Δευτέρα 11 Νοεμβρίου 2024

ETC

X(66549) = X(1)X(6)∩X(391)X(551)

Barycentrics    a (7 a + 3 (b + c)) : :

See Juan José Isach Mayo, euclid 7450.

X(66549) lies on these lines: {1, 6}, {2, 4856}, {41, 30343}, {81, 18186}, {86, 16833}, {346, 3635}, {391, 551}, {572, 7991}, {573, 17474}, {604, 3339}, {902, 62842}, {940, 8056}, {966, 25055}, {988, 1384}, {1051, 5268}, {1419, 7274}, {1698, 4982}, {1766, 11224}, {2177, 62845}, {2262, 18398}, {2268, 9819}, {2269, 53054}, {2270, 51816}, {2276, 46189}, {2277, 9336}, {2280, 10980}, {2297, 41434}, {2321, 51093}, {2345, 3633}, {2999, 37633}, {3187, 19741}, {3217,9327}, {3241, 4898}, {3244, 5749}, {3337, 54420}, {3361, 4262}, {3618, 29573}, {3619, 3879}, {3620, 17023}, {3623, 3950}, {3624, 3686}, {3630, 4657}, {3631, 17306}, {3632, 5750}, {3636, 5296}, {3663, 60984}, {3664, 17014}, {3672, 60976}, {3679, 4545}, {3729, 29584}, {3746, 5120}, {3758, 55998}, {3759, 16832}, {3875, 46922}, {3945, 4859}, {3946, 4888}, {3986, 38314}, {4034, 17398}, {4058, 20050}, {4060, 26039}, {4254, 5563}, {4263, 63493}, {4357, 11008}, {4384, 31312}, {4393, 4821}, {4416, 63061}, {4512, 21747}, {4648, 60999}, {4667, 4862}, {4668, 17303}, {4677, 59772}, {4747, 53594}, {4851, 51126}, {4889, 61344}, {4902, 17301}, {4910, 7227}, {4969, 34595}, {5024, 37552}, {5256, 14996}, {5271, 19740}, {5272, 37675}, {5287, 14997}, {5393, 13941}, {5405, 8972}, {5540, 54385}, {6144, 41311}, {6173, 63401}, {7222, 50109}, {7271, 33633}, {7987, 37508}, {10199, 27524}, {11011, 38296}, {15048, 48827}, {15668, 50124}, {16192, 41456}, {16829, 20146}, {16831, 17121}, {16834, 17117}, {17011, 62812}, {17022, 37680}, {17120, 25269}, {17257, 63026}, {17272, 20080}, {17275, 61302}, {17284, 63119}, {17294, 63053}, {17296, 34573}, {17299, 34747}, {17304, 20090}, {17319, 63108}, {17321, 62996}, {17330, 51110}, {17349, 29597}, {17353, 29602}, {17363, 29603}, {17368, 29605}, {17393, 50127}, {17395, 60933}, {17396, 63052}, {18907, 48818}, {19743, 56082}, {19745, 31993}, {19876, 50082}, {20818, 44841}, {21309, 37592}, {24239, 37689}, {24512, 42043}, {25101, 63123}, {29574, 51171}, {29578, 31313}, {29580, 63050}, {30308, 32431}, {30337, 55100}, {32087, 49543}, {32455, 41312}, {33630, 34231}, {37654, 51105}, {37685, 62818}, {42042, 63066}, {46475, 55716}, {47355, 50125}, {48824, 63633}

X(66549) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 6, 3731}, {