 17763}, {4385, 27627}, {4413, 4418}, {4415, 33125}, {4417, 29687}, {4422, 5432}, {4429, 69173}, {4434, 17127}, {4514, 71992}, {4642, 19582}, {4645, 26791}, {4655, 26792}, {4661, 72241}, {4663, 71919}, {4679, 32947}, {4683, 31018}, {4692, 71609}, {4696, 21214}, {4703, 33086}, {4706, 22034}, {4713, 70997}, {4722, 37684}, {4767, 62814}, {4847, 59686}, {4849, 72164}, {4865, 60459}, {4891, 21870}, {4970, 51059}, {4974, 63096}, {4981, 29827}, {5014, 71990}, {5121, 63147}, {5192, 5293}, {5211, 71796}, {5233, 15523}, {5268, 32772}, {5272, 32923}, {5284, 29670}, {5297, 25496}, {5524, 71929}, {5529, 49492}, {5718, 29854}, {5741, 29674}, {5835, 50038}, {5902, 49993}, {6174, 59580}, {6557, 26047}, {6734, 59685}, {7033, 7035}, {7262, 71479}, {7292, 32920}, {7308, 29828}, {7322, 29826}, {9350, 32932}, {9364, 28997}, {9369, 32577}, {10327, 32844}, {10453, 21805}, {11238, 71327}, {11814, 29673}, {12263, 29628}, {16729, 18192}, {16825, 37687}, {17020, 32921}, {17122, 26223}, {17123, 26227}, {17263, 29661}, {17279, 29846}, {17289, 72006}, {17339, 59562}, {17341, 29869}, {17358, 25120}, {17450, 26103}, {17469, 70485}, {17592, 31035}, {17597, 59597}, {17602, 29852}, {17716, 70483}, {17717, 69250}, {17718, 29851}, {17720, 29850}, {17724, 29853}, {17777, 33094}, {17889, 24988}, {18201, 71793}, {18228, 26034}, {19877, 49598}, {20892, 53676}, {21020, 26038}, {21093, 33146}, {22167, 27291}, {24169, 33151}, {24174, 56318}, {24440, 25253}, {24598, 59735}, {24627, 72055}, {24703, 32948}, {25006, 59684}, {25378, 32773}, {25385, 72014}, {26037, 44417}, {26102, 46897}, {26580, 33174}, {26685, 59667}, {27002, 62222}, {27003, 32935}, {27065, 32916}, {28606, 59517}, {29643, 37662}, {29649, 32911}, {29662, 33118}, {29671, 37651}, {29677, 33126}, {29681, 31289}, {29845, 38047}, {29848, 72219}, {29857, 30827}, {30567, 32919}, {30568, 32936}, {30578, 33102}, {30947, 62867}, {31242, 49448}, {31993, 58451}, {32845, 56082}, {32846, 63010}, {32850, 71988}, {32852, 63002}, {32855, 62620}, {32859, 72009}, {32862, 71085}, {32865, 71102}, {32912, 71985}, {32913, 71986}, {32914, 37679}, {32929, 56009}, {32945, 67097}, {33064, 71999}, {33065, 69092}, {33066, 72007}, {33069, 72001}, {33088, 63126}, {33089, 69297}, {33101, 69251}, {33114, 71995}, {33121, 71997}, {33122, 72003}, {33124, 72005}, {33165, 69134}, {33172, 69299}, {34064, 67211}, {34587, 71729}, {35263, 59593}, {37549, 59598}, {37592, 59582}, {37762, 56520}, {40585, 63483}, {41241, 62841}, {41711, 72087}, {41839, 46904}, {42448, 52527}, {42871, 72091}, {43290, 71911}, {44416, 66509}, {49484, 71917}, {49493, 71117}, {49709, 72042}, {59679, 62838}, {59726, 72213}, {62795, 71515}, {62806, 70841}, {63479, 71021}, {64070, 72093}, {67207, 72160}, {68993, 71635}, {70152, 71631}, {70219, 71936}
X(72287) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 3952, 982}, {2, 9335, 58467}, {2, 17165, 17063}, {2, 27538, 38}, {2, 32931, 32771}, {2, 32937, 244}, {2, 59511, 32931}, {43, 4358, 32915}, {226, 60423, 25961}, {312, 899, 32860}, {908, 62673, 25957}, {3210, 4903, 3994}, {3666, 59506, 64178}, {3699, 71980, 3938}, {3740, 30818, 31330}, {3752, 4009, 32925}, {3932, 37663, 29849}, {3967, 16610, 17155}, {3971, 6686, 4850}, {4090, 4871, 3873}, {9342, 41242, 3980}, {9458, 32930, 1376}, {11814, 29673, 72013}, {19582, 26029, 4642}, {24003, 59511, 2}, {33118, 37758, 29662}, {41839, 59298, 46904}, {42055, 58467, 9335}, {44417, 61686, 26037}, {62620, 69301, 32855}
X(72288) lies on these lines: {1, 3896}, {2, 38}, {7, 4683}, {8, 62867}, {9, 32940}, {10, 3873}, {31, 16823}, {37, 17155}, {42, 19804}, {43, 24589}, {57, 32917}, {75, 3720}, {81, 16825}, {85, 61376}, {86, 17017}, {100, 29651}, {142, 25957}, {145, 71631}, {171, 26627}, {226, 25960}, {239, 62821}, {274, 10458}, {312, 30950}, {320, 72008}, {321, 26102}, {354, 3739}, {386, 6533}, {497, 53526}, {518, 26037}, {519, 62866}, {551, 4970}, {612, 32923}, {614, 10436}, {726, 25501}, {740, 29814}, {748, 894}, {750, 3757}, {870, 873}, {940, 32914}, {942, 31339}, {968, 32845}, {976, 56766}, {978, 71619}, {985, 70450}, {1001, 4418}, {1010, 19805}, {1086, 32776}, {1125, 24165}, {1211, 25557}, {1279, 72201}, {1468, 16817}, {1621, 3980}, {1698, 4981}, {1757, 71987}, {1961, 3891}, {1962, 3210}, {1999, 9345}, {2887, 27186}, {3159, 31318}, {3187, 4038}, {3305, 32938}, {3306, 32918}, {3315, 29652}, {3624, 25591}, {3634, 62868}, {3662, 69294}, {3681, 49479}, {3696, 4883}, {3703, 17245}, {3706, 4688}, {3711, 72091}, {3726, 17303}, {3741, 64149}, {3742, 30942}, {3748, 71451}, {3772, 29845}, {3791, 14996}, {3826, 33117}, {3836, 29667}, {3846, 31019}, {3848, 30818}, {3914, 24199}, {3917, 17049}, {3923, 5284}, {3925, 33120}, {3938, 71981}, {3944, 25378}, {3953, 19858}, {3961, 71983}, {3966, 4675}, {3979, 71927}, {3989, 4687}, {3993, 50106}, {3995, 49493}, {3996, 67209}, {4026, 33125}, {4138, 5249}, {4358, 25502}, {4362, 37633}, {4363, 4423}, {4384, 32864}, {4387, 17118}, {4388, 26806}, {4389, 6536}, {4425, 33146}, {4429, 29685}, {4430, 49457}, {4514, 71989}, {4648, 33088}, {4650, 71478}, {4651, 49490}, {4655, 26842}, {4661, 49491}, {4663, 71920}, {4666, 32943}, {4684, 70516}, {4697, 17127}, {4699, 10453}, {4703, 17483}, {4722, 17349}, {4734, 21806}, {4739, 4891}, {4751, 17449}, {4850, 43223}, {4854, 7263}, {4860, 5737}, {4886, 71941}, {4974, 37685}, {5014, 71991}, {5268, 32927}, {5271, 32919}, {5272, 32944}, {5278, 32913}, {5287, 32928}, {5297, 32920}, {5311, 32922}, {5333, 29644}, {5437, 29828}, {5573, 29826}, {5743, 33065}, {5750, 26242}, {5880, 32947}, {6703, 29636}, {7081, 17124}, {7191, 50302}, {7292, 25496}, {7321, 33098}, {7988, 59637}, {8728, 36568}, {9776, 26034}, {9812, 59620}, {10009, 18059}, {10479, 58565}, {10582, 25590}, {11220, 45305}, {12263, 29612}, {15523, 17234}, {15569, 42051}, {15668, 17599}, {16353, 54326}, {16476, 70143}, {16484, 32929}, {16569, 46897}, {16614, 21827}, {16703, 17175}, {16706, 29647}, {16709, 17187}, {16815, 54352}, {16832, 62823}, {17019, 32921}, {17056, 29849}, {17061, 29847}, {17122, 26227}, {17123, 26223}, {17125, 27064}, {17169, 70153}, {17244, 69295}, {17277, 32912}, {17278, 29850}, {17289, 29677}, {17300, 32852}, {17321, 69015}, {17348, 71923}, {17359, 70494}, {17365, 41002}, {17379, 71184}, {17381, 29684}, {17398, 41269}, {17469, 70484}, {17490, 46904}, {17495, 17592}, {17763, 37674}, {17860, 40624}, {18134, 69252}, {18139, 32778}, {19684, 29821}, {19717, 68958}, {19808, 24943}, {19872, 59666}, {19876, 59669}, {20598, 25505}, {20909, 24666}, {21342, 31238}, {21352, 31997}, {21805, 26038}, {21840, 63055}, {24174, 26115}, {24342, 24552}, {24353, 69728}, {24551, 26538}, {24620, 59297}, {24693, 33110}, {24789, 29631}, {25055, 69539}, {25385, 72013}, {25453, 26724}, {26040, 53552}, {26580, 33103}, {27003, 32916}, {27065, 32935}, {27147, 29641}, {27268, 71465}, {29635, 33129}, {29638, 72216}, {29642, 32779}, {29643, 69091}, {29653, 33089}, {29655, 33108}, {29661, 32851}, {29665, 58443}, {29672, 59628}, {29673, 72014}, {29817, 32941}, {29829, 33132}, {29830, 33160}, {29835, 32865}, {29837, 33128}, {29843, 33136}, {29851, 32777}, {29857, 41867}, {30090, 70501}, {30957, 44417}, {32773, 69253}, {32782, 49676}, {32784, 69251}, {32850, 71993}, {32859, 72010}, {32861, 63056}, {32863, 50308}, {32925, 44307}, {32932, 62849}, {33064, 72000}, {33066, 72012}, {33067, 50295}, {33087, 56810}, {33111, 69134}, {33114, 71996}, {33118, 71998}, {33121, 71994}, {33122, 72004}, {33124, 72002}, {33126, 72006}, {33145, 48627}, {33169, 69250}, {33171, 38053}, {33779, 56696}, {33930, 70149}, {36480, 62814}, {37520, 72199}, {39586, 62833}, {41011, 50116}, {41711, 72088}, {42044, 50117}, {42819, 71452}, {43531, 69268}, {46909, 59312}, {49445, 72052}, {49458, 62863}, {49477, 62801}, {49478, 72162}, {49484, 72159}, {49709, 72037}, {49728, 52783}, {50023, 62807}, {50305, 63134}, {53553, 59736}, {53663, 60423}, {54331, 54392}, {59624, 67335}, {62236, 72090}, {62795, 72208}, {62806, 72204}, {62831, 67983}, {62862, 71918}, {64070, 72094}, {67207, 71926}, {68999, 72160}, {69755, 71940}
X(72288) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4359, 32860}, {2, 7226, 3842}, {2, 17140, 984}, {2, 24325, 32771}, {2, 24349, 756}, {2, 32771, 32931}, {75, 3720, 32915}, {354, 3739, 31330}, {551, 4970, 62840}, {614, 10436, 32772}, {982, 40328, 2}, {1125, 24165, 28606}, {1211, 25557, 33069}, {1698, 62865, 4981}, {3210, 3616, 1962}, {3696, 4883, 72164}, {3703, 17245, 29854}, {3742, 31993, 30942}, {3842, 42055, 7226}, {3966, 4675, 32949}, {3980, 24331, 1621}, {4026, 40688, 33125}, {4363, 4423, 32930}, {4384, 62819, 32864}, {4666, 50314, 32943}, {4699, 10453, 21020}, {9776, 39581, 26034}, {17450, 21020, 10453}, {24342, 29820, 24552}, {29672, 59628, 72213}, {44307, 49483, 32925}, {49479, 71977, 3681}
X(72289) lies on these lines: {1, 3996}, {2, 38}, {7, 4703}, {10, 354}, {31, 26627}, {37, 24165}, {42, 24589}, {44, 71518}, {55, 24331}, {75, 26102}, {81, 4974}, {86, 9277}, {142, 2887}, {171, 16823}, {210, 49479}, {238, 4697}, {239, 4038}, {274, 9401}, {312, 25502}, {320, 72010}, {321, 30950}, {518, 71977}, {519, 4457}, {551, 37593}, {614, 50302}, {726, 44307}, {740, 3720}, {748, 4672}, {873, 59622}, {894, 17123}, {940, 3791}, {1001, 3980}, {1086, 4425}, {1100, 4771}, {1111, 16708}, {1125, 3666}, {1211, 49676}, {1279, 72204}, {1376, 29651}, {1699, 59620}, {1961, 32922}, {1962, 17495}, {2886, 34824}, {3011, 58443}, {3121, 72141}, {3175, 50117}, {3187, 9345}, {3218, 59624}, {3290, 5750}, {3305, 32935}, {3306, 32916}, {3434, 24693}, {3616, 17490}, {3622, 4734}, {3624, 17591}, {3634, 3999}, {3636, 4706}, {3670, 25512}, {3677, 39586}, {3681, 49491}, {3696, 42057}, {3705, 27147}, {3716, 69011}, {3725, 49997}, {3739, 3741}, {3740, 72241}, {3745, 50023}, {3748, 71450}, {3752, 43223}, {3757, 4434}, {3816, 25385}, {3819, 17049}, {3821, 40688}, {3826, 29673}, {3836, 28595}, {3840, 31993}, {3846, 4892}, {3848, 4871}, {3873, 26037}, {3923, 4423}, {3925, 29655}, {3938, 71983}, {3953, 16828}, {3971, 49483}, {3976, 19853}, {3979, 71926}, {3993, 42051}, {3995, 28516}, {4003, 19862}, {4011, 4363}, {4026, 24169}, {4046, 49764}, {4090, 61686}, {4104, 5542}, {4135, 51060}, {4362, 37674}, {4369, 27799}, {4384, 32853}, {4413, 29670}, {4418, 4432}, {4430, 49449}, {4472, 25368}, {4514, 71991}, {4651, 62867}, {4666, 32941}, {4675, 32946}, {4683, 26842}, {4685, 49478}, {4688, 62226}, {4732, 17135}, {4751, 59312}, {4755, 71465}, {4772, 70152}, {4860, 19732}, {4966, 21085}, {4970, 15569}, {4972, 25351}, {4975, 46895}, {4981, 17449}, {5014, 71993}, {5235, 65112}, {5241, 69299}, {5259, 24850}, {5263, 29820}, {5268, 32920}, {5272, 10436}, {5287, 32921}, {5294, 31289}, {5297, 32923}, {5311, 49472}, {5625, 17011}, {5743, 25557}, {6685, 16610}, {6703, 29654}, {7192, 60529}, {7292, 32772}, {7321, 33099}, {8025, 68958}, {8033, 39044}, {9776, 50295}, {10167, 45305}, {10171, 59637}, {10582, 50314}, {10980, 16832}, {11019, 21242}, {15668, 29644}, {16454, 28082}, {16484, 32932}, {16579, 16598}, {16584, 16604}, {16709, 18169}, {16739, 17175}, {16817, 37607}, {16826, 17600}, {16830, 17598}, {17017, 50293}, {17019, 32924}, {17021, 32928}, {17045, 59477}, {17056, 71085}, {17124, 26227}, {17125, 26223}, {17147, 71874}, {17155, 49456}, {17234, 32778}, {17244, 33092}, {17245, 29653}, {17263, 33164}, {17277, 32913}, {17278, 25453}, {17289, 72003}, {17300, 32861}, {17348, 71925}, {17597, 36480}, {17724, 59726}, {17770, 41002}, {18139, 69252}, {18201, 38000}, {19313, 54326}, {19701, 29650}, {19808, 29637}, {20108, 64432}, {20174, 67024}, {21020, 29824}, {22011, 25089}, {24177, 50290}, {24199, 24210}, {24342, 32942}, {24550, 26632}, {24697, 26840}, {24789, 29635}, {25106, 31238}, {25123, 53039}, {25375, 26105}, {25508, 35623}, {25526, 69268}, {25590, 62697}, {25760, 27186}, {25960, 31019}, {25961, 29667}, {26040, 36479}, {26724, 29631}, {26806, 33097}, {27003, 32917}, {27065, 32940}, {27635, 71619}, {29672, 72216}, {29814, 32860}, {29817, 32945}, {29837, 33132}, {29843, 32865}, {29845, 33129}, {29851, 32779}, {29853, 72213}, {29854, 33089}, {31253, 59666}, {31330, 64149}, {31336, 31348}, {32859, 72012}, {32912, 71987}, {32914, 37633}, {32938, 35595}, {33069, 72000}, {33114, 71998}, {33120, 72014}, {33121, 71996}, {33122, 72006}, {33124, 72004}, {33154, 48627}, {33891, 51575}, {33944, 70149}, {36574, 37153}, {37520, 71489}, {37595, 49477}, {40592, 50378}, {41839, 49493}, {42028, 69632}, {42819, 71918}, {46909, 59306}, {49473, 71979}, {49489, 62821}, {49490, 59296}, {49511, 70972}, {49709, 72039}, {50096, 72163}, {50298, 54311}, {50315, 70516}, {55095, 70219}, {56191, 70433}, {56805, 59509}, {62236, 72088}, {62862, 71451}, {62866, 72162}, {67209, 71927}, {69251, 69294}
X(72289) = midpoint of X(i) and X(j) for these {i,j}: {1, 4714}, {756, 17140}, {3720, 4359}, {4651, 62867}
X(72289) = reflection of X(72054) in X(44307)
X(72289) = complement of X(756)
X(72289) = complement of the isogonal conjugate of X(757)
X(72289) = complement of the isotomic conjugate of X(873)
X(72289) = X(i)-complementary conjugate of X(j) for these (i,j): {6, 6537}, {7, 34829}, {28, 50036}, {56, 71238}, {58, 1213}, {60, 9}, {81, 1211}, {86, 3454}, {99, 31946}, {110, 661}, {244, 24040}, {249, 4422}, {250, 65808}, {261, 1329}, {270, 20262}, {274, 21245}, {284, 38930}, {552, 2886}, {593, 2}, {649, 6627}, {662, 4129}, {757, 10}, {763, 3739}, {849, 37}, {873, 2887}, {1014, 442}, {1015, 23991}, {1019, 8287}, {1101, 24036}, {1169, 52538}, {1171, 41809}, {1333, 16589}, {1408, 2092}, {1412, 17056}, {1434, 17052}, {1437, 18591}, {1444, 21530}, {1509, 141}, {1576, 52592}, {1790, 440}, {2150, 1212}, {2185, 3452}, {2189, 46835}, {2206, 21838}, {3004, 72122}, {3733, 115}, {4556, 514}, {4558, 52599}, {4565, 1577}, {4590, 27076}, {4591, 59737}, {4599, 29512}, {4610, 3835}, {4612, 20317}, {4623, 21260}, {4627, 48551}, {4636, 4521}, {4977, 65787}, {5009, 35068}, {6061, 5574}, {6064, 3038}, {6578, 4977}, {6628, 3741}, {7054, 6554}, {7192, 125}, {7199, 21253}, {7203, 8286}, {7254, 15526}, {7303, 3846}, {7304, 21250}, {7305, 59511}, {7341, 1}, {7342, 17053}, {15419, 127}, {17939, 2511}, {23357, 23988}, {24041, 24003}, {30576, 16594}, {33295, 45162}, {36066, 3837}, {36069, 1639}, {36419, 13567}, {36420, 3767}, {40432, 46826}, {43925, 6388}, {43926, 1648}, {46103, 41883}, {52375, 5949}, {52379, 21244}, {52558, 3634}, {52612, 21262}, {52619, 53575}, {52920, 14298}, {52935, 513}, {57129, 16592}, {57949, 21240}, {57992, 21235}, {58982, 68794}, {61407, 21248}, {62535, 48049}, {62670, 30436}, {64457, 44417}, {65255, 69310}, {65258, 21261}, {65281, 6371}, {65283, 53574}, {65575, 5514}, {68197, 52586}, {69825, 121}, {69828, 34846}, {69887, 46842}, {70665, 26582}
X(72289) = X(i)-Ceva conjugate of X(j) for these (i,j): {42363, 514}, {65285, 812}
X(72289) = X(23823)-Dao conjugate of X(17166)
X(72289) = crosspoint of X(2) and X(873)
X(72289) = crosssum of X(6) and X(872)
X(72289) = barycentric product X(85)*X(71288)
X(72289) = barycentric quotient X(71288)/X(9)
X(72289) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 38, 3842}, {2, 244, 6682}, {2, 1215, 24003}, {2, 17140, 756}, {2, 24325, 1215}, {2, 31178, 42056}, {2, 32771, 59511}, {940, 16825, 3791}, {1125, 3666, 10180}, {1125, 24176, 3743}, {1125, 67983, 6051}, {3616, 17490, 17592}, {3670, 25512, 58386}, {3739, 3741, 27798}, {3739, 3742, 3741}, {3757, 17122, 4434}, {3842, 42053, 38}, {3846, 5249, 4892}, {3848, 44417, 4871}, {3873, 26037, 49457}, {4363, 8167, 4011}, {4418, 5284, 4432}, {5272, 10436, 25496}, {5743, 25557, 33064}, {8025, 68958, 71184}, {17063, 40328, 2}, {17245, 69091, 29653}, {24165, 25501, 37}, {24325, 59511, 32771}, {29814, 32860, 49471}, {32771, 59511, 1215}
X(72290) lies on these lines: {1, 3952}, {2, 7}, {6, 4358}, {10, 33104}, {11, 33114}, {31, 4434}, {38, 70942}, {42, 4011}, {43, 32929}, {44, 1150}, {72, 5192}, {75, 37680}, {78, 11319}, {81, 18743}, {88, 31233}, {92, 55990}, {100, 4676}, {145, 53661}, {190, 4850}, {192, 17012}, {210, 24552}, {238, 26227}, {239, 4671}, {244, 32935}, {306, 63010}, {312, 3187}, {320, 71999}, {321, 4361}, {341, 62804}, {344, 63008}, {345, 63090}, {354, 71982}, {518, 71978}, {614, 17165}, {748, 1215}, {750, 4672}, {756, 25496}, {899, 3923}, {936, 11115}, {964, 5044}, {982, 32938}, {984, 32944}, {996, 71094}, {1001, 46897}, {1125, 72034}, {1191, 4696}, {1279, 72022}, {1333, 30905}, {1386, 4009}, {1468, 25079}, {1707, 71479}, {1722, 17164}, {1743, 16704}, {1757, 30942}, {1864, 27394}, {1997, 63078}, {1999, 63074}, {2177, 4432}, {2308, 29649}, {2345, 63003}, {2550, 71102}, {2999, 17147}, {3008, 4054}, {3210, 17020}, {3240, 3685}, {3315, 49499}, {3501, 61173}, {3618, 29833}, {3661, 37656}, {3671, 25967}, {3677, 20068}, {3681, 32942}, {3689, 71912}, {3699, 71873}, {3701, 16466}, {3705, 33166}, {3706, 71932}, {3711, 48805}, {3715, 4981}, {3717, 29832}, {3729, 17495}, {3740, 71979}, {3744, 59596}, {3745, 59506}, {3751, 29824}, {3752, 32933}, {3758, 30829}, {3790, 32842}, {3836, 24725}, {3840, 32912}, {3846, 26061}, {3868, 13741}, {3873, 71980}, {3875, 62227}, {3876, 13740}, {3886, 19998}, {3891, 3967}, {3896, 4387}, {3912, 31034}, {3920, 27538}, {3932, 33070}, {3936, 17279}, {3938, 4090}, {3944, 29850}, {3961, 72198}, {3966, 69296}, {3971, 17017}, {3977, 59579}, {3979, 72159}, {3989, 29650}, {3992, 62828}, {3993, 67211}, {3994, 32921}, {3995, 5256}, {4133, 49986}, {4150, 14555}, {4202, 58798}, {4298, 25881}, {4359, 17118}, {4363, 24589}, {4384, 31025}, {4388, 29679}, {4392, 62222}, {4393, 71418}, {4415, 32774}, {4417, 33157}, {4418, 16569}, {4422, 5718}, {4425, 29663}, {4429, 5057}, {4552, 56418}, {4641, 71984}, {4663, 71933}, {4679, 38047}, {4683, 33174}, {4697, 17124}, {4702, 21870}, {4703, 32781}, {4737, 62848}, {4756, 49447}, {4849, 71929}, {4855, 17539}, {4865, 69298}, {4871, 71521}, {4972, 24703}, {5014, 72231}, {5205, 17126}, {5220, 46909}, {5222, 70857}, {5233, 17354}, {5235, 17335}, {5241, 17369}, {5247, 25591}, {5263, 63961}, {5264, 59666}, {5268, 70482}, {5272, 17140}, {5278, 44417}, {5287, 19717}, {5297, 70419}, {5311, 59517}, {5423, 20020}, {5524, 71451}, {5710, 52353}, {5741, 32777}, {5880, 24988}, {6542, 72186}, {6745, 35263}, {7081, 17127}, {7174, 29823}, {7191, 32937}, {7262, 32918}, {7290, 20045}, {7292, 24349}, {8025, 17022}, {9330, 16830}, {9458, 56010}, {9579, 17690}, {11174, 70092}, {11346, 24929}, {11679, 19742}, {11680, 33118}, {11814, 71997}, {12514, 26030}, {12572, 17676}, {14996, 17120}, {15297, 26095}, {16468, 17763}, {16549, 27070}, {16610, 17351}, {16669, 71916}, {16706, 33151}, {16777, 69505}, {16831, 19740}, {16885, 37660}, {17011, 41839}, {17013, 17319}, {17016, 19582}, {17021, 17379}, {17063, 32940}, {17123, 32771}, {17125, 24325}, {17228, 31143}, {17244, 17499}, {17262, 69539}, {17280, 33077}, {17284, 31017}, {17289, 72000}, {17296, 63071}, {17308, 27081}, {17336, 62796}, {17339, 32849}, {17340, 50105}, {17352, 33129}, {17366, 50102}, {17367, 30578}, {17674, 57282}, {17697, 34772}, {17717, 33115}, {17718, 24542}, {17720, 30566}, {17740, 54389}, {17743, 18359}, {17751, 54386}, {17766, 72038}, {17770, 72007}, {17776, 63089}, {17777, 33134}, {18054, 18140}, {18744, 32782}, {19684, 28639}, {19738, 37595}, {19743, 62808}, {19785, 56084}, {19804, 37687}, {20182, 72052}, {20927, 62305}, {21093, 33143}, {21245, 41809}, {21283, 49772}, {21747, 62659}, {21805, 32941}, {23617, 63068}, {24169, 33098}, {24217, 24709}, {24277, 72062}, {24295, 72002}, {24594, 31197}, {24597, 28808}, {24943, 69299}, {25253, 54418}, {25385, 71994}, {25453, 69173}, {25531, 64149}, {25760, 33159}, {25957, 33096}, {25960, 32780}, {25961, 33097}, {26094, 62858}, {26098, 69250}, {26251, 50295}, {26637, 55942}, {26670, 69765}, {26694, 47676}, {27040, 54406}, {27132, 37648}, {27385, 56781}, {27754, 41138}, {28289, 70414}, {28605, 63096}, {28748, 69847}, {28809, 41233}, {29004, 47663}, {29637, 33065}, {29638, 72030}, {29641, 33107}, {29655, 71992}, {29656, 72028}, {29672, 72032}, {29673, 71988}, {29674, 32843}, {29677, 33064}, {29687, 32946}, {29821, 32925}, {29828, 71478}, {29835, 59406}, {29848, 72025}, {29849, 33164}, {29852, 33152}, {30567, 37639}, {30690, 55988}, {30824, 31187}, {30861, 37684}, {30957, 32913}, {31030, 31183}, {31137, 72065}, {31179, 41310}, {31317, 70910}, {31993, 71987}, {32844, 33165}, {32850, 72222}, {32851, 37651}, {32854, 69297}, {32858, 62998}, {32859, 69092}, {32862, 33071}, {32920, 71630}, {33066, 33172}, {33069, 72003}, {33088, 69301}, {33099, 33125}, {33101, 33123}, {33106, 33117}, {33113, 37662}, {33120, 71990}, {33121, 72013}, {33122, 72219}, {33126, 72210}, {33161, 71085}, {33163, 69134}, {33761, 72053}, {33935, 69861}, {34255, 63009}, {34747, 65024}, {36791, 69245}, {36863, 70719}, {37520, 71638}, {37663, 44416}, {37685, 46938}, {37759, 63051}, {40612, 41771}, {41011, 62673}, {46937, 57280}, {49473, 72241}, {49484, 71927}, {49498, 72097}, {49536, 49989}, {49676, 72005}, {49721, 70992}, {49990, 51196}, {49991, 63969}, {50000, 51192}, {50126, 62296}, {50289, 60459}, {50307, 60423}, {50322, 57284}, {54315, 69493}, {56318, 69267}, {56782, 64002}, {59667, 70535}, {59726, 72027}, {61686, 71983}, {62795, 71985}, {62806, 72020}, {64070, 72083}, {67207, 71414}, {69233, 70944}, {69241, 70478}, {70219, 71924}
X(72290) = barycentric product X(75)*X(37610)
X(72290) = barycentric quotient X(37610)/X(1)
X(72290) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 329, 17184}, {2, 894, 26627}, {2, 5905, 69251}, {2, 17350, 3218}, {2, 17484, 3662}, {2, 23958, 27002}, {2, 26791, 27131}, {2, 26792, 27184}, {2, 27064, 26223}, {2, 31018, 26580}, {2, 70742, 3219}, {43, 32930, 32929}, {44, 30818, 1150}, {238, 32931, 26227}, {312, 32911, 3187}, {908, 17353, 2}, {982, 32938, 71793}, {2999, 56082, 17147}, {3452, 5294, 2}, {3758, 30829, 37633}, {3840, 71515, 32912}, {3952, 70483, 1}, {4090, 72206, 3938}, {4358, 41241, 6}, {4671, 14997, 239}, {4672, 24003, 750}, {5233, 17354, 32779}, {5256, 30568, 3995}, {7191, 32937, 71794}, {17280, 63002, 33077}, {17350, 27017, 44421}, {17740, 63126, 62620}, {26223, 26627, 894}, {26223, 26688, 2}, {27538, 70481, 3920}, {30852, 56519, 2}, {30861, 71635, 37684}, {32937, 70485, 7191}, {37680, 41242, 75}, {54389, 63126, 17740}, {71414, 71634, 67207}
X(72291) lies on these lines: {1, 596}, {2, 7}, {6, 4359}, {8, 4340}, {10, 4001}, {31, 4697}, {37, 32933}, {38, 50302}, {42, 3980}, {44, 71987}, {46, 26115}, {69, 19822}, {72, 16454}, {75, 81}, {78, 19284}, {85, 40394}, {86, 18601}, {89, 5372}, {92, 1396}, {149, 29843}, {165, 43169}, {171, 26227}, {192, 17019}, {210, 71983}, {222, 1441}, {239, 20893}, {244, 25496}, {274, 61409}, {306, 3664}, {312, 37633}, {319, 19797}, {320, 19808}, {321, 940}, {333, 62795}, {354, 24552}, {394, 1231}, {474, 22458}, {518, 71979}, {536, 37595}, {561, 8033}, {593, 17103}, {612, 17165}, {726, 5311}, {740, 62821}, {748, 4672}, {750, 1215}, {756, 32935}, {870, 71447}, {873, 33764}, {902, 29651}, {942, 964}, {950, 50322}, {968, 4427}, {969, 63057}, {975, 56318}, {982, 32772}, {984, 32940}, {1010, 3868}, {1046, 31339}, {1086, 32774}, {1100, 42051}, {1125, 72028}, {1150, 31993}, {1211, 17365}, {1255, 4664}, {1267, 16513}, {1278, 58820}, {1376, 46897}, {1448, 19860}, {1449, 45222}, {1468, 49598}, {1509, 33935}, {1707, 71478}, {1748, 17913}, {1757, 26037}, {1892, 24989}, {1909, 19811}, {1961, 32925}, {1962, 32934}, {1993, 23124}, {1999, 10447}, {2308, 16825}, {2895, 17364}, {2975, 5323}, {2994, 56044}, {3120, 29635}, {3210, 17011}, {3419, 50171}, {3434, 29835}, {3488, 50061}, {3578, 17275}, {3589, 40688}, {3616, 26728}, {3661, 32863}, {3663, 69544}, {3666, 4376}, {3670, 43531}, {3677, 29823}, {3679, 72070}, {3681, 71981}, {3685, 29814}, {3687, 31034}, {3696, 71936}, {3705, 33112}, {3706, 71933}, {3719, 27514}, {3720, 3923}, {3729, 3995}, {3731, 25734}, {3739, 4641}, {3742, 71978}, {3744, 72017}, {3745, 3891}, {3748, 71912}, {3751, 4651}, {3757, 17126}, {3758, 19804}, {3765, 4754}, {3782, 6703}, {3791, 62846}, {3821, 29647}, {3836, 26061}, {3846, 24725}, {3873, 5263}, {3875, 26860}, {3876, 56766}, {3879, 20017}, {3883, 20064}, {3914, 29829}, {3916, 16342}, {3920, 24349}, {3925, 33114}, {3927, 16458}, {3938, 49479}, {3940, 19290}, {3944, 29845}, {3952, 5268}, {3969, 4851}, {3979, 71451}, {3984, 19337}, {3998, 5736}, {4011, 30950}, {4026, 11246}, {4038, 32915}, {4054, 39595}, {4292, 17676}, {4296, 6360}, {4344, 19993}, {4358, 37674}, {4360, 42028}, {4383, 24589}, {4384, 19742}, {4393, 40902}, {4414, 43223}, {4416, 63100}, {4425, 33098}, {4431, 50292}, {4514, 72225}, {4643, 41809}, {4644, 5739}, {4645, 29667}, {4648, 17776}, {4649, 32860}, {4650, 32917}, {4652, 16347}, {4655, 69294}, {4658, 64184}, {4660, 29685}, {4663, 71932}, {4675, 18139}, {4676, 5284}, {4687, 33761}, {4688, 71916}, {4699, 37652}, {4747, 63007}, {4883, 49484}, {4888, 31017}, {4911, 33736}, {4967, 31303}, {4968, 5711}, {4970, 67208}, {4972, 5880}, {4980, 17118}, {5014, 72228}, {5016, 49745}, {5051, 57282}, {5192, 5439}, {5256, 17495}, {5269, 20045}, {5271, 16704}, {5272, 70483}, {5297, 32937}, {5333, 41847}, {5391, 16512}, {5440, 19336}, {5564, 19833}, {5712, 17740}, {6327, 50307}, {6542, 72196}, {6763, 19858}, {7174, 20068}, {7191, 70419}, {7226, 16830}, {7229, 34255}, {7262, 40328}, {7292, 70481}, {7321, 19786}, {9317, 41252}, {9347, 32926}, {10319, 68912}, {10455, 27163}, {11220, 13727}, {11319, 54392}, {11679, 31025}, {11684, 31359}, {12433, 50391}, {12649, 50408}, {13728, 24470}, {15933, 51592}, {15934, 16394}, {16393, 24929}, {16397, 30282}, {16602, 24594}, {16606, 27434}, {16608, 26542}, {16823, 17127}, {16884, 70995}, {16915, 40744}, {17012, 17490}, {17017, 24165}, {17018, 32932}, {17020, 24620}, {17021, 41839}, {17022, 31035}, {17056, 33113}, {17063, 32944}, {17074, 69765}, {17117, 63039}, {17120, 63074}, {17121, 63095}, {17122, 32931}, {17124, 59511}, {17135, 50314}, {17146, 62850}, {17150, 62845}, {17154, 62833}, {17156, 17163}, {17175, 62817}, {17234, 33157}, {17262, 72052}, {17271, 62586}, {17289, 33172}, {17300, 32858}, {17304, 63584}, {17314, 50043}, {17317, 42033}, {17348, 63060}, {17351, 44307}, {17363, 20086}, {17369, 69092}, {17376, 50052}, {17392, 50105}, {17394, 42025}, {17449, 29652}, {17499, 29576}, {17539, 62829}, {17588, 31424}, {17589, 54422}, {17592, 32845}, {17594, 29822}, {17603, 27394}, {17716, 31178}, {17736, 70473}, {17750, 20913}, {17763, 37604}, {17766, 72037}, {17770, 72008}, {17771, 70972}, {17778, 33077}, {17811, 25001}, {17863, 19716}, {17889, 29631}, {18044, 40013}, {18134, 32779}, {18164, 26819}, {18193, 29826}, {18541, 50056}, {18743, 41242}, {19281, 20880}, {19313, 26867}, {19645, 64126}, {19734, 20891}, {19785, 29833}, {19789, 31995}, {19826, 52709}, {19874, 41229}, {20011, 63131}, {20043, 62997}, {20182, 69539}, {20292, 32773}, {20602, 30107}, {20882, 28916}, {20908, 21758}, {20950, 69904}, {21020, 32853}, {21085, 71941}, {21369, 68950}, {21375, 24220}, {22129, 24993}, {23151, 41249}, {23812, 29671}, {24169, 29663}, {24199, 26723}, {24295, 29677}, {24326, 69024}, {24342, 31330}, {24635, 54107}, {24943, 49676}, {25385, 29662}, {25417, 29584}, {25453, 69253}, {25760, 33097}, {25957, 32780}, {25960, 33096}, {25961, 33159}, {26035, 69217}, {26040, 71102}, {26098, 69134}, {26102, 32930}, {26131, 69279}, {26637, 62798}, {26643, 40571}, {26652, 47676}, {28604, 37653}, {28960, 47755}, {29598, 63583}, {29617, 41821}, {29633, 33125}, {29634, 33148}, {29636, 33147}, {29638, 72026}, {29641, 33170}, {29643, 33167}, {29644, 46901}, {29645, 33143}, {29653, 33161}, {29655, 33104}, {29656, 72027}, {29659, 32948}, {29673, 71989}, {29816, 49455}, {29820, 72198}, {29828, 71479}, {29830, 59692}, {29837, 33134}, {29841, 33155}, {29847, 33152}, {29848, 72029}, {29853, 72025}, {29854, 33164}, {30579, 41930}, {30690, 56046}, {30807, 55406}, {30818, 71986}, {31296, 69828}, {31997, 62813}, {32775, 33103}, {32776, 32857}, {32778, 32949}, {32783, 33069}, {32784, 33067}, {32914, 62841}, {32922, 62807}, {32928, 49493}, {32941, 62867}, {32942, 64149}, {32945, 49490}, {32946, 64164}, {33064, 59628}, {33065, 72004}, {33066, 72000}, {33070, 69091}, {33072, 33169}, {33073, 33089}, {33090, 50289}, {33108, 33121}, {33109, 33120}, {33111, 33119}, {33117, 71991}, {33118, 72014}, {33122, 72216}, {33124, 72213}, {33150, 48627}, {33163, 69250}, {33168, 37635}, {33930, 41258}, {34064, 42044}, {34261, 42715}, {34284, 41233}, {34379, 70516}, {37520, 44417}, {37543, 69734}, {37679, 41241}, {40214, 59631}, {41311, 41850}, {42058, 50305}, {42819, 71909}, {46103, 51354}, {49450, 72082}, {49470, 64010}, {49473, 62869}, {49478, 71929}, {49492, 66687}, {49497, 71631}, {49498, 72094}, {49722, 62229}, {49727, 50102}, {50288, 71796}, {50299, 71795}, {50313, 69298}, {50697, 64700}, {51669, 63159}, {52134, 59509}, {55095, 71913}, {55990, 64995}, {59726, 72033}, {62226, 71922}, {62620, 63089}, {62806, 72016}, {62831, 63996}, {62862, 71911}, {62866, 68969}, {63147, 64174}, {64070, 72084}, {65302, 68206}, {67207, 71450}, {67209, 71918}, {68999, 71935}, {69224, 70409}, {69299, 72006}, {71521, 71977}
X(72291) = X(i)-anticomplementary conjugate of X(j) for these (i,j): {59069, 693}, {59760, 21287}
X(72291) = crossdifference of every pair of points on line {663, 50481}
X(72291) = barycentric product X(i)*X(j) for these {i,j}: {57, 19807}, {75, 37522}
X(72291) = barycentric quotient X(i)/X(j) for these {i,j}: {19807, 312}, {37522, 1}
X(72291) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4418, 32929}, {2, 7, 17184}, {2, 894, 26223}, {2, 5905, 26580}, {2, 17350, 27065}, {2, 17483, 27184}, {2, 20078, 17257}, {2, 23958, 24627}, {2, 26806, 27186}, {2, 26842, 3662}, {2, 27064, 26688}, {2, 67335, 38000}, {2, 70742, 35595}, {7, 56367, 56559}, {10, 62240, 4001}, {10, 71518, 32912}, {63, 10436, 2}, {69, 19822, 56810}, {75, 81, 3187}, {86, 32939, 28606}, {142, 5294, 2}, {171, 32771, 26227}, {306, 3664, 63056}, {320, 19808, 32782}, {553, 5750, 54311}, {940, 4363, 321}, {984, 32940, 71793}, and many others
X(72292) lies on these lines: {1, 4090}, {2, 7}, {6, 18743}, {8, 66647}, {10, 33106}, {11, 33118}, {31, 5205}, {40, 26029}, {43, 3685}, {44, 14829}, {65, 25965}, {72, 13741}, {75, 37679}, {78, 17697}, {81, 645}, {92, 55988}, {145, 5423}, {171, 24003}, {190, 3752}, {192, 2999}, {210, 32942}, {223, 41771}, {228, 35992}, {238, 7081}, {239, 312}, {244, 32938}, {306, 17268}, {320, 72001}, {321, 17117}, {333, 30818}, {341, 1191}, {344, 63089}, {345, 17339}, {354, 25531}, {404, 23205}, {518, 71980}, {595, 59666}, {612, 70481}, {614, 32937}, {748, 3757}, {756, 32944}, {846, 72051}, {893, 6651}, {899, 32930}, {936, 4195}, {940, 17120}, {982, 62222}, {984, 70942}, {1046, 46827}, {1050, 1201}, {1107, 16826}, {1193, 56311}, {1211, 17292}, {1215, 16823}, {1220, 25917}, {1222, 45219}, {1255, 65057}, {1265, 50582}, {1279, 59596}, {1376, 4676}, {1386, 59506}, {1399, 55991}, {1475, 26113}, {1743, 30567}, {1757, 3840}, {1997, 37642}, {1999, 2300}, {3187, 14997}, {3210, 56082}, {3216, 7283}, {3600, 25879}, {3601, 56989}, {3618, 29841}, {3661, 14555}, {3666, 17261}, {3677, 31302}, {3681, 71978}, {3687, 17280}, {3689, 71911}, {3699, 3744}, {3706, 71931}, {3717, 29840}, {3729, 17490}, {3740, 5263}, {3741, 60731}, {3747, 25123}, {3749, 71529}, {3758, 37674}, {3759, 20942}, {3772, 17352}, {3816, 33121}, {3836, 33096}, {3846, 33159}, {3873, 71982}, {3876, 5192}, {3886, 59295}, {3912, 62998}, {3914, 17777}, {3920, 70483}, {3923, 16569}, {3932, 33071}, {3952, 7191}, {3957, 55372}, {3961, 72059}, {3967, 32922}, {3971, 29821}, {3975, 17752}, {3979, 71634}, {3980, 62711}, {3992, 5315}, {3994, 32924}, {3995, 17012}, {4000, 56084}, {4009, 32926}, {4201, 12572}, {4359, 37687}, {4360, 35652}, {4361, 42034}, {4370, 59583}, {4415, 16706}, {4417, 17279}, {4422, 33116}, {4429, 24703}, {4432, 60714}, {4440, 24177}, {4468, 26694}, {4473, 56078}, {4641, 71985}, {4645, 62673}, {4656, 17302}, {4663, 71930}, {4671, 63096}, {4672, 17122}, {4679, 32773}, {4703, 33174}, {4723, 62848}, {4737, 16483}, {4759, 59679}, {4849, 68969}, {4871, 32913}, {4886, 29615}, {4906, 24841}, {4970, 17779}, {4997, 41806}, {5044, 13740}, {5211, 63147}, {5222, 8055}, {5233, 32777}, {5241, 19808}, {5247, 25079}, {5250, 59299}, {5256, 17319}, {5268, 70419}, {5272, 24349}, {5284, 46897}, {5440, 13735}, {5524, 71918}, {5712, 17244}, {5737, 17335}, {5739, 17287}, {5741, 33157}, {5743, 17289}, {6542, 72188}, {6686, 17596}, {6763, 19847}, {7292, 17165}, {9535, 20606}, {9575, 17316}, {9812, 26047}, {10157, 13727}, {11019, 26139}, {11068, 29004}, {11679, 17349}, {11814, 71995}, {14557, 41779}, {14942, 17604}, {15485, 29670}, {16050, 27398}, {16349, 44306}, {16466, 41261}, {16468, 29649}, {16594, 37634}, {16602, 17351}, {16610, 32939}, {16669, 41629}, {16700, 71783}, {16815, 31993}, {16830, 25496}, {16834, 71418}, {17011, 31035}, {17017, 64178}, {17020, 17147}, {17021, 19717}, {17022, 17379}, {17033, 28809}, {17056, 17263}, {17063, 32935}, {17116, 19804}, {17125, 32771}, {17160, 22034}, {17266, 18134}, {17277, 44417}, {17288, 33066}, {17312, 17778}, {17348, 55095}, {17363, 34255}, {17364, 18141}, {17391, 63007}, {17499, 26109}, {17594, 59298}, {17598, 42054}, {17600, 72054}, {17755, 39929}, {17766, 72040}, {17770, 72009}, {17776, 63090}, {17785, 30823}, {18359, 55990}, {19582, 54418}, {19701, 29578}, {19786, 29630}, {19812, 47355}, {19827, 61344}, {19993, 53661}, {20020, 53673}, {20228, 32017}, {20229, 70686}, {20292, 24988}, {21093, 33147}, {21805, 32943}, {23544, 26752}, {24169, 33099}, {24295, 72004}, {24552, 63961}, {24725, 25961}, {24789, 29607}, {24929, 33309}, {25385, 71996}, {25430, 29570}, {25492, 62858}, {25610, 69233}, {25960, 26061}, {26012, 33837}, {26038, 50314}, {26093, 62874}, {26105, 29843}, {26364, 27512}, {26657, 34048}, {26687, 30854}, {26723, 37759}, {27020, 27251}, {27030, 27128}, {29584, 34064}, {29637, 69299}, {29638, 72032}, {29656, 72030}, {29668, 49448}, {29673, 71990}, {29677, 33065}, {29687, 32843}, {29848, 72028}, {29850, 69173}, {29853, 72034}, {30566, 33133}, {30578, 33150}, {30830, 41240}, {30947, 62819}, {30957, 32912}, {31183, 71775}, {31233, 70256}, {31289, 33130}, {32842, 69301}, {32844, 69298}, {32850, 72231}, {32851, 37663}, {32858, 63010}, {32859, 71999}, {32866, 69297}, {32923, 71630}, {32933, 62300}, {33064, 72003}, {33069, 72005}, {33107, 69250}, {33110, 71102}, {33113, 37651}, {33114, 72013}, {33117, 71988}, {33120, 71992}, {33126, 72219}, {33164, 71085}, {33166, 69134}, {33168, 62620}, {33833, 58798}, {33939, 69861}, {34772, 56983}, {35274, 40872}, {37542, 44720}, {37610, 68245}, {37646, 37758}, {38473, 71936}, {39044, 41318}, {40940, 62297}, {41011, 60423}, {41809, 46826}, {44416, 51415}, {45204, 59579}, {46938, 63074}, {49484, 71926}, {49498, 72095}, {49710, 72209}, {50025, 69759}, {50533, 71795}, {51575, 71466}, {52353, 62804}, {56046, 65029}, {59512, 70959}, {59686, 63969}, {59726, 72026}, {61686, 71981}, {62795, 71986}, {62806, 72022}, {62812, 71635}, {63484, 63490}, {64070, 72081}, {67207, 72159}, {68958, 71117}, {70219, 71925}, {70677, 71835}
X(72292) = cevapoint of X(9) and X(1050)
X(72292) = crossdifference of every pair of points on line {663, 50514}
X(72292) = barycentric product X(i)*X(j) for these {i,j}: {75, 37588}, {27805, 28005}
X(72292) = barycentric quotient X(i)/X(j) for these {i,j}: {28005, 4369}, {37588, 1}
X(72292) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 9, 38000}, {2, 329, 3662}, {2, 3218, 27002}, {2, 3219, 24627}, {2, 3305, 17260}, {2, 3452, 30867}, {2, 17350, 57}, {2, 17484, 69251}, {2, 26791, 908}, {2, 26792, 17184}, {2, 27064, 894}, {2, 27184, 17291}, {2, 31018, 27184}, {2, 70742, 63}, {43, 4011, 3685}, {238, 59511, 7081}, {312, 4383, 239}, {748, 32931, 3757}, {899, 32930, 32932}, {1215, 17123, 16823}, {1743, 30567, 37683}, {1999, 32911, 17121}, {2999, 30568, 192}, {3452, 17353, 2}, {3699, 72020, 3744}, {3729, 23511, 17490}, {4358, 32911, 1999}, {4422, 37662, 33116}, {4871, 71515, 32913}, {5256, 41839, 17319}, {5435, 28997, 40862}, {10436, 51780, 2}, {16466, 46937, 41261}, {17184, 26792, 69057}, {26105, 59406, 29843}, {27538, 70485, 1}, {30827, 56519, 2}, {30861, 37683, 30567}, {33066, 69092, 17288}, {34255, 63037, 17363}, {37687, 41242, 4359}, {59298, 71524, 17594}
X(72293) lies on these lines: {1, 3210}, {2, 7}, {6, 19804}, {8, 62819}, {10, 32913}, {21, 22060}, {31, 16823}, {37, 32939}, {38, 16830}, {58, 16817}, {65, 35614}, {72, 56766}, {75, 940}, {78, 56768}, {81, 239}, {85, 1407}, {86, 3666}, {89, 5361}, {141, 19808}, {145, 63131}, {165, 39553}, {171, 3757}, {189, 56044}, {190, 44307}, {191, 25512}, {192, 5287}, {228, 404}, {238, 4697}, {244, 1281}, {306, 17300}, {312, 4363}, {320, 1211}, {321, 17116}, {333, 3739}, {345, 4648}, {348, 26649}, {354, 5263}, {474, 20760}, {514, 24120}, {518, 71981}, {524, 4886}, {536, 34064}, {594, 19797}, {612, 24349}, {614, 70419}, {726, 1961}, {740, 4038}, {750, 7081}, {756, 32940}, {846, 1125}, {938, 50408}, {942, 1010}, {968, 988}, {980, 16826}, {982, 50302}, {1054, 6685}, {1086, 6703}, {1100, 42028}, {1203, 6533}, {1215, 5205}, {1220, 3812}, {1279, 72016}, {1282, 26073}, {1396, 54314}, {1426, 11109}, {1429, 59509}, {1441, 17074}, {1468, 16824}, {1473, 19310}, {1621, 37575}, {1654, 4001}, {1757, 71518}, {1848, 41874}, {1921, 8033}, {1930, 41251}, {1962, 32845}, {2049, 5708}, {2185, 59631}, {2221, 14621}, {2345, 18141}, {2482, 35076}, {2666, 21883}, {2999, 24620}, {3101, 18659}, {3120, 29845}, {3187, 14996}, {3337, 19863}, {3419, 48816}, {3434, 29843}, {3488, 51668}, {3550, 29651}, {3661, 19822}, {3664, 3687}, {3670, 25526}, {3673, 41236}, {3676, 26652}, {3681, 71983}, {3685, 3720}, {3696, 71935}, {3706, 38473}, {3729, 17022}, {3741, 24342}, {3742, 32942}, {3744, 72019}, {3745, 32922}, {3748, 71910}, {3751, 59296}, {3752, 4670}, {3758, 4383}, {3765, 30092}, {3782, 7321}, {3826, 33118}, {3836, 32780}, {3846, 33097}, {3848, 25531}, {3868, 16454}, {3873, 71979}, {3875, 58820}, {3883, 20101}, {3891, 9347}, {3914, 29837}, {3916, 11110}, {3920, 17140}, {3923, 26102}, {3925, 33121}, {3927, 56767}, {3961, 49479}, {3963, 19811}, {3969, 17310}, {3975, 4754}, {3979, 71450}, {3995, 17021}, {3996, 49478}, {4000, 63013}, {4011, 25502}, {4026, 33068}, {4077, 26640}, {4195, 54392}, {4205, 24470}, {4292, 26117}, {4298, 5484}, {4320, 19860}, {4360, 37595}, {4362, 37604}, {4384, 37652}, {4388, 50307}, {4393, 62808}, {4398, 50068}, {4415, 7228}, {4416, 62240}, {4423, 4676}, {4425, 32857}, {4514, 72228}, {4641, 17277}, {4644, 14555}, {4650, 40328}, {4652, 56769}, {4658, 64185}, {4663, 71931}, {4665, 19833}, {4672, 17123}, {4675, 18134}, {4682, 32926}, {4688, 71913}, {4699, 5271}, {4708, 41817}, {4714, 16474}, {4751, 19732}, {4850, 19684}, {4863, 49720}, {4865, 50301}, {4883, 68969}, {4968, 41261}, {4981, 62235}, {5161, 70446}, {5175, 50431}, {5224, 60729}, {5253, 11688}, {5256, 17379}, {5268, 32937}, {5272, 70481}, {5278, 16815}, {5297, 17165}, {5311, 17155}, {5439, 13740}, {5739, 17364}, {5743, 17365}, {5880, 32773}, {6051, 63996}, {6349, 37188}, {6682, 18201}, {6734, 26051}, {6763, 16828}, {7085, 19314}, {7191, 70482}, {7263, 19796}, {7291, 26965}, {8025, 17011}, {8616, 24331}, {9345, 32915}, {9369, 59311}, {10167, 13727}, {10453, 50314}, {10538, 18667}, {11246, 24723}, {11679, 25590}, {14534, 37791}, {14829, 31993}, {15803, 19278}, {15934, 19276}, {16061, 25083}, {16352, 26866}, {16408, 22149}, {16604, 30646}, {16606, 27454}, {16706, 40688}, {16709, 40153}, {16819, 18206}, {16825, 62841}, {16827, 71655}, {16831, 62818}, {16832, 62820}, {16915, 54419}, {16917, 20769}, {17012, 19717}, {17019, 17147}, {17023, 24177}, {17056, 32851}, {17063, 25496}, {17118, 42029}, {17120, 24589}, {17121, 37685}, {17124, 32931}, {17175, 17185}, {17227, 19827}, {17231, 50052}, {17233, 50048}, {17234, 32777}, {17243, 42033}, {17244, 17776}, {17245, 44416}, {17252, 41809}, {17261, 32933}, {17266, 33157}, {17287, 32863}, {17288, 32782}, {17289, 69092}, {17292, 33172}, {17302, 69544}, {17304, 63583}, {17312, 32858}, {17344, 41816}, {17348, 71915}, {17369, 72001}, {17394, 20182}, {17450, 32943}, {17499, 24603}, {17591, 29644}, {17595, 19701}, {17596, 43223}, {17598, 42053}, {17600, 50293}, {17719, 58443}, {17743, 64995}, {17766, 72039}, {17770, 72010}, {17889, 29635}, {18139, 32779}, {18166, 20174}, {18541, 54367}, {18698, 20882}, {19270, 37582}, {19273, 37545}, {19281, 19716}, {19284, 34772}, {19516, 29369}, {19729, 71123}, {19730, 20923}, {19731, 70472}, {19734, 70943}, {19744, 54281}, {19785, 29841}, {19810, 20913}, {19812, 48629}, {19825, 48628}, {19832, 48631}, {19837, 48635}, {19851, 62809}, {19853, 62858}, {20012, 68588}, {20921, 55406}, {20929, 21442}, {20950, 21786}, {21020, 32919}, {21218, 27340}, {22097, 26110}, {22345, 37442}, {23151, 33035}, {23512, 64126}, {23812, 71085}, {24046, 43531}, {24169, 29633}, {24199, 40940}, {24295, 72003}, {24471, 25898}, {24550, 42289}, {24552, 64149}, {24693, 32865}, {24725, 25960}, {24993, 31643}, {25385, 71995}, {25557, 33124}, {25961, 26061}, {25977, 26932}, {26037, 32912}, {26040, 59406}, {26049, 68259}, {26131, 69280}, {26625, 37543}, {26860, 45222}, {26969, 27182}, {28595, 31151}, {28960, 47758}, {29570, 62816}, {29571, 56078}, {29575, 50105}, {29578, 62796}, {29580, 62851}, {29584, 62801}, {29631, 69253}, {29638, 72027}, {29645, 33147}, {29647, 33125}, {29653, 33167}, {29655, 33109}, {29656, 72029}, {29670, 56010}, {29672, 72026}, {29673, 71991}, {29685, 32948}, {29814, 32929}, {29820, 49482}, {29821, 33682}, {29829, 33131}, {29833, 33150}, {29835, 33110}, {29847, 33143}, {29848, 72031}, {29854, 33161}, {30690, 55942}, {30699, 31995}, {30829, 37682}, {30950, 32930}, {31178, 32920}, {31445, 37035}, {31996, 62817}, {31997, 68769}, {32783, 49676}, {32843, 64164}, {32859, 72000}, {32860, 62821}, {32938, 72055}, {32945, 62867}, {32949, 69252}, {33047, 60701}, {33064, 72004}, {33065, 72006}, {33067, 69294}, {33069, 72002}, {33073, 69091}, {33077, 63056}, {33112, 69134}, {33114, 72014}, {33117, 71993}, {33120, 71989}, {33170, 69250}, {33681, 34020}, {34824, 72229}, {36479, 63139}, {36480, 62865}, {36534, 62850}, {37090, 37581}, {37558, 56862}, {37607, 49598}, {37676, 60706}, {37687, 41241}, {37759, 39595}, {39581, 63140}, {41711, 51055}, {42819, 71911}, {44417, 71985}, {49484, 72160}, {49738, 59583}, {52258, 57282}, {60203, 62907}, {62806, 72017}, {62862, 71912}, {62866, 71929}, {63055, 69220}, {64070, 72082}, {65687, 70426}, {67207, 71917}, {67209, 71451}, {67442, 70818}, {69755, 71938}
X(72293) = midpoint of X(4886) and X(62230)
X(72293) = X(8052)-Ceva conjugate of X(514)
X(72293) = X(i)-isoconjugate of X(j) for these (i,j): {6, 43073}, {9, 43070}, {19, 43072}, {55, 43071}, {284, 43074}, {663, 43069}, {7077, 43075}
X(72293) = X(i)-Dao conjugate of X(j) for these (i,j): {6, 43072}, {9, 43073}, {223, 43071}, {478, 43070}, {40590, 43074}, {49598, 21810}
X(72293) = crosspoint of X(274) and X(31643)
X(72293) = crosssum of X(213) and X(20967)
X(72293) = crossdifference of every pair of points on line {663, 50487}
X(72293) = barycentric product X(i)*X(j) for these {i,j}: {75, 37607}, {86, 49598}, {651, 41299}, {4554, 58773}
X(72293) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 43073}, {3, 43072}, {56, 43070}, {57, 43071}, {65, 43074}, {651, 43069}, {1429, 43075}, {37607, 1}, {41299, 4391}, {49598, 10}, {58773, 650}
{X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 3980, 32932}, {2, 7, 27184}, {2, 57, 24627}, {2, 894, 27064}, {2, 3218, 38000}, {2, 3219, 17260}, {2, 3306, 27002}, {2, 9965, 17257}, {2, 17350, 3305}, {2, 17483, 26580}, {2, 26791, 5316}, {2, 26806, 5249}, {2, 26840, 4357}, {2, 26842, 17184}, {2, 31053, 30867}, {2, 50128, 69057}, {2, 69251, 17291}, {2, 70742, 7308}, {57, 10436, 2}, {75, 940, 1999}, {81, 4359, 239}, {171, 24325, 3757}, {553, 4357, 26840}, {750, 32771, 7081}, {756, 32940, 62222}, {1086, 6703, 19786}, {1215, 17122, 5205}, and many others
X(72284) lies on these lines: {1, 2}, {3, 3701}, {5, 5300}, {11, 5014}, {21, 46937}, {22, 1603}, {25, 26262}, {31, 4434}, {40, 25253}, {46, 56318}, {55, 4358}, {56, 4696}, {57, 17165}, {63, 3952}, {69, 33864}, {75, 26229}, {100, 312}, {104, 9059}, {109, 28997}, {149, 63139}, {165, 4427}, {171, 26223}, {183, 3263}, {192, 26279}, {210, 1150}, {238, 26688}, {244, 32920}, {313, 17134}, {318, 35973}, {321, 1376}, {333, 63961}, {341, 2975}, {345, 69301}, {346, 26258}, {354, 71986}, {404, 4385}, {474, 4968}, {518, 71984}, {561, 69896}, {675, 52778}, {693, 18043}, {748, 24003}, {750, 1215}, {756, 32916}, {846, 64178}, {851, 1230}, {894, 17001}, {902, 4011}, {908, 6327}, {940, 46897}, {956, 4723}, {958, 52353}, {968, 31035}, {982, 32927}, {984, 32918}, {993, 3992}, {1054, 17155}, {1078, 33932}, {1089, 25440}, {1155, 3967}, {1158, 68698}, {1279, 71982}, {1329, 5016}, {1447, 31130}, {1621, 18743}, {1699, 21282}, {1724, 59666}, {1743, 70460}, {1757, 72199}, {2194, 30905}, {2217, 37449}, {2321, 68797}, {2370, 9058}, {2895, 26075}, {2899, 6872}, {3035, 3703}, {3218, 32937}, {3219, 27538}, {3246, 72024}, {3305, 71478}, {3306, 17140}, {3416, 5741}, {3434, 28808}, {3452, 63134}, {3550, 32930}, {3620, 67039}, {3662, 33153}, {3681, 3699}, {3683, 59506}, {3689, 71929}, {3702, 5687}, {3706, 71927}, {3710, 6684}, {3717, 59491}, {3718, 55094}, {3729, 71117}, {3740, 5278}, {3744, 71978}, {3751, 37639}, {3752, 3891}, {3765, 4447}, {3769, 32911}, {3790, 33168}, {3814, 4680}, {3816, 4030}, {3825, 4894}, {3836, 33127}, {3846, 33074}, {3873, 71985}, {3886, 64135}, {3909, 29508}, {3911, 63147}, {3915, 25079}, {3929, 59599}, {3932, 5432}, {3944, 32948}, {3971, 4414}, {3974, 17740}, {3977, 4082}, {3985, 41423}, {3994, 32934}, {3995, 17594}, {3996, 43290}, {4001, 21060}, {4009, 4640}, {4090, 32912}, {4095, 9310}, {4189, 56311}, {4193, 5015}, {4217, 66680}, {4220, 26266}, {4359, 4413}, {4387, 4421}, {4388, 27131}, {4415, 32950}, {4416, 31080}, {4417, 33078}, {4418, 56010}, {4429, 33133}, {4438, 69298}, {4450, 24703}, {4494, 69897}, {4514, 37758}, {4641, 59596}, {4645, 31053}, {4650, 32938}, {4660, 69173}, {4663, 71914}, {4671, 32932}, {4682, 19684}, {4689, 35652}, {4737, 54391}, {4849, 71936}, {4850, 32926}, {4901, 31231}, {4972, 17720}, {4975, 25439}, {4981, 37660}, {5020, 26261}, {5080, 71749}, {5192, 5266}, {5218, 17776}, {5220, 72057}, {5233, 33075}, {5255, 25591}, {5284, 30829}, {5294, 5823}, {5354, 38467}, {5361, 60731}, {5372, 72059}, {5423, 5744}, {5440, 49492}, {5846, 37663}, {5847, 63010}, {6057, 6174}, {6636, 17100}, {7033, 71447}, {7035, 33764}, {7101, 38860}, {7226, 24627}, {7270, 11681}, {7465, 19799}, {9342, 19804}, {9352, 32939}, {10980, 17146}, {11319, 37552}, {11680, 32850}, {11814, 71992}, {13161, 56782}, {14594, 17080}, {15246, 34758}, {15624, 18137}, {16434, 39572}, {16496, 67066}, {16997, 71831}, {17063, 32923}, {17122, 26627}, {17124, 24325}, {17126, 27064}, {17153, 29965}, {17154, 18193}, {17272, 31117}, {17287, 30798}, {17296, 30742}, {17298, 31071}, {17355, 40128}, {17469, 70942}, {17491, 28609}, {17576, 66681}, {17596, 32925}, {17601, 32936}, {17602, 32774}, {17716, 32944}, {17717, 33072}, {17718, 18139}, {17719, 25957}, {17724, 72001}, {17725, 33123}, {17728, 49688}, {17736, 21067}, {17766, 71988}, {17770, 72218}, {18228, 72117}, {19835, 37099}, {20880, 69381}, {20888, 71776}, {20891, 34247}, {20892, 64170}, {21093, 33098}, {21369, 61235}, {21371, 71459}, {21805, 30801}, {22016, 64727}, {22036, 69238}, {22277, 29558}, {23067, 65577}, {23543, 72144}, {24169, 33143}, {24295, 72027}, {24333, 70096}, {24349, 27003}, {24552, 30818}, {24655, 30034}, {24789, 24988}, {25385, 71989}, {25760, 33079}, {25960, 33076}, {25961, 33130}, {26034, 26580}, {26231, 68085}, {26271, 33889}, {26280, 42034}, {26446, 30285}, {26567, 56180}, {27065, 71476}, {27184, 33086}, {27261, 70556}, {27311, 70560}, {27394, 51361}, {27549, 53673}, {28599, 30827}, {28605, 61156}, {30568, 35258}, {30729, 54330}, {30740, 32099}, {30758, 37670}, {30800, 32919}, {30806, 71073}, {30834, 61648}, {31018, 63140}, {31111, 32913}, {31264, 50302}, {31445, 59582}, {31993, 71983}, {32775, 33174}, {32777, 70411}, {32851, 32862}, {32859, 72220}, {32860, 56009}, {32915, 60714}, {32935, 71630}, {33064, 72007}, {33065, 33085}, {33066, 72211}, {33067, 33101}, {33068, 33151}, {33069, 72009}, {33070, 37662}, {33071, 37651}, {33080, 69299}, {33107, 50289}, {33114, 37646}, {33118, 72223}, {33119, 33165}, {33122, 69092}, {33124, 71999}, {33125, 33152}, {33126, 33172}, {33131, 37759}, {33144, 69251}, {33156, 70916}, {33161, 69297}, {33938, 71449}, {35994, 46108}, {36263, 42054}, {37634, 49524}, {39248, 70490}, {41711, 72077}, {42056, 59624}, {44417, 71979}, {44447, 56084}, {46917, 63131}, {46938, 61155}, {47771, 69313}, {47805, 66517}, {49450, 72058}, {49484, 71908}, {49498, 72091}, {49676, 72011}, {49705, 72042}, {50127, 70117}, {50699, 64120}, {51192, 63090}, {54406, 70492}, {59406, 63078}, {59628, 72033}, {61686, 71987}, {62222, 67335}, {62236, 72075}, {62806, 71980}, {62834, 70483}, {62863, 72080}, {65660, 68822}, {69218, 70489}, {71634, 71922}, {71639, 71928}
X(72294) = barycentric product X(8)*X(28968)
X(72294) = barycentric quotient X(28968)/X(7)
X(72294) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 8, 69134}, {2, 7081, 26227}, {2, 10327, 3006}, {2, 20045, 614}, {2, 20056, 5211}, {2, 29832, 24239}, {2, 29838, 29666}, {2, 33091, 3705}, {2, 37764, 29665}, {2, 60459, 29641}, {2, 70452, 29840}, {42, 62659, 29649}, {43, 17763, 3187}, {100, 312, 32929}, {165, 56082, 4427}, {171, 32931, 26223}, and many others
X(72295) lies on these lines: {1, 2}, {9, 17165}, {21, 30599}, {22, 1602}, {25, 26261}, {31, 4697}, {37, 3891}, {55, 4359}, {63, 17140}, {75, 1621}, {86, 62807}, {92, 4233}, {100, 9105}, {105, 835}, {142, 63134}, {171, 26627}, {210, 71987}, {238, 26223}, {244, 32916}, {274, 4184}, {312, 5284}, {320, 72214}, {321, 1001}, {333, 3873}, {344, 69301}, {354, 1150}, {405, 4968}, {518, 5278}, {675, 1310}, {740, 62849}, {748, 1215}, {756, 32920}, {846, 17155}, {894, 17127}, {902, 3980}, {956, 68699}, {958, 71839}, {968, 17147}, {982, 32917}, {984, 32923}, {988, 16347}, {999, 16352}, {1043, 62870}, {1086, 32950}, {1191, 19724}, {1211, 33122}, {1230, 4204}, {1279, 24552}, {1376, 24589}, {1386, 19684}, {1441, 1617}, {1447, 16878}, {1962, 32921}, {2895, 70969}, {2975, 4228}, {3218, 71476}, {3219, 24349}, {3242, 4981}, {3246, 72018}, {3295, 16353}, {3305, 3952}, {3306, 71479}, {3416, 18139}, {3475, 5739}, {3662, 33083}, {3681, 17277}, {3683, 32933}, {3685, 28605}, {3696, 3748}, {3701, 11108}, {3702, 37060}, {3706, 42819}, {3711, 72077}, {3739, 3744}, {3742, 71984}, {3746, 28612}, {3750, 32860}, {3751, 19742}, {3769, 37633}, {3791, 62821}, {3826, 4030}, {3836, 33074}, {3841, 4894}, {3846, 33127}, {3869, 7474}, {3875, 27804}, {3883, 5249}, {3886, 17163}, {3896, 4361}, {3902, 6767}, {3915, 49598}, {3925, 5014}, {3936, 3966}, {3941, 16709}, {3989, 49455}, {4001, 5542}, {4026, 32774}, {4042, 42871}, {4054, 40998}, {4082, 38059}, {4108, 4367}, {4197, 5015}, {4318, 27339}, {4358, 4423}, {4360, 62840}, {4383, 46897}, {4385, 5047}, {4388, 31019}, {4392, 38000}, {4414, 24165}, {4418, 8616}, {4425, 33143}, {4427, 4512}, {4429, 26724}, {4434, 17124}, {4450, 5880}, {4514, 33108}, {4641, 72203}, {4643, 50274}, {4645, 27186}, {4654, 17491}, {4660, 69253}, {4661, 60731}, {4663, 63060}, {4683, 33103}, {4688, 71912}, {4703, 32856}, {4714, 25439}, {4756, 72053}, {4854, 49740}, {4879, 5996}, {4883, 71933}, {4972, 24789}, {4974, 61358}, {4980, 5695}, {5016, 25466}, {5020, 26262}, {5235, 62814}, {5250, 17164}, {5263, 62806}, {5266, 16454}, {5300, 8728}, {5307, 6995}, {5333, 62855}, {5737, 17597}, {5741, 17718}, {5743, 17724}, {5847, 63056}, {6186, 30690}, {6533, 25440}, {6636, 39578}, {7262, 31178}, {7308, 59599}, {7465, 19798}, {7677, 69765}, {8025, 62845}, {8270, 17077}, {8645, 20908}, {8715, 28611}, {9708, 50715}, {10180, 49472}, {10389, 63131}, {10436, 62834}, {10477, 64549}, {11038, 14552}, {13595, 51630}, {13745, 66675}, {14829, 64149}, {15485, 32930}, {16342, 37592}, {16475, 19717}, {16484, 32915}, {16491, 19740}, {16690, 17000}, {16704, 62819}, {16859, 56311}, {16998, 71139}, {17056, 33070}, {17063, 32918}, {17103, 33774}, {17123, 26688}, {17125, 59511}, {17145, 62815}, {17146, 62823}, {17148, 26274}, {17166, 47771}, {17184, 50295}, {17234, 33078}, {17279, 69296}, {17285, 70493}, {17289, 72210}, {17348, 71932}, {17469, 50302}, {17495, 17594}, {17526, 59760}, {17536, 46937}, {17592, 32924}, {17676, 23536}, {17715, 32945}, {17716, 40328}, {17719, 25960}, {17766, 71989}, {17770, 72215}, {17889, 32947}, {18134, 33075}, {19284, 37552}, {19336, 37589}, {19544, 39572}, {19701, 38315}, {19723, 64070}, {19744, 67538}, {19789, 64168}, {19808, 72213}, {20064, 50307}, {20101, 26806}, {20835, 20880}, {20930, 26229}, {20950, 68810}, {21020, 32941}, {22275, 64524}, {23171, 25947}, {23543, 72147}, {24178, 56782}, {24295, 72028}, {24342, 72201}, {24542, 32777}, {24723, 33146}, {25253, 31435}, {25385, 71988}, {25568, 63003}, {25590, 62875}, {25760, 33130}, {25957, 33076}, {25961, 33079}, {26034, 69251}, {26035, 69215}, {26128, 69294}, {26259, 68085}, {26263, 26265}, {26267, 26281}, {26580, 33144}, {27003, 71477}, {27065, 32937}, {27163, 68982}, {27184, 33148}, {27538, 35595}, {27798, 49473}, {27811, 62816}, {28599, 41867}, {28606, 32922}, {30474, 65685}, {30568, 71117}, {30818, 71982}, {31264, 70942}, {31323, 71570}, {32773, 33129}, {32776, 33147}, {32782, 33124}, {32784, 33123}, {32844, 33111}, {32850, 72014}, {32853, 62867}, {32859, 72217}, {32864, 49490}, {32912, 49479}, {32913, 72202}, {32932, 61155}, {32934, 70520}, {32936, 49493}, {32939, 62838}, {33064, 72008}, {33065, 72010}, {33069, 33082}, {33072, 49506}, {33080, 49676}, {33081, 50308}, {33089, 33116}, {33102, 48627}, {33113, 69091}, {33114, 72229}, {33115, 33169}, {33121, 72226}, {33126, 72000}, {33761, 49447}, {34036, 52358}, {34444, 66946}, {35058, 39954}, {36263, 42055}, {37520, 72205}, {37553, 64161}, {40688, 44419}, {41711, 70316}, {42045, 67964}, {42058, 50116}, {42697, 44447}, {44417, 71978}, {48798, 50793}, {48804, 50714}, {49450, 72076}, {49478, 71936}, {49484, 71909}, {49498, 72088}, {49709, 72225}, {49719, 69755}, {50165, 66672}, {50171, 66639}, {50297, 71798}, {55095, 72160}, {56028, 56087}, {56082, 66515}, {59628, 72027}, {62226, 71414}, {62236, 72080}, {62795, 72200}, {62827, 64562}, {62841, 70933}, {62862, 68969}, {62866, 71935}, {68999, 71911}, {69299, 72012}, {69756, 70465}
X(72295) = X(32022)-anticomplementary conjugate of X(21287)
X(72295) = X(513)-isoconjugate of X(29187)
X(72295) = X(39026)-Dao conjugate of X(29187)
X(72295) = crossdifference of every pair of points on line {649, 52589}
X(72295) = barycentric product X(i)*X(j) for these {i,j}: {75, 16783}, {190, 29186}
X(72295) = barycentric quotient X(i)/X(j) for these {i,j}: {101, 29187}, {16783, 1}, {29186, 514}
X(72295) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 5271, 17135}, {1, 32914, 3187}, {2, 8, 69250}, {2, 3757, 26227}, {2, 5211, 29680}, {2, 20045, 612}, {2, 29815, 16830}, {2, 29840, 29664}, {2, 33090, 29641}, {10, 29672, 24943}, {10, 71517, 3938}, {75, 1621, 32929}, {238, 32771, 26223}, {984, 32923, 71794}, {1279, 31993, 24552}, {3219, 24349, 71793}, {3242, 19732, 4981}, {3683, 49483, 32933}, {3696, 3748, 71929}, {3706, 42819, 71928}, {3739, 3744, 71979}, {3757, 16823, 2}, {3870, 4384, 4651}, {3883, 5249, 6327}, {4362, 24331, 3720}, {4666, 11679, 29824}, {5272, 29828, 2}, {5737, 17597, 46909}, {7262, 31178, 32940}, {10436, 62834, 70482}, {16825, 29651, 42}, {17123, 32931, 26688}, {17140, 71478, 63}, {26227, 26246, 26237}, {29641, 50310, 33090}, {29689, 69252, 3771}, {29818, 30970, 29652}, {33103, 50296, 4683}, {42055, 59624, 36263}, {43223, 50023, 17017}, {49479, 72208, 32912}, {59306, 67210, 36480}
X(72296) lies on these lines: {1, 2}, {9, 70117}, {22, 26262}, {31, 24003}, {44, 72205}, {56, 52353}, {57, 3952}, {75, 9342}, {100, 9083}, {109, 28996}, {190, 9352}, {210, 71984}, {244, 71794}, {312, 64010}, {321, 4413}, {341, 5253}, {404, 46937}, {474, 3701}, {518, 71986}, {740, 9350}, {748, 4434}, {750, 4697}, {999, 4723}, {1054, 32925}, {1150, 3740}, {1155, 59506}, {1215, 17124}, {1376, 4358}, {1621, 30829}, {1836, 30566}, {1997, 3434}, {2899, 4190}, {3035, 33113}, {3218, 27538}, {3263, 26229}, {3306, 17165}, {3452, 6327}, {3681, 71985}, {3685, 46938}, {3689, 71928}, {3699, 3873}, {3702, 9709}, {3744, 71982}, {3769, 37680}, {3772, 24988}, {3816, 5014}, {3875, 68976}, {3891, 16610}, {4009, 32933}, {4096, 36263}, {4115, 6205}, {4187, 5300}, {4188, 56311}, {4385, 17531}, {4392, 27002}, {4414, 59517}, {4427, 30568}, {4450, 4679}, {4645, 27131}, {4661, 72059}, {4696, 25524}, {4849, 71933}, {4860, 59597}, {4884, 43055}, {4968, 16408}, {5221, 59598}, {5233, 33078}, {5269, 70483}, {5278, 61686}, {5316, 63134}, {5372, 60731}, {5423, 62773}, {5437, 17140}, {6555, 64151}, {6692, 63147}, {7308, 71478}, {7485, 26264}, {8686, 9059}, {9330, 38000}, {11346, 37589}, {11680, 37758}, {11814, 71988}, {14829, 63961}, {15246, 51630}, {16594, 72231}, {17063, 32927}, {17122, 32931}, {17265, 17783}, {17594, 31035}, {17596, 64178}, {17719, 25961}, {17740, 69301}, {17766, 71992}, {17776, 59572}, {18193, 20068}, {23543, 71885}, {23958, 62222}, {24295, 72031}, {24593, 72057}, {24655, 30056}, {25385, 71993}, {25430, 27811}, {25531, 62806}, {25734, 53056}, {25938, 26651}, {25958, 30867}, {25960, 33079}, {26061, 58443}, {26073, 33131}, {26250, 26265}, {27003, 32937}, {27065, 71477}, {27130, 50289}, {28592, 65026}, {29982, 34247}, {30044, 64170}, {30818, 71979}, {32636, 59577}, {32850, 72013}, {32915, 56009}, {32930, 56010}, {32932, 61156}, {33064, 72011}, {33065, 72009}, {33070, 37663}, {33073, 37651}, {33114, 37634}, {33122, 72001}, {33126, 71999}, {35595, 71476}, {37267, 66681}, {37520, 59596}, {37522, 59666}, {37552, 56983}, {37582, 59582}, {37674, 46897}, {42819, 71639}, {42871, 72077}, {43290, 72160}, {44417, 71983}, {44720, 62837}, {49498, 72087}, {49499, 65112}, {56082, 64112}, {58451, 71987}, {62236, 72058}, {62863, 72079}, {69299, 72007}, {70394, 71881}
X(72296) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 10327, 69134}, {2, 20045, 5272}, {2, 37764, 29681}, {2, 60459, 3705}, {31, 24003, 26688}, {57, 3952, 71793}, {750, 59511, 26223}, {899, 29649, 3187}, {1215, 17124, 26627}, {1376, 4358, 32929}, {30567, 67097, 17135}, {30947, 71529, 3957}, {37762, 69250, 2}, {60423, 66632, 2}
X(72297) lies on these lines: {1, 2}, {9, 17140}, {22, 26261}, {31, 26627}, {55, 24589}, {57, 71478}, {75, 5284}, {105, 46961}, {142, 6327}, {321, 4423}, {333, 64149}, {354, 5278}, {518, 71987}, {748, 24325}, {756, 71794}, {968, 17495}, {988, 17588}, {1001, 4359}, {1150, 3742}, {1215, 17125}, {1279, 71979}, {1444, 4228}, {1621, 19804}, {2975, 20921}, {3305, 17165}, {3475, 63003}, {3696, 71928}, {3701, 16842}, {3739, 24552}, {3744, 71983}, {3748, 71927}, {3791, 9345}, {3826, 5014}, {3848, 71986}, {3873, 17277}, {3891, 44307}, {3952, 7308}, {3966, 18139}, {3996, 62862}, {4113, 15570}, {4210, 23407}, {4358, 8167}, {4385, 17536}, {4387, 4980}, {4388, 27186}, {4418, 15485}, {4430, 60731}, {4514, 72014}, {4883, 17348}, {4968, 11108}, {4972, 17278}, {4974, 62821}, {4981, 17259}, {5248, 6533}, {5300, 17529}, {5437, 71479}, {5739, 38053}, {5743, 33122}, {6666, 63147}, {7226, 17260}, {7290, 70482}, {7485, 26241}, {8025, 16475}, {9335, 24627}, {15254, 32933}, {16484, 32860}, {16992, 26229}, {17063, 32917}, {17077, 34036}, {17123, 32771}, {17145, 44841}, {17164, 31435}, {17234, 33075}, {17263, 32862}, {17267, 48648}, {17298, 20290}, {17338, 33166}, {17450, 32853}, {17534, 46937}, {17570, 56311}, {17676, 24178}, {17766, 71993}, {19732, 46909}, {19742, 62819}, {19808, 72210}, {21283, 64162}, {23543, 72141}, {24295, 72032}, {24342, 72198}, {24349, 27065}, {24988, 46178}, {25001, 25893}, {25385, 71992}, {25557, 32859}, {25885, 26651}, {25960, 33130}, {25961, 33076}, {26061, 31289}, {26234, 59358}, {26265, 26281}, {26724, 32773}, {27003, 71476}, {31178, 32938}, {31993, 71978}, {32772, 40328}, {32863, 70969}, {32937, 35595}, {32950, 40688}, {33064, 72012}, {33067, 50296}, {33069, 72010}, {33100, 48627}, {33124, 72000}, {34611, 69755}, {34824, 63979}, {36263, 42053}, {37679, 46897}, {38316, 63131}, {39747, 39954}, {42819, 71929}, {44417, 71982}, {49450, 62863}, {49453, 72052}, {49457, 62869}, {49478, 71932}, {49511, 63100}, {49676, 72008}, {49705, 72037}, {50295, 69251}, {62236, 72076}, {62806, 71981}, {62866, 71934}, {70143, 70450}
X(72297) = crossdifference of every pair of points on line {649, 21837}
X(72297) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 5211, 29664}, {2, 17024, 16830}, {2, 20045, 5268}, {9, 17140, 71793}, {748, 24325, 26223}, {1001, 4359, 32929}, {1215, 17125, 26688}, {3720, 16825, 3187}, {4384, 4666, 17135}, {4883, 17348, 71936}, {5271, 10582, 29824}, {17259, 17597, 4981}, {25501, 50023, 5311}, {25557, 41002, 32859}
X(72298) lies on these lines: {1, 2}, {11, 31993}, {22, 5267}, {25, 993}, {36, 59353}, {37, 69091}, {57, 50295}, {75, 24210}, {81, 51196}, {86, 33071}, {120, 61031}, {141, 3742}, {142, 2887}, {171, 3883}, {210, 5241}, {226, 3846}, {244, 54311}, {274, 70597}, {305, 20888}, {319, 71930}, {354, 1211}, {392, 40966}, {427, 1900}, {497, 50314}, {515, 19544}, {516, 3980}, {518, 4104}, {527, 4703}, {553, 4655}, {726, 4656}, {748, 5294}, {750, 63134}, {756, 63147}, {908, 25960}, {940, 3966}, {946, 30778}, {958, 5020}, {966, 24477}, {968, 17740}, {982, 4357}, {988, 13725}, {1001, 59692}, {1074, 25012}, {1107, 1196}, {1184, 71494}, {1215, 3452}, {1266, 33154}, {1279, 72216}, {1368, 2886}, {1376, 16419}, {1386, 6703}, {1460, 3911}, {1611, 70550}, {1699, 7996}, {1738, 19804}, {1861, 8889}, {2345, 26105}, {3263, 62226}, {3290, 5257}, {3295, 5955}, {3305, 33163}, {3306, 26034}, {3315, 31247}, {3416, 37674}, {3454, 51706}, {3663, 4425}, {3664, 32946}, {3666, 50290}, {3681, 49536}, {3683, 59544}, {3686, 5275}, {3703, 4078}, {3717, 33169}, {3740, 49524}, {3745, 49684}, {3751, 14555}, {3752, 4026}, {3814, 37439}, {3816, 44417}, {3817, 12618}, {3819, 17792}, {3821, 24177}, {3844, 3848}, {3873, 49505}, {3879, 4038}, {3914, 4359}, {3923, 40998}, {3986, 26242}, {4001, 72008}, {4011, 17355}, {4054, 69173}, {4082, 59517}, {4133, 32915}, {4138, 5249}, {4189, 7298}, {4199, 37575}, {4205, 37592}, {4220, 4297}, {4231, 11012}, {4239, 5322}, {4304, 37090}, {4314, 56775}, {4356, 4970}, {4363, 24703}, {4387, 50048}, {4388, 50307}, {4415, 49483}, {4416, 32913}, {4423, 32777}, {4438, 54326}, {4514, 71981}, {4641, 41002}, {4650, 50296}, {4682, 5846}, {4684, 33084}, {4780, 32860}, {4854, 42051}, {4865, 64174}, {4883, 71937}, {4886, 71935}, {4906, 71322}, {4967, 24217}, {4972, 24589}, {4999, 6676}, {5014, 71983}, {5015, 56766}, {5051, 23536}, {5084, 59760}, {5224, 24216}, {5276, 71925}, {5284, 32779}, {5316, 53663}, {5542, 33064}, {5573, 17306}, {5739, 34379}, {5745, 25514}, {5750, 25496}, {5835, 58679}, {6327, 26627}, {6353, 30478}, {6381, 40022}, {6536, 46901}, {6682, 50298}, {6684, 16434}, {7396, 31418}, {7413, 63423}, {7484, 25440}, {8167, 17279}, {8229, 12617}, {8720, 12579}, {8770, 31490}, {8855, 31453}, {9345, 32852}, {9746, 64705}, {10164, 19649}, {10167, 59688}, {10436, 26098}, {10980, 17272}, {11512, 56737}, {12512, 50699}, {13161, 52258}, {15254, 44416}, {16062, 24178}, {16475, 63013}, {16484, 33160}, {16604, 18905}, {16849, 63999}, {16852, 64124}, {17051, 17239}, {17063, 32784}, {17072, 44432}, {17122, 33076}, {17123, 17353}, {17124, 33074}, {17125, 26061}, {17140, 26580}, {17277, 33121}, {17289, 71980}, {17368, 70485}, {17382, 59477}, {17450, 33081}, {17575, 65993}, {17723, 19701}, {17728, 37660}, {17770, 62240}, {17781, 32940}, {17889, 24199}, {19276, 66639}, {19313, 63146}, {19724, 43531}, {19798, 23537}, {19808, 32942}, {19835, 42031}, {20262, 40597}, {20544, 47514}, {20684, 39244}, {21241, 51400}, {21242, 24386}, {21616, 22000}, {21795, 25066}, {23789, 44435}, {23918, 61342}, {24163, 24167}, {24169, 24175}, {24231, 27184}, {24342, 33106}, {25101, 33164}, {25958, 27186}, {26601, 72143}, {27003, 33083}, {27065, 33170}, {28164, 50698}, {30331, 71918}, {30771, 31493}, {30832, 33124}, {31143, 51004}, {31178, 33101}, {31456, 34481}, {31458, 40132}, {32782, 64149}, {32911, 59408}, {32912, 72012}, {32917, 59491}, {32941, 64162}, {33075, 37633}, {33097, 50116}, {33111, 40328}, {33114, 71987}, {33119, 54357}, {33166, 35595}, {33167, 56078}, {33945, 57923}, {37038, 66692}, {37060, 48863}, {37362, 65950}, {37394, 39585}, {37443, 45305}, {37456, 51118}, {37527, 39870}, {37679, 38047}, {37683, 70969}, {38191, 59684}, {40131, 63978}, {41809, 46909}, {47757, 50337}, {48156, 68962}, {48628, 70152}, {49479, 69299}, {49482, 59628}, {49484, 49736}, {49709, 72019}, {50297, 59624}, {51575, 66224}, {51715, 65543}, {57288, 66529}, {61652, 63010}, {62867, 69300}, {63969, 72204}
X(72298) = midpoint of X(i) and X(j) for these {i,j}: {940, 3966}, {5739, 62819}
X(72298) = reflection of X(4104) in X(5743)
X(72298) = complement of X(612)
X(72298) = complement of the isogonal conjugate of X(56328)
X(72298) = complement of the isotomic conjugate of X(57923)
X(72298) = X(i)-complementary conjugate of X(j) for these (i,j): {56, 34261}, {513, 5517}, {667, 55046}, {1036, 9}, {1039, 20262}, {1245, 1213}, {1310, 513}, {1472, 37}, {2221, 2}, {2281, 16589}, {2339, 3452}, {30479, 1329}, {32691, 3239}, {34260, 5743}, {37215, 3835}, {51686, 6}, {54982, 21260}, {56219, 1211}, {56328, 10}, {57923, 2887}, {60197, 21245}, {64989, 21244}, {65298, 514}, {66948, 21530}
X(72298) = X(54982)-Ceva conjugate of X(514)
X(72298) = crosspoint of X(i) and X(j) for these (i,j): {2, 57923}, {75, 56044}
X(72298) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 3687, 4028}, {2, 8, 5268}, {2, 10, 62673}, {2, 614, 1125}, {2, 3757, 66632}, {2, 29679, 60423}, {2, 29840, 16830}, {2, 33090, 5297}, {2, 69134, 29639}, {10, 9843, 3831}, {10, 11019, 3741}, {10, 29655, 4847}, {244, 69294, 54311}, {354, 1211, 49511}, {968, 17740, 59547}, {1125, 20106, 29642}, {1961, 32866, 49476}, {3703, 44307, 4078}, {3720, 69252, 306}, {3844, 3848, 72001}, {3846, 24325, 226}, {4038, 32861, 3879}, {4425, 24165, 3663}, {4666, 33171, 49768}, {5249, 25760, 4138}, {5316, 53663, 59511}, {6734, 31339, 10}, {16825, 29635, 40940}, {17123, 32780, 17353}, {19804, 32773, 1738}, {25006, 26037, 10}, {25501, 29653, 29571}, {25960, 32771, 908}, {26037, 33120, 25006}, {26102, 32778, 3912}, {29639, 69134, 49554}, {29673, 71977, 10}, {32913, 72010, 4416}, {49987, 69544, 17017}, {50305, 66632, 3757}
X(72299) lies on these lines: {2, 40935}, {8, 194}, {31, 17743}, {718, 2085}, {766, 27801}, {1837, 3056}, {10453, 31000}, {16681, 18047}, {17135, 17144}, {18050, 62753}, {18906, 25304}, {20553, 37889}, {20554, 25332}, {20863, 60244}, {21435, 69696}, {30891, 40370}, {33297, 41535}
X(72299) = reflection of X(i) in X(j) for these {i,j}: {38844, 27801}, {40935, 52547}
X(72299) = anticomplement of X(40935)
X(72299) = anticomplement of the isotomic conjugate of X(59146)
X(72299) = X(i)-anticomplementary conjugate of X(j) for these (i,j): {3113, 40721}, {7033, 1654}, {7034, 1330}, {7255, 9263}, {7305, 17148}, {7307, 75}, {9063, 788}, {14124, 71459}, {17743, 1655}, {38810, 2}, {38813, 17486}, {40415, 192}, {40834, 6542}, {40835, 6646}, {59146, 6327}
X(72299) = X(59146)-Ceva conjugate of X(2)
X(72299) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {21278, 25293, 17751}, {40935, 52547, 2}
X(72300) lies on these lines: {1, 2}, {6, 1921}, {83, 18833}, {213, 39044}, {870, 17750}, {894, 21443}, {1966, 20179}, {3508, 49521}, {3774, 4360}, {4852, 21897}, {5135, 70913}, {7770, 68769}, {12194, 70346}, {16514, 18140}, {17541, 62813}, {24578, 25264}, {49481, 71830}, {68950, 69088}, {71615, 71655}
on the Nagel line
X(72300) = crossdifference of every pair of points on line {649, 9231}
X(72300) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {239, 41240, 1}
X(72301) lies on these lines: {1, 6}, {41, 32921}, {101, 32922}, {726, 9454}, {740, 70647}, {824, 4560}, {2223, 20694}, {2280, 50281}, {3218, 70119}, {3684, 4716}, {3685, 70118}, {3952, 69836}, {4251, 4360}, {4434, 23622}, {7239, 69683}, {9021, 70931}, {16549, 20990}, {17475, 41333}, {17495, 70144}, {20045, 69826}, {20718, 70934}, {25048, 41323}, {26772, 26965}, {26963, 27097}, {27807, 63237}, {30108, 30882}, {30109, 69907}, {32029, 69735}, {32920, 51949}, {32927, 61164}, {61234, 69701}, {69074, 69903}
X(72301) = X(i)-isoconjugate of X(j) for these (i,j): {292, 55026}, {335, 34443}
X(72301) = X(19557)-Dao conjugate of X(55026)
X(72301) = crosssum of X(21123) and X(27846)
X(72301) = crossdifference of every pair of points on line {513, 3778}
X(72301) = barycentric product X(i)*X(j) for these {i,j}: {238, 17165}, {239, 16549}, {350, 20990}, {1914, 18040}, {3573, 50337}, {17915, 20769}, {21067, 69887}, {21865, 33295}, {26822, 69901}
X(72301) = barycentric quotient X(i)/X(j) for these {i,j}: {238, 55026}, {2210, 34443}, {16549, 335}, {17165, 334}, {18040, 18895}, {20990, 291}, {21865, 43534}, {50337, 66286}
X(72301) = {X(71046),X(71421)}-harmonic conjugate of X(70812)
X(72302) lies on these lines: {1, 2}, {36, 71839}, {320, 70117}, {814, 7255}, {894, 24327}, {1621, 18140}, {1756, 71470}, {1914, 71397}, {2223, 52043}, {3747, 17793}, {3760, 32929}, {3882, 71415}, {3948, 8299}, {3975, 70116}, {4358, 70100}, {4436, 39995}, {4475, 59720}, {4557, 70854}, {6376, 23407}, {6381, 70097}, {8053, 18133}, {15624, 18044}, {16549, 17165}, {16678, 18148}, {16684, 56249}, {18040, 20990}, {18046, 64169}, {18266, 24294}, {21210, 70985}, {22271, 41681}, {26250, 40910}, {26756, 70512}, {26822, 50337}, {27095, 70515}, {27950, 70386}, {29559, 58571}, {34444, 40010}, {53338, 69700}, {57024, 69907}, {57039, 68986}
X(72302) = X(i)-isoconjugate of X(j) for these (i,j): {291, 34443}, {1911, 55026}
X(72302) = X(i)-Dao conjugate of X(j) for these (i,j): {6651, 55026}, {39029, 34443}
X(72302) = crossdifference of every pair of points on line {649, 16584}
X(72302) = barycentric product X(i)*X(j) for these {i,j}: {238, 18040}, {239, 17165}, {350, 16549}, {1921, 20990}, {3570, 50337}, {17915, 71066}, {21067, 33295}, {21865, 30940}, {22164, 40717}, {26822, 69899}
X(72302) = barycentric quotient X(i)/X(j) for these {i,j}: {239, 55026}, {1914, 34443}, {16549, 291}, {17165, 335}, {18040, 334}, {20990, 292}, {21067, 43534}, {22164, 295}, {50337, 4444}
X(72302) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 29511, 20352}, {2, 71535, 71026}, {68949, 69899, 239}
X(72303) lies on these lines: {1, 3210}, {2, 38}, {7, 4388}, {8, 443}, {10, 62865}, {42, 17490}, {43, 24620}, {57, 3757}, {63, 16823}, {75, 354}, {85, 63994}, {86, 17599}, {142, 29641}, {145, 32860}, {190, 4423}, {192, 3720}, {210, 49499}, {239, 62819}, {274, 5208}, {312, 3742}, {320, 3966}, {321, 64149}, {330, 21352}, {345, 38053}, {377, 19805}, {386, 64431}, {497, 4459}, {518, 19804}, {553, 3883}, {614, 894}, {726, 26102}, {748, 17350}, {750, 32923}, {846, 24331}, {870, 54128}, {873, 41527}, {940, 32922}, {976, 56768}, {1001, 32939}, {1054, 29670}, {1086, 32773}, {1125, 19582}, {1220, 17054}, {1278, 17450}, {1401, 17049}, {1468, 19851}, {1473, 26241}, {1836, 7321}, {1961, 49455}, {1962, 3622}, {2320, 39768}, {2345, 3726}, {2650, 20036}, {2886, 17774}, {3006, 27186}, {3218, 71476}, {3241, 3896}, {3242, 71981}, {3305, 62222}, {3306, 7081}, {3315, 24552}, {3550, 71517}, {3616, 6051}, {3621, 71631}, {3660, 69765}, {3672, 69015}, {3677, 10436}, {3681, 24589}, {3685, 4666}, {3687, 5542}, {3689, 72080}, {3703, 17234}, {3705, 5249}, {3729, 10582}, {3739, 21342}, {3769, 37520}, {3836, 33169}, {3846, 33103}, {3848, 3967}, {3874, 9534}, {3881, 28612}, {3886, 44841}, {3891, 37633}, {3914, 29843}, {3918, 56799}, {3920, 26627}, {3923, 29820}, {3971, 25502}, {3976, 49598}, {3989, 27268}, {3996, 42871}, {3999, 31993}, {4001, 70969}, {4038, 32921}, {4090, 62711}, {4195, 28082}, {4358, 26103}, {4361, 71935}, {4362, 37684}, {4363, 32942}, {4365, 4740}, {4384, 62823}, {4385, 5439}, {4393, 32924}, {4398, 4854}, {4428, 65166}, {4429, 40688}, {4430, 4651}, {4454, 25371}, {4457, 49689}, {4514, 5880}, {4579, 43650}, {4647, 50190}, {4648, 70996}, {4663, 72082}, {4673, 17609}, {4675, 33073}, {4685, 49498}, {4686, 4891}, {4699, 17449}, {4722, 63050}, {4734, 17018}, {4741, 72008}, {4772, 21020}, {4847, 24199}, {4850, 59297}, {4860, 14829}, {4863, 69755}, {4883, 42051}, {4884, 17245}, {4981, 9780}, {5045, 70499}, {5205, 5437}, {5211, 26098}, {5263, 17597}, {5272, 27064}, {5278, 62235}, {5284, 32933}, {5295, 50192}, {5297, 71794}, {5550, 56318}, {5695, 72160}, {5749, 20227}, {5904, 6533}, {6063, 31526}, {6327, 26842}, {6377, 72152}, {6532, 17749}, {7155, 32772}, {7191, 70419}, {7228, 72231}, {7283, 64675}, {7292, 26223}, {9342, 24594}, {9345, 32928}, {9369, 64673}, {9709, 70743}, {9812, 64126}, {10449, 18398}, {10458, 62636}, {10459, 17480}, {10529, 30543}, {10580, 31995}, {10980, 11679}, {11020, 20880}, {11680, 20256}, {14996, 17150}, {15523, 17232}, {16020, 26065}, {16352, 70387}, {16468, 71518}, {16484, 32934}, {16703, 17169}, {16710, 17187}, {16816, 32864}, {16817, 62858}, {16824, 62874}, {16825, 32913}, {16830, 62833}, {17017, 17379}, {17022, 49446}, {17024, 70482}, {17025, 19717}, {17026, 27478}, {17032, 31348}, {17117, 17156}, {17122, 32920}, {17123, 32935}, {17124, 32927}, {17125, 32938}, {17147, 29814}, {17236, 69294}, {17278, 33118}, {17300, 33088}, {17347, 41002}, {17349, 32912}, {17358, 29677}, {17375, 32852}, {17383, 29647}, {17591, 43223}, {17594, 62300}, {17596, 29651}, {17598, 50302}, {17725, 58443}, {17740, 29839}, {17777, 26105}, {17789, 58628}, {17868, 21328}, {17889, 29655}, {18134, 25557}, {18139, 33089}, {18193, 24627}, {18201, 32916}, {18230, 70092}, {19284, 36565}, {19785, 29837}, {20012, 49490}, {20037, 66640}, {20286, 72141}, {20358, 31997}, {20598, 26107}, {20892, 70501}, {21197, 23655}, {21255, 39597}, {21345, 63493}, {21454, 63140}, {22060, 23407}, {22184, 71975}, {22232, 23524}, {24169, 29659}, {24174, 59299}, {24217, 48643}, {24231, 27184}, {24342, 29652}, {24789, 33121}, {25242, 59217}, {25253, 46934}, {25294, 27798}, {25734, 72051}, {25960, 32856}, {25961, 33162}, {26227, 27003}, {26724, 33114}, {26806, 29840}, {26840, 50295}, {27065, 71793}, {27339, 68761}, {28605, 29824}, {29572, 69295}, {29635, 33147}, {29642, 33167}, {29667, 69251}, {29685, 33125}, {29817, 32929}, {29818, 72201}, {29829, 33150}, {29830, 33168}, {29835, 33131}, {29836, 72027}, {29844, 33109}, {29845, 33143}, {29851, 33161}, {30341, 56386}, {30342, 56385}, {30950, 32925}, {31019, 69134}, {31137, 51060}, {31197, 59596}, {31999, 68751}, {32778, 49676}, {32842, 63056}, {32845, 62849}, {32914, 37683}, {32926, 37674}, {32945, 62869}, {33069, 69252}, {33120, 69253}, {34064, 49453}, {35652, 49525}, {36534, 62814}, {36634, 71634}, {37090, 54326}, {37677, 71184}, {38314, 62840}, {40022, 70103}, {41011, 50128}, {41242, 71982}, {41269, 63055}, {41711, 71926}, {42029, 58560}, {42057, 49474}, {44307, 49447}, {44446, 52653}, {46897, 59298}, {46938, 71117}, {49448, 71977}, {49466, 63139}, {49517, 72054}, {50023, 62841}, {50310, 63134}, {50756, 71919}, {51706, 69279}, {51863, 71900}, {53336, 69728}, {56010, 71520}, {58571, 72193}, {59306, 71456}, {59597, 61158}, {62230, 67964}, {62815, 63131}, {62863, 71929}, {63074, 68958}, {64010, 71928}, {64070, 71931}, {65112, 71984}, {67207, 72088}, {67335, 71478}, {69296, 71999}, {69568, 71600}
X(72303) = reflection of X(i) in X(j) for these {i,j}: {41839, 26102}, {59296, 19804}
X(72303) = isotomic conjugate of X(56239)
X(72303) = X(i)-anticomplementary conjugate of X(j) for these (i,j): {56042, 69}, {56222, 1330}
X(72303) = X(31)-isoconjugate of X(56239)
X(72303) = X(2)-Dao conjugate of X(56239)
X(72303) = barycentric quotient X(2)/X(56239)
X(72303) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 24165, 3210}, {2, 17140, 24349}, {2, 17154, 7226}, {2, 17165, 27538}, {2, 24349, 32937}, {2, 31302, 756}, {57, 3757, 71477}, {75, 354, 10453}, {244, 32771, 2}, {312, 3742, 30947}, {614, 894, 70481}, {748, 32940, 17350}, {982, 24325, 2}, {1215, 17063, 2}, {3681, 24589, 26038}, {3720, 17155, 192}, {3742, 49483, 312}, {3848, 3967, 30829}, {3873, 4359, 8}, {3896, 62866, 3241}, {4038, 32921, 58820}, {4651, 17146, 4430}, {4883, 42051, 49470}, {5284, 32933, 71524}, {7292, 26223, 70485}, {16825, 32913, 37652}, {17018, 17495, 4734}, {17063, 31178, 1215}, {17123, 32935, 70742}, {17165, 27538, 32937}, {24325, 42053, 982}, {24349, 27538, 17165}, {25502, 49532, 3971}, {25557, 69091, 18134}, {28605, 29824, 70152}, {29843, 48627, 3914}, {32860, 62867, 145}, {32924, 62821, 4393}, {62814, 71979, 36534}
X(72304) lies on these lines: {1, 17495}, {2, 38}, {6, 68958}, {7, 17491}, {8, 3881}, {10, 17449}, {75, 29824}, {86, 69078}, {142, 3006}, {192, 72148}, {274, 20247}, {321, 3742}, {354, 3696}, {443, 36500}, {518, 17146}, {726, 30950}, {740, 17450}, {750, 20045}, {870, 7192}, {873, 55026}, {894, 7292}, {899, 49479}, {940, 17150}, {985, 70933}, {1001, 4427}, {1125, 3977}, {1150, 4860}, {1441, 3660}, {1621, 65166}, {1638, 65660}, {1647, 25385}, {1738, 29835}, {3210, 27804}, {3216, 6532}, {3218, 16823}, {3220, 26261}, {3240, 24620}, {3242, 71983}, {3305, 71793}, {3306, 26227}, {3315, 5263}, {3616, 3743}, {3624, 56318}, {3664, 49987}, {3689, 72078}, {3705, 27186}, {3706, 58560}, {3720, 3993}, {3739, 3999}, {3757, 27003}, {3833, 4692}, {3834, 48647}, {3836, 31079}, {3873, 4651}, {3874, 6533}, {3891, 37674}, {3892, 4714}, {3896, 4883}, {3902, 5049}, {3927, 27595}, {3936, 25557}, {3966, 20290}, {3989, 25501}, {3995, 17155}, {3996, 62863}, {4000, 29829}, {4038, 32924}, {4358, 49483}, {4361, 17162}, {4363, 24403}, {4388, 26842}, {4393, 70955}, {4413, 17780}, {4414, 24331}, {4418, 29820}, {4423, 32933}, {4430, 59296}, {4442, 7263}, {4487, 4731}, {4576, 51314}, {4661, 26038}, {4666, 32929}, {4670, 68756}, {4671, 30947}, {4675, 33070}, {4699, 25295}, {4709, 50001}, {4751, 71456}, {4781, 61155}, {4809, 53343}, {4850, 29822}, {4968, 5439}, {4972, 40688}, {4981, 21342}, {5057, 7321}, {5211, 26806}, {5249, 69134}, {5268, 71794}, {5271, 10980}, {5272, 26223}, {5284, 32939}, {5524, 72092}, {5880, 21282}, {6377, 72147}, {7191, 70482}, {8025, 17017}, {8620, 16604}, {9345, 32921}, {9776, 28599}, {10009, 53363}, {10453, 17163}, {11115, 28082}, {11680, 53566}, {14829, 65112}, {15569, 69539}, {15668, 17142}, {16484, 32845}, {16610, 46897}, {16684, 69019}, {16704, 16825}, {16709, 64524}, {16739, 39734}, {16826, 31348}, {16998, 70908}, {17018, 17490}, {17024, 70484}, {17025, 17379}, {17077, 68761}, {17122, 32923}, {17123, 32940}, {17124, 32920}, {17125, 32935}, {17169, 33945}, {17175, 24166}, {17234, 33089}, {17277, 62235}, {17278, 33114}, {17300, 32842}, {17597, 71979}, {17740, 29830}, {18139, 69091}, {18169, 39747}, {18201, 32917}, {18743, 71117}, {19717, 29821}, {19742, 32913}, {19998, 49490}, {20011, 62867}, {20042, 24693}, {21271, 50362}, {21805, 49491}, {23958, 71476}, {24046, 26115}, {24169, 29685}, {24199, 26015}, {24231, 26580}, {24799, 51615}, {24988, 49524}, {25502, 32925}, {25531, 41242}, {25960, 33103}, {25961, 33169}, {26037, 62865}, {26234, 69017}, {26235, 70103}, {26724, 33121}, {26812, 63497}, {27478, 70940}, {28612, 50190}, {29655, 69253}, {29686, 59628}, {29817, 32932}, {29818, 72204}, {29823, 50302}, {29836, 72029}, {29837, 33150}, {29843, 33131}, {29844, 71989}, {29845, 33147}, {29851, 33167}, {30942, 31025}, {31017, 49676}, {31037, 33069}, {31071, 70906}, {32860, 49678}, {32914, 37639}, {32922, 37633}, {33108, 69715}, {33134, 48627}, {35312, 60720}, {35595, 62222}, {36494, 42720}, {36565, 56768}, {37632, 68963}, {41847, 71415}, {42051, 49461}, {42697, 53381}, {42871, 71927}, {44841, 63131}, {45222, 62821}, {48571, 70936}, {49462, 70995}, {49474, 72163}, {49493, 62227}, {49498, 72161}, {49499, 63961}, {49529, 71102}, {49532, 64178}, {49715, 60706}, {51055, 62296}, {51706, 69280}, {52716, 69699}, {58451, 72057}, {61186, 64133}, {62814, 71981}, {64010, 72160}, {69296, 72001}
X(72304) = reflection of X(31035) in X(30950)
X(72304) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 17495, 64161}, {2, 17140, 17165}, {2, 17154, 984}, {2, 20068, 756}, {2, 24349, 3952}, {2, 31302, 9330}, {75, 64149, 29824}, {244, 24325, 2}, {354, 4359, 17135}, {756, 42055, 20068}, {894, 7292, 70483}, {3210, 29814, 27804}, {3218, 16823, 71478}, {3720, 24165, 17147}, {3739, 3999, 46909}, {3757, 27003, 71479}, {3873, 19804, 4651}, {3881, 28611, 8}, {3952, 17140, 24349}, {3952, 24349, 17165}, {4361, 71933, 17162}, {5211, 26806, 33112}, {17063, 32771, 2}, {17155, 26102, 3995}, {17740, 38053, 29830}, {49676, 69252, 31017}
X(72305) lies on these lines: {1, 26688}, {2, 38}, {8, 3884}, {10, 25253}, {37, 25277}, {42, 31035}, {43, 3995}, {45, 53338}, {55, 17780}, {75, 71117}, {210, 4358}, {312, 4651}, {321, 3740}, {329, 17491}, {344, 71013}, {392, 4723}, {518, 72057}, {748, 20045}, {899, 3971}, {908, 69250}, {960, 52353}, {976, 56983}, {1150, 3715}, {1376, 4427}, {1621, 3699}, {1639, 65660}, {1698, 56318}, {1757, 37639}, {1961, 19717}, {1997, 64153}, {2664, 31036}, {2886, 30566}, {3006, 3452}, {3216, 4075}, {3219, 5205}, {3240, 3725}, {3242, 71982}, {3290, 69505}, {3305, 26227}, {3306, 71793}, {3617, 19582}, {3661, 71030}, {3681, 18743}, {3687, 69301}, {3697, 3702}, {3701, 5044}, {3706, 58629}, {3711, 71929}, {3717, 69134}, {3720, 4090}, {3742, 17146}, {3745, 41241}, {3748, 72077}, {3757, 35595}, {3764, 27036}, {3782, 24988}, {3816, 4126}, {3823, 48646}, {3846, 31079}, {3873, 30829}, {3876, 17751}, {3890, 44720}, {3891, 37679}, {3896, 35652}, {3898, 4738}, {3914, 59684}, {3920, 70483}, {3932, 5741}, {3935, 72059}, {3967, 4359}, {3969, 4023}, {3974, 63003}, {3977, 20103}, {3979, 72087}, {4080, 17889}, {4134, 49999}, {4135, 4937}, {4383, 17150}, {4387, 71927}, {4388, 60459}, {4413, 32933}, {4423, 59597}, {4424, 59669}, {4430, 30947}, {4487, 5919}, {4517, 20352}, {4645, 26792}, {4656, 59686}, {4661, 17145}, {4671, 4903}, {4679, 5014}, {4687, 71456}, {4696, 25917}, {4737, 71730}, {4742, 71723}, {4756, 9342}, {4767, 5284}, {4849, 50778}, {4981, 30818}, {5084, 36500}, {5220, 71984}, {5233, 32862}, {5268, 26223}, {5271, 30393}, {5272, 71794}, {5285, 26262}, {5293, 11319}, {5297, 27064}, {5316, 63147}, {5743, 69296}, {6327, 31018}, {6382, 41314}, {6686, 46901}, {7033, 27807}, {7035, 55026}, {7081, 27065}, {7308, 59599}, {8270, 28996}, {8580, 56082}, {8582, 52354}, {8620, 63481}, {9350, 32934}, {9458, 17596}, {9564, 58818}, {9780, 17164}, {10327, 18228}, {10453, 46938}, {11681, 27690}, {16569, 17495}, {16704, 29649}, {16788, 30729}, {17122, 32938}, {17123, 32927}, {17124, 32935}, {17125, 32920}, {17126, 70742}, {17142, 17259}, {17155, 62711}, {17162, 71932}, {17184, 62673}, {17260, 71459}, {17335, 71415}, {17338, 29681}, {17763, 19742}, {17777, 33110}, {18137, 40607}, {18140, 20247}, {18142, 40216}, {19998, 32915}, {20011, 21805}, {20347, 30758}, {20892, 58693}, {21093, 69253}, {21271, 56249}, {21282, 24703}, {21827, 72144}, {22016, 58655}, {24589, 58451}, {25006, 62297}, {25120, 27136}, {25290, 71897}, {25294, 27811}, {25295, 27268}, {25531, 62814}, {25568, 29830}, {25734, 64112}, {25960, 33165}, {25961, 33101}, {26030, 59666}, {26037, 31025}, {26038, 28605}, {26073, 33102}, {26094, 67979}, {26791, 33107}, {27003, 62222}, {27045, 30584}, {27131, 29641}, {29674, 31037}, {29687, 31017}, {29815, 70485}, {29823, 70942}, {29844, 72044}, {29872, 30867}, {30568, 32929}, {30957, 49448}, {31086, 70906}, {32860, 62227}, {32922, 37687}, {32926, 37680}, {32936, 56009}, {33090, 53672}, {33093, 63002}, {36863, 40087}, {37762, 59491}, {40998, 49991}, {41242, 71981}, {44307, 46897}, {46904, 72054}, {49514, 70999}, {49992, 59718}, {53363, 59518}, {56185, 70160}, {56881, 68345}, {59547, 62660}, {60423, 69251}, {61155, 71529}, {62236, 72160}, {62659, 71489}, {62706, 68350}, {62838, 72053}, {62862, 72079}, {67209, 72089}, {68963, 71562}, {69252, 69297}
X(72305) = barycentric product X(3952)*X(26775)
X(72305) = barycentric quotient X(26775)/X(7192)
X(72305) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 3952, 17165}, {2, 17154, 17063}, {2, 20068, 244}, {2, 27538, 3952}, {2, 32937, 17140}, {38, 24003, 2}, {42, 59517, 31035}, {43, 3995, 64161}, {43, 64178, 3995}, {210, 4358, 17135}, {210, 59506, 4358}, {244, 42054, 20068}, {312, 63961, 4651}, {756, 59511, 2}, {899, 3971, 17147}, {3219, 5205, 71479}, {3240, 41839, 27804}, {3681, 18743, 29824}, {3740, 4009, 321}, {3842, 31264, 2}, {3846, 69298, 31079}, {3876, 46937, 17751}, {3891, 37679, 68958}, {3914, 59684, 71102}, {3952, 17140, 32937}, {3967, 61686, 4359}, {3992, 10176, 8}, {4096, 24003, 38}, {4671, 59296, 17163}, {4756, 9342, 32939}, {4903, 59296, 4671}, {5044, 59582, 3701}, {5205, 72055, 3219}, {5297, 27064, 70482}, {7081, 27065, 71478}, {16569, 32925, 17495}, {17140, 32937, 17165}, {25917, 59577, 4696}, {29687, 69299, 31017}, {30568, 67097, 32929}, {42056, 59511, 756}, {44307, 59596, 46897}
X(72306) lies on these lines: {1, 4234}, {2, 18201}, {6, 24165}, {7, 2887}, {10, 553}, {31, 17140}, {38, 50302}, {45, 25501}, {55, 49479}, {57, 1215}, {63, 24325}, {75, 8033}, {81, 17155}, {171, 24349}, {190, 26102}, {192, 4038}, {244, 26223}, {320, 32778}, {354, 3923}, {518, 3980}, {527, 4703}, {537, 612}, {596, 62805}, {597, 59477}, {614, 4672}, {726, 940}, {740, 62819}, {750, 17165}, {756, 26627}, {894, 982}, {996, 3919}, {1086, 25453}, {1155, 29670}, {1468, 39766}, {1757, 19804}, {1836, 29655}, {1961, 49447}, {1999, 49493}, {2886, 7228}, {3052, 71517}, {3210, 4649}, {3218, 32771}, {3242, 72204}, {3306, 59511}, {3315, 72198}, {3474, 36479}, {3662, 32780}, {3683, 24331}, {3705, 7840}, {3720, 32933}, {3741, 4363}, {3742, 4011}, {3745, 49455}, {3757, 4650}, {3758, 29821}, {3775, 19822}, {3782, 29635}, {3791, 62812}, {3831, 5708}, {3836, 33163}, {3840, 4860}, {3846, 5905}, {3870, 49491}, {3873, 4418}, {3905, 17103}, {3952, 17124}, {3961, 49499}, {3966, 17770}, {3971, 37674}, {3979, 51055}, {3982, 4138}, {3995, 9345}, {3996, 49498}, {3999, 29668}, {4001, 50308}, {4003, 29650}, {4031, 53663}, {4090, 4413}, {4104, 5850}, {4359, 32912}, {4361, 71925}, {4362, 49483}, {4365, 71933}, {4383, 71521}, {4385, 68482}, {4392, 32772}, {4425, 17276}, {4427, 62849}, {4430, 32945}, {4432, 4666}, {4438, 5249}, {4440, 29837}, {4527, 50043}, {4640, 29651}, {4641, 16825}, {4645, 33169}, {4654, 4892}, {4659, 39594}, {4660, 11246}, {4663, 72072}, {4670, 29644}, {4675, 29653}, {4676, 29820}, {4682, 28582}, {4685, 64070}, {4781, 17782}, {4865, 50307}, {4987, 17275}, {5220, 71977}, {5263, 62865}, {5268, 42054}, {5272, 50127}, {5287, 49456}, {5437, 24003}, {5542, 59692}, {5625, 62816}, {5695, 42057}, {5739, 17771}, {5743, 5852}, {5847, 62240}, {5880, 29673}, {6685, 17595}, {7191, 50300}, {7222, 21242}, {7262, 16823}, {7321, 17889}, {8580, 72241}, {8720, 19765}, {9337, 71636}, {9965, 50295}, {10180, 62818}, {11269, 48643}, {14996, 32928}, {16598, 28606}, {17018, 32845}, {17022, 72054}, {17063, 27064}, {17118, 62226}, {17122, 32937}, {17123, 17350}, {17126, 32923}, {17135, 54352}, {17146, 62869}, {17147, 50281}, {17150, 62846}, {17154, 70482}, {17234, 33164}, {17300, 33092}, {17347, 72010}, {17354, 72003}, {17364, 32861}, {17365, 32946}, {17379, 17600}, {17449, 24552}, {17483, 25760}, {17484, 25960}, {17495, 61358}, {17593, 59297}, {17597, 49482}, {17598, 70419}, {17599, 33682}, {17754, 30982}, {17778, 32855}, {18134, 33167}, {18139, 33161}, {19684, 46901}, {19825, 50312}, {20101, 49506}, {20106, 43180}, {20292, 33120}, {21342, 29652}, {23958, 32918}, {24169, 38047}, {24231, 26128}, {24586, 31317}, {24693, 25006}, {24725, 69134}, {24841, 72019}, {25557, 29642}, {25590, 27798}, {25957, 26842}, {25961, 33166}, {26061, 69251}, {26229, 30801}, {26232, 31115}, {26580, 71797}, {26840, 32784}, {27003, 32931}, {27186, 33115}, {28605, 32919}, {28610, 39581}, {29631, 33146}, {29645, 53601}, {29649, 37520}, {29659, 33068}, {29667, 33067}, {29669, 44419}, {29678, 51583}, {29685, 32950}, {29814, 32936}, {29829, 33145}, {29835, 33094}, {29843, 33095}, {29844, 63979}, {29845, 33151}, {30566, 72046}, {30957, 41242}, {31019, 33119}, {31330, 62235}, {32773, 32857}, {32777, 49676}, {32779, 33069}, {32848, 63056}, {32859, 69252}, {32860, 49497}, {32914, 62795}, {32917, 67335}, {32922, 62841}, {32924, 37685}, {32925, 37633}, {32926, 37604}, {32929, 62867}, {32930, 64149}, {32932, 49490}, {32949, 33089}, {33070, 64164}, {33114, 69253}, {33132, 48627}, {33137, 42697}, {34064, 49445}, {34255, 48644}, {35633, 50044}, {37540, 71520}, {37559, 64429}, {37679, 71515}, {41338, 59620}, {41711, 49535}, {42034, 70219}, {42051, 49488}, {42871, 71918}, {49448, 71981}, {49472, 62845}, {49473, 62850}, {49474, 71935}, {49560, 50048}, {49598, 62858}, {49712, 59296}, {50117, 71922}, {50283, 72070}, {50314, 62823}, {50756, 71914}, {62236, 71917}, {62814, 72201}, {62844, 68895}, {62863, 71452}, {64010, 72164}, {67208, 69539}, {67210, 72017}, {69250, 71795}, {69296, 72007}
X(72306) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 32939, 32934}, {2, 32940, 32935}, {75, 32913, 32853}, {81, 17155, 32921}, {171, 24349, 32920}, {244, 26223, 70942}, {894, 982, 25496}, {3218, 32771, 32916}, {3705, 50128, 33097}, {3742, 17351, 4011}, {3873, 4418, 32941}, {4440, 29837, 33154}, {4650, 31178, 3757}, {4672, 42053, 614}, {4697, 42055, 1}, {7321, 33121, 17889}, {17147, 62821, 50281}, {17365, 69091, 32946}, {24165, 71518, 6}, {25557, 44416, 29642}, {26627, 71793, 756}, {26842, 33170, 25957}, {37604, 49532, 32926}, {41242, 65112, 30957}, {49535, 71450, 41711}
X(72307) lies on these lines: {1, 33309}, {2, 18201}, {6, 3971}, {8, 48644}, {9, 1215}, {10, 1836}, {31, 3952}, {37, 23543}, {38, 70942}, {43, 190}, {44, 3967}, {45, 43223}, {55, 4090}, {57, 24003}, {63, 59511}, {81, 64178}, {171, 16995}, {200, 72241}, {210, 3923}, {238, 32920}, {244, 26688}, {312, 1757}, {329, 2887}, {346, 71663}, {518, 4011}, {519, 4387}, {527, 62673}, {537, 614}, {612, 4096}, {645, 69892}, {726, 4383}, {740, 56082}, {748, 17165}, {752, 10327}, {756, 26223}, {846, 17336}, {874, 25287}, {894, 72055}, {899, 32933}, {908, 4438}, {940, 59517}, {982, 62222}, {984, 25496}, {1046, 46937}, {1051, 17393}, {1707, 4434}, {1743, 3791}, {1961, 3758}, {2325, 4028}, {2345, 70972}, {3052, 59597}, {3175, 49488}, {3187, 3994}, {3219, 32916}, {3240, 32936}, {3242, 72206}, {3305, 24325}, {3416, 69297}, {3434, 49693}, {3550, 3699}, {3681, 32930}, {3683, 29670}, {3711, 71450}, {3717, 4865}, {3731, 10180}, {3740, 3980}, {3741, 5220}, {3750, 71524}, {3751, 30568}, {3765, 58287}, {3772, 21093}, {3773, 5739}, {3790, 32861}, {3831, 3927}, {3836, 5905}, {3846, 31018}, {3870, 4432}, {3920, 50300}, {3932, 32946}, {3944, 33118}, {3961, 4676}, {3985, 69218}, {3992, 49500}, {3995, 50281}, {4009, 4641}, {4075, 62805}, {4082, 5847}, {4104, 17355}, {4112, 5526}, {4126, 63979}, {4134, 48863}, {4135, 71921}, {4203, 52923}, {4252, 59598}, {4292, 59685}, {4358, 32912}, {4361, 4942}, {4363, 71977}, {4365, 71932}, {4388, 33165}, {4415, 25453}, {4417, 33164}, {4418, 63961}, {4422, 29642}, {4423, 49479}, {4425, 38047}, {4429, 33099}, {4439, 33088}, {4473, 29839}, {4640, 59596}, {4649, 41839}, {4650, 5205}, {4655, 17781}, {4661, 32943}, {4663, 35652}, {4666, 49491}, {4671, 32864}, {4679, 29655}, {4682, 71638}, {4683, 29679}, {4685, 5695}, {4693, 20012}, {4697, 5268}, {4734, 25269}, {4753, 17156}, {4756, 32911}, {4759, 71520}, {4854, 50287}, {4863, 49697}, {4883, 72096}, {4892, 28609}, {4903, 37683}, {4937, 71916}, {4970, 17262}, {5057, 33117}, {5233, 33167}, {5256, 49456}, {5272, 42055}, {5687, 70741}, {5741, 33161}, {5852, 72001}, {6048, 63996}, {6327, 69298}, {6646, 33174}, {6686, 17595}, {6745, 59544}, {7081, 7262}, {7226, 32944}, {9316, 62669}, {9352, 9458}, {10453, 49712}, {11814, 17728}, {14997, 32924}, {15254, 29651}, {15481, 44417}, {16468, 32926}, {16569, 32939}, {16885, 72208}, {17017, 41241}, {17123, 24349}, {17125, 17140}, {17127, 32927}, {17155, 37680}, {17261, 17592}, {17276, 24169}, {17279, 33064}, {17280, 33084}, {17281, 21085}, {17339, 33158}, {17347, 33085}, {17352, 33147}, {17353, 26128}, {17354, 32783}, {17449, 71982}, {17483, 25961}, {17484, 25957}, {17593, 59298}, {17594, 25728}, {17598, 31302}, {17599, 49520}, {17766, 30615}, {17772, 63009}, {17777, 33141}, {17793, 56507}, {18743, 32913}, {19742, 71117}, {20942, 70219}, {21060, 59579}, {21077, 59639}, {21805, 32929}, {24165, 37679}, {24703, 29673}, {24725, 69250}, {25079, 62858}, {25760, 26792}, {25960, 33170}, {26061, 26580}, {26098, 27549}, {26227, 71630}, {26265, 30801}, {26685, 33144}, {27065, 32771}, {27131, 33119}, {27184, 33159}, {29641, 33096}, {29652, 49515}, {29662, 30566}, {29674, 33066}, {29687, 32859}, {29818, 72022}, {29820, 49499}, {29821, 49447}, {29828, 59624}, {29850, 33151}, {30578, 33142}, {30957, 62235}, {31034, 69295}, {31035, 62821}, {31053, 33115}, {31330, 41242}, {32777, 69299}, {32843, 32862}, {32848, 63010}, {32852, 69301}, {32855, 63002}, {32915, 49497}, {32928, 63074}, {32942, 49448}, {33065, 33157}, {33092, 62998}, {33114, 69173}, {33137, 56084}, {37674, 71518}, {40998, 49529}, {41711, 71414}, {42057, 64070}, {42819, 72090}, {49470, 72081}, {49474, 71931}, {49498, 72160}, {49536, 64162}, {50283, 72065}, {50752, 66465}, {50756, 63060}, {51902, 56312}, {51949, 69901}, {59637, 60912}, {59666, 69227}, {60353, 69493}, {62236, 71452}, {62659, 72205}, {62862, 72092}, {62865, 71980}, {62866, 72098}, {64010, 72161}, {67208, 72052}, {67210, 72018}, {69024, 71641}, {69134, 71795}, {69233, 70946}, {69251, 71797}, {69296, 72008}, {70520, 71637}, {70677, 72245}
X(72307) = barycentric product X(i)*X(j) for these {i,j}: {75, 69228}, {190, 47835}
X(72307) = barycentric quotient X(i)/X(j) for these {i,j}: {47835, 514}, {69228, 1}
X(72307) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 32938, 32935}, {43, 190, 32934}, {44, 3967, 4362}, {238, 32937, 32920}, {312, 1757, 32853}, {756, 26223, 50302}, {984, 27064, 25496}, {3052, 59597, 70841}, {3219, 32931, 32916}, {3681, 32930, 32941}, {3740, 17351, 3980}, {3971, 71515, 6}, {3995, 61358, 50281}, {4009, 4641, 29649}, {4096, 4672, 612}, {4697, 42056, 5268}, {4756, 32911, 32925}, {5268, 50127, 4697}, {17350, 27538, 171}, {21060, 59579, 59692}, {26688, 71793, 244}, {26792, 33166, 25760}, {31018, 33163, 3846}, {31302, 70485, 17598}, {32911, 32925, 32921}, {32937, 70742, 238}, {59517, 71521, 940}
X(72307) lies on these lines: {1, 16393}, {2, 18201}, {7, 25760}, {8, 54352}, {10, 62235}, {11, 7228}, {38, 16830}, {57, 29828}, {75, 32919}, {81, 24165}, {86, 46901}, {100, 49479}, {142, 33115}, {171, 17140}, {190, 30950}, {192, 9345}, {244, 894}, {320, 69252}, {321, 70219}, {354, 4418}, {537, 5297}, {553, 33067}, {596, 37559}, {726, 37633}, {750, 24349}, {896, 16823}, {940, 17155}, {942, 54331}, {982, 32772}, {984, 26627}, {1054, 46897}, {1086, 29631}, {1125, 26729}, {1203, 64431}, {1215, 27003}, {1757, 24589}, {2094, 39581}, {2887, 26842}, {3120, 7321}, {3210, 62821}, {3218, 24325}, {3306, 32931}, {3315, 49482}, {3685, 17450}, {3689, 72092}, {3720, 32936}, {3742, 32930}, {3782, 29845}, {3836, 33170}, {3840, 65112}, {3846, 17483}, {3873, 3980}, {3891, 37604}, {3920, 42055}, {3923, 64149}, {3935, 49491}, {3937, 17049}, {4003, 4670}, {4038, 17147}, {4090, 9342}, {4359, 32864}, {4361, 71924}, {4363, 4860}, {4365, 71930}, {4392, 50302}, {4427, 16484}, {4438, 27186}, {4649, 17495}, {4663, 72070}, {4672, 7292}, {4675, 29643}, {4697, 7191}, {4849, 72098}, {4871, 41242}, {5205, 31161}, {5241, 5852}, {5249, 33119}, {5263, 17449}, {5563, 69903}, {5695, 72163}, {5880, 33120}, {5905, 25960}, {6173, 29857}, {8025, 17600}, {8033, 71447}, {8720, 64415}, {9335, 70942}, {9347, 49455}, {9352, 29670}, {9776, 25961}, {11246, 32947}, {11269, 42697}, {13243, 45305}, {14996, 32921}, {16477, 68958}, {16825, 62795}, {17021, 49456}, {17063, 26223}, {17122, 17165}, {17124, 32937}, {17125, 17350}, {17146, 49675}, {17234, 33161}, {17300, 32848}, {17347, 72012}, {17354, 72005}, {17365, 32843}, {17490, 61358}, {17591, 19684}, {17593, 29822}, {17597, 72201}, {17598, 70482}, {17754, 31005}, {17763, 37520}, {17771, 37656}, {17779, 70992}, {18139, 33167}, {19804, 32912}, {20132, 31348}, {20292, 29655}, {21454, 26034}, {23958, 32916}, {24231, 32775}, {24331, 62838}, {24342, 46909}, {24436, 26261}, {24594, 62711}, {24602, 31317}, {24715, 29835}, {24725, 50128}, {25501, 33761}, {25557, 29632}, {26102, 32933}, {26227, 31178}, {26229, 30800}, {26250, 31115}, {26838, 26969}, {26840, 69294}, {29635, 33146}, {29639, 50116}, {29640, 51583}, {29685, 33068}, {29814, 32934}, {29818, 72016}, {29829, 33149}, {29832, 50301}, {29837, 33145}, {29843, 33094}, {29844, 72225}, {29850, 40688}, {29851, 44416}, {30579, 60690}, {30767, 31071}, {30980, 53564}, {31079, 31151}, {31136, 68999}, {32779, 49676}, {32780, 69251}, {32844, 50307}, {32855, 63056}, {32860, 49495}, {32911, 71518}, {32925, 37674}, {32932, 62867}, {32949, 69091}, {33071, 64164}, {33072, 50743}, {33097, 69134}, {33121, 69253}, {33128, 48627}, {33153, 58443}, {35596, 50297}, {36480, 62868}, {37680, 71521}, {37687, 71515}, {41711, 71917}, {42057, 64010}, {42871, 71451}, {46904, 62300}, {46918, 50315}, {48863, 71568}, {49448, 71983}, {49474, 71933}, {49498, 71927}, {49535, 62236}, {50756, 71913}, {51055, 67207}, {58583, 71423}, {62814, 72204}, {62863, 71918}, {62865, 71979}, {64070, 72161}, {66151, 71792}, {67210, 72019}, {69296, 72009}
X(72307) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 32940, 32938}, {57, 32771, 32918}, {81, 24165, 32924}, {171, 17140, 32923}, {244, 894, 32944}, {354, 4418, 32943}, {750, 24349, 32927}, {940, 17155, 32928}, {3218, 24325, 32917}, {3720, 32939, 32936}, {3873, 3980, 32945}, {4359, 32913, 32864}, {4363, 4860, 30942}, {4697, 42053, 7191}, {9776, 33163, 25961}, {37520, 49483, 17763}
X(72308) lies on these lines: {1, 41241}, {2, 18201}, {6, 64178}, {9, 2225}, {10, 3245}, {31, 27538}, {36, 6789}, {43, 32936}, {44, 4009}, {81, 59517}, {149, 49693}, {190, 899}, {191, 59666}, {210, 32930}, {238, 3952}, {239, 3994}, {244, 62222}, {312, 32864}, {320, 70877}, {329, 25957}, {484, 59669}, {527, 60423}, {537, 7292}, {645, 70443}, {678, 72056}, {726, 4756}, {748, 32923}, {750, 17350}, {752, 60459}, {756, 16830}, {896, 5205}, {902, 3699}, {908, 33115}, {982, 26688}, {984, 32944}, {1155, 9458}, {1203, 4075}, {1215, 27065}, {1621, 4090}, {1757, 4358}, {1914, 71641}, {2177, 71524}, {2887, 26792}, {3218, 24003}, {3219, 32918}, {3305, 32771}, {3452, 33119}, {3681, 4011}, {3683, 59596}, {3685, 21805}, {3711, 71451}, {3712, 4370}, {3715, 31330}, {3717, 32844}, {3740, 4418}, {3748, 72091}, {3757, 71630}, {3773, 37656}, {3836, 17484}, {3846, 33166}, {3871, 70741}, {3876, 54331}, {3920, 4096}, {3923, 63961}, {3932, 32843}, {3935, 4432}, {3943, 14459}, {3961, 72057}, {3967, 32914}, {3971, 32911}, {3975, 58287}, {4023, 17340}, {4062, 17264}, {4126, 72231}, {4365, 71931}, {4383, 32924}, {4387, 72162}, {4388, 69298}, {4414, 17336}, {4415, 29850}, {4422, 29632}, {4427, 56009}, {4438, 27131}, {4439, 32842}, {4641, 59506}, {4649, 31035}, {4663, 72065}, {4664, 67211}, {4672, 5297}, {4679, 33120}, {4693, 19998}, {4703, 29679}, {4716, 62227}, {4759, 4767}, {4871, 62235}, {4880, 49993}, {4883, 72098}, {4886, 6535}, {4903, 37652}, {4937, 50756}, {4938, 17310}, {5121, 26272}, {5220, 30942}, {5233, 33161}, {5695, 72161}, {5741, 33164}, {5905, 25961}, {6685, 33761}, {7191, 42054}, {7226, 70942}, {9330, 50302}, {9364, 62669}, {14997, 32921}, {15481, 30818}, {16569, 32933}, {16823, 31161}, {16885, 72202}, {17011, 72054}, {17012, 49456}, {17063, 71793}, {17123, 17165}, {17125, 24349}, {17155, 37679}, {17261, 46904}, {17279, 33065}, {17280, 69300}, {17339, 33156}, {17347, 72007}, {17351, 61686}, {17352, 33143}, {17353, 32775}, {17354, 72002}, {17449, 25531}, {17491, 31151}, {17777, 33136}, {17779, 69539}, {17781, 33067}, {18228, 25960}, {18743, 32912}, {21093, 33129}, {23343, 69701}, {24165, 37687}, {24325, 35595}, {24697, 26251}, {24703, 33117}, {24709, 26015}, {24715, 71102}, {24988, 32857}, {25591, 41229}, {25760, 31018}, {26580, 33159}, {29687, 33066}, {29824, 49712}, {29827, 51297}, {29857, 31142}, {30566, 33140}, {30568, 32915}, {30578, 33139}, {30947, 54352}, {31289, 33148}, {32848, 63002}, {32860, 56082}, {32861, 69301}, {33075, 69297}, {33092, 63010}, {33096, 69250}, {33118, 69173}, {33157, 69299}, {33888, 70910}, {35992, 52923}, {37633, 71521}, {41711, 72159}, {41839, 61358}, {42819, 72092}, {49448, 71978}, {49478, 72097}, {49709, 49996}, {49710, 49994}, {49995, 62231}, {59685, 64002}, {62236, 71414}, {62659, 72197}, {62846, 71635}, {62865, 71982}, {62875, 67066}, {62998, 69295}, {64070, 72163}, {67210, 72020}, {68750, 71869}, {68754, 71444}, {69296, 72010}, {70520, 72051}
X(72308) = midpoint of X(4756) and X(37680)
X(72308) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 32938, 32940}, {9, 32931, 32917}, {44, 4009, 17763}, {190, 899, 32845}, {210, 32930, 32945}, {238, 3952, 32927}, {748, 32937, 32923}, {756, 27064, 32772}, {1757, 4358, 32919}, {3219, 59511, 32918}, {3681, 4011, 32943}, {3971, 32911, 32928}, {4383, 32925, 32924}, {4432, 72241, 3935}, {4672, 42056, 5297}, {4759, 70841, 70834}, {4767, 70834, 70841}, {17781, 62673, 33067}, {18228, 33163, 25960}, {27064, 72055, 756}, {27538, 70742, 31}, {59517, 71515, 81}
X(72309) lies on these lines: {1, 42053}, {2, 18201}, {7, 3846}, {10, 5708}, {38, 26627}, {57, 24325}, {86, 17591}, {142, 4438}, {190, 25502}, {200, 49491}, {244, 25496}, {354, 3980}, {537, 5268}, {553, 4655}, {612, 42055}, {614, 4697}, {726, 37674}, {750, 17140}, {894, 17063}, {940, 24165}, {982, 50302}, {1086, 29635}, {1125, 59544}, {1155, 29651}, {1215, 3306}, {1376, 49479}, {2094, 50297}, {3210, 4038}, {3315, 72201}, {3338, 49598}, {3689, 72090}, {3720, 32934}, {3741, 4860}, {3742, 3923}, {3771, 25557}, {3773, 18141}, {3816, 7228}, {3836, 9776}, {3840, 4363}, {3848, 17351}, {3928, 59624}, {3944, 7321}, {3999, 29652}, {4003, 29644}, {4138, 60980}, {4359, 32853}, {4361, 71922}, {4362, 37520}, {4383, 71518}, {4418, 64149}, {4432, 10582}, {4640, 24331}, {4649, 17490}, {4650, 16823}, {4651, 54352}, {4670, 29650}, {4672, 5272}, {4675, 29671}, {4682, 49455}, {4847, 24693}, {4849, 72096}, {4974, 62812}, {5437, 59511}, {5880, 29655}, {6682, 10436}, {6685, 70256}, {7081, 31178}, {9335, 32944}, {9345, 17147}, {10980, 50314}, {14555, 17771}, {14996, 32924}, {17022, 49456}, {17122, 24349}, {17124, 17165}, {17155, 37633}, {17234, 33167}, {17300, 32855}, {17449, 71979}, {17450, 32929}, {17483, 25960}, {17495, 62821}, {17592, 62300}, {17595, 43223}, {17597, 72204}, {17598, 70484}, {17723, 23812}, {17728, 25385}, {17772, 63057}, {19804, 32913}, {21342, 36480}, {21454, 50295}, {23958, 32917}, {24167, 43531}, {24239, 50116}, {24260, 28600}, {24589, 32912}, {24715, 29843}, {24850, 64675}, {25453, 40688}, {25760, 26842}, {25961, 33170}, {26037, 62235}, {26038, 49712}, {26040, 49693}, {26065, 31289}, {26102, 32939}, {26806, 33111}, {27003, 32771}, {27186, 33119}, {29649, 49483}, {29661, 51583}, {29814, 32845}, {29818, 72017}, {29837, 33149}, {29840, 50301}, {29844, 72228}, {29845, 33146}, {30746, 31071}, {30942, 65112}, {30950, 32933}, {32922, 37604}, {33096, 50128}, {33135, 48627}, {33144, 58443}, {37540, 71517}, {37679, 71521}, {37682, 59517}, {38000, 40328}, {38476, 70499}, {39581, 65384}, {42029, 70219}, {42697, 48643}, {42871, 71450}, {49457, 62823}, {49474, 71930}, {49484, 58560}, {49497, 62819}, {49498, 71926}, {50313, 62673}, {50608, 67301}, {62805, 64431}, {62863, 71451}, {62865, 71981}, {64010, 72163}, {67210, 72021}, {69296, 72011}
X(72309) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {57, 24325, 32916}, {354, 3980, 32941}, {614, 4697, 50300}, {750, 17140, 32920}, {894, 17063, 70942}, {940, 24165, 32921}, {3210, 4038, 50281}, {10436, 18193, 6682}
X(72310) lies on these lines: {1, 4096}, {2, 18201}, {6, 59517}, {9, 1755}, {10, 381}, {38, 26688}, {44, 29649}, {45, 6685}, {63, 24003}, {171, 70742}, {190, 16569}, {200, 4432}, {210, 4011}, {238, 27538}, {329, 3836}, {497, 49693}, {516, 59684}, {537, 5272}, {612, 42056}, {614, 42054}, {726, 37679}, {740, 30568}, {748, 3952}, {756, 25496}, {846, 72053}, {899, 32934}, {940, 71515}, {984, 70942}, {1001, 4090}, {1215, 3305}, {1757, 18743}, {2887, 31018}, {2999, 49456}, {3052, 4759}, {3295, 70741}, {3452, 4438}, {3699, 8616}, {3711, 71918}, {3715, 3741}, {3730, 59690}, {3740, 3923}, {3748, 72089}, {3771, 4422}, {3773, 14555}, {3840, 5220}, {3846, 18228}, {3870, 72241}, {3927, 46827}, {3938, 72057}, {3966, 69297}, {3967, 16825}, {3971, 4383}, {3980, 61686}, {4009, 4362}, {4135, 4361}, {4358, 32853}, {4387, 4685}, {4427, 9350}, {4527, 42032}, {4655, 62673}, {4672, 5268}, {4679, 29673}, {4693, 59295}, {4753, 39594}, {4756, 17155}, {4903, 17349}, {4942, 50117}, {4952, 49696}, {5205, 7262}, {5233, 33164}, {5256, 72054}, {5311, 41241}, {5625, 25430}, {6679, 26685}, {7308, 24325}, {8167, 49479}, {8669, 59598}, {9330, 32772}, {10164, 15828}, {10582, 49491}, {12572, 59685}, {14997, 32928}, {15254, 29670}, {15601, 59599}, {16885, 71489}, {17063, 62222}, {17122, 17350}, {17123, 32937}, {17125, 17165}, {17279, 69299}, {17336, 17596}, {17338, 33130}, {17339, 33160}, {17347, 72009}, {17351, 58451}, {17352, 33152}, {17354, 72004}, {17484, 25961}, {17717, 26791}, {17771, 18141}, {17772, 63037}, {17777, 32865}, {17781, 60423}, {18193, 58467}, {20103, 59544}, {21093, 24789}, {24892, 30566}, {24988, 33098}, {25079, 41229}, {25531, 62865}, {25957, 26792}, {25960, 33166}, {26037, 41242}, {26065, 58443}, {27064, 50302}, {27065, 32931}, {27131, 33115}, {29668, 49515}, {29818, 72024}, {30393, 50314}, {30746, 31086}, {30829, 32913}, {31035, 61358}, {31289, 33144}, {32771, 35595}, {32911, 64178}, {32919, 46938}, {32924, 63096}, {32925, 37680}, {32930, 63961}, {32939, 62711}, {33092, 63002}, {33094, 71102}, {35652, 49488}, {36845, 49701}, {37559, 64437}, {37674, 71521}, {41839, 50281}, {46937, 68482}, {48643, 56084}, {49448, 71980}, {49478, 72095}, {49484, 58629}, {51090, 59686}, {59572, 59665}, {59597, 71520}, {59669, 69226}, {60714, 71524}, {62236, 72159}, {62862, 72091}, {62866, 72097}, {63010, 69295}, {67210, 72022}, {67211, 72052}, {69296, 72012}
X(72310) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {9, 59511, 32916}, {44, 59506, 29649}, {210, 4011, 32941}, {748, 3952, 32920}, {3971, 4383, 32921}, {4756, 37687, 17155}, {15254, 59596, 29670}
X(72311) lies on these lines: {1, 75}, {2, 17598}, {6, 49479}, {7, 752}, {8, 3836}, {9, 537}, {10, 3242}, {31, 17140}, {37, 24331}, {45, 49520}, {55, 24165}, {57, 42053}, {63, 42055}, {142, 519}, {145, 4716}, {190, 15485}, {192, 16484}, {238, 17350}, {239, 49490}, {244, 26227}, {312, 29820}, {333, 18173}, {344, 4439}, {354, 4362}, {390, 17764}, {497, 48643}, {518, 16825}, {528, 7263}, {536, 42819}, {551, 3950}, {594, 50311}, {596, 5248}, {614, 1215}, {726, 1001}, {748, 17165}, {750, 20045}, {756, 71794}, {894, 31178}, {956, 21084}, {966, 4407}, {982, 3757}, {984, 16823}, {993, 16684}, {1086, 4660}, {1125, 4078}, {1150, 17449}, {1278, 4693}, {1279, 3923}, {1376, 71520}, {1621, 17155}, {1698, 4929}, {1738, 49466}, {1757, 49499}, {2099, 30097}, {2177, 17495}, {2321, 49768}, {2550, 17765}, {2886, 29844}, {3008, 49529}, {3187, 62867}, {3210, 3750}, {3216, 29446}, {3241, 50299}, {3244, 49486}, {3246, 17351}, {3295, 67983}, {3305, 42054}, {3306, 4434}, {3315, 30942}, {3416, 49676}, {3452, 59730}, {3616, 17280}, {3624, 17341}, {3662, 33076}, {3664, 49684}, {3666, 29651}, {3677, 6682}, {3679, 17228}, {3685, 49493}, {3686, 49505}, {3689, 72235}, {3696, 4864}, {3699, 62711}, {3703, 29642}, {3705, 33130}, {3720, 3891}, {3729, 4432}, {3739, 36480}, {3741, 17597}, {3742, 29649}, {3744, 3980}, {3748, 42051}, {3751, 4974}, {3752, 29670}, {3759, 50283}, {3771, 69091}, {3772, 29655}, {3791, 62819}, {3813, 25365}, {3826, 9053}, {3842, 7174}, {3846, 33144}, {3872, 67059}, {3873, 32853}, {3879, 50017}, {3883, 4655}, {3889, 27368}, {3896, 67209}, {3938, 4359}, {3952, 17125}, {3957, 32860}, {3961, 19804}, {3966, 33064}, {3971, 4423}, {3979, 72076}, {3993, 49453}, {4000, 4085}, {4030, 40688}, {4068, 68895}, {4090, 37679}, {4096, 7308}, {4307, 39567}, {4310, 50295}, {4312, 28494}, {4353, 50290}, {4357, 50285}, {4363, 49482}, {4365, 71928}, {4384, 16496}, {4388, 33103}, {4392, 32917}, {4398, 49746}, {4413, 70841}, {4418, 62806}, {4430, 32864}, {4514, 17889}, {4645, 49506}, {4653, 56023}, {4659, 35227}, {4663, 72096}, {4672, 7290}, {4675, 49681}, {4679, 21093}, {4685, 41711}, {4686, 4702}, {4697, 62834}, {4699, 36534}, {4704, 60690}, {4709, 17119}, {4726, 49485}, {4751, 36531}, {4759, 8692}, {4859, 25351}, {4860, 72207}, {4865, 5249}, {4906, 29668}, {4968, 28082}, {4989, 59408}, {5014, 69253}, {5045, 17733}, {5211, 17717}, {5259, 64429}, {5271, 62850}, {5272, 59511}, {5284, 32925}, {5289, 20258}, {5524, 72079}, {5542, 5847}, {5695, 50117}, {5698, 17767}, {5839, 51099}, {5846, 25557}, {5880, 17766}, {6646, 50296}, {6703, 29842}, {7081, 17063}, {7191, 25496}, {7227, 48810}, {7232, 50304}, {7292, 32931}, {7321, 49709}, {8167, 59517}, {8616, 32939}, {8666, 51687}, {8669, 25524}, {8715, 24176}, {11038, 17772}, {15254, 28582}, {15569, 49463}, {15570, 28581}, {15624, 72142}, {16020, 31289}, {16497, 71413}, {16499, 71947}, {16675, 50777}, {16704, 17146}, {16706, 29659}, {16710, 71784}, {16814, 49513}, {16830, 40328}, {17000, 71502}, {17018, 32924}, {17024, 32772}, {17045, 48822}, {17061, 29635}, {17117, 49459}, {17118, 48805}, {17123, 32937}, {17127, 32940}, {17135, 62869}, {17147, 62849}, {17148, 25255}, {17150, 62821}, {17154, 36263}, {17156, 62815}, {17234, 32847}, {17239, 51003}, {17243, 28503}, {17246, 49740}, {17257, 50297}, {17261, 49517}, {17265, 49769}, {17275, 47358}, {17276, 53601}, {17277, 24841}, {17289, 29660}, {17299, 49764}, {17300, 50015}, {17306, 48851}, {17309, 49767}, {17335, 49501}, {17336, 24821}, {17342, 25055}, {17349, 49712}, {17353, 50313}, {17354, 72030}, {17366, 50287}, {17370, 36478}, {17376, 28538}, {17490, 60714}, {17599, 43223}, {17601, 62300}, {17715, 32932}, {17718, 71085}, {17721, 25385}, {17763, 64149}, {17769, 38053}, {18134, 32866}, {18139, 32854}, {18201, 71477}, {19684, 29819}, {20172, 27478}, {21951, 70946}, {24174, 68889}, {24199, 24693}, {24217, 37759}, {24437, 54335}, {24542, 33161}, {24552, 29818}, {24620, 56009}, {24629, 26247}, {24715, 48627}, {24789, 29673}, {25440, 64431}, {25760, 33148}, {25957, 33090}, {25960, 33153}, {25961, 33091}, {26102, 32926}, {26580, 71798}, {26688, 71630}, {26724, 33117}, {26806, 50301}, {27147, 50286}, {27186, 33072}, {27777, 50533}, {28313, 51103}, {28498, 59372}, {28516, 38316}, {28542, 47357}, {28554, 55998}, {28558, 60933}, {28580, 30331}, {28605, 32943}, {28628, 49613}, {28639, 51061}, {29632, 33089}, {29638, 32779}, {29652, 31993}, {29667, 33123}, {29672, 32777}, {29675, 32851}, {29677, 69296}, {29681, 33119}, {29685, 32774}, {29689, 33113}, {29814, 32928}, {29817, 32915}, {29830, 32848}, {29835, 33128}, {29836, 72213}, {29839, 32855}, {29840, 33111}, {29843, 33135}, {29851, 32862}, {29853, 33157}, {30035, 62826}, {30566, 72044}, {31019, 32844}, {31330, 62814}, {32773, 33147}, {32778, 33124}, {32845, 61155}, {32947, 33146}, {33069, 33075}, {33074, 69251}, {33120, 33129}, {33122, 69252}, {33127, 69134}, {33682, 38315}, {39581, 50298}, {39594, 44841}, {42696, 50316}, {42697, 49700}, {42842, 64858}, {48900, 62429}, {49446, 49456}, {49478, 49488}, {49489, 68588}, {49498, 71934}, {49503, 60731}, {49511, 50308}, {49535, 64070}, {49554, 58463}, {49680, 50018}, {49683, 62844}, {49685, 64165}, {49695, 69755}, {49705, 64016}, {50106, 62862}, {50120, 51071}, {50309, 50999}, {50756, 71933}, {54318, 70433}, {55967, 56124}, {59620, 61086}, {59679, 70256}, {60353, 70467}, {62235, 72202}, {62236, 72161}, {62802, 64562}, {62863, 72164}, {63800, 64675}, {64010, 71452}, {67207, 72078}, {67210, 71979}, {69250, 71796}
X(72311) = midpoint of X(i) and X(j) for these {i,j}: {4361, 42871}, {30331, 53594}
X(72311) = reflection of X(4078) in X(1125)
X(72311) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 75, 32941}, {1, 3875, 49471}, {1, 24325, 50302}, {1, 32921, 50281}, {1, 32922, 32921}, {1, 49474, 68969}, {1, 50314, 49473}, {2, 32923, 32920}, {238, 24349, 32935}, {239, 49490, 49497}, {614, 1215, 70942}, {982, 3757, 32916}, {1279, 49483, 3923}, {1621, 17155, 32934}, {3662, 50310, 33076}, {3696, 4864, 49458}, {3739, 49465, 36480}, {3873, 32914, 32853}, {3883, 24231, 4655}, {4000, 36479, 4085}, {4384, 16496, 49457}, {4645, 70454, 49506}, {4906, 44417, 29668}, {4974, 49491, 3751}, {7191, 32771, 25496}, {15485, 49532, 190}, {16704, 17146, 54352}, {17119, 49460, 4709}, {17154, 71478, 36263}, {17277, 24841, 49448}, {17278, 49688, 10}, {24165, 71517, 55}, {24331, 49455, 37}, {49479, 50023, 6}, {49535, 71921, 64070}, {50117, 71414, 5695}
X(72312) lies on these lines: {1, 341}, {2, 17598}, {6, 4090}, {8, 3846}, {9, 4096}, {10, 3772}, {31, 3952}, {37, 29670}, {42, 50281}, {43, 3699}, {45, 71492}, {55, 3971}, {57, 537}, {63, 4434}, {100, 32925}, {142, 59730}, {171, 32935}, {183, 49521}, {190, 3550}, {192, 56180}, {200, 740}, {210, 4362}, {238, 27538}, {239, 72059}, {244, 71794}, {312, 3961}, {329, 752}, {345, 4439}, {497, 17765}, {516, 59732}, {518, 29649}, {519, 3452}, {612, 1215}, {614, 24003}, {668, 59510}, {726, 1376}, {730, 41276}, {748, 20045}, {750, 17165}, {756, 26227}, {874, 8026}, {899, 3891}, {908, 4865}, {946, 59731}, {958, 8669}, {968, 72054}, {976, 3701}, {982, 5205}, {984, 7081}, {997, 70433}, {1001, 59517}, {1104, 59577}, {1191, 59598}, {1279, 59506}, {1319, 50078}, {1386, 59596}, {1621, 64178}, {1757, 3769}, {1836, 21093}, {1921, 7033}, {1999, 49497}, {2177, 3995}, {2550, 48643}, {2887, 10327}, {2999, 49472}, {3008, 59684}, {3035, 4884}, {3158, 51435}, {3159, 8715}, {3175, 3689}, {3187, 21805}, {3210, 56009}, {3240, 32928}, {3242, 3840}, {3244, 38496}, {3305, 42056}, {3306, 42055}, {3416, 69299}, {3474, 17767}, {3507, 3905}, {3589, 29842}, {3679, 55095}, {3681, 17763}, {3711, 4685}, {3715, 72208}, {3717, 4438}, {3727, 70946}, {3740, 16825}, {3744, 4009}, {3748, 72235}, {3749, 4432}, {3750, 41839}, {3752, 49455}, {3771, 3932}, {3773, 3974}, {3790, 33160}, {3791, 72241}, {3811, 45131}, {3816, 9053}, {3836, 33144}, {3842, 7322}, {3870, 67066}, {3914, 49991}, {3920, 25496}, {3923, 3967}, {3924, 52353}, {3935, 32915}, {3938, 4358}, {3944, 32850}, {3950, 40869}, {3979, 72079}, {3985, 69214}, {3991, 20310}, {3994, 32929}, {4035, 49766}, {4039, 4517}, {4075, 5248}, {4078, 13405}, {4082, 59692}, {4095, 69225}, {4104, 50308}, {4125, 48863}, {4126, 35466}, {4135, 5695}, {4360, 42043}, {4365, 71927}, {4385, 5293}, {4387, 71918}, {4388, 70452}, {4413, 24165}, {4415, 4660}, {4417, 32847}, {4421, 17262}, {4423, 71517}, {4429, 33152}, {4527, 70517}, {4645, 33101}, {4650, 62222}, {4661, 32919}, {4663, 72095}, {4671, 32945}, {4672, 5269}, {4689, 71639}, {4703, 63134}, {4716, 59295}, {4723, 49487}, {4738, 49494}, {4767, 32911}, {4849, 49488}, {4871, 17597}, {4883, 72090}, {4937, 71912}, {5014, 49996}, {5220, 71489}, {5233, 32866}, {5268, 24325}, {5275, 21101}, {5282, 69505}, {5297, 32771}, {5311, 46897}, {5423, 6679}, {5437, 42053}, {5524, 72058}, {5573, 58467}, {5741, 32854}, {5847, 21060}, {6381, 71644}, {6682, 7174}, {6686, 49464}, {7035, 18064}, {7172, 50295}, {7226, 32918}, {7290, 59599}, {9350, 17495}, {9709, 67983}, {11679, 49457}, {14829, 49448}, {16086, 37716}, {16496, 30567}, {16557, 25577}, {16569, 32922}, {16673, 58381}, {16999, 71502}, {17122, 24349}, {17124, 17140}, {17126, 32938}, {17147, 17780}, {17149, 69896}, {17279, 29656}, {17347, 72209}, {17348, 58629}, {17354, 72026}, {17449, 71986}, {17594, 49456}, {17596, 49447}, {17602, 25453}, {17716, 27064}, {17718, 29653}, {17719, 29641}, {17720, 29673}, {17724, 29642}, {17733, 34790}, {17764, 17784}, {17766, 24703}, {19582, 37588}, {19812, 36478}, {20056, 49506}, {21080, 34247}, {21085, 69089}, {21893, 23543}, {23681, 25351}, {24068, 25440}, {24239, 49527}, {24549, 33932}, {25106, 70560}, {25280, 71504}, {25542, 64437}, {25681, 49613}, {25760, 33091}, {25957, 33153}, {25960, 33090}, {25961, 33148}, {26098, 50288}, {26223, 71630}, {26228, 53673}, {26580, 33074}, {26752, 71567}, {27091, 71564}, {27131, 32844}, {27184, 33079}, {27539, 34619}, {27916, 70724}, {28516, 46917}, {29634, 33159}, {29635, 49524}, {29645, 38047}, {29651, 44307}, {29652, 30818}, {29655, 49688}, {29658, 33118}, {29665, 33115}, {29668, 49465}, {29674, 33126}, {29679, 32775}, {29683, 33114}, {29687, 33122}, {29815, 32944}, {29818, 71982}, {29820, 30829}, {29840, 49534}, {29846, 32862}, {29848, 33157}, {30566, 71988}, {30816, 31093}, {30957, 62814}, {31008, 70812}, {31035, 62849}, {31053, 33072}, {32777, 69297}, {32852, 50000}, {32865, 37759}, {32914, 63961}, {32939, 56010}, {32948, 33151}, {33064, 49994}, {33065, 33078}, {33093, 70918}, {33095, 63139}, {33096, 50289}, {33117, 33133}, {33127, 69250}, {33137, 49693}, {33156, 69301}, {33163, 53661}, {33166, 53660}, {34064, 42042}, {34255, 50315}, {35652, 72068}, {36263, 71479}, {36480, 44417}, {36815, 40172}, {37553, 71874}, {37674, 49479}, {37679, 50023}, {37683, 49712}, {37828, 49609}, {39595, 49529}, {41242, 72201}, {41711, 42057}, {42819, 72069}, {43290, 49445}, {49452, 72056}, {49470, 72075}, {49474, 71926}, {49498, 71930}, {49520, 59679}, {50756, 71932}, {51949, 61164}, {59547, 59584}, {59565, 64170}, {62236, 72164}, {62659, 71984}, {62862, 72234}, {62865, 71985}, {62866, 72092}, {64010, 71917}, {64070, 71922}, {64176, 68245}, {67207, 72077}, {67210, 71978}, {69134, 71796}, {69251, 71798}, {69296, 72002}, {69819, 70700}
X(72312) = reflection of X(29844) in X(3816)
X(72312) = crosspoint of X(4621) and X(7035)
X(72312) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 59511, 70942}, {2, 32927, 32920}, {6, 59597, 4090}, {43, 32926, 32921}, {100, 32925, 32934}, {171, 32937, 32935}, {192, 71529, 60714}, {312, 3961, 32941}, {612, 1215, 50302}, {984, 7081, 32916}, {3681, 17763, 32853}, {3699, 32926, 43}, {3717, 66632, 4438}, {3744, 4009, 4011}, {3749, 30568, 4432}, {3920, 32931, 25496}, {3971, 70841, 55}, {4135, 71450, 5695}, {4434, 42054, 63}, {17716, 27064, 50300}, {17720, 30615, 29673}, {33153, 60459, 25957}, {49996, 69173, 5014}, {59517, 71520, 1001}
X(72313) lies on these lines: {1, 3896}, {2, 17598}, {8, 25961}, {10, 62814}, {35, 64431}, {38, 16823}, {75, 32943}, {81, 50023}, {86, 29819}, {88, 59679}, {100, 71517}, {142, 33072}, {238, 17140}, {239, 62867}, {244, 3757}, {321, 29820}, {333, 17449}, {354, 32914}, {519, 62863}, {537, 27065}, {551, 62851}, {596, 5259}, {614, 32771}, {726, 5284}, {740, 29817}, {748, 24349}, {752, 26842}, {982, 32917}, {1001, 17155}, {1086, 32947}, {1125, 33157}, {1215, 7292}, {1279, 4418}, {1621, 24165}, {1999, 17450}, {2177, 17490}, {3058, 7263}, {3210, 62849}, {3218, 42053}, {3219, 42055}, {3242, 26037}, {3315, 3741}, {3689, 72234}, {3703, 29851}, {3720, 32922}, {3742, 17763}, {3746, 24176}, {3750, 17495}, {3834, 4914}, {3836, 33090}, {3846, 33148}, {3873, 16825}, {3883, 33067}, {3891, 26102}, {3938, 19804}, {3961, 24589}, {3966, 33069}, {3980, 62806}, {4038, 17150}, {4090, 37687}, {4361, 72164}, {4362, 64149}, {4363, 72198}, {4365, 72160}, {4384, 62850}, {4423, 32925}, {4514, 69253}, {4651, 49675}, {4663, 72094}, {4666, 32915}, {4683, 24231}, {4694, 54335}, {4849, 72092}, {4850, 29651}, {4860, 72199}, {4865, 27186}, {4906, 31993}, {5045, 27368}, {5211, 33105}, {5249, 32844}, {5263, 29818}, {5272, 32931}, {5278, 62865}, {5573, 29828}, {5695, 72159}, {6533, 69272}, {6703, 29834}, {7191, 24325}, {8167, 64178}, {9342, 70841}, {15485, 32933}, {16020, 33163}, {16484, 17147}, {16669, 72074}, {16706, 29685}, {17019, 49472}, {17024, 50302}, {17061, 29845}, {17063, 26227}, {17122, 20045}, {17123, 17165}, {17125, 32937}, {17146, 19742}, {17151, 64667}, {17156, 44841}, {17234, 32854}, {17260, 42039}, {17278, 33117}, {17354, 72032}, {17597, 31330}, {17716, 26627}, {18139, 32866}, {19808, 29686}, {24068, 25542}, {24331, 28606}, {24542, 33167}, {24627, 42040}, {24789, 33120}, {25501, 49464}, {25557, 32949}, {25760, 26132}, {25960, 33144}, {26223, 31178}, {26724, 29673}, {26838, 27030}, {28082, 54331}, {28599, 31151}, {29632, 69091}, {29642, 33089}, {29655, 33129}, {29672, 32779}, {29689, 32851}, {29814, 32921}, {29830, 32855}, {29835, 33132}, {29836, 72216}, {29843, 33128}, {29844, 33108}, {29853, 32777}, {30950, 32926}, {31289, 33166}, {32911, 49479}, {32930, 49483}, {32948, 40688}, {33074, 50310}, {33075, 49676}, {33076, 69251}, {33088, 38053}, {33094, 48627}, {33124, 69252}, {33130, 69134}, {35595, 42054}, {37652, 54352}, {37869, 51061}, {38000, 42038}, {41711, 72161}, {42051, 42819}, {42871, 72162}, {49448, 71987}, {49474, 71928}, {49488, 62866}, {49498, 71932}, {50305, 54311}, {50756, 71930}, {62235, 72208}, {64010, 71414}, {64070, 71920}, {65112, 72207}, {67207, 72076}, {67210, 71981}, {69296, 72003}
X(72313) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4359, 32945}, {2, 32923, 32927}, {238, 17140, 32940}, {244, 3757, 32918}, {354, 32914, 32919}, {614, 32771, 32944}, {748, 24349, 32938}, {1001, 17155, 32936}, {1621, 24165, 32845}, {3720, 32922, 32928}, {3873, 16825, 32864}, {7191, 24325, 32772}
X(72314) lies on these lines: {1, 4723}, {2, 17598}, {8, 25960}, {10, 31247}, {31, 27538}, {35, 4075}, {38, 5205}, {42, 3699}, {43, 32928}, {55, 64178}, {81, 4090}, {100, 3971}, {171, 3952}, {200, 32915}, {210, 17763}, {226, 10712}, {312, 32945}, {319, 70878}, {537, 27003}, {612, 32772}, {750, 32937}, {752, 26792}, {756, 7081}, {894, 71630}, {899, 32924}, {908, 33072}, {940, 59597}, {976, 46937}, {984, 32918}, {1215, 5297}, {1376, 32845}, {1621, 59517}, {1757, 72057}, {1961, 46897}, {1999, 21805}, {2177, 41839}, {2887, 60459}, {3210, 9350}, {3218, 42054}, {3219, 4096}, {3242, 30957}, {3452, 32844}, {3507, 59212}, {3509, 69505}, {3681, 29649}, {3689, 35652}, {3697, 27368}, {3701, 5293}, {3711, 72162}, {3715, 72202}, {3717, 33119}, {3740, 32914}, {3744, 59506}, {3745, 59596}, {3748, 72233}, {3750, 31035}, {3752, 9458}, {3836, 33153}, {3846, 33091}, {3891, 16569}, {3896, 5524}, {3920, 32944}, {3932, 29846}, {3938, 18743}, {3961, 4358}, {3967, 4418}, {3977, 59593}, {3979, 72077}, {3992, 30115}, {3994, 32932}, {3995, 17780}, {4009, 32930}, {4103, 16785}, {4126, 37646}, {4135, 64010}, {4362, 63961}, {4365, 71926}, {4387, 71451}, {4413, 17155}, {4415, 32948}, {4420, 63800}, {4439, 33168}, {4514, 49996}, {4663, 72093}, {4781, 9337}, {4865, 27131}, {4871, 62814}, {4883, 72092}, {4929, 31249}, {4937, 71907}, {5220, 72199}, {5233, 32854}, {5260, 8669}, {5266, 59582}, {5268, 32771}, {5269, 59599}, {5284, 71520}, {5423, 33163}, {5695, 71917}, {5710, 59598}, {5741, 32847}, {6174, 59583}, {7035, 41318}, {7191, 24003}, {7322, 29828}, {9342, 24165}, {9457, 51788}, {10327, 25760}, {14829, 62659}, {16830, 31264}, {17020, 49472}, {17063, 71794}, {17122, 17165}, {17123, 20045}, {17124, 24349}, {17147, 56009}, {17156, 62218}, {17263, 29689}, {17279, 29848}, {17347, 72218}, {17354, 72027}, {17602, 29850}, {17718, 29854}, {17719, 69250}, {17720, 33117}, {17724, 29851}, {17782, 71636}, {18201, 20068}, {20292, 21093}, {21101, 37675}, {24210, 49991}, {24627, 42039}, {24988, 33147}, {25531, 29818}, {25542, 64436}, {25957, 26132}, {25961, 33144}, {26580, 33079}, {26723, 59684}, {27002, 42038}, {27065, 42056}, {29683, 33118}, {29687, 33126}, {29815, 70942}, {29845, 49524}, {29847, 38047}, {30566, 33106}, {30615, 33120}, {30947, 62869}, {32779, 59726}, {32850, 69173}, {32860, 67097}, {32861, 50000}, {32933, 56010}, {33078, 49994}, {33107, 50288}, {33115, 66632}, {33123, 62673}, {33132, 71102}, {33142, 49693}, {33160, 69301}, {33166, 53672}, {33170, 53660}, {34247, 70160}, {36475, 70839}, {37539, 59577}, {37639, 49712}, {37687, 50023}, {38000, 42041}, {41242, 72204}, {41711, 72163}, {42057, 62236}, {42819, 72234}, {46918, 48644}, {48642, 69755}, {49448, 71984}, {49470, 72058}, {49478, 72091}, {49506, 70453}, {50756, 71931}, {59679, 62796}, {62862, 72235}, {62865, 71986}, {64070, 71919}, {67207, 72075}, {67209, 72079}, {67210, 71980}, {69296, 72004}
X(72314) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 32927, 32923}, {81, 4767, 4090}, {100, 3971, 32936}, {171, 3952, 32938}, {210, 17763, 32864}, {612, 32931, 32772}, {750, 32937, 32940}, {756, 7081, 32917}, {899, 32926, 32924}, {1376, 32925, 32845}, {1999, 72059, 21805}, {3681, 29649, 32919}, {3701, 5293, 54331}, {3920, 59511, 32944}, {3961, 4358, 32943}, {3995, 17780, 60714}, {4096, 4434, 3219}, {41839, 71529, 2177}, {49994, 69299, 33078}, {59517, 70841, 1621}, {59726, 69297, 32779}
X(72315) lies on these lines: {1, 3996}, {2, 17598}, {9, 42055}, {10, 17597}, {63, 42053}, {75, 29820}, {142, 4865}, {244, 32916}, {354, 16825}, {537, 3305}, {551, 20182}, {614, 24325}, {726, 4423}, {740, 4666}, {748, 17140}, {940, 50023}, {982, 16823}, {1001, 24165}, {1125, 17599}, {1215, 5272}, {1279, 3980}, {1376, 71517}, {3187, 17450}, {3210, 16484}, {3242, 71977}, {3315, 31330}, {3616, 17600}, {3666, 24331}, {3689, 72069}, {3720, 32921}, {3739, 4906}, {3742, 4362}, {3750, 17490}, {3752, 29651}, {3757, 17063}, {3842, 62833}, {3891, 30950}, {3925, 29844}, {3938, 24589}, {3966, 49676}, {3971, 8167}, {3976, 16817}, {4011, 49483}, {4359, 32941}, {4361, 42057}, {4363, 72206}, {4383, 49479}, {4387, 50117}, {4413, 71520}, {4434, 5437}, {4457, 49451}, {4651, 62869}, {4660, 40688}, {4685, 42871}, {4697, 7290}, {4703, 24231}, {4849, 72090}, {4860, 71489}, {4883, 49488}, {4974, 62819}, {5211, 33111}, {5248, 64431}, {5278, 17449}, {5284, 17155}, {5287, 49472}, {5316, 59730}, {5524, 72080}, {6532, 25440}, {7191, 50302}, {7263, 49736}, {7292, 32771}, {7308, 42054}, {9335, 32918}, {9345, 17150}, {15485, 32939}, {16610, 29670}, {16669, 72072}, {16833, 30350}, {17123, 24349}, {17124, 20045}, {17125, 17165}, {17234, 32866}, {17277, 62865}, {17278, 29673}, {17282, 28595}, {17469, 26627}, {17495, 62849}, {18201, 71476}, {19742, 54352}, {19808, 29660}, {19993, 50288}, {24620, 60714}, {24789, 29655}, {24821, 72053}, {25502, 32926}, {25542, 64429}, {25557, 32946}, {25960, 33148}, {25961, 33090}, {26037, 62814}, {26102, 32922}, {26228, 58443}, {26688, 31161}, {26724, 33120}, {26840, 50296}, {27064, 31178}, {27186, 32844}, {29579, 48652}, {29642, 69091}, {29668, 31993}, {29814, 32924}, {29817, 32860}, {29818, 71979}, {29843, 33132}, {29851, 33089}, {29853, 32779}, {31137, 55095}, {31289, 33163}, {32914, 64149}, {33079, 50310}, {33095, 48627}, {42056, 51780}, {44307, 49455}, {49446, 72054}, {49457, 62850}, {49474, 72160}, {49497, 62867}, {49498, 71931}, {49675, 59296}, {61358, 68958}, {62863, 72162}, {64010, 72159}, {65112, 72199}, {67210, 71983}, {69296, 72005}
X(72315) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {354, 16825, 32853}, {614, 24325, 25496}, {748, 17140, 32935}, {1001, 24165, 32934}, {3739, 4906, 29652}, {7292, 32771, 70942}, {29814, 32924, 50281}
X(72316) lies on these lines: {1, 1120}, {2, 17598}, {8, 24217}, {9, 4434}, {10, 17720}, {43, 4360}, {55, 59517}, {57, 42054}, {63, 4096}, {100, 64178}, {171, 16995}, {190, 56010}, {192, 56009}, {210, 29649}, {519, 3711}, {537, 3306}, {612, 25496}, {726, 4413}, {740, 67097}, {750, 3952}, {752, 31018}, {756, 32916}, {899, 32921}, {940, 4090}, {984, 5205}, {1001, 70841}, {1054, 49447}, {1150, 62659}, {1215, 3718}, {1376, 3971}, {1961, 17394}, {2177, 17780}, {3240, 50281}, {3242, 4871}, {3416, 49994}, {3452, 4865}, {3697, 17733}, {3715, 71489}, {3740, 4362}, {3748, 72068}, {3750, 71529}, {3751, 72241}, {3842, 29828}, {3846, 10327}, {3920, 70942}, {3923, 4009}, {3961, 18743}, {3967, 3980}, {3979, 72075}, {4011, 59506}, {4054, 24693}, {4073, 7081}, {4075, 25440}, {4078, 6745}, {4104, 24241}, {4126, 37634}, {4358, 32941}, {4387, 71450}, {4423, 71520}, {4439, 17740}, {4666, 67066}, {4679, 17766}, {4682, 59596}, {4697, 59599}, {4767, 37633}, {4850, 9458}, {5121, 49527}, {5211, 49534}, {5220, 72207}, {5233, 32847}, {5259, 64437}, {5293, 46937}, {5297, 32931}, {5437, 42055}, {5524, 49470}, {5880, 21093}, {6376, 69896}, {6686, 17599}, {7262, 72055}, {8167, 71517}, {8580, 17151}, {9041, 17051}, {9310, 61164}, {9330, 32917}, {9342, 17155}, {9350, 17147}, {11269, 49693}, {11814, 17721}, {16569, 32926}, {16610, 49455}, {16825, 61686}, {16987, 29634}, {17122, 32937}, {17124, 17165}, {17125, 20045}, {17261, 17601}, {17263, 29675}, {17341, 29860}, {17354, 72029}, {17469, 26688}, {17594, 72054}, {17595, 49520}, {17600, 59298}, {17722, 50286}, {17763, 63961}, {18201, 31302}, {21242, 28808}, {21805, 49497}, {24954, 49613}, {24988, 33143}, {25760, 60459}, {25960, 33091}, {25961, 33153}, {26073, 33149}, {26128, 62673}, {26228, 31289}, {26627, 31161}, {27131, 33072}, {27754, 51562}, {29655, 30615}, {29670, 44307}, {29676, 37758}, {30142, 59666}, {30566, 33104}, {30811, 49769}, {30818, 36480}, {30861, 36534}, {30947, 49675}, {32777, 59726}, {32845, 61156}, {32912, 72057}, {32922, 62711}, {32943, 46938}, {33128, 71102}, {33163, 53673}, {33170, 53672}, {34064, 42043}, {37674, 59597}, {37684, 49712}, {38473, 49689}, {39594, 62218}, {40940, 59684}, {41265, 59690}, {41839, 60714}, {42819, 72235}, {49448, 71985}, {49450, 70219}, {49478, 72089}, {49486, 49988}, {49506, 70452}, {49517, 62300}, {56078, 59593}, {62236, 72163}, {62709, 70812}, {62862, 72233}, {62866, 72091}, {63977, 68255}, {66674, 68245}, {67209, 72077}, {67210, 71982}, {69296, 72006}
X(72316) = crosspoint of X(7035) and X(9059)
X(72316) = crosssum of X(3248) and X(9002)
X(72316) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {210, 29649, 32853}, {612, 59511, 25496}, {750, 3952, 32935}, {1376, 3971, 32934}, {4434, 42056, 9}, {5297, 32931, 50302}, {17780, 31035, 2177}
X(72317) lies on these lines: {1, 6}, {2, 3670}, {3, 21375}, {4, 54035}, {8, 2901}, {10, 321}, {12, 45095}, {21, 3453}, {31, 30142}, {35, 228}, {36, 37247}, {38, 1125}, {40, 7322}, {42, 3678}, {46, 5268}, {58, 3219}, {63, 975}, {65, 51504}, {73, 16577}, {78, 62871}, {79, 33099}, {80, 66070}, {100, 57712}, {144, 4340}, {171, 191}, {190, 1010}, {192, 9534}, {201, 226}, {210, 3293}, {244, 19862}, {312, 10479}, {335, 31996}, {386, 3876}, {404, 62796}, {442, 4415}, {443, 4419}, {498, 1735}, {519, 14020}, {545, 51671}, {551, 42039}, {580, 26878}, {595, 3920}, {612, 5264}, {740, 58365}, {750, 69227}, {758, 20703}, {762, 20691}, {774, 13405}, {894, 25526}, {908, 37693}, {936, 3998}, {940, 3927}, {942, 44307}, {950, 7069}, {968, 3811}, {976, 2210}, {982, 3624}, {986, 1698}, {991, 12528}, {997, 42700}, {1039, 7162}, {1044, 30290}, {1046, 1961}, {1064, 20117}, {1086, 17529}, {1193, 3989}, {1211, 3695}, {1215, 58386}, {1254, 3947}, {1255, 64377}, {1265, 13725}, {1334, 4456}, {1448, 8545}, {1478, 22001}, {1500, 4006}, {1573, 3727}, {1621, 69272}, {1682, 21333}, {1725, 63259}, {1734, 4522}, {1754, 55104}, {1759, 5275}, {1771, 54401}, {1785, 10039}, {1824, 4186}, {1829, 21361}, {1867, 10827}, {1930, 4357}, {1959, 50631}, {1962, 4134}, {1999, 64072}, {2169, 56254}, {2198, 3730}, {2254, 22037}, {2299, 6198}, {2310, 4314}, {2318, 40661}, {2321, 4099}, {2646, 24431}, {2650, 4067}, {3085, 27540}, {3120, 3841}, {3175, 3679}, {3178, 69299}, {3198, 61763}, {3214, 4015}, {3216, 3666}, {3295, 71064}, {3305, 69267}, {3336, 17122}, {3454, 26580}, {3496, 70538}, {3579, 5492}, {3588, 55333}, {3601, 24430}, {3616, 4694}, {3617, 62227}, {3632, 66674}, {3634, 24443}, {3646, 3677}, {3651, 66106}, {3681, 62831}, {3682, 25080}, {3683, 5266}, {3688, 67967}, {3690, 10974}, {3697, 4646}, {3698, 4674}, {3702, 4981}, {3720, 3874}, {3721, 16589}, {3728, 3993}, {3746, 3961}, {3773, 7206}, {3778, 25354}, {3782, 8728}, {3822, 21674}, {3831, 59517}, {3842, 16828}, {3846, 30171}, {3869, 30116}, {3878, 10459}, {3890, 50637}, {3896, 4065}, {3899, 66646}, {3915, 30145}, {3921, 21896}, {3925, 63997}, {3929, 37554}, {3940, 19765}, {3951, 5287}, {3952, 26115}, {3962, 66687}, {3976, 25055}, {3988, 58380}, {4005, 37593}, {4037, 69621}, {4041, 57068}, {4043, 70499}, {4064, 21189}, {4078, 22008}, {4104, 68558}, {4115, 70473}, {4127, 63354}, {4133, 23668}, {4197, 33151}, {4202, 20432}, {4283, 17322}, {4296, 29007}, {4300, 31803}, {4356, 21039}, {4358, 50605}, {4363, 16458}, {4364, 13728}, {4370, 51672}, {4384, 19791}, {4385, 31359}, {4389, 33833}, {4392, 5550}, {4414, 25440}, {4420, 33771}, {4463, 5250}, {4516, 71601}, {4533, 4849}, {4537, 56221}, {4641, 37594}, {4651, 64071}, {4653, 34772}, {4658, 17019}, {4662, 64175}, {4692, 22024}, {4704, 20018}, {4712, 22035}, {4736, 21093}, {4738, 22045}, {4850, 17749}, {4968, 24068}, {4975, 50608}, {5047, 30117}, {5219, 37591}, {5224, 33935}, {5255, 69675}, {5257, 19857}, {5262, 27065}, {5297, 56288}, {5311, 62805}, {5312, 17592}, {5360, 50617}, {5396, 31835}, {5506, 17123}, {5530, 22020}, {5697, 21807}, {5703, 62811}, {5711, 49500}, {5777, 37528}, {5791, 17720}, {5902, 27659}, {5903, 22014}, {5927, 15852}, {6155, 21904}, {6211, 8235}, {6376, 27801}, {6533, 24165}, {6682, 19864}, {6693, 56520}, {6743, 71236}, {6763, 37607}, {7064, 10822}, {7085, 27802}, {7283, 17261}, {7386, 15434}, {8298, 21890}, {9330, 9780}, {9708, 37614}, {9957, 40964}, {9959, 37619}, {10408, 56214}, {10448, 22836}, {10449, 41839}, {11108, 37549}, {11112, 49742}, {11375, 68761}, {11533, 60353}, {12047, 22000}, {12432, 42289}, {12782, 22036}, {13411, 44706}, {13745, 49737}, {14815, 21035}, {14923, 17461}, {15808, 46190}, {16047, 16826}, {16086, 26117}, {16140, 18360}, {16286, 69701}, {16342, 71016}, {16408, 17595}, {16454, 32933}, {16551, 42461}, {16583, 46196}, {16600, 59207}, {16817, 17260}, {16818, 17755}, {16819, 31323}, {16842, 17054}, {16862, 70256}, {16918, 30111}, {16931, 71046}, {17022, 54422}, {17023, 41249}, {17063, 34595}, {17147, 64185}, {17164, 19874}, {17211, 37664}, {17248, 71503}, {17257, 54433}, {17262, 50044}, {17331, 50592}, {17332, 49716}, {17354, 37036}, {17355, 59576}, {17369, 56985}, {17420, 57160}, {17484, 26131}, {17781, 49744}, {17889, 41859}, {17916, 41320}, {18004, 42666}, {18398, 26102}, {19875, 24440}, {19878, 24167}, {19883, 42038}, {19933, 24413}, {20724, 23861}, {21024, 71525}, {21067, 69505}, {21081, 69300}, {21616, 29639}, {21677, 37715}, {21699, 50312}, {21805, 50587}, {21827, 23447}, {21921, 52708}, {22002, 45287}, {22012, 50290}, {22027, 31397}, {22034, 64176}, {24076, 52875}, {24168, 31253}, {24174, 64850}, {24176, 24589}, {24222, 65196}, {24325, 25512}, {24387, 29690}, {24399, 71006}, {24434, 59691}, {24462, 49276}, {24464, 39586}, {24880, 33133}, {24929, 35194}, {24931, 32779}, {25092, 33299}, {25248, 27026}, {25446, 37759}, {25639, 69173}, {25645, 33116}, {25760, 30172}, {25917, 37592}, {26030, 59666}, {26037, 28612}, {26060, 33102}, {26223, 43531}, {26234, 69856}, {26562, 71952}, {26689, 30106}, {26730, 33082}, {26921, 37530}, {27048, 31052}, {27627, 46901}, {27697, 66690}, {28387, 35650}, {28611, 67983}, {29571, 37111}, {29640, 37731}, {29653, 56949}, {29676, 37720}, {30113, 33047}, {30143, 49454}, {30950, 58565}, {30966, 33939}, {31339, 32925}, {31442, 54317}, {31445, 37539}, {31503, 56215}, {31837, 63982}, {32092, 49518}, {32939, 56766}, {34064, 56018}, {34790, 37548}, {37037, 54389}, {37039, 69508}, {37551, 66661}, {37558, 64041}, {37572, 56010}, {37573, 69275}, {37585, 52524}, {37719, 69591}, {39544, 50205}, {40263, 48897}, {40515, 70316}, {41813, 71934}, {42005, 71237}, {42044, 48852}, {42285, 42471}, {42705, 56737}, {44694, 50618}, {47320, 64710}, {47483, 61166}, {49447, 64429}, {49462, 71330}, {49721, 51602}, {49723, 50093}, {49747, 57005}, {49980, 62325}, {49993, 64436}, {49998, 60725}, {50122, 51034}, {50190, 62865}, {50534, 56807}, {50581, 50602}, {55212, 57199}, {56134, 56174}, {56213, 57280}, {56249, 59138}, {56839, 67850}, {56986, 62706}, {57287, 66659}, {57288, 63360}, {59310, 71729}, {63800, 72054}, {63996, 71981}, {64002, 66658}, {64005, 64134}, {66632, 67935}, {69241, 70550}
X(72317) = reflection of X(1) in X(6051)
X(72317) = isotomic conjugate of the isogonal conjugate of X(71619)
X(72317) = isogonal conjugate of the isotomic conjugate of X(42714)
X(72317) = X(i)-Ceva conjugate of X(j) for these (i,j): {5224, 56810}, {8652, 57099}, {28606, 56926}, {31359, 10}, {33948, 14349}, {56213, 37}
X(72317) = X(i)-isoconjugate of X(j) for these (i,j): {6, 56047}, {27, 57704}, {58, 43531}, {81, 2214}, {110, 43927}, {514, 58951}, {649, 68197}, {835, 3733}, {1474, 57876}, {1790, 68567}, {2206, 57824}, {37218, 57129}
X(72317) = X(i)-Dao conjugate of X(j) for these (i,j): {9, 56047}, {10, 43531}, {244, 43927}, {5375, 68197}, {31993, 10436}, {39016, 1019}, {40586, 2214}, {40603, 57824}, {41340, 69267}, {41849, 274}, {51574, 57876}, {56926, 5278}, {62586, 86}
X(72317) = crosspoint of X(i) and X(j) for these (i,j): {10, 56221}, {75, 57722}, {5224, 28606}
X(72317) = crosssum of X(i) and X(j) for these (i,j): {31, 584}, {58, 4658}
X(72317) = trilinear pole of line {42664, 47842}
X(72317) = crossdifference of every pair of points on line {513, 57129}
X(72317) = barycentric product X(i)*X(j) for these {i,j}: {1, 56810}, {6, 42714}, {10, 28606}, {37, 5224}, {42, 33935}, {72, 469}, {75, 56926}, {76, 71619}, {100, 23879}, {190, 47842}, {210, 33949}, {226, 3876}, {321, 386}, {656, 65204}, {661, 33948}, {662, 23282}, {668, 42664}, {834, 4033}, {1018, 45746}, {1089, 61409}, {1577, 65313}, {1978, 50488}, {3952, 14349}, {20336, 44103}, {52782, 56213}, {56221, 62586}
X(72317) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 56047}, {37, 43531}, {42, 2214}, {72, 57876}, {100, 68197}, {228, 57704}, {321, 57824}, {386, 81}, {469, 286}, {661, 43927}, {692, 58951}, {834, 1019}, {1018, 835}, {1824, 68567}, {3876, 333}, {3952, 37218}, {4033, 57977}, {5224, 274}, {8637, 57129}, {14349, 7192}, {17038, 28621}, {22276, 53081}, {23282, 1577}, {23879, 693}, {28606, 86}, {28622, 62841}, {33935, 310}, {33948, 799}, {33949, 57785}, {42664, 513}, {42714, 76}, {43214, 45999}, {44103, 28}, {45746, 7199}, {47842, 514}, {50488, 649}, {56810, 75}, {56926, 1}, {61409, 757}, {65116, 16727}, {65204, 811}, {65313, 662}, {68439, 20896}, {71619, 6}
X(72317) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 9, 1724}, {1, 984, 67979}, {1, 3731, 54287}, {8, 3995, 2901}, {10, 2292, 4424}, {10, 3159, 321}, {10, 3971, 1089}, {10, 4075, 3701}, {10, 4424, 3987}, {10, 42031, 21020}, {37, 72, 1}, {37, 3954, 3970}, {37, 21810, 21078}, {37, 21879, 213}, {37, 56541, 22021}, {37, 70518, 3294}, {38, 1125, 3953}, {63, 975, 37522}, {192, 9534, 64184}, {210, 3931, 3293}, {612, 12514, 5264}, {756, 2292, 10}, {846, 5293, 35}, {984, 3731, 1736}, {986, 1698, 1739}, {1046, 1961, 37559}, {1125, 59639, 5294}, {3666, 5044, 3216}, {3678, 3743, 42}, {3697, 4646, 31855}, {3842, 49598, 16828}, {3874, 27784, 3720}, {3876, 28606, 386}, {3954, 21816, 37}, {4015, 4868, 3214}, {4641, 37594, 69840}, {5283, 69285, 57015}, {5506, 69268, 17123}, {5904, 27785, 1}, {6682, 25079, 19864}, {7174, 31435, 1}, {7265, 55230, 1734}, {18398, 31318, 26102}, {25917, 37592, 49997}, {26580, 57808, 3454}, {31445, 37539, 52680}, {67983, 71977, 28611}
X(72318) lies on these lines: {1, 71}, {3, 2256}, {6, 595}, {8, 9}, {19, 5119}, {35, 48}, {37, 517}, {39, 21769}, {40, 3332}, {41, 52405}, {44, 50575}, {45, 4271}, {46, 54385}, {55, 219}, {63, 3879}, {69, 62817}, {101, 36744}, {109, 2286}, {142, 37555}, {190, 34283}, {192, 69703}, {200, 4097}, {213, 4270}, {220, 4254}, {322, 59711}, {345, 17185}, {380, 53053}, {386, 28622}, {495, 1901}, {518, 4047}, {572, 10267}, {581, 3990}, {583, 16884}, {584, 17796}, {604, 2078}, {610, 61763}, {612, 56225}, {672, 1449}, {916, 991}, {942, 21866}, {944, 1765}, {958, 4877}, {960, 3694}, {965, 5687}, {966, 3294}, {984, 44661}, {995, 4261}, {999, 37500}, {1001, 17049}, {1018, 2345}, {1056, 57286}, {1100, 4253}, {1108, 9957}, {1172, 41320}, {1213, 31419}, {1253, 58326}, {1400, 3247}, {1479, 26063}, {1482, 5755}, {1630, 40292}, {1713, 3488}, {1751, 40435}, {1761, 69226}, {1781, 11010}, {1826, 10039}, {1914, 2273}, {1918, 41265}, {1953, 5697}, {2092, 2176}, {2150, 35193}, {2174, 4262}, {2178, 35239}, {2183, 3731}, {2197, 10571}, {2198, 62831}, {2242, 2305}, {2245, 16777}, {2252, 3612}, {2257, 31393}, {2262, 16601}, {2268, 2323}, {2272, 31508}, {2276, 2300}, {2277, 3230}, {2287, 3871}, {2294, 5903}, {2303, 5264}, {2316, 34820}, {2911, 4251}, {3057, 40937}, {3085, 5747}, {3204, 54409}, {3218, 17391}, {3219, 17363}, {3303, 54358}, {3452, 28830}, {3501, 5750}, {3601, 70670}, {3672, 69700}, {3679, 69547}, {3869, 22021}, {3875, 28287}, {3877, 27396}, {3878, 59733}, {3882, 17257}, {3884, 25078}, {3915, 16470}, {3946, 27626}, {3949, 5692}, {3958, 5904}, {3965, 4520}, {4068, 64751}, {4263, 52963}, {4264, 54416}, {4269, 4653}, {4284, 16502}, {4286, 56804}, {4287, 17455}, {4304, 15656}, {4313, 40979}, {4357, 22370}, {4414, 71074}, {4494, 56079}, {4644, 67984}, {4648, 20367}, {4667, 44421}, {4869, 29812}, {5010, 22054}, {5019, 17735}, {5036, 16672}, {5053, 54322}, {5110, 31451}, {5120, 42316}, {5124, 41345}, {5132, 56809}, {5227, 5847}, {5257, 19853}, {5273, 18163}, {5279, 50289}, {5282, 33093}, {5690, 21933}, {5742, 24390}, {5798, 63257}, {5839, 16552}, {6000, 21767}, {7991, 54424}, {8715, 54316}, {8804, 31397}, {10198, 24937}, {12575, 40963}, {13723, 56529}, {15624, 18611}, {16516, 37590}, {16520, 56800}, {16547, 69240}, {16549, 63055}, {16574, 17316}, {16577, 56549}, {16688, 35270}, {16946, 69282}, {16969, 17053}, {17034, 20170}, {17183, 27514}, {17244, 29552}, {17261, 29497}, {17275, 69621}, {17296, 56509}, {17300, 29747}, {17314, 21061}, {17396, 27678}, {17438, 37525}, {17452, 21811}, {17766, 69599}, {17861, 21231}, {18230, 53391}, {18395, 21012}, {18517, 32431}, {19763, 52386}, {20051, 62985}, {20073, 29698}, {20818, 37504}, {21271, 25255}, {21748, 62246}, {21809, 70801}, {22065, 37574}, {22097, 62818}, {23073, 64950}, {24045, 50036}, {24047, 36743}, {24170, 25504}, {24202, 25523}, {24476, 41340}, {29492, 29579}, {29697, 30473}, {33771, 54423}, {35192, 52425}, {37563, 54324}, {37657, 40586}, {40131, 54420}, {42446, 71236}, {46838, 71609}, {58679, 59689}, {63210, 67510}, {64007, 64727}
X(72318) = X(28606)-Ceva conjugate of X(386)
X(72318) = X(i)-isoconjugate of X(j) for these (i,j): {7, 2214}, {34, 57876}, {57, 43531}, {65, 56047}, {77, 68567}, {273, 57704}, {604, 57824}, {651, 43927}, {835, 3669}, {4017, 68197}, {4077, 58951}, {37218, 43924}, {57181, 57977}
X(72318) = X(i)-Dao conjugate of X(j) for these (i,j): {386, 27339}, {3161, 57824}, {5452, 43531}, {11517, 57876}, {34961, 68197}, {38991, 43927}, {39016, 3676}, {40602, 56047}, {41849, 6063}, {62586, 85}
X(72318) = crosspoint of X(3876) and X(28606)
X(72318) = crosssum of X(i) and X(j) for these (i,j): {57, 4654}, {1086, 48144}
X(72318) = crossdifference of every pair of points on line {4977, 7178}
X(72318) = barycentric product X(i)*X(j) for these {i,j}: {1, 3876}, {8, 386}, {9, 28606}, {41, 33935}, {55, 5224}, {219, 469}, {220, 33949}, {284, 56810}, {314, 71619}, {333, 56926}, {345, 44103}, {522, 65313}, {643, 47842}, {644, 14349}, {645, 42664}, {652, 65204}, {663, 33948}, {834, 3699}, {2194, 42714}, {2321, 61409}, {3939, 45746}, {4636, 23282}, {5546, 23879}, {6065, 65116}, {7257, 50488}, {30730, 52615}
X(72318) = barycentric quotient X(i)/X(j) for these {i,j}: {8, 57824}, {41, 2214}, {55, 43531}, {219, 57876}, {284, 56047}, {386, 7}, {469, 331}, {607, 68567}, {644, 37218}, {663, 43927}, {834, 3676}, {3699, 57977}, {3876, 75}, {3939, 835}, {5224, 6063}, {5546, 68197}, {8637, 43924}, {14349, 24002}, {26911, 33298}, {28606, 85}, {30730, 65850}, {33935, 20567}, {33948, 4572}, {33949, 57792}, {42664, 7178}, {44103, 278}, {45746, 52621}, {47842, 4077}, {50488, 4017}, {52425, 57704}, {52615, 17096}, {56810, 349}, {56926, 226}, {61409, 1434}, {65204, 46404}, {65313, 664}, {71619, 65}
X(72318) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 71, 579}, {9, 2269, 4266}, {9, 3169, 3686}, {9, 3208, 2321}, {9, 4034, 3691}, {55, 219, 284}, {55, 3688, 64739}, {1334, 2269, 9}, {1914, 2273, 5037}, {2276, 2300, 5105}, {3692, 5250, 9}, {4261, 16685, 995}, {17452, 21811, 70775}, {20818, 64951, 37504}, {21231, 24424, 17861}
X(72319) lies on these lines: {1, 19808}, {2, 594}, {8, 21}, {9, 4886}, {10, 17592}, {11, 70152}, {43, 3773}, {57, 17294}, {63, 319}, {69, 2097}, {75, 306}, {81, 17377}, {86, 19822}, {100, 20476}, {141, 3210}, {145, 5835}, {190, 5739}, {192, 1211}, {200, 4123}, {210, 3790}, {219, 56440}, {226, 4431}, {239, 16974}, {312, 2321}, {314, 19807}, {321, 3262}, {329, 50107}, {346, 14555}, {469, 42714}, {519, 17716}, {536, 27184}, {599, 26840}, {664, 56367}, {726, 33084}, {740, 32773}, {846, 50308}, {894, 50048}, {908, 42034}, {940, 6542}, {982, 49560}, {984, 21085}, {1100, 50052}, {1146, 70704}, {1150, 33168}, {1214, 33298}, {1278, 3782}, {1330, 50044}, {1575, 26746}, {1999, 17299}, {2325, 72053}, {2887, 49474}, {2895, 17347}, {2901, 52258}, {2999, 17286}, {3187, 32779}, {3219, 17346}, {3240, 69296}, {3305, 17264}, {3416, 32932}, {3474, 39891}, {3618, 20043}, {3621, 37666}, {3661, 3666}, {3662, 42051}, {3681, 20243}, {3683, 70969}, {3685, 3966}, {3686, 56078}, {3695, 9534}, {3696, 29641}, {3699, 3974}, {3705, 3706}, {3714, 5123}, {3717, 4061}, {3729, 33066}, {3741, 3795}, {3748, 50310}, {3752, 17229}, {3755, 39597}, {3759, 5294}, {3846, 4527}, {3875, 19786}, {3886, 4514}, {3891, 33175}, {3896, 29667}, {3912, 19804}, {3923, 32861}, {3932, 59296}, {3936, 28605}, {3943, 5743}, {3975, 70157}, {3980, 32846}, {3982, 50119}, {3995, 72000}, {4001, 17360}, {4006, 7377}, {4007, 4119}, {4023, 6057}, {4060, 5745}, {4062, 32771}, {4133, 24210}, {4359, 17234}, {4362, 33160}, {4363, 17778}, {4365, 25760}, {4383, 17280}, {4388, 5695}, {4389, 17147}, {4398, 17184}, {4399, 72229}, {4418, 32852}, {4425, 49452}, {4427, 72214}, {4429, 15523}, {4442, 25958}, {4445, 37653}, {4478, 59583}, {4535, 59511}, {4641, 17363}, {4651, 32862}, {4665, 17056}, {4671, 5741}, {4677, 56523}, {4685, 33165}, {4709, 32865}, {4716, 25453}, {4873, 30568}, {4970, 32784}, {4980, 31019}, {4997, 56086}, {5224, 28606}, {5239, 40713}, {5240, 40714}, {5256, 17289}, {5263, 33088}, {5271, 5564}, {5278, 32849}, {5287, 17315}, {5295, 69279}, {5325, 42030}, {5372, 51583}, {5737, 59238}, {5814, 7283}, {5839, 26065}, {5905, 50043}, {6327, 64010}, {6535, 32931}, {6703, 17388}, {7081, 69089}, {10327, 71926}, {10436, 19797}, {10453, 69091}, {14459, 61358}, {14829, 17740}, {16062, 64184}, {16086, 19287}, {16687, 17135}, {16825, 33158}, {17011, 17381}, {17117, 24789}, {17143, 19792}, {17144, 19806}, {17150, 72213}, {17151, 19796}, {17155, 33081}, {17156, 33121}, {17158, 19802}, {17160, 19785}, {17163, 33108}, {17228, 54311}, {17230, 17490}, {17232, 40688}, {17242, 44307}, {17257, 41816}, {17269, 37679}, {17270, 62818}, {17277, 17776}, {17281, 27064}, {17309, 37674}, {17322, 62816}, {17340, 70742}, {17352, 33157}, {17354, 32911}, {17362, 21793}, {17389, 37595}, {17393, 19827}, {17483, 49722}, {17495, 33172}, {17598, 50311}, {17772, 62841}, {18141, 29616}, {18228, 42032}, {19701, 28604}, {19820, 23681}, {19833, 25590}, {20012, 49524}, {20055, 37683}, {20237, 70777}, {21020, 29643}, {21070, 30830}, {21923, 69284}, {23600, 28793}, {24044, 24045}, {24058, 24066}, {24165, 33087}, {24349, 71937}, {24552, 32842}, {24620, 72001}, {24943, 32924}, {26037, 69295}, {26580, 42044}, {26872, 54107}, {28522, 33154}, {28599, 49719}, {29615, 38000}, {29617, 50104}, {29673, 49459}, {29679, 48648}, {31017, 33146}, {31037, 33151}, {31143, 49748}, {31330, 32848}, {31993, 48628}, {32780, 49488}, {32783, 32921}, {32845, 33080}, {32850, 63131}, {32853, 33167}, {32854, 32945}, {32864, 33161}, {32866, 32941}, {32914, 33156}, {32915, 69252}, {32922, 33171}, {32923, 71939}, {32925, 69300}, {32928, 72002}, {32929, 33075}, {32934, 33082}, {32936, 72008}, {32940, 71941}, {33064, 49493}, {33072, 49720}, {33073, 50314}, {33090, 71929}, {33091, 71927}, {33093, 46918}, {33103, 50117}, {33111, 62226}, {33117, 71631}, {33131, 48647}, {33162, 72162}, {33163, 71934}, {33166, 71932}, {33170, 71936}, {33761, 63100}, {33833, 64185}, {33931, 69601}, {33935, 33949}, {33941, 37445}, {34255, 62773}, {34258, 56214}, {41002, 71524}, {41014, 50042}, {41242, 63010}, {41822, 69227}, {49450, 63147}, {49506, 71918}, {50079, 71913}, {50312, 59312}, {50315, 62865}, {50744, 72080}, {51192, 72016}, {53664, 63002}, {54389, 63037}, {59309, 69623}, {60730, 72196}, {63140, 65166}, {63961, 69301}, {69298, 72161}, {71320, 72216}
X(72319) = reflection of X(i) in X(j) for these {i,j}: {32773, 32778}, {62229, 27184}
X(72319) = X(33935)-Ceva conjugate of X(5224)
X(72319) = X(3876)-cross conjugate of X(5224)
X(72319) = X(i)-isoconjugate of X(j) for these (i,j): {34, 57704}, {56, 2214}, {603, 68567}, {604, 43531}, {835, 57181}, {1395, 57876}, {1402, 56047}, {1415, 43927}, {4017, 58951}, {51641, 68197}
X(72319) = X(i)-Dao conjugate of X(j) for these (i,j): {1, 2214}, {1146, 43927}, {3161, 43531}, {7952, 68567}, {11517, 57704}, {17398, 52783}, {28606, 4654}, {34961, 58951}, {39016, 43924}, {40605, 56047}, {41849, 7}, {62584, 57876}, {62586, 57}
X(72319) = crosspoint of X(312) and X(42030)
X(72319) = crossdifference of every pair of points on line {7180, 50512}
X(72319) = barycentric product X(i)*X(j) for these {i,j}: {8, 5224}, {9, 33935}, {21, 42714}, {75, 3876}, {312, 28606}, {333, 56810}, {345, 469}, {346, 33949}, {386, 3596}, {522, 33948}, {645, 23879}, {646, 14349}, {3699, 45746}, {4076, 65116}, {6332, 65204}, {7257, 47842}, {28660, 56926}, {30713, 61409}, {35519, 65313}, {40072, 71619}, {42030, 62586}, {42664, 62534}, {44103, 57919}
X(72319) = barycentric quotient X(i)/X(j) for these {i,j}: {8, 43531}, {9, 2214}, {219, 57704}, {281, 68567}, {333, 56047}, {345, 57876}, {386, 56}, {469, 278}, {522, 43927}, {645, 68197}, {646, 37218}, {834, 43924}, {3596, 57824}, {3699, 835}, {3876, 1}, {5224, 7}, {5546, 58951}, {14349, 3669}, {23282, 66287}, {23879, 7178}, {28606, 57}, {33935, 85}, {33948, 664}, {33949, 279}, {42664, 7180}, {42714, 1441}, {44103, 608}, {45746, 3676}, {47842, 4017}, {50488, 51641}, {52782, 52783}, {56810, 226}, {56926, 1400}, {61409, 1412}, {62586, 4654}, {65116, 1358}, {65204, 653}, {65313, 109}, {70157, 69779}, {71619, 1402}
X(72319) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 3969, 17233}, {2, 17314, 34064}, {8, 345, 333}, {8, 70517, 3996}, {75, 306, 18134}, {81, 20017, 17377}, {226, 4431, 42029}, {312, 3687, 5233}, {312, 4110, 30713}, {321, 33077, 4417}, {2321, 3687, 312}, {2895, 32933, 17347}, {3703, 4046, 8}, {3790, 70973, 210}, {3943, 5743, 41839}, {4023, 6057, 27538}, {4359, 32858, 17234}, {4886, 42033, 9}, {5294, 50306, 3759}, {5564, 33116, 5271}, {5839, 26065, 71915}, {6703, 17388, 58820}, {15523, 32860, 4429}, {17147, 32782, 4389}, {17151, 25527, 19796}, {17184, 50106, 4398}, {17230, 17490, 69092}, {17362, 44416, 37652}, {17393, 19827, 69544}, {28606, 56810, 5224}, {33093, 46918, 71979}
X(72320) lies on these lines: {1, 57234}, {6, 4079}, {86, 52602}, {512, 20981}, {513, 1100}, {649, 834}, {661, 38469}, {663, 788}, {688, 68886}, {798, 2605}, {1015, 59801}, {1924, 39548}, {2300, 3063}, {2308, 54274}, {2309, 69777}, {2484, 23472}, {2642, 31947}, {3049, 42664}, {3287, 4879}, {3737, 21832}, {3768, 48306}, {3835, 21304}, {4036, 24506}, {4107, 17217}, {4132, 68885}, {4502, 4775}, {4750, 15419}, {4813, 65663}, {6371, 8632}, {8061, 8674}, {8540, 9029}, {15313, 50454}, {17159, 17379}, {17796, 57133}, {21262, 30835}, {21788, 57078}, {23650, 58160}, {37869, 47761}, {45882, 63461}, {48022, 53532}, {48292, 71078}, {50349, 71079}, {53314, 68881}, {63504, 63867}, {68953, 69639}, {69397, 71140}
X(72320) = reflection of X(i) in X(j) for these {i,j}: {649, 1919}, {21304, 3835}
X(72320) = isogonal conjugate of the isotomic conjugate of X(21196)
X(72320) = X(i)-Ceva conjugate of X(j) for these (i,j): {512, 649}, {20981, 20979}, {29038, 31}
X(72320) = X(i)-isoconjugate of X(j) for these (i,j): {10, 65257}, {37, 53655}, {99, 52208}, {100, 6625}, {101, 51865}, {190, 13610}, {321, 53628}, {662, 63885}, {668, 2248}, {811, 15377}, {1018, 40164}, {1978, 18757}, {4586, 40777}
X(72320) = X(i)-Dao conjugate of X(j) for these (i,j): {86, 670}, {1015, 51865}, {1084, 63885}, {6627, 76}, {8054, 6625}, {17423, 15377}, {21196, 52623}, {38986, 52208}, {40589, 53655}, {55049, 40777}, {55053, 13610}
X(72320) = crosspoint of X(i) and X(j) for these (i,j): {1, 4603}, {6, 4556}
X(72320) = crosssum of X(i) and X(j) for these (i,j): {1, 57234}, {2, 4024}, {99, 53655}, {514, 17302}, {523, 23905}, {4064, 23899}, {4079, 23929}, {7265, 24922}
X(72320) = crossdifference of every pair of points on line {10, 894}
X(72320) = barycentric product X(i)*X(j) for these {i,j}: {1, 69354}, {6, 21196}, {31, 50451}, {512, 6626}, {513, 846}, {514, 18755}, {647, 2905}, {649, 1654}, {661, 38814}, {663, 17084}, {667, 17762}, {669, 64224}, {1019, 21879}, {1178, 24381}, {1459, 4213}, {1491, 40751}, {1919, 51857}, {2605, 14844}, {2786, 51332}, {3122, 57060}, {3250, 40722}, {3733, 21085}, {4010, 51867}, {4367, 63627}, {4455, 52207}, {4556, 6627}, {4977, 38836}, {5029, 39921}, {7252, 27691}, {7649, 22139}, {8937, 68900}, {21832, 45783}, {27569, 57129}
X(72320) = barycentric quotient X(i)/X(j) for these {i,j}: {58, 53655}, {512, 63885}, {513, 51865}, {649, 6625}, {667, 13610}, {788, 40777}, {798, 52208}, {846, 668}, {1333, 65257}, {1654, 1978}, {1919, 2248}, {1980, 18757}, {2206, 53628}, {2905, 6331}, {3049, 15377}, {3733, 40164}, {6626, 670}, {6627, 52623}, {8937, 53216}, {17084, 4572}, {17762, 6386}, {18755, 190}, {21085, 27808}, {21196, 76}, {21879, 4033}, {22139, 4561}, {24381, 1237}, {38814, 799}, {38836, 6540}, {40722, 37133}, {40751, 789}, {45783, 4639}, {50451, 561}, {51332, 35148}, {51867, 4589}, {63627, 56241}, {64224, 4609}, {69354, 75}
X(72320) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {798, 2605, 5029}, {3287, 4879, 21834}, {4775, 20980, 4502}, {21007, 21123, 649}
X(72321) lies on these lines: {6, 2667}, {9, 4516}, {35, 17976}, {55, 219}, {71, 17798}, {332, 3712}, {846, 22139}, {1030, 35327}, {1098, 71176}, {1253, 4517}, {1334, 2330}, {2098, 66219}, {2209, 69282}, {2256, 21010}, {2287, 4433}, {3573, 8424}, {3724, 54296}, {3939, 7064}, {4640, 71075}, {7122, 17735}, {8540, 71278}, {15624, 71692}, {15988, 45705}, {17796, 64169}, {20742, 62817}, {20992, 68748}, {23079, 53280}, {25613, 48900}, {44302, 70867}, {54440, 64007}, {58370, 65442}, {66224, 66234}, {68585, 69723}, {69245, 70486}
X(72321) = X(i)-Ceva conjugate of X(j) for these (i,j): {846, 18755}, {1334, 55}
X(72321) = X(i)-isoconjugate of X(j) for these (i,j): {7, 13610}, {56, 51865}, {57, 6625}, {65, 40164}, {85, 2248}, {1014, 63885}, {1434, 52208}, {4017, 53655}, {4077, 53628}, {6063, 18757}, {7178, 65257}
X(72321) = X(i)-Dao conjugate of X(j) for these (i,j): {1, 51865}, {5452, 6625}, {6627, 52621}, {34961, 53655}, {40602, 40164}
X(72321) = crosssum of X(i) and X(j) for these (i,j): {514, 4934}, {1365, 3676}
X(72321) = crossdifference of every pair of points on line {7178, 28840}
X(72321) = barycentric product X(i)*X(j) for these {i,j}: {8, 18755}, {9, 846}, {21, 21879}, {41, 17762}, {55, 1654}, {210, 38814}, {219, 4213}, {220, 17084}, {281, 22139}, {284, 21085}, {644, 69354}, {1334, 6626}, {2175, 51857}, {2194, 27569}, {2318, 2905}, {2328, 27691}, {2329, 63627}, {3686, 38836}, {3709, 57060}, {3939, 21196}, {3985, 51867}, {4433, 45783}, {4517, 40722}, {14844, 52405}
X(72321) = barycentric quotient X(i)/X(j) for these {i,j}: {9, 51865}, {41, 13610}, {55, 6625}, {284, 40164}, {846, 85}, {1334, 63885}, {1654, 6063}, {2175, 2248}, {4213, 331}, {5546, 53655}, {9447, 18757}, {17084, 57792}, {17762, 20567}, {18755, 7}, {21085, 349}, {21196, 52621}, {21879, 1441}, {22139, 348}, {27954, 7205}, {38814, 57785}, {51857, 41283}, {65375, 65257}, {69354, 24002}
X(72321) = {X(2328),X(40966)}-harmonic conjugate of X(55)
X(72322) lies on these lines: {1, 1573}, {8, 4919}, {9, 21}, {36, 17746}, {39, 5529}, {43, 69225}, {57, 25946}, {63, 19308}, {72, 3509}, {101, 3678}, {171, 21874}, {172, 1757}, {191, 35342}, {200, 3208}, {210, 2329}, {213, 5293}, {220, 7281}, {846, 18755}, {936, 17754}, {960, 3684}, {978, 69283}, {997, 21384}, {1043, 3985}, {1046, 5277}, {1054, 69246}, {1213, 11281}, {1334, 4420}, {1654, 17084}, {1743, 7296}, {1761, 15586}, {1781, 24048}, {2176, 3961}, {2475, 69727}, {2650, 37675}, {2893, 27559}, {3053, 7262}, {3061, 37658}, {3207, 5220}, {3216, 69281}, {3247, 40977}, {3294, 69275}, {3496, 5692}, {3501, 50361}, {3570, 17739}, {3681, 9310}, {3689, 4520}, {3691, 4511}, {3699, 4095}, {3711, 4513}, {3870, 22230}, {3875, 71567}, {3929, 35276}, {3940, 69284}, {3984, 19318}, {4051, 5289}, {4053, 50198}, {4109, 16086}, {4213, 21085}, {4251, 10176}, {4416, 71067}, {4662, 6603}, {5044, 41239}, {5524, 20691}, {5745, 27399}, {6048, 9620}, {8235, 54388}, {8583, 51194}, {8846, 8931}, {9451, 56542}, {13610, 20698}, {16503, 25917}, {16519, 29821}, {16552, 69274}, {16973, 21214}, {17349, 69273}, {17448, 47623}, {18061, 69868}, {21014, 27524}, {21677, 69729}, {21921, 34195}, {24439, 53476}, {28043, 28050}, {28631, 41333}, {34772, 59207}, {34790, 56530}, {37573, 70518}, {38930, 44669}, {39244, 63087}, {41229, 71480}, {49448, 69222}, {52370, 52405}, {54386, 70461}, {56176, 60711}, {59511, 70421}, {68950, 70218}
X(72322) = X(i)-Ceva conjugate of X(j) for these (i,j): {210, 9}, {1654, 846}, {2329, 3208}
X(72322) = X(i)-isoconjugate of X(j) for these (i,j): {7, 2248}, {56, 6625}, {57, 13610}, {85, 18757}, {604, 51865}, {1014, 52208}, {1400, 40164}, {1412, 63885}, {4017, 65257}, {7178, 53628}, {7180, 53655}
X(72322) = X(i)-Dao conjugate of X(j) for these (i,j): {1, 6625}, {86, 57785}, {3161, 51865}, {5452, 13610}, {6627, 24002}, {34961, 65257}, {40582, 40164}, {40599, 63885}
X(72322) = crossdifference of every pair of points on line {4017, 4784}
X(72322) = barycentric product X(i)*X(j) for these {i,j}: {8, 846}, {9, 1654}, {21, 21085}, {41, 51857}, {55, 17762}, {78, 4213}, {200, 17084}, {210, 6626}, {284, 27569}, {312, 18755}, {318, 22139}, {333, 21879}, {644, 21196}, {2287, 27691}, {2321, 38814}, {2905, 3694}, {3699, 69354}, {3702, 38836}, {3790, 40751}, {3939, 50451}, {3985, 45783}, {4041, 57060}, {4420, 14844}, {4433, 52207}, {7081, 63627}, {44687, 66746}
X(72322) = barycentric quotient X(i)/X(j) for these {i,j}: {8, 51865}, {9, 6625}, {21, 40164}, {41, 2248}, {55, 13610}, {210, 63885}, {643, 53655}, {846, 7}, {1334, 52208}, {1654, 85}, {2175, 18757}, {4213, 273}, {4517, 40777}, {5546, 65257}, {6626, 57785}, {17084, 1088}, {17762, 6063}, {18755, 57}, {21085, 1441}, {21196, 24002}, {21879, 226}, {22139, 77}, {27569, 349}, {27691, 1446}, {27954, 7196}, {38814, 1434}, {50451, 52621}, {51857, 20567}, {52370, 15377}, {57060, 4625}, {63627, 7249}, {65375, 53628}, {69354, 3676}
X(72322) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {41, 3876, 9}, {78, 70519, 9}, {2287, 21033, 9}, {5277, 21839, 1046}, {18755, 21879, 846}
X(72323) lies on these lines: {1, 59628}, {2, 740}, {8, 21}, {9, 70973}, {43, 17280}, {75, 29839}, {86, 66530}, {100, 199}, {145, 17716}, {165, 2784}, {171, 6542}, {200, 3790}, {210, 42033}, {239, 59692}, {306, 4645}, {319, 4640}, {344, 26038}, {346, 3985}, {519, 5429}, {536, 33126}, {594, 59238}, {846, 1654}, {874, 30660}, {894, 4028}, {1211, 9791}, {1278, 33144}, {1330, 21081}, {1376, 17233}, {1503, 9778}, {1707, 17363}, {1834, 9780}, {2308, 14459}, {2318, 4420}, {2321, 7081}, {2325, 72055}, {2345, 59297}, {2475, 27558}, {2887, 62392}, {2891, 6763}, {2895, 4427}, {3178, 26051}, {3210, 33171}, {3616, 20182}, {3647, 41814}, {3661, 17594}, {3681, 50105}, {3683, 4886}, {3685, 3687}, {3696, 33116}, {3699, 6057}, {3705, 3886}, {3706, 32851}, {3722, 70456}, {3740, 17264}, {3744, 50015}, {3769, 17299}, {3771, 49474}, {3773, 60714}, {3786, 40966}, {3791, 20016}, {3794, 35104}, {3846, 4693}, {3875, 29634}, {3896, 32779}, {3923, 62998}, {3932, 71926}, {3936, 64010}, {3974, 71529}, {3980, 17300}, {3993, 72004}, {4061, 56078}, {4062, 4418}, {4065, 24931}, {4082, 72059}, {4102, 4995}, {4104, 17261}, {4133, 66632}, {4204, 17776}, {4213, 27569}, {4360, 72216}, {4365, 29846}, {4387, 5233}, {4388, 32929}, {4414, 37653}, {4417, 5695}, {4431, 13405}, {4438, 49459}, {4440, 33064}, {4442, 30831}, {4512, 70969}, {4515, 40792}, {4527, 37764}, {4647, 25650}, {4651, 32849}, {4682, 17315}, {4685, 33164}, {4697, 20090}, {4709, 33138}, {4716, 6679}, {4854, 30832}, {4903, 42032}, {4970, 17302}, {5143, 17751}, {5211, 32943}, {5268, 17242}, {5524, 69297}, {5550, 41926}, {5657, 14636}, {5687, 20836}, {5741, 17777}, {5839, 21793}, {5846, 71910}, {6646, 32934}, {6690, 55095}, {7155, 71175}, {7172, 71636}, {7262, 62989}, {8013, 26044}, {10389, 50310}, {10453, 17740}, {14555, 71524}, {17056, 68999}, {17061, 17160}, {17084, 17762}, {17126, 20017}, {17135, 33168}, {17147, 33175}, {17155, 71939}, {17268, 62673}, {17295, 72220}, {17362, 59580}, {17495, 33173}, {17591, 50311}, {17596, 49560}, {17715, 70454}, {17718, 42029}, {19808, 37593}, {19998, 33166}, {20011, 33170}, {20012, 33163}, {20077, 24850}, {20095, 28599}, {20101, 32852}, {20653, 26117}, {23600, 27512}, {24161, 25663}, {24342, 26109}, {24628, 29616}, {25568, 50107}, {26073, 29687}, {26840, 32845}, {28522, 33152}, {28581, 33121}, {28604, 43223}, {29587, 33174}, {29635, 49469}, {29640, 62226}, {29641, 63131}, {29837, 49470}, {29838, 32921}, {29840, 32855}, {30543, 70499}, {31017, 33102}, {31037, 33100}, {32847, 71450}, {32848, 32945}, {32854, 71451}, {32862, 71927}, {32866, 49704}, {32930, 63002}, {32936, 69300}, {32939, 71937}, {33071, 49484}, {33089, 71929}, {33115, 71631}, {33118, 50104}, {33122, 50106}, {33124, 42051}, {33161, 72162}, {33761, 70970}, {35263, 50306}, {37467, 64727}, {37576, 54433}, {38000, 59547}, {38456, 51678}, {41014, 63996}, {41629, 59574}, {42334, 59624}, {44416, 71934}, {49477, 72026}, {49707, 63147}, {50087, 71807}, {64083, 67713}, {68969, 69091}
X(72323) = reflection of X(i) in X(j) for these {i,j}: {2, 33160}, {41629, 59574}
X(72323) = anticomplement of X(33135)
X(72323) = X(i)-Ceva conjugate of X(j) for these (i,j): {2321, 8}, {7081, 27538}, {17762, 1654}
X(72323) = X(i)-isoconjugate of X(j) for these (i,j): {7, 18757}, {56, 13610}, {57, 2248}, {604, 6625}, {1396, 15377}, {1397, 51865}, {1402, 40164}, {1408, 63885}, {1412, 52208}, {4017, 53628}, {7180, 65257}, {51641, 53655}
X(72323) = X(i)-Dao conjugate of X(j) for these (i,j): {1, 13610}, {86, 1434}, {3161, 6625}, {5452, 2248}, {6627, 3676}, {21196, 1365}, {34961, 53628}, {40599, 52208}, {40605, 40164}, {59577, 63885}, {62585, 51865}, {63486, 7249}
X(72323) = crosspoint of X(3699) and X(6064)
X(72323) = crosssum of X(43924) and X(61052)
X(72323) = barycentric product X(i)*X(j) for these {i,j}: {8, 1654}, {9, 17762}, {21, 27569}, {55, 51857}, {312, 846}, {314, 21879}, {333, 21085}, {345, 4213}, {346, 17084}, {644, 50451}, {646, 69354}, {1043, 27691}, {1334, 64224}, {2321, 6626}, {2905, 3710}, {3596, 18755}, {3699, 21196}, {3700, 57060}, {3701, 38814}, {3790, 40722}, {3985, 52207}, {4451, 27954}, {6064, 6627}, {7017, 22139}, {14844, 42033}, {17787, 63627}
X(72323) = barycentric quotient X(i)/X(j) for these {i,j}: {8, 6625}, {9, 13610}, {41, 18757}, {55, 2248}, {210, 52208}, {312, 51865}, {333, 40164}, {643, 65257}, {645, 53655}, {846, 57}, {1654, 7}, {2318, 15377}, {2321, 63885}, {4213, 278}, {5546, 53628}, {6626, 1434}, {6627, 1365}, {14844, 52374}, {17084, 279}, {17762, 85}, {18755, 56}, {21085, 226}, {21196, 3676}, {21879, 65}, {22139, 222}, {27569, 1441}, {27691, 3668}, {27954, 7176}, {38814, 1014}, {50451, 24002}, {51857, 6063}, {57060, 4573}, {63627, 1432}, {69354, 3669}
X(72323) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {306, 32932, 4645}, {333, 4046, 8}, {345, 70517, 8}, {846, 21085, 1654}, {1043, 3704, 8}, {3703, 3996, 8}, {3703, 70523, 3996}, {3712, 4046, 333}, {4061, 56078, 60731}, {4062, 4418, 17778}, {4365, 29846, 37759}, {4433, 18235, 56181}, {4970, 32783, 17302}, {17362, 59580, 72200}, {32845, 33081, 26840}, {32855, 32941, 29840}, {32860, 33156, 2}, {32866, 71918, 49704}, {32929, 33077, 4388}, {32934, 33084, 6646}, {42033, 70971, 210}
X(72324) lies on these lines: {6, 31}, {9, 560}, {37, 7122}, {44, 2210}, {101, 922}, {190, 1580}, {199, 21936}, {238, 5150}, {284, 872}, {572, 1964}, {662, 2664}, {663, 1919}, {692, 3747}, {756, 2206}, {765, 1110}, {869, 2278}, {899, 5161}, {923, 34075}, {984, 993}, {1333, 20964}, {1582, 17277}, {1766, 69204}, {1911, 68748}, {1922, 69971}, {1961, 69892}, {2234, 65168}, {2244, 20602}, {2643, 16548}, {2667, 55100}, {3009, 7113}, {3122, 17798}, {3248, 5053}, {3285, 4557}, {3764, 37586}, {4118, 16566}, {4268, 7032}, {4384, 69205}, {4497, 63497}, {4579, 69887}, {5035, 20985}, {5143, 17954}, {5224, 32916}, {5291, 67404}, {6646, 18209}, {7104, 69977}, {8300, 68966}, {8750, 57653}, {8772, 21801}, {16568, 71851}, {16793, 56507}, {17264, 68898}, {17381, 25496}, {17763, 19623}, {17796, 58287}, {24294, 70854}, {34067, 34079}, {36267, 69700}, {42084, 70439}, {49746, 50300}, {52897, 70914}, {62828, 66674}, {70547, 71495}
X(72324) = isogonal conjugate of the isotomic conjugate of X(17763)
X(72324) = X(70443)-Ceva conjugate of X(5291)
X(72324) = X(i)-isoconjugate of X(j) for these (i,j): {2, 17946}, {7, 11609}, {28, 57847}, {69, 17981}, {75, 17954}, {76, 17961}, {81, 11611}, {99, 18015}, {264, 17971}, {286, 57680}, {513, 35147}, {514, 65239}, {523, 17929}, {651, 60484}, {670, 18002}, {693, 2703}, {850, 17939}, {20911, 53689}
X(72324) = X(i)-Dao conjugate of X(j) for these (i,j): {206, 17954}, {32664, 17946}, {35079, 3261}, {38986, 18015}, {38991, 60484}, {39026, 35147}, {40586, 11611}, {40591, 57847}
X(72324) = crosspoint of X(i) and X(j) for these (i,j): {5006, 70443}, {5061, 5291}
X(72324) = crosssum of X(i) and X(j) for these (i,j): {2, 32842}, {514, 68990}, {1086, 71087}, {11609, 17946}
X(72324) = crossdifference of every pair of points on line {514, 4357}
X(72324) = barycentric product X(i)*X(j) for these {i,j}: {1, 5291}, {6, 17763}, {9, 5061}, {10, 5006}, {19, 17977}, {31, 17790}, {37, 70443}, {42, 19623}, {48, 17987}, {58, 68897}, {71, 422}, {100, 68885}, {101, 2787}, {163, 18003}, {190, 5040}, {213, 5209}, {291, 67404}, {513, 70442}, {649, 70417}, {661, 17944}, {662, 17989}, {798, 17935}, {1252, 68990}
X(72324) = barycentric quotient X(i)/X(j) for these {i,j}: {31, 17946}, {32, 17954}, {41, 11609}, {42, 11611}, {71, 57847}, {101, 35147}, {163, 17929}, {422, 44129}, {560, 17961}, {663, 60484}, {692, 65239}, {798, 18015}, {1924, 18002}, {1973, 17981}, {2200, 57680}, {2787, 3261}, {5006, 86}, {5040, 514}, {5061, 85}, {5209, 6385}, {5291, 75}, {9247, 17971}, {17763, 76}, {17790, 561}, {17935, 4602}, {17944, 799}, {17977, 304}, {17987, 1969}, {17989, 1577}, {18003, 20948}, {19623, 310}, {32739, 2703}, {67404, 350}, {68885, 693}, {68897, 313}, {68990, 23989}, {70417, 1978}, {70442, 668}, {70443, 274}
X(72324) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {31, 2267, 71872}, {3285, 4557, 18266}, {17798, 65741, 3122}
X(72325) lies on these lines: {1, 71141}, {2, 37}, {6, 76}, {8, 22289}, {9, 3760}, {10, 20174}, {39, 56023}, {69, 18144}, {86, 20913}, {99, 5124}, {141, 314}, {149, 21289}, {183, 36744}, {190, 34017}, {193, 44147}, {194, 5069}, {239, 313}, {256, 24688}, {264, 11341}, {274, 17398}, {310, 24512}, {311, 69045}, {319, 52043}, {349, 41246}, {384, 1333}, {385, 2220}, {386, 12263}, {524, 44139}, {579, 29455}, {583, 37686}, {594, 17143}, {599, 34282}, {668, 17362}, {714, 24575}, {726, 4283}, {730, 18170}, {894, 1269}, {966, 18135}, {992, 28660}, {1030, 1078}, {1045, 24327}, {1089, 33159}, {1100, 1909}, {1172, 1235}, {1213, 18140}, {1228, 17541}, {1230, 32911}, {1449, 3761}, {1654, 18133}, {1761, 16560}, {1975, 36743}, {2092, 3934}, {2197, 28771}, {2214, 14621}, {2238, 18152}, {2260, 70940}, {2303, 17686}, {3216, 25688}, {3264, 17117}, {3416, 5015}, {3589, 53478}, {3596, 4361}, {3618, 70500}, {3661, 18044}, {3686, 6381}, {3729, 29561}, {3734, 5019}, {3759, 3765}, {3783, 22316}, {3821, 36250}, {3891, 54341}, {3912, 34830}, {3943, 29447}, {3948, 17277}, {3963, 4360}, {3975, 17348}, {4044, 17353}, {4074, 18021}, {4093, 32860}, {4254, 69381}, {4263, 9466}, {4270, 71623}, {4272, 37678}, {4275, 69262}, {4277, 31276}, {4377, 4852}, {4385, 38047}, {4494, 17151}, {4643, 70247}, {4645, 24523}, {4710, 4716}, {4749, 71629}, {4851, 20917}, {5035, 17128}, {5042, 17130}, {5105, 71622}, {5120, 69380}, {5153, 33296}, {5209, 59631}, {5275, 40022}, {5276, 39998}, {5362, 41001}, {5367, 41000}, {5750, 20888}, {5880, 59619}, {6376, 17275}, {6385, 9230}, {6542, 18040}, {6646, 39995}, {6650, 40010}, {6656, 53417}, {7155, 24717}, {7751, 16946}, {7803, 70504}, {8024, 33854}, {9902, 18194}, {10447, 17306}, {10471, 25499}, {10479, 32784}, {16514, 69277}, {16684, 71142}, {16685, 40859}, {16732, 17788}, {16744, 39798}, {16884, 64133}, {17031, 71139}, {17053, 69256}, {17061, 70487}, {17119, 70251}, {17129, 33882}, {17144, 17299}, {17229, 60730}, {17252, 69538}, {17259, 30830}, {17294, 18065}, {17296, 58787}, {17300, 18143}, {17330, 18145}, {17349, 31060}, {17369, 34023}, {17379, 45221}, {17381, 70943}, {17388, 70809}, {17794, 64581}, {18136, 37653}, {18148, 24731}, {19952, 27838}, {20150, 45223}, {21065, 71053}, {21238, 24478}, {21278, 25048}, {21858, 26752}, {22071, 28798}, {24342, 25458}, {24592, 69547}, {25280, 59514}, {26235, 37675}, {26772, 31026}, {26963, 62636}, {26976, 71944}, {27020, 56926}, {27111, 30819}, {27792, 62998}, {28809, 37650}, {29474, 30567}, {29960, 69583}, {30054, 70150}, {32104, 59772}, {32863, 40013}, {32914, 69550}, {32930, 69636}, {34284, 63055}, {37503, 69417}, {37676, 44154}, {40012, 54686}, {40085, 71500}, {40088, 56660}, {41233, 71672}, {50036, 59635}, {50095, 56253}, {53421, 70210}, {62989, 65161}, {63053, 70472}, {63520, 72148}, {64709, 71458}, {69212, 70445}, {70696, 71621}
X(72325) = isotomic conjugate of the isogonal conjugate of X(69212)
X(72325) = X(i)-anticomplementary conjugate of X(j) for these (i,j): {82, 18133}, {251, 24068}, {596, 1369}, {39798, 21289}, {40148, 2896}
X(72325) = X(40085)-Ceva conjugate of X(3770)
X(72325) = X(69549)-cross conjugate of X(32914)
X(72325) = X(649)-isoconjugate of X(29071)
X(72325) = X(i)-Dao conjugate of X(j) for these (i,j): {5375, 29071}, {69212, 5347}
X(72325) = crosspoint of X(34537) and X(65286)
X(72325) = trilinear pole of line {29070, 69618}
X(72325) = crossdifference of every pair of points on line {667, 688}
X(72325) = barycentric product X(i)*X(j) for these {i,j}: {75, 32914}, {76, 69212}, {99, 69619}, {274, 69549}, {310, 69550}, {313, 70446}, {321, 70445}, {668, 29070}, {670, 69618}, {799, 69548}, {1502, 5371}, {1978, 68880}, {3261, 70444}
X(72325) = barycentric quotient X(i)/X(j) for these {i,j}: {100, 29071}, {5371, 32}, {29070, 513}, {32914, 1}, {68880, 649}, {69212, 6}, {69548, 661}, {69549, 37}, {69550, 42}, {69618, 512}, {69619, 523}, {70444, 101}, {70445, 81}, {70446, 58}
X(72325) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 18147, 25660}, {2, 44140, 70852}, {6, 76, 3770}, {75, 18046, 2}, {75, 29764, 17302}, {190, 34017, 41681}, {312, 19803, 3772}, {346, 29542, 72063}, {2277, 72127, 25505}, {2345, 4441, 72193}, {3759, 30596, 3765}, {4043, 70854, 17280}, {17144, 17786, 17299}, {17790, 69635, 75}, {18137, 29484, 2}, {18143, 30939, 17300}, {22289, 56537, 8}, {29802, 72185, 4000}, {30940, 61416, 17034}, {60861, 72193, 2345}
X(72326) lies on these lines: {1, 6}, {2, 1914}, {3, 16604}, {10, 2241}, {21, 2275}, {31, 24512}, {32, 1125}, {39, 5248}, {48, 2112}, {55, 1575}, {56, 71493}, {65, 69233}, {71, 20459}, {75, 4366}, {83, 27255}, {86, 1333}, {87, 8424}, {100, 10987}, {142, 53602}, {171, 21793}, {172, 3616}, {183, 20530}, {190, 71502}, {230, 3816}, {244, 69239}, {251, 29648}, {284, 18904}, {292, 23407}, {330, 16914}, {344, 5839}, {346, 70454}, {350, 16998}, {384, 31997}, {385, 30963}, {551, 2242}, {572, 31394}, {594, 32941}, {595, 17750}, {604, 1284}, {609, 25055}, {614, 69220}, {673, 17278}, {726, 70734}, {748, 2238}, {894, 24357}, {902, 69230}, {940, 56508}, {942, 69235}, {978, 18755}, {993, 1015}, {995, 70976}, {1086, 33869}, {1213, 41333}, {1486, 17798}, {1572, 54318}, {1574, 8715}, {1621, 2276}, {1627, 29666}, {1655, 71445}, {1739, 69236}, {1740, 5110}, {1909, 16916}, {1911, 52656}, {1919, 62558}, {2110, 15624}, {2262, 63522}, {2295, 3915}, {2309, 40934}, {2321, 71414}, {2344, 56805}, {2548, 10198}, {2975, 63493}, {3053, 25524}, {3054, 6667}, {3058, 21956}, {3125, 69241}, {3295, 20691}, {3496, 20271}, {3509, 29820}, {3624, 5277}, {3661, 17275}, {3666, 56511}, {3684, 17123}, {3686, 49560}, {3720, 21764}, {3721, 28082}, {3726, 5282}, {3727, 3924}, {3735, 30117}, {3739, 20172}, {3754, 69232}, {3758, 20147}, {3759, 20142}, {3815, 6690}, {3822, 5475}, {3825, 7746}, {3870, 20693}, {3875, 70956}, {3905, 59515}, {3913, 21868}, {3932, 17362}, {4026, 4660}, {4078, 71921}, {4136, 71811}, {4254, 21892}, {4262, 71609}, {4376, 26234}, {4383, 21904}, {4396, 17002}, {4400, 18135}, {4423, 5275}, {4428, 31477}, {4644, 6646}, {4688, 20181}, {4852, 20162}, {5014, 20483}, {5019, 33682}, {5047, 69210}, {5119, 21888}, {5124, 20872}, {5132, 46838}, {5145, 37819}, {5153, 70815}, {5250, 69248}, {5256, 69552}, {5257, 16946}, {5263, 17303}, {5276, 5284}, {5337, 15668}, {5750, 49482}, {5883, 69234}, {6376, 16918}, {6675, 31466}, {6872, 9597}, {7054, 27180}, {7175, 64827}, {7191, 41269}, {7735, 26105}, {7736, 10315}, {7745, 25466}, {7772, 25092}, {7805, 71878}, {8053, 37586}, {8616, 17735}, {8624, 24331}, {9259, 71480}, {9367, 32561}, {9665, 25639}, {10197, 31476}, {10200, 69207}, {10314, 58402}, {11108, 70550}, {11110, 69068}, {11113, 69098}, {12514, 69224}, {16020, 62693}, {16058, 16606}, {16418, 31449}, {16549, 69229}, {16580, 34830}, {16589, 71494}, {16593, 17337}, {16818, 25497}, {16822, 59512}, {16826, 20159}, {16845, 31405}, {16866, 31468}, {16992, 21264}, {16996, 30998}, {17026, 71592}, {17027, 33295}, {17125, 44304}, {17127, 60697}, {17259, 17308}, {17274, 41311}, {17281, 50310}, {17294, 41310}, {17299, 68969}, {17314, 50015}, {17330, 50311}, {17333, 41312}, {17348, 20154}, {17354, 68876}, {17381, 71825}, {17389, 41313}, {17394, 20132}, {17540, 69095}, {17541, 72128}, {17692, 71446}, {17756, 61155}, {18589, 68747}, {19237, 62803}, {19719, 37869}, {20131, 28639}, {20174, 33935}, {20331, 41423}, {21008, 21214}, {21101, 71517}, {21341, 72012}, {21352, 70692}, {21857, 37502}, {21858, 40732}, {21951, 69240}, {22065, 23443}, {24249, 49777}, {24289, 71444}, {24443, 69237}, {24542, 69266}, {25101, 50026}, {25102, 26687}, {25439, 52959}, {25508, 68984}, {25542, 70538}, {26102, 40750}, {26244, 71980}, {27317, 28420}, {27623, 54423}, {27644, 63158}, {28011, 69222}, {28244, 36744}, {28358, 28365}, {29382, 68964}, {29588, 63050}, {29698, 70685}, {29968, 71956}, {30030, 71957}, {30063, 72169}, {30412, 36552}, {30413, 36553}, {30940, 70445}, {31455, 58404}, {32613, 34460}, {32921, 70696}, {33863, 54354}, {37128, 56934}, {37658, 71453}, {37670, 72127}, {37677, 71528}, {39257, 41847}, {39688, 71872}, {40464, 48387}, {40479, 72111}, {41144, 47037}, {48805, 48851}, {48822, 49740}, {49756, 49764}, {49774, 72170}, {49997, 71481}, {50011, 64702}, {51314, 59631}, {52410, 62789}, {54382, 54392}, {56025, 71595}, {56191, 70476}, {60724, 62849}, {62805, 71204}, {63055, 70419}, {64675, 69217}, {68478, 70991}, {68708, 70462}, {68950, 69231}, {69226, 69247}, {69888, 70446}, {70463, 72206}, {71132, 71952}, {71474, 71955}
on the IK Line
X(72326) = X(70450)-Ceva conjugate of X(16825)
X(72326) = X(514)-isoconjugate of X(29363)
X(72326) = crosspoint of X(i) and X(j) for these (i,j): {16825, 36538}, {70450, 70451}
X(72326) = crosssum of X(i) and X(j) for these (i,j): {1, 69218}, {6, 37576}
X(72326) = crossdifference of every pair of points on line {513, 24462}
X(72326) = X(1)-line conjugate of X(49692)
X(72326) = barycentric product X(i)*X(j) for these {i,j}: {1, 16825}, {9, 36538}, {10, 70451}, {37, 70450}, {100, 29362}, {514, 70449}
X(72326) = barycentric quotient X(i)/X(j) for these {i,j}: {692, 29363}, {16825, 75}, {29362, 693}, {36538, 85}, {70449, 190}, {70450, 274}, {70451, 86}
X(72326) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 9, 49509}, {1, 69212, 4426}, {2, 1914, 4386}, {6, 1001, 37}, {6, 16685, 40728}, {6, 16884, 4649}, {6, 49706, 69218}, {9, 16779, 6}, {10, 2241, 69243}, {86, 70693, 14621}, {238, 16503, 6}, {405, 16502, 1107}, {748, 2280, 2238}, {958, 16781, 17448}, {1100, 70738, 6}, {1449, 16468, 6}, {1621, 33854, 2276}, {2300, 23660, 6}, {3624, 7031, 5277}, {3684, 17123, 37673}, {3720, 21764, 63099}, {4366, 17000, 75}, {5251, 16784, 16975}, {5259, 5299, 5283}, {8616, 17754, 17735}, {12514, 69224, 69246}, {15485, 16779, 9}, {16780, 31435, 69225}, {17127, 63066, 60697}, {18755, 71610, 978}, {20142, 20180, 3759}, {21214, 70974, 21008}, {24443, 71211, 69237}, {26102, 70461, 40750}, {68893, 69212, 1}
X(72327) lies on these lines: {6, 31}, {9, 7122}, {35, 50592}, {44, 560}, {78, 1757}, {100, 71664}, {205, 19554}, {219, 58287}, {572, 869}, {604, 3009}, {872, 2278}, {899, 1958}, {922, 3204}, {984, 2975}, {1580, 17350}, {1582, 17349}, {1654, 71477}, {1743, 2210}, {1964, 4268}, {2206, 2287}, {3122, 4497}, {5009, 16948}, {5019, 20964}, {5042, 20985}, {5053, 7032}, {5224, 32918}, {8300, 63050}, {17339, 68898}, {17347, 18209}, {17348, 69205}, {17381, 32944}, {21760, 23545}, {23619, 69231}, {23659, 37586}, {27958, 32931}, {28365, 70914}, {29649, 70447}, {63053, 70481}, {63497, 65741}, {70535, 71495}
X(72327) = isogonal conjugate of the isotomic conjugate of X(29649)
vX(693)-isoconjugate of X(29325)
X(72327) = barycentric product X(i)*X(j) for these {i,j}: {6, 29649}, {37, 70448}, {42, 70447}, {101, 29324}
X(72327) = barycentric quotient X(i)/X(j) for these {i,j}: {29324, 3261}, {29649, 76}, {32739, 29325}, {70447, 310}, {70448, 274}
X(72328) lies on these lines: {1, 6}, {3, 20691}, {8, 172}, {10, 2242}, {31, 69245}, {32, 519}, {39, 8666}, {41, 3780}, {43, 21008}, {46, 21888}, {55, 20781}, {56, 1575}, {63, 69248}, {75, 6645}, {78, 20693}, {145, 1914}, {169, 50014}, {183, 25102}, {187, 8715}, {190, 71501}, {197, 17798}, {230, 12607}, {315, 62463}, {345, 6542}, {384, 17144}, {385, 24524}, {517, 69235}, {524, 72138}, {529, 5254}, {535, 7748}, {536, 1975}, {609, 3632}, {712, 71522}, {978, 9259}, {993, 1500}, {999, 16604}, {1015, 62825}, {1018, 69231}, {1043, 1333}, {1055, 3214}, {1222, 40746}, {1376, 21868}, {1415, 41687}, {1468, 2295}, {1759, 49494}, {1968, 68004}, {2178, 21857}, {2196, 2217}, {2205, 71936}, {2238, 9310}, {2240, 71942}, {2241, 3244}, {2243, 69240}, {2275, 54391}, {2276, 2975}, {2319, 17105}, {2321, 5019}, {2548, 45700}, {2802, 69232}, {3052, 58327}, {3053, 3913}, {3057, 69233}, {3125, 17736}, {3208, 17735}, {3293, 71482}, {3501, 33863}, {3509, 3959}, {3550, 4050}, {3633, 7031}, {3661, 14829}, {3679, 5277}, {3704, 50252}, {3721, 49487}, {3726, 3924}, {3727, 5282}, {3735, 15955}, {3769, 70386}, {3813, 7745}, {3872, 54382}, {3891, 71839}, {3905, 9055}, {3987, 69238}, {4136, 71807}, {4262, 50575}, {4421, 5023}, {4479, 17128}, {4642, 69239}, {4950, 71753}, {5013, 11194}, {5035, 17281}, {5042, 17355}, {5267, 31451}, {5301, 17388}, {5305, 72139}, {5337, 17294}, {5475, 24387}, {7296, 69210}, {7354, 21956}, {7738, 34610}, {7754, 72137}, {7805, 33908}, {8624, 49488}, {9263, 71445}, {9596, 10527}, {9597, 20076}, {9599, 10529}, {9620, 62858}, {9650, 25639}, {10448, 60724}, {10459, 63099}, {11235, 65630}, {11236, 13881}, {14614, 72136}, {14974, 52964}, {15621, 37586}, {16569, 71611}, {16822, 49481}, {16914, 32095}, {16992, 24656}, {16997, 25280}, {16998, 25303}, {17001, 25278}, {17016, 41269}, {17033, 18047}, {17135, 69488}, {17389, 41629}, {17737, 20060}, {17743, 37686}, {17752, 69262}, {17759, 71446}, {17762, 44352}, {17962, 39969}, {18156, 24358}, {18755, 50581}, {20065, 62467}, {20102, 20553}, {20271, 60353}, {20530, 26687}, {21318, 32912}, {21793, 37588}, {21861, 44662}, {24528, 63818}, {24735, 69263}, {25092, 31456}, {25440, 52959}, {26363, 31409}, {26752, 71449}, {29417, 68964}, {29605, 70875}, {29968, 72170}, {30109, 71475}, {32468, 71176}, {33854, 62837}, {33882, 50131}, {33938, 69270}, {34620, 44519}, {34625, 69208}, {36476, 54317}, {37574, 59238}, {37676, 52134}, {40750, 59311}, {41333, 49497}, {45701, 69207}, {48628, 69891}, {49760, 56517}, {52680, 69229}, {54418, 69222}, {56018, 69068}, {57038, 71474}, {59310, 70461}, {62420, 71925}, {62426, 70158}, {63050, 71533}, {63075, 63499}, {69227, 69249}, {70119, 71881}, {70532, 71490}, {71398, 72164}
X(72328) = midpoint of X(i) and X(j) for these {i,j}: {7754, 72137}, {71522, 71803}
X(72328) = reflection of X(i) in X(j) for these {i,j}: {69243, 32}, {72139, 5305}
X(72328) = X(70447)-Ceva conjugate of X(29649)
X(72328) = X(514)-isoconjugate of X(29325)
X(72328) = crosspoint of X(70447) and X(70448)
X(72328) = crosssum of X(1) and X(39248)
X(72328) = barycentric product X(i)*X(j) for these {i,j}: {1, 29649}, {10, 70448}, {37, 70447}, {100, 29324}
X(72328) = barycentric quotient X(i)/X(j) for these {i,j}: {692, 29325}, {29324, 693}, {29649, 75}, {70447, 274}, {70448, 86}
X(72328) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 5291, 4426}, {1, 54406, 71086}, {6, 12513, 17448}, {8, 172, 4386}, {956, 54416, 1107}, {1468, 4390, 2295}, {1759, 49494, 69244}, {5247, 56530, 2176}, {5258, 16785, 5283}, {5280, 5288, 16975}, {9620, 62858, 69246}, {33854, 62837, 63493}, {50581, 71480, 18755}, {54391, 69211, 2275}
X(72329) lies on these lines: {1, 20913}, {2, 37}, {6, 1269}, {8, 52043}, {31, 17031}, {38, 49519}, {42, 3891}, {55, 26237}, {63, 17026}, {76, 239}, {81, 310}, {274, 17397}, {291, 17155}, {306, 20335}, {313, 4361}, {314, 3662}, {319, 18144}, {349, 5228}, {561, 56660}, {594, 18044}, {668, 29617}, {672, 32933}, {740, 30982}, {748, 4368}, {869, 12263}, {1008, 5262}, {1150, 56509}, {1230, 2238}, {1654, 70247}, {1836, 69017}, {1909, 4393}, {2140, 3912}, {2239, 4362}, {2275, 62636}, {2319, 64225}, {3008, 4044}, {3120, 30953}, {3187, 37676}, {3264, 17119}, {3416, 4863}, {3434, 4645}, {3596, 17117}, {3661, 17143}, {3681, 17794}, {3720, 24552}, {3729, 56507}, {3741, 3821}, {3759, 3770}, {3760, 3948}, {3761, 16834}, {3764, 24688}, {3779, 17142}, {3783, 32860}, {3789, 4651}, {3840, 24177}, {3875, 3963}, {3902, 50316}, {3936, 30985}, {3975, 16816}, {4007, 18065}, {4383, 4713}, {4410, 16666}, {4442, 30942}, {4643, 39995}, {4675, 30939}, {4692, 50287}, {4714, 48809}, {4851, 18143}, {4972, 31330}, {5222, 70500}, {5224, 20174}, {5249, 31006}, {5278, 24592}, {5564, 30473}, {5739, 30946}, {5741, 30961}, {5839, 44147}, {5880, 29824}, {6381, 50095}, {6384, 6650}, {6542, 17144}, {7191, 54291}, {7196, 21454}, {8299, 26238}, {8301, 26232}, {10447, 17304}, {11679, 56508}, {16549, 29561}, {16815, 30830}, {17011, 37632}, {17017, 40718}, {17018, 72078}, {17023, 20888}, {17028, 62796}, {17029, 62795}, {17030, 40773}, {17032, 62851}, {17033, 62813}, {17034, 71655}, {17064, 30752}, {17121, 34283}, {17149, 24731}, {17157, 24575}, {17230, 60730}, {17251, 69538}, {17275, 18133}, {17288, 34282}, {17298, 58787}, {17299, 18040}, {17308, 32104}, {17363, 44139}, {17366, 53478}, {17389, 70809}, {17861, 21442}, {17889, 30969}, {18031, 63236}, {18059, 62625}, {18098, 61416}, {18135, 59212}, {18139, 30949}, {18140, 29576}, {18145, 66441}, {18152, 71857}, {18206, 29742}, {19308, 71449}, {19856, 28612}, {19950, 27838}, {20016, 24524}, {20140, 20166}, {20257, 30059}, {20347, 32859}, {20553, 32863}, {21071, 29988}, {21956, 69092}, {22289, 64553}, {24330, 26223}, {24342, 26102}, {24514, 32911}, {24587, 53591}, {24598, 26959}, {26037, 69296}, {26038, 41915}, {26541, 26621}, {26626, 34284}, {26801, 62803}, {26821, 63493}, {26840, 69265}, {28634, 56249}, {28916, 34387}, {29433, 62817}, {29577, 30866}, {29584, 64133}, {29586, 31997}, {29603, 32092}, {29610, 70253}, {29981, 34830}, {30571, 41818}, {30945, 69251}, {30997, 33077}, {31004, 32782}, {31005, 32915}, {31027, 33172}, {31036, 72129}, {31317, 60719}, {32922, 63818}, {32939, 37686}, {37096, 69097}, {37639, 71650}, {41233, 68769}, {48643, 70922}, {49474, 62553}, {50301, 72163}, {52257, 69280}, {57034, 64554}, {59207, 71987}, {68980, 71872}, {69016, 69256}, {70260, 70462}, {70481, 70502}, {71614, 72128}, {71700, 72161}
X(72329) = X(649)-isoconjugate of X(29363)
X(72329) = X(i)-Dao conjugate of X(j) for these (i,j): {5375, 29363}, {16825, 69218}
X(72329) = barycentric product X(i)*X(j) for these {i,j}: {75, 16825}, {312, 36538}, {313, 70451}, {321, 70450}, {668, 29362}, {3261, 70449}
X(72329) = barycentric quotient X(i)/X(j) for these {i,j}: {100, 29363}, {16825, 1}, {29362, 513}, {36538, 57}, {70449, 101}, {70450, 81}, {70451, 58}
X(72329) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 4441, 321}, {2, 17147, 2276}, {2, 17759, 71573}, {75, 18046, 17303}, {75, 29764, 4657}, {75, 70983, 17301}, {76, 239, 3765}, {3666, 21264, 2}, {3760, 4384, 3948}, {4000, 44140, 20891}, {4043, 29484, 17279}, {4359, 70739, 2}, {4362, 24260, 2239}, {4657, 19834, 32774}, {13576, 17135, 5014}, {16816, 31060, 3975}, {17023, 20888, 70943}, {17031, 24259, 31}, {17144, 20917, 6542}, {17308, 32104, 60736}, {17490, 30998, 2}, {18137, 29756, 17278}, {19804, 30963, 2}, {26238, 32929, 8299}, {29802, 70852, 16706}, {50106, 71573, 17759}
X(72330) lies on these lines: {1, 30054}, {2, 37}, {6, 3264}, {7, 52043}, {76, 17116}, {193, 25298}, {239, 70251}, {256, 71578}, {313, 4363}, {314, 48628}, {320, 30473}, {518, 25291}, {527, 56253}, {646, 17242}, {668, 17364}, {726, 23677}, {869, 59562}, {894, 3596}, {940, 30713}, {1086, 18044}, {1201, 32921}, {1269, 17118}, {1423, 65233}, {2275, 71948}, {2995, 30034}, {3056, 20352}, {3416, 15983}, {3436, 4645}, {3501, 29983}, {3729, 3948}, {3779, 53338}, {3912, 30037}, {3963, 4494}, {3975, 17350}, {4033, 4851}, {4110, 6542}, {4440, 70247}, {4643, 56249}, {4675, 18040}, {4783, 49497}, {6173, 18065}, {6376, 6646}, {7222, 44147}, {7229, 70500}, {7321, 18144}, {8424, 26232}, {9902, 24342}, {10447, 60736}, {10459, 50302}, {14621, 23617}, {17247, 18140}, {17255, 69538}, {17257, 59212}, {17261, 30830}, {17276, 18133}, {17299, 30939}, {17300, 17786}, {17343, 25280}, {17345, 59514}, {17376, 59519}, {17738, 24590}, {17752, 30092}, {17861, 20432}, {17864, 33942}, {18830, 27444}, {20080, 25278}, {20090, 24524}, {20258, 30052}, {20913, 25590}, {20917, 26806}, {21299, 24451}, {25279, 56802}, {26975, 71945}, {27424, 54120}, {27549, 52353}, {28365, 40886}, {29615, 34282}, {30030, 69718}, {30940, 56353}, {31034, 59712}, {32859, 40603}, {32912, 71663}, {39354, 45242}, {44139, 50128}, {62585, 62998}, {63053, 70467}, {63520, 72151}, {70121, 71883}, {70395, 71872}
X(72330) = anticomplement of X(28366)
X(72330) = X(649)-isoconjugate of X(29325)
X(72330) = X(i)-Dao conjugate of X(j) for these (i,j): {5375, 29325}, {29649, 39248}
X(72330) = barycentric product X(i)*X(j) for these {i,j}: {75, 29649}, {313, 70448}, {321, 70447}, {668, 29324}
X(72330) = barycentric quotient X(i)/X(j) for these {i,j}: {100, 29325}, {29324, 513}, {29649, 1}, {70447, 81}, {70448, 58}
X(72330) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {75, 18046, 17301}, {75, 29388, 17303}, {192, 27102, 2277}, {894, 3596, 3765}, {4494, 10436, 3963}, {18137, 29705, 17281}, {20258, 30059, 30052}, {60861, 72189, 16706}
X(723311) lies on these lines: {6, 31}, {44, 7122}, {560, 1743}, {572, 872}, {869, 4268}, {984, 8666}, {1582, 68966}, {1654, 71479}, {1757, 69274}, {1964, 5053}, {2210, 16669}, {2305, 58368}, {4579, 71139}, {5035, 20964}, {9359, 33760}, {17349, 70908}, {17381, 70942}, {18209, 20072}, {59511, 70448}, {63053, 70483}
X(72332) lies on these lines: {1, 6}, {8, 2242}, {32, 145}, {36, 20691}, {39, 54391}, {56, 21859}, {58, 69245}, {101, 3780}, {115, 20060}, {149, 7747}, {172, 519}, {187, 3871}, {346, 5042}, {384, 70809}, {404, 52959}, {529, 69096}, {609, 3633}, {754, 20102}, {1015, 62837}, {1018, 33863}, {1046, 4919}, {1333, 17388}, {1500, 2975}, {1572, 36846}, {1574, 5253}, {1575, 5563}, {1914, 3244}, {2241, 3241}, {2275, 62825}, {2276, 8666}, {2548, 10529}, {2549, 20076}, {3208, 69231}, {3216, 9259}, {3218, 69249}, {3293, 21008}, {3336, 21888}, {3509, 69244}, {3632, 4386}, {3661, 71984}, {3721, 15955}, {3746, 71493}, {3872, 69217}, {3885, 69232}, {3943, 5035}, {3959, 17736}, {4050, 37603}, {4257, 69228}, {4383, 68964}, {4390, 17750}, {4513, 5021}, {4595, 71585}, {4652, 31433}, {5019, 17314}, {5080, 69259}, {5337, 6542}, {5697, 69235}, {6645, 17143}, {6763, 69248}, {6781, 20066}, {7031, 51093}, {7756, 20067}, {7760, 9263}, {7787, 54098}, {9596, 45700}, {9620, 62874}, {9650, 11680}, {9651, 34605}, {10527, 31409}, {10528, 69207}, {11194, 31448}, {14923, 69234}, {17034, 18047}, {17144, 71650}, {17178, 68984}, {17389, 70875}, {17737, 69175}, {18755, 71482}, {18990, 21956}, {20247, 24281}, {20693, 69274}, {21773, 21858}, {29588, 69887}, {29605, 69024}, {29966, 71475}, {32912, 70862}, {33954, 69008}, {35007, 64199}, {37676, 69735}, {40746, 56145}, {51319, 71922}, {62832, 69224}, {62848, 71204}, {64176, 69238}, {69233, 71729}, {69862, 71393}, {69869, 71593}, {70454, 70460}
on the IK Line
X(72332) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 4426, 68893}, {1, 5291, 69212}, {8, 2242, 5277}, {609, 3633, 69243}, {4426, 68893, 69212}, {5288, 16785, 1107}, {5291, 68893, 4426}, {12513, 54416, 16975}, {17736, 49494, 3959}, {62837, 69211, 1015}
X(72333) lies on these lines: {2, 37}, {6, 70251}, {7, 30473}, {76, 17118}, {313, 17116}, {314, 4665}, {646, 17243}, {668, 17365}, {894, 3264}, {1761, 29529}, {3596, 3770}, {3729, 29429}, {3760, 29406}, {3875, 68964}, {3948, 29399}, {3975, 17351}, {4033, 17300}, {4110, 4851}, {4436, 71142}, {4440, 18133}, {4494, 25590}, {4645, 56880}, {4675, 17786}, {6376, 17276}, {6646, 56249}, {7228, 44139}, {7321, 52043}, {14621, 40018}, {17246, 18140}, {17258, 59212}, {17262, 30830}, {17336, 29504}, {17344, 25280}, {17349, 71650}, {17390, 72066}, {17483, 40603}, {17738, 29380}, {18040, 26806}, {18044, 48627}, {18144, 42697}, {21238, 24463}, {24598, 71946}, {25382, 70395}, {29382, 29511}, {29393, 29509}, {29400, 29405}, {31300, 65161}, {33942, 70823}, {35544, 63398}, {37674, 59761}, {63053, 70477}, {63520, 72145}, {68585, 69754}
X(72333) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {75, 29388, 2}, {3596, 4363, 3770}, {3739, 4506, 17787}
X(72334) lies on these lines: {1, 6}, {2, 69243}, {21, 63493}, {32, 551}, {43, 71610}, {55, 16604}, {172, 3622}, {244, 69237}, {354, 69235}, {404, 10987}, {748, 3780}, {942, 69233}, {999, 71493}, {1015, 5248}, {1125, 2241}, {1506, 10197}, {1572, 64675}, {1574, 25439}, {1575, 3295}, {1621, 2275}, {1697, 21888}, {1914, 3616}, {2242, 3636}, {3303, 20691}, {3727, 28082}, {3822, 9665}, {3875, 70957}, {3915, 24512}, {4366, 31997}, {4423, 70532}, {4428, 5013}, {4664, 7839}, {4666, 54382}, {5023, 40726}, {5250, 69246}, {5254, 49736}, {5277, 25055}, {5883, 69232}, {7738, 47357}, {7749, 10199}, {7770, 24656}, {8616, 33863}, {9259, 70974}, {9596, 10587}, {11285, 24739}, {11321, 25130}, {14621, 71600}, {16060, 24652}, {16842, 25614}, {16865, 63499}, {16914, 31999}, {16916, 25303}, {16918, 24524}, {17000, 17144}, {17381, 71824}, {17397, 69024}, {17691, 24654}, {17750, 40091}, {18755, 21214}, {20271, 29820}, {21793, 37607}, {22065, 23415}, {24358, 39731}, {28011, 69220}, {29603, 70875}, {30030, 71956}, {40750, 70466}, {41144, 69381}, {42028, 56042}, {49774, 71957}, {58565, 69234}, {68950, 69229}, {69224, 69248}, {69239, 71211}, {71474, 71952}
X(72334) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1001, 16781, 1107}, {1125, 2241, 4386}, {16973, 31435, 21879}
X(72335) lies on these lines: {1, 6}, {32, 3244}, {39, 62825}, {43, 9259}, {56, 20691}, {57, 21888}, {145, 172}, {187, 25439}, {474, 21868}, {519, 2242}, {535, 9664}, {609, 51093}, {996, 69512}, {997, 20693}, {999, 1575}, {1120, 40746}, {1468, 69245}, {1500, 8666}, {1914, 3241}, {2241, 3635}, {2275, 62837}, {2276, 54391}, {2802, 69234}, {3057, 69235}, {3125, 49494}, {3208, 33863}, {3295, 71493}, {3304, 16604}, {3632, 5277}, {3661, 71985}, {3726, 49487}, {3729, 71596}, {3780, 9310}, {3950, 5042}, {3997, 9346}, {4050, 37608}, {4390, 24512}, {4851, 69044}, {4919, 32913}, {5210, 61153}, {5337, 29605}, {5434, 21956}, {6048, 71611}, {6542, 17740}, {6645, 17144}, {9596, 10529}, {9598, 20076}, {9599, 11240}, {9650, 24387}, {9957, 69233}, {10027, 69262}, {11194, 31477}, {17015, 41269}, {17027, 18047}, {17389, 69024}, {17736, 69244}, {17962, 56150}, {21008, 50581}, {31409, 45700}, {36846, 54382}, {40131, 50014}, {50637, 70975}, {53418, 66065}, {54310, 69230}, {62858, 69248}, {62874, 69246}, {63493, 69211}
X(72335) = reflection of X(4386) in X(2242)
X(72335) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 69218, 71086}, {145, 172, 69243}
X(72336) lies on these lines: {2, 37}, {76, 17117}, {239, 34283}, {274, 17396}, {313, 17119}, {314, 48627}, {1269, 3765}, {3662, 17143}, {3875, 20913}, {3946, 70943}, {3963, 17151}, {4371, 25298}, {4389, 20174}, {4402, 70500}, {4645, 5082}, {4665, 18044}, {5564, 18144}, {16710, 63493}, {17144, 17300}, {17155, 24575}, {17232, 60730}, {17275, 39995}, {17299, 18143}, {17304, 32104}, {17306, 60736}, {17326, 70253}, {17391, 70809}, {18133, 28634}, {24165, 63497}, {26237, 64727}, {29617, 44139}, {30940, 56042}, {42696, 52043}
X(72336) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {75, 29764, 17303}, {75, 70983, 4657}, {1269, 4361, 3765}, {4371, 44147, 25298}
X(72337) lies on these lines: {2, 37}, {313, 17118}, {646, 17244}, {668, 50128}, {894, 70251}, {1149, 32921}, {3264, 3765}, {3421, 4645}, {3596, 17116}, {3948, 4659}, {3963, 25590}, {4033, 4675}, {4110, 17300}, {4419, 59212}, {4440, 6376}, {4492, 46910}, {4494, 20913}, {4644, 25298}, {4741, 25280}, {6381, 50119}, {7263, 18044}, {7321, 30473}, {14621, 40400}, {17276, 56249}, {17786, 26806}, {24463, 71578}, {25382, 71872}, {42697, 52043}, {49747, 69538}
X(72337) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {75, 29388, 4657}, {3264, 4363, 3765}
X(72338) lies on these lines: {1, 6}, {2, 560}, {584, 3783}, {1580, 4657}, {1582, 17303}, {2210, 5224}, {7122, 17381}, {8300, 17275}, {17306, 18209}, {17363, 69634}, {17743, 28593}, {21238, 52133}, {24943, 30966}, {26222, 29667}, {28604, 69205}, {32772, 71670}, {33087, 70451}
X(72338) = {X(1),X(9)}-harmonic conjugate of X(68892)
X(72339) lies on these lines: {1, 2}, {32, 75}, {58, 31317}, {274, 4372}, {333, 69831}, {385, 33945}, {984, 71564}, {1089, 16916}, {1215, 71615}, {1914, 33935}, {1930, 16998}, {2241, 17762}, {3797, 5248}, {3954, 71505}, {4262, 17117}, {4361, 18755}, {4400, 33934}, {4426, 33941}, {4680, 33841}, {4894, 71850}, {5224, 71566}, {5282, 71500}, {7751, 33944}, {7807, 69091}, {16060, 32922}, {16974, 70559}, {17000, 33942}, {17688, 49480}, {21412, 52652}, {25598, 31090}, {31306, 37594}, {33931, 69212}, {49509, 71507}, {67979, 71570}, {69285, 71508}, {70475, 70984}, {71484, 71828}
X(72339) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 8, 30149}
X(72340) lies on these lines: {1, 2}, {32, 17762}, {75, 2242}, {172, 33935}, {191, 25270}, {257, 71522}, {385, 33936}, {740, 71618}, {993, 3797}, {1003, 5695}, {3704, 7807}, {3954, 71504}, {4361, 9259}, {4372, 17143}, {4396, 33934}, {4426, 33939}, {4647, 16915}, {4680, 71850}, {5025, 36974}, {5282, 71427}, {5291, 33931}, {7751, 20955}, {11368, 32941}, {14210, 16998}, {16886, 71855}, {16917, 28612}, {16927, 27785}, {17131, 18159}, {17688, 63292}, {24254, 69262}, {24282, 66152}, {24631, 71587}, {33832, 36250}, {49509, 71508}, {59509, 71617}, {64185, 71669}, {67979, 71567}, {69285, 71506}, {70475, 70509}, {70819, 71481}
X(72340) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {16822, 17733, 17034}
X(72341) lies on these lines: {7, 54365}, {8, 20102}, {32, 75}, {172, 33935}, {192, 30142}, {274, 4376}, {384, 33945}, {386, 894}, {609, 69271}, {869, 4418}, {976, 71500}, {984, 71565}, {1089, 16997}, {1215, 71616}, {1930, 16915}, {2242, 17762}, {3509, 69625}, {3729, 5293}, {3734, 33944}, {3954, 71510}, {4251, 31317}, {4262, 17116}, {4363, 18755}, {4386, 33941}, {5277, 33931}, {6645, 33936}, {7762, 69091}, {11115, 17489}, {16600, 17688}, {16917, 33942}, {17736, 31027}, {19284, 25263}, {24850, 49516}, {25440, 71831}, {27255, 71066}, {30115, 71503}, {30134, 70409}, {30149, 69670}, {32932, 41265}, {33818, 71053}, {41269, 68984}, {49509, 71512}, {67979, 71571}, {69262, 69549}, {69268, 71967}, {69272, 71502}, {69285, 71513}
X(72342) lies on these lines: {32, 17762}, {75, 2241}, {192, 30145}, {257, 48863}, {384, 33936}, {740, 71617}, {976, 71427}, {1759, 31027}, {1914, 33935}, {3496, 69625}, {3704, 7762}, {3734, 20955}, {3735, 33954}, {3797, 71494}, {3923, 17499}, {3938, 71500}, {3954, 71509}, {4262, 27954}, {4366, 33945}, {4376, 17143}, {4386, 33939}, {4647, 16998}, {5695, 7754}, {7031, 69271}, {7823, 36974}, {8715, 71831}, {9941, 32941}, {10449, 66152}, {11319, 17497}, {14210, 16915}, {16611, 33817}, {16886, 71856}, {17000, 28612}, {17030, 71066}, {17130, 18159}, {20172, 71072}, {20553, 30149}, {24358, 70253}, {24631, 71586}, {25264, 32929}, {25270, 69281}, {27274, 69220}, {27324, 69219}, {30115, 71501}, {33297, 69235}, {33867, 54365}, {33941, 69243}, {49509, 71513}, {59509, 71618}, {67979, 71569}, {69227, 69265}, {69272, 71503}, {69285, 71511}, {70471, 70819}, {71436, 71918}
X(72342) = {X(48863),X(71523)}-harmonic conjugate of X(257)
X(72343) lies on these lines: {1, 2}, {31, 31035}, {37, 70489}, {81, 3952}, {86, 70878}, {100, 27804}, {171, 3995}, {312, 9347}, {321, 4682}, {750, 17147}, {756, 16704}, {894, 71117}, {896, 72054}, {940, 17165}, {984, 37639}, {1215, 8025}, {1255, 27811}, {1376, 64161}, {1621, 70908}, {1962, 4434}, {2308, 59517}, {3701, 37594}, {3715, 71916}, {3745, 4358}, {3769, 71478}, {3891, 37674}, {3989, 72207}, {3994, 4697}, {4038, 32927}, {4075, 69840}, {4078, 56520}, {4080, 33097}, {4096, 4722}, {4360, 68963}, {4387, 72017}, {4415, 17491}, {4418, 62227}, {4640, 72052}, {4663, 72057}, {4671, 70484}, {4734, 61156}, {5220, 71914}, {5695, 72021}, {5711, 25253}, {6535, 59628}, {6703, 69296}, {7226, 37684}, {9330, 37652}, {9345, 32920}, {11115, 63800}, {14996, 32937}, {16475, 26688}, {17122, 17495}, {17124, 32921}, {17126, 41839}, {17140, 32926}, {17145, 71930}, {17146, 71794}, {17163, 71981}, {17300, 33153}, {17390, 70863}, {17599, 71986}, {17602, 18139}, {18743, 62807}, {19717, 32931}, {20132, 31052}, {20290, 26580}, {20292, 53372}, {21093, 64164}, {21282, 24210}, {24003, 71184}, {24183, 59477}, {27538, 37685}, {27812, 55095}, {28606, 71479}, {30652, 71524}, {31037, 32846}, {31264, 50293}, {32848, 58443}, {32925, 37604}, {33761, 72197}, {37559, 56318}, {37595, 46897}, {38315, 71982}, {41241, 59506}, {46938, 70481}, {49448, 71919}, {49469, 71917}, {50284, 63010}, {53359, 69323}, {56983, 62847}, {62841, 64178}, {62855, 71980}, {63071, 69299}
X(72343) = barycentric product X(1)*X(29388)
X(72343) = barycentric quotient X(29388)/X(75)
X(72343) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {2, 17150, 68958}, {2, 20069, 32842}, {100, 34064, 27804}, {171, 3995, 4427}, {312, 9347, 70482}, {1961, 17763, 2}, {1999, 4651, 17162}, {1999, 5297, 4651}, {3840, 29816, 29823}, {5311, 29649, 2}, {7081, 17019, 29822}, {17122, 32928, 17495}, {18743, 62807, 70483}, {29645, 29687, 2}, {29653, 29683, 2}, {29658, 29854, 2}, {29674, 29847, 2}, {32926, 37633, 17140}
X(72344) lies on these lines: {1, 2}, {31, 17490}, {38, 17349}, {75, 70481}, {88, 72205}, {171, 24620}, {192, 748}, {238, 3210}, {244, 37683}, {321, 70485}, {354, 3759}, {726, 70742}, {982, 4974}, {1278, 32930}, {1386, 19804}, {1444, 5324}, {1621, 4734}, {1707, 62300}, {1836, 37756}, {3242, 71931}, {3315, 71936}, {3703, 17352}, {3752, 71477}, {3769, 16610}, {3791, 17063}, {3891, 27538}, {3952, 63096}, {3966, 16706}, {4000, 4388}, {4310, 63037}, {4359, 70419}, {4360, 4423}, {4361, 32942}, {4383, 32922}, {4387, 17160}, {4389, 41002}, {4392, 19742}, {4395, 72231}, {4676, 42051}, {4699, 32772}, {4850, 71476}, {4860, 41629}, {4903, 26688}, {4970, 15485}, {5233, 17061}, {5695, 72020}, {7290, 32932}, {8167, 34064}, {9335, 37639}, {9352, 70992}, {14997, 17165}, {16468, 24165}, {16476, 24621}, {16710, 70143}, {17082, 68963}, {17121, 62819}, {17123, 32921}, {17125, 32928}, {17127, 17495}, {17140, 63074}, {17147, 71524}, {17155, 17350}, {17232, 32852}, {17236, 72008}, {17277, 17599}, {17278, 33073}, {17366, 32773}, {17379, 71184}, {17383, 69294}, {17449, 71923}, {17591, 72208}, {17595, 72200}, {17597, 71934}, {17777, 30699}, {19796, 24703}, {21870, 72080}, {24349, 32911}, {24589, 62807}, {24789, 33071}, {26150, 32782}, {26724, 33070}, {28605, 70483}, {30614, 49707}, {31289, 33092}, {32912, 63050}, {32926, 37679}, {32940, 71635}, {33144, 63002}, {33148, 63010}, {33163, 63051}, {38315, 71981}, {41011, 48627}, {49474, 72206}, {49486, 72160}, {49523, 72053}, {49532, 71515}, {54311, 70969}, {56768, 62847}, {59477, 72217}, {60731, 62833}, {62235, 63060}, {62814, 71932}, {62855, 71983}, {62865, 71921}, {64010, 72018}, {65112, 71914}, {70152, 71978}, {70256, 72197}
on the Nagel line
X(72344) = crossdifference of every pair of points on line {649, 22229}
X(72344) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {239, 614, 10453}, {748, 32924, 192}, {982, 4974, 37652}, {1386, 19804, 70484}, {1999, 5272, 30947}, {3791, 17063, 37684}, {3891, 37680, 27538}, {4383, 32922, 32937}, {4651, 17024, 36534}, {16825, 29821, 2}, {17020, 26227, 59298}, {17123, 32921, 41839}, {26102, 49477, 58820}, {26723, 49987, 3705}, {29852, 69252, 2}
X(72345) lies on these lines: {1, 2}, {6, 27538}, {31, 41839}, {37, 3769}, {38, 37684}, {45, 72200}, {55, 34064}, {75, 4682}, {81, 32937}, {171, 192}, {312, 3745}, {321, 9347}, {726, 37604}, {750, 3210}, {756, 37652}, {846, 4704}, {940, 24349}, {984, 37683}, {985, 39703}, {1215, 17379}, {1278, 3980}, {1376, 4360}, {1386, 18743}, {1403, 55997}, {1707, 17261}, {1743, 72055}, {1965, 18135}, {2162, 2298}, {2308, 64178}, {3242, 71930}, {3509, 54359}, {3550, 3993}, {3685, 5269}, {3715, 71915}, {3724, 27804}, {3740, 3759}, {3758, 3967}, {3791, 17349}, {3844, 19812}, {3891, 37633}, {3952, 37685}, {3971, 17350}, {3974, 63013}, {3989, 72199}, {3995, 17126}, {4038, 32920}, {4104, 17363}, {4195, 63800}, {4203, 21010}, {4358, 62807}, {4385, 37594}, {4387, 72016}, {4389, 72220}, {4434, 17592}, {4447, 37467}, {4640, 4664}, {4650, 49456}, {4671, 70482}, {4676, 35652}, {4851, 33126}, {4903, 27064}, {4970, 56010}, {5220, 41629}, {5263, 70152}, {5687, 41813}, {5695, 72019}, {7226, 37639}, {7262, 72054}, {7322, 60731}, {9330, 19742}, {9345, 32923}, {9352, 69539}, {9791, 63140}, {10391, 20359}, {11246, 62229}, {11688, 37327}, {14594, 37543}, {14996, 17165}, {16468, 59517}, {16666, 59596}, {17061, 17234}, {17063, 49472}, {17122, 17490}, {17124, 24620}, {17127, 31035}, {17232, 26128}, {17233, 72216}, {17236, 33085}, {17242, 59692}, {17300, 33144}, {17319, 17594}, {17373, 33084}, {17375, 33064}, {17383, 33174}, {17599, 71985}, {17602, 18134}, {17697, 62847}, {17720, 33073}, {17725, 26176}, {19582, 57280}, {19808, 69089}, {21757, 56312}, {21780, 40750}, {21870, 72058}, {24210, 50289}, {26150, 69092}, {27549, 37666}, {28606, 71477}, {30545, 41354}, {30568, 62842}, {30861, 70942}, {31302, 32913}, {32855, 58443}, {32922, 37674}, {32927, 62821}, {32938, 62846}, {33068, 50068}, {33141, 50288}, {33153, 63056}, {34247, 56181}, {38315, 71980}, {39924, 40758}, {40735, 56046}, {46897, 62801}, {46937, 69543}, {46938, 70483}, {48643, 50301}, {49448, 71922}, {49469, 71450}, {49486, 71926}, {50281, 60714}, {50284, 62998}, {51054, 71907}, {56065, 56124}, {56311, 62809}, {62222, 62812}, {62796, 72205}, {62838, 72052}, {62855, 71978}, {64010, 72021}, {64170, 69262}
X(72345) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 7081, 59297}, {1, 29649, 2}, {1, 41261, 8}, {2, 20069, 33088}, {31, 41839, 71524}, {37, 3769, 71476}, {239, 5268, 26038}, {312, 3745, 70419}, {321, 9347, 70484}, {612, 1999, 8}, {750, 32928, 3210}, {940, 32926, 24349}, {1376, 4360, 4734}, {1386, 18743, 70485}, {1961, 4362, 2}, {2308, 64178, 70742}, {3187, 5297, 59296}, {3757, 5287, 3616}, {3920, 10453, 36534}, {3971, 62841, 17350}, {4358, 62807, 70481}, {5205, 5256, 59298}, {5311, 17763, 2}, {15523, 29847, 2}, {17122, 32921, 17490}, {17124, 32924, 24620}, {29636, 29687, 2}, {29643, 29683, 2}, {29645, 29674, 2}, {29653, 29658, 2}, {39595, 49476, 3705}
X(72346) lies on these lines: {1, 2}, {6, 17140}, {31, 17495}, {38, 4974}, {238, 17147}, {244, 3791}, {310, 70719}, {321, 70483}, {748, 3995}, {756, 49472}, {870, 16748}, {982, 16704}, {985, 39747}, {1001, 27804}, {1279, 3896}, {1386, 4359}, {1621, 64161}, {1743, 71793}, {1757, 20068}, {2308, 24165}, {3052, 4781}, {3210, 4427}, {3242, 71932}, {3315, 71935}, {3474, 42058}, {3662, 20290}, {3666, 71478}, {3683, 69539}, {3745, 24589}, {3752, 71479}, {3759, 3873}, {3875, 70874}, {3891, 3952}, {3966, 32774}, {3969, 72219}, {4000, 6327}, {4011, 62227}, {4228, 20247}, {4310, 63009}, {4360, 5284}, {4361, 17163}, {4365, 72206}, {4387, 72022}, {4388, 33150}, {4392, 37652}, {4395, 63979}, {4429, 28599}, {4442, 72231}, {4671, 70485}, {4676, 50106}, {4716, 32943}, {4722, 42055}, {4734, 61155}, {4860, 71914}, {4972, 17366}, {4981, 17348}, {4989, 5294}, {5057, 19796}, {5278, 17599}, {5695, 72018}, {5741, 17061}, {5847, 69251}, {7226, 17349}, {7290, 32929}, {9335, 37684}, {11115, 16478}, {14997, 32937}, {16466, 17164}, {16468, 17155}, {16476, 62636}, {16477, 32940}, {16703, 16709}, {16706, 33075}, {17121, 17146}, {17123, 31035}, {17126, 17490}, {17145, 17597}, {17154, 32912}, {17160, 72020}, {17165, 32911}, {17352, 32862}, {17357, 48648}, {17449, 71925}, {17491, 33146}, {17591, 72202}, {17598, 32864}, {17769, 69298}, {19284, 62847}, {19717, 24325}, {19804, 62807}, {20182, 27811}, {20292, 37756}, {21282, 33131}, {24349, 63074}, {24703, 50102}, {24789, 33070}, {25496, 31025}, {25557, 42045}, {26128, 31037}, {26627, 62845}, {26724, 33073}, {27538, 63096}, {27631, 56185}, {28605, 70481}, {31017, 32861}, {31289, 69295}, {32843, 33147}, {32844, 33132}, {32926, 37680}, {33069, 63071}, {33071, 33129}, {33144, 63010}, {33148, 62998}, {33153, 63002}, {33166, 63051}, {33295, 34443}, {38315, 71979}, {46901, 72208}, {49448, 71920}, {49469, 72159}, {49473, 71631}, {49474, 72198}, {49486, 71928}, {49489, 62867}, {49497, 62869}, {62235, 71915}, {62814, 71934}, {62855, 71981}, {62865, 71923}, {64010, 71873}, {64431, 69840}, {65112, 71913}, {68941, 70476}, {68963, 69262}, {70256, 72205}
X(72346) = anticomplement of X(29687)
X(72346) = X(29355)-anticomplementary conjugate of X(513)
X(72346) = barycentric product X(1)*X(29764)
X(72346) = barycentric quotient X(29764)/X(75)
X(72346) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {10, 29684, 2}, {38, 4974, 19742}, {238, 32924, 17147}, {239, 7191, 17135}, {244, 3791, 37639}, {614, 3187, 29824}, {748, 32921, 3995}, {1386, 4359, 70482}, {3210, 17127, 4427}, {3891, 4383, 3952}, {4361, 24552, 17163}, {16825, 17017, 2}, {17123, 32928, 31035}, {17150, 68958, 2}, {17597, 71936, 17145}, {24325, 71184, 19717}, {29654, 69252, 2}, {29821, 32914, 2}, {29850, 32866, 31079}, {29852, 32778, 2}, {32861, 33123, 31017}, {32911, 32922, 17165}, {40940, 49987, 69134}
X(72347) lies on these lines: {1, 2}, {6, 3952}, {31, 3995}, {37, 71478}, {38, 37639}, {45, 72203}, {55, 27804}, {75, 9347}, {81, 17165}, {100, 4360}, {171, 17147}, {192, 4427}, {238, 31035}, {244, 49472}, {312, 62807}, {321, 3745}, {750, 17495}, {756, 3791}, {896, 49456}, {902, 3993}, {940, 3891}, {984, 16704}, {985, 4613}, {1100, 46897}, {1155, 69539}, {1215, 19717}, {1386, 4358}, {1621, 34064}, {2177, 50281}, {2308, 3971}, {3242, 17145}, {3474, 50071}, {3666, 71479}, {3683, 72052}, {3701, 69543}, {3715, 63060}, {3722, 49471}, {3759, 63961}, {3769, 28606}, {3871, 41813}, {3873, 50362}, {3923, 62227}, {3936, 17602}, {3950, 35263}, {3969, 72216}, {3989, 71489}, {3994, 4672}, {4003, 24593}, {4009, 41241}, {4038, 32923}, {4054, 4349}, {4078, 61647}, {4080, 24725}, {4359, 4682}, {4361, 71983}, {4365, 72204}, {4389, 72211}, {4392, 37684}, {4434, 46904}, {4442, 72228}, {4447, 35984}, {4450, 4854}, {4645, 33155}, {4649, 32927}, {4664, 62838}, {4671, 70419}, {4679, 47356}, {4722, 42054}, {4781, 17318}, {4851, 33122}, {4968, 37594}, {5220, 71916}, {5264, 64071}, {5269, 32929}, {5294, 69301}, {5695, 72017}, {5698, 42058}, {5711, 17164}, {5847, 26580}, {5880, 50102}, {6679, 69295}, {7226, 37683}, {7465, 20247}, {7613, 19824}, {8025, 32771}, {9330, 17349}, {11319, 62847}, {11322, 21010}, {14544, 21270}, {14996, 24349}, {15571, 70908}, {16468, 64178}, {16478, 56983}, {16777, 27811}, {17061, 18139}, {17122, 32924}, {17127, 41839}, {17154, 49455}, {17155, 37604}, {17163, 71979}, {17233, 72213}, {17243, 24542}, {17300, 33148}, {17302, 33086}, {17362, 70970}, {17366, 24988}, {17390, 17724}, {17400, 52786}, {17449, 49464}, {17489, 70843}, {17491, 33151}, {17599, 71984}, {17600, 32918}, {17716, 32915}, {17720, 33070}, {17772, 69300}, {17778, 33153}, {19740, 50293}, {19786, 33078}, {20068, 32913}, {20101, 33100}, {20132, 31063}, {20290, 27184}, {20985, 31036}, {21093, 61707}, {21282, 33134}, {21283, 68589}, {21805, 49489}, {24068, 69840}, {24403, 70909}, {25253, 57280}, {25263, 71617}, {26223, 62845}, {27081, 50308}, {27538, 63074}, {27549, 63067}, {28599, 32773}, {28605, 70484}, {29144, 47694}, {30653, 71524}, {30939, 33931}, {31017, 32775}, {31025, 50302}, {31034, 50284}, {31037, 32852}, {32920, 62821}, {32922, 37633}, {32925, 62841}, {32935, 62846}, {32937, 37685}, {32942, 62855}, {32949, 33152}, {32950, 50068}, {33065, 63071}, {33072, 33135}, {33073, 33133}, {33112, 37759}, {33136, 50288}, {33144, 63056}, {33296, 35983}, {33761, 72200}, {36279, 50072}, {37316, 56538}, {37520, 49463}, {38315, 71978}, {39765, 69262}, {40750, 68986}, {41269, 70489}, {41683, 69479}, {46901, 72207}, {46938, 70485}, {49447, 62795}, {49448, 71924}, {49469, 71451}, {49486, 71927}, {56082, 62842}, {56318, 62805}, {59511, 71184}, {62235, 71913}, {62796, 72197}, {62812, 71793}, {62814, 71930}, {62819, 71794}, {62865, 71919}, {64010, 72019}, {64739, 65206}, {69495, 71548}, {70520, 71874}
X(72347) = anticomplement of X(69252)
X(72347) = X(29313)-anticomplementary conjugate of X(513)
X(72347) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 43, 68750}, {1, 17763, 2}, {1, 26227, 29822}, {1, 30942, 29823}, {2, 145, 32842}, {2, 20069, 33093}, {81, 32926, 17165}, {100, 4360, 64161}, {171, 32928, 17147}, {192, 17126, 4427}, {321, 3745, 70482}, {612, 3187, 4651}, {750, 32921, 17495}, {756, 3791, 19742}, {940, 3891, 17140}, {1386, 4358, 70483}, {1961, 32914, 2}, {1999, 3920, 17135}, {3242, 71933, 17145}, {4362, 5311, 2}, {15523, 29645, 2}, {17017, 29649, 2}, {17316, 26228, 29830}, {29631, 32847, 31079}, {29636, 29674, 2}, {29643, 29658, 2}, {29654, 29687, 2}, {29671, 29683, 2}, {29833, 50000, 10}, {29847, 32778, 2}, {32775, 32846, 31017}, {33134, 50289, 21282}, {62847, 63800, 11319}
X(72348) lies on these lines: {1, 2}, {6, 24349}, {21, 8844}, {31, 3210}, {38, 37652}, {44, 49447}, {55, 4734}, {56, 664}, {58, 62636}, {69, 71828}, {75, 1386}, {76, 70719}, {87, 23578}, {100, 37590}, {141, 26150}, {171, 17490}, {190, 49453}, {192, 238}, {193, 4310}, {194, 16476}, {213, 22036}, {244, 37684}, {312, 70485}, {320, 67964}, {321, 70481}, {330, 985}, {333, 17599}, {350, 69052}, {355, 36651}, {385, 70708}, {404, 21010}, {517, 36697}, {518, 3759}, {536, 4676}, {595, 54440}, {644, 2176}, {666, 7760}, {726, 16468}, {748, 32928}, {750, 24620}, {752, 33149}, {870, 34284}, {894, 16475}, {944, 36674}, {982, 3791}, {984, 4974}, {999, 19329}, {1001, 4360}, {1036, 69919}, {1107, 41269}, {1191, 70386}, {1278, 3923}, {1279, 4852}, {1456, 39126}, {1724, 31036}, {1738, 49684}, {1743, 49446}, {1757, 31302}, {1836, 19796}, {1909, 70709}, {1929, 38247}, {2082, 3509}, {2274, 18170}, {2308, 17155}, {2481, 56639}, {2975, 13723}, {3161, 16970}, {3242, 71934}, {3246, 49462}, {3315, 71933}, {3416, 16706}, {3485, 56928}, {3589, 26083}, {3662, 5847}, {3666, 71476}, {3672, 9791}, {3685, 3875}, {3702, 17144}, {3729, 16469}, {3745, 19804}, {3747, 64071}, {3751, 17121}, {3752, 3769}, {3758, 49483}, {3772, 33071}, {3773, 17358}, {3790, 4989}, {3844, 17370}, {3868, 20358}, {3883, 3946}, {3891, 32911}, {3896, 62806}, {3932, 17352}, {3952, 14997}, {3966, 19786}, {3969, 72210}, {3976, 69082}, {3993, 15485}, {4000, 4645}, {4026, 17380}, {4078, 17338}, {4085, 49506}, {4195, 16478}, {4259, 25048}, {4344, 4402}, {4349, 24199}, {4352, 54429}, {4353, 4416}, {4357, 70969}, {4359, 62807}, {4361, 5263}, {4363, 17225}, {4365, 72198}, {4366, 27480}, {4383, 27538}, {4387, 72020}, {4388, 19785}, {4389, 72217}, {4392, 16704}, {4395, 72228}, {4398, 17768}, {4417, 17061}, {4423, 34064}, {4427, 30653}, {4429, 5846}, {4432, 49452}, {4440, 24695}, {4442, 72222}, {4452, 24280}, {4663, 49499}, {4664, 15254}, {4671, 70483}, {4672, 49493}, {4699, 50302}, {4716, 32941}, {4740, 50300}, {4743, 49700}, {4749, 24717}, {4753, 49503}, {4772, 24342}, {4850, 71477}, {4860, 71913}, {4865, 33132}, {4966, 17377}, {4968, 70462}, {4970, 8616}, {4991, 49479}, {5057, 50102}, {5220, 68966}, {5233, 17602}, {5282, 21384}, {5603, 36659}, {5695, 17160}, {5698, 50101}, {5749, 16972}, {5838, 51194}, {5880, 37756}, {5886, 36676}, {6327, 33150}, {6604, 52160}, {6679, 32855}, {6904, 24375}, {7174, 60731}, {7226, 19742}, {7291, 62853}, {7677, 68344}, {7766, 8300}, {8666, 70908}, {9347, 24589}, {10030, 41354}, {10800, 24282}, {14012, 19848}, {14450, 17753}, {14544, 64151}, {15569, 17393}, {15601, 72051}, {16466, 37100}, {16477, 32935}, {16483, 70684}, {16484, 50281}, {16491, 17117}, {16669, 28582}, {16690, 20170}, {16974, 17526}, {16975, 70415}, {17119, 68999}, {17126, 17495}, {17127, 17147}, {17140, 37685}, {17165, 63074}, {17232, 32846}, {17233, 71320}, {17236, 33082}, {17238, 50308}, {17300, 50284}, {17301, 24723}, {17302, 50295}, {17336, 49523}, {17340, 28472}, {17362, 71322}, {17363, 49511}, {17364, 24231}, {17368, 38049}, {17373, 17772}, {17375, 49676}, {17378, 25557}, {17379, 24325}, {17383, 32784}, {17396, 50290}, {17448, 41015}, {17449, 71924}, {17469, 32860}, {17497, 70955}, {17591, 71489}, {17595, 72197}, {17597, 71935}, {17598, 32853}, {17769, 33165}, {17794, 20457}, {18135, 39044}, {18525, 36729}, {19271, 57280}, {20064, 33102}, {20148, 27298}, {20158, 33888}, {20247, 37254}, {20911, 31997}, {20985, 24621}, {21105, 48325}, {21870, 72079}, {22791, 36730}, {23659, 66690}, {24165, 62841}, {24789, 33073}, {24841, 64070}, {25269, 49445}, {26128, 32861}, {27549, 37681}, {30998, 70713}, {31034, 33148}, {31178, 63108}, {32771, 71184}, {32774, 33075}, {32843, 33143}, {32844, 33128}, {32850, 49681}, {32852, 33123}, {32923, 61358}, {32925, 70742}, {32932, 62834}, {32942, 70152}, {32946, 33147}, {33070, 33129}, {33144, 62998}, {33153, 63010}, {36671, 59387}, {36673, 68034}, {37555, 56288}, {37575, 69699}, {37592, 62803}, {37677, 69632}, {40328, 50293}, {40750, 70532}, {46901, 72202}, {48627, 50307}, {48810, 50088}, {49448, 49464}, {49450, 49465}, {49459, 49473}, {49469, 71414}, {49474, 49482}, {49486, 68969}, {49489, 49490}, {49497, 49675}, {49498, 49685}, {49524, 69557}, {49525, 71638}, {49532, 71521}, {49534, 49693}, {49679, 71327}, {49746, 50112}, {50074, 50285}, {50077, 51003}, {50098, 51006}, {50120, 51054}, {50124, 51055}, {50127, 51056}, {50128, 51005}, {50178, 50215}, {54981, 70857}, {55970, 56124}, {59477, 72220}, {61155, 64161}, {61344, 70422}, {62235, 71916}, {62796, 72203}, {62814, 71936}, {62838, 69539}, {62855, 71979}, {62865, 71925}, {63099, 69210}, {63600, 66649}, {63975, 64695}, {69568, 71583}, {70451, 70933}, {70489, 71975}
X(72348) = reflection of X(i) in X(j) for these {i,j}: {3790, 17353}, {4429, 17366}, {17233, 72219}, {17350, 16468}, {17353, 4989}, {17373, 33087}
X(72348) = isotomic conjugate of X(56124)
X(72348) = anticomplement of X(29674)
X(72348) = anticomplement of the isotomic conjugate of X(55970)
X(72348) = X(i)-anticomplementary conjugate of X(j) for these (i,j): {55970, 6327}, {62468, 21301}, {62469, 21304}
X(72348) = X(55970)-Ceva conjugate of X(2)
X(72348) = X(i)-isoconjugate of X(j) for these (i,j): {6, 56165}, {31, 56124}
X(72348) = X(i)-Dao conjugate of X(j) for these (i,j): {2, 56124}, {9, 56165}
X(72348) = crosspoint of X(1016) and X(62468)
X(72348) = crossdifference of every pair of points on line {649, 23656}
X(72348) = barycentric quotient X(i)/X(j) for these {i,j}: {1, 56165}, {2, 56124}
X(72348) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 8, 36534}, {1, 239, 8}, {1, 978, 3009}, {1, 1125, 29570}, {1, 3216, 56800}, {1, 4384, 16830}, {1, 16823, 3616}, {1, 16825, 2}, {1, 24331, 3622}, {1, 49477, 4393}, {1, 49488, 145}, {1, 50016, 49458}, {6, 32922, 24349}, {8, 5550, 29611}, {10, 29646, 2}, {31, 32924, 3210}, {44, 49463, 49447}, {75, 1386, 70419}, {192, 238, 71524}, {238, 32921, 192}, {239, 17367, 16816}, {748, 32928, 41839}, {982, 3791, 37683}, {984, 4974, 17349}, {1201, 68751, 1}, {1279, 4852, 49470}, {1738, 49684, 50289}, {1743, 49446, 62222}, {1757, 49455, 31302}, {2999, 7081, 59298}, {3187, 7191, 10453}, {3757, 5256, 59297}, {3875, 7290, 3685}, {3891, 32911, 32937}, {4000, 51192, 4645}, {4359, 62807, 70484}, {4361, 38315, 5263}, {4362, 29821, 2}, {4383, 32926, 27538}, {4384, 16830, 9780}, {4974, 49472, 984}, {14459, 29836, 71939}, {15523, 29852, 2}, {16477, 32935, 71635}, {16815, 39586, 19877}, {17017, 32914, 2}, {17160, 71873, 5695}, {17367, 50017, 8}, {24231, 51196, 17364}, {29636, 69252, 2}, {29654, 32778, 2}, {29658, 71085, 2}, {31302, 63050, 1757}, {49458, 50016, 3621}, {49464, 71921, 49448}, {49477, 50023, 1}, {50120, 71864, 51054}
X(72349) lies on these lines: {1, 2}, {6, 32926}, {31, 192}, {38, 37683}, {55, 4360}, {75, 3745}, {81, 3891}, {82, 44115}, {100, 4734}, {171, 3210}, {194, 20985}, {199, 23853}, {210, 3759}, {238, 41839}, {312, 1386}, {321, 62807}, {726, 62841}, {727, 835}, {740, 17716}, {750, 17490}, {752, 33154}, {756, 17349}, {894, 62845}, {940, 32922}, {962, 39549}, {968, 17319}, {982, 37684}, {984, 3791}, {985, 39694}, {1001, 34064}, {1278, 4418}, {1310, 9082}, {1453, 56311}, {1621, 37316}, {1918, 20170}, {2209, 20168}, {2308, 17350}, {3052, 17318}, {3175, 4676}, {3242, 71935}, {3295, 37327}, {3416, 19786}, {3474, 50101}, {3550, 4970}, {3618, 3974}, {3666, 3769}, {3672, 63140}, {3683, 4664}, {3685, 62834}, {3715, 68966}, {3729, 62842}, {3744, 49470}, {3750, 50281}, {3755, 63139}, {3772, 33073}, {3790, 5294}, {3875, 5269}, {3914, 50289}, {3952, 63074}, {3969, 72213}, {3971, 16468}, {3989, 72202}, {3993, 8616}, {3995, 17127}, {3996, 49486}, {4090, 4991}, {4195, 62847}, {4307, 30699}, {4310, 63057}, {4358, 70485}, {4359, 9347}, {4361, 71981}, {4365, 72201}, {4385, 69543}, {4387, 71873}, {4388, 51192}, {4392, 37639}, {4398, 11246}, {4417, 17602}, {4421, 41823}, {4427, 30652}, {4442, 72225}, {4463, 67978}, {4514, 49681}, {4579, 44104}, {4641, 49447}, {4645, 19785}, {4649, 32920}, {4682, 19804}, {4697, 49493}, {4851, 33124}, {4865, 33135}, {4884, 61661}, {5220, 71915}, {5695, 72016}, {5800, 20539}, {5846, 32773}, {5847, 27184}, {5880, 19796}, {6057, 17354}, {6327, 33155}, {6679, 33092}, {7226, 16704}, {7262, 49456}, {13588, 21010}, {14594, 52424}, {14829, 17599}, {14996, 17140}, {16466, 19582}, {16469, 30568}, {16475, 27064}, {16478, 17697}, {17061, 18134}, {17122, 24620}, {17126, 17147}, {17160, 72019}, {17165, 37685}, {17232, 33123}, {17236, 33080}, {17289, 69089}, {17301, 33068}, {17302, 26034}, {17373, 33081}, {17375, 33069}, {17377, 69628}, {17379, 32771}, {17383, 32781}, {17393, 37593}, {17395, 44419}, {17449, 71919}, {17469, 32915}, {17591, 72207}, {17597, 71930}, {17600, 32916}, {17715, 49471}, {17720, 33071}, {17768, 62229}, {17769, 33169}, {17772, 33084}, {17778, 33144}, {18147, 70712}, {20064, 33100}, {20101, 24248}, {20292, 50102}, {21345, 41269}, {21747, 25269}, {21793, 70696}, {21840, 70465}, {21870, 72075}, {24165, 37604}, {24210, 49684}, {24390, 50325}, {24552, 62855}, {24703, 47356}, {24723, 50068}, {26083, 69296}, {26098, 37759}, {26128, 32846}, {26150, 33172}, {26222, 32927}, {27538, 32911}, {27804, 61155}, {28605, 70482}, {28606, 71476}, {30962, 71828}, {31034, 33153}, {31161, 63108}, {31302, 32912}, {32774, 33078}, {32775, 32852}, {32865, 50288}, {32913, 49455}, {32923, 62821}, {32931, 71184}, {32938, 71635}, {32939, 49453}, {32940, 62846}, {32942, 38315}, {32946, 33152}, {32949, 33143}, {33066, 67964}, {33070, 33133}, {33072, 33128}, {33148, 63056}, {33295, 56239}, {33761, 72203}, {35631, 36697}, {37522, 43993}, {40753, 42027}, {44447, 50071}, {46901, 72199}, {49446, 62812}, {49448, 71925}, {49464, 62865}, {49469, 71918}, {49474, 72204}, {49532, 71518}, {50120, 71907}, {50133, 71798}, {51054, 71912}, {52394, 56124}, {62235, 71914}, {62814, 71933}, {64010, 72017}, {64429, 69840}, {71320, 72216}
X(72349) = reflection of X(32778) in X(29645)
X(72349) = anticomplement of X(32778)
X(72349) = anticomplement of the isotomic conjugate of X(56065)
X(72349) = X(i)-anticomplementary conjugate of X(j) for these (i,j): {29018, 513}, {56065, 6327}, {62464, 21301}, {62465, 21304}
X(72349) = X(56065)-Ceva conjugate of X(2)
X(72349) = crosspoint of X(1016) and X(62464)
X(72349) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 1999, 10453}, {1, 4362, 2}, {2, 145, 33088}, {6, 32926, 32937}, {31, 32928, 192}, {75, 3745, 70484}, {81, 3891, 24349}, {171, 32921, 3210}, {239, 612, 59296}, {312, 1386, 70481}, {321, 62807, 70419}, {750, 32924, 17490}, {984, 3791, 37652}, {1961, 16825, 2}, {2308, 32925, 17350}, {3187, 3920, 8}, {3666, 3769, 71477}, {3875, 5269, 32932}, {3961, 49488, 20012}, {3971, 16468, 70742}, {3995, 17127, 71524}, {5311, 32914, 2}, {6542, 29838, 33171}, {15523, 29636, 2}, {16478, 63800, 17697}, {17011, 26227, 59297}, {17017, 17763, 2}, {17135, 29815, 36534}, {29645, 32778, 2}, {29649, 29821, 2}, {29654, 29674, 2}, {29658, 29671, 2}, {29683, 29849, 2}, {29687, 29852, 2}, {29816, 50756, 31330}, {29847, 69252, 2}, {33144, 50284, 17778}, {40940, 49476, 29641}, {49464, 71922, 62865}
X(72350) lies on these lines: {2, 32028}, {7, 24281}, {11, 23815}, {32, 7195}, {115, 1111}, {244, 48151}, {320, 71056}, {334, 35126}, {514, 1086}, {545, 32094}, {626, 72114}, {903, 6631}, {1015, 1358}, {1016, 4440}, {1506, 3665}, {2087, 68924}, {3120, 48393}, {3125, 23755}, {3662, 36230}, {3663, 36226}, {3834, 71022}, {4014, 6004}, {4089, 27918}, {4370, 36954}, {4395, 70835}, {4409, 53582}, {4422, 32106}, {4542, 57035}, {4555, 54102}, {6372, 38989}, {6550, 7336}, {6630, 54974}, {7216, 53538}, {7232, 50024}, {7263, 57038}, {7321, 66151}, {7794, 30149}, {7829, 39724}, {7927, 53559}, {8649, 43057}, {14991, 16592}, {17205, 35076}, {17302, 70859}, {20568, 31129}, {23989, 40495}, {24131, 33920}, {24232, 24720}, {30117, 68732}, {34578, 35113}, {35093, 56783}, {35957, 48627}, {36234, 50128}, {36525, 66540}, {49758, 68743}, {52626, 71106}, {63574, 69224}, {69009, 71112}
X(72350) = midpoint of X(i) and X(j) for these {i,j}: {1016, 4440}, {4555, 54102}, {6549, 31647}
X(72350) = reflection of X(i) in X(j) for these {i,j}: {1086, 31647}, {6547, 1086}, {32106, 4422}, {35092, 6547}, {70835, 4395}, {71022, 3834}
X(72350) = complement of X(32028)
X(72350) = X(i)-complementary conjugate of X(j) for these (i,j): {3248, 40468}, {36954, 21260}
X(72350) = X(i)-Ceva conjugate of X(j) for these (i,j): {1086, 6545}, {1111, 69376}, {1358, 764}, {6549, 6550}, {57564, 6548}
X(72350) = X(i)-isoconjugate of X(j) for these (i,j): {100, 59149}, {101, 57731}, {692, 6632}, {765, 1252}, {1016, 1110}, {1023, 6551}, {1101, 61402}, {2149, 4076}, {2251, 42372}, {3939, 31615}, {4564, 6065}, {4578, 4619}, {6066, 67038}, {7035, 23990}, {9268, 69823}, {32739, 57950}, {65363, 69889}
X(72350) = X(i)-Dao conjugate of X(j) for these (i,j): {513, 1252}, {514, 1016}, {523, 61402}, {650, 4076}, {661, 765}, {1015, 57731}, {1086, 6632}, {4521, 44724}, {6544, 69824}, {6550, 35092}, {8054, 59149}, {9460, 42372}, {10196, 4473}, {40617, 31615}, {40619, 57950}, {64440, 346}, {69843, 4567}
X(72350) = crosspoint of X(i) and X(j) for these (i,j): {514, 40509}, {1086, 6545}, {6548, 57564}, {8042, 53538}
X(72350) = crosssum of X(1252) and X(59149)
X(72350) = crossdifference of every pair of points on line {23344, 59149}
X(72350) = barycentric product X(i)*X(j) for these {i,j}: {7, 7336}, {11, 1358}, {115, 61403}, {244, 1111}, {269, 1090}, {279, 64445}, {334, 24193}, {479, 5532}, {514, 6545}, {649, 23100}, {693, 764}, {903, 24188}, {1015, 23989}, {1086, 1086}, {1357, 34387}, {1565, 2969}, {1577, 8042}, {1647, 6549}, {2973, 3937}, {3120, 17205}, {3125, 16727}, {3261, 21143}, {3669, 40166}, {3676, 21132}, {4081, 41292}, {4858, 53538}, {6548, 6550}, {7192, 69376}, {7216, 40213}, {8027, 40495}, {8034, 52619}, {16726, 16732}, {17096, 55195}, {17197, 53545}, {42455, 43932}, {42462, 58817}, {43921, 62429}, {43930, 52305}
X(72350) = barycentric quotient X(i)/X(j) for these {i,j}: {11, 4076}, {115, 61402}, {244, 765}, {513, 57731}, {514, 6632}, {649, 59149}, {693, 57950}, {764, 100}, {876, 65363}, {903, 42372}, {1015, 1252}, {1086, 1016}, {1090, 341}, {1111, 7035}, {1357, 59}, {1358, 4998}, {1365, 65958}, {1647, 69824}, {1977, 23990}, {2087, 69823}, {2969, 15742}, {3248, 1110}, {3249, 32739}, {3271, 6065}, {3669, 31615}, {3756, 44724}, {5532, 5423}, {6545, 190}, {6548, 6635}, {6549, 62536}, {6550, 17780}, {7336, 8}, {8027, 692}, {8034, 4557}, {8042, 662}, {8661, 23344}, {14442, 53582}, {16726, 4567}, {16727, 4601}, {17096, 55194}, {17205, 4600}, {21131, 4103}, {21132, 3699}, {21143, 101}, {23100, 1978}, {23345, 6551}, {23764, 43290}, {23989, 31625}, {24188, 519}, {24193, 238}, {40166, 646}, {40213, 7258}, {41292, 59457}, {42462, 6558}, {43921, 5377}, {43922, 9268}, {52336, 4542}, {52337, 4152}, {52338, 30731}, {53538, 4564}, {53540, 65573}, {55195, 30730}, {56283, 7256}, {61403, 4590}, {64445, 346}, {69376, 3952}, {71108, 1023}
X(72350) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {903, 66543, 35121}, {4089, 27918, 70371}
| PART 1: | Introduction and Centers X(1) - X(1000) | PART 2: | Centers X(1001) - X(3000) | PART 3: | Centers X(3001) - X(5000) |
| PART 4: | Centers X(5001) - X(7000) | PART 5: | Centers X(7001) - X(10000) | PART 6: | Centers X(10001) - X(12000) |
| PART 7: | Centers X(12001) - X(14000) | PART 8: | Centers X(14001) - X(16000) | PART 9: | Centers X(16001) - X(18000) |
| PART 10: | Centers X(18001) - X(20000) | PART 11: | Centers X(20001) - X(22000) | PART 12: | Centers X(22001) - X(24000) |
| PART 13: | Centers X(24001) - X(26000) | PART 14: | Centers X(26001) - X(28000) | PART 15: | Centers X(28001) - X(30000) |
| PART 16: | Centers X(30001) - X(32000) | PART 17: | Centers X(32001) - X(34000) | PART 18: | Centers X(34001) - X(36000) |
| PART 19: | Centers X(36001) - X(38000) | PART 20: | Centers X(38001) - X(40000) | PART 21: | Centers X(40001) - X(42000) |
| PART 22: | Centers X(42001) - X(44000) | PART 23: | Centers X(44001) - X(46000) | PART 24: | Centers X(46001) - X(48000) |
| PART 25: | Centers X(48001) - X(50000) | PART 26: | Centers X(50001) - X(52000) | PART 27: | Centers X(52001) - X(54000) |
| PART 28: | Centers X(54001) - X(56000) | PART 29: | Centers X(56001) - X(58000) | PART 30: | Centers X(58001) - X(60000) |
| PART 31: | Centers X(60001) - X(62000) | PART 32: | Centers X(62001) - X(64000) | PART 33: | Centers X(64001) - X(66000) |
| PART 34: | Centers X(66001) - X(68000) | PART 35: | Centers X(68001) - X(70000) | PART 36: | Centers X(70001) - X(72000) |
| PART 37: | Centers X(72001) - X(74000) | PART 38: | Centers X(74001) - X(76000) | PART 39: | Centers X(76001) - X(78000) |
| PART 40: | Centers X(78001) - X(80000) | PART 41: | Centers X(80001) - X(82000) | PART 42: | Centers X(82001) - X(84000) |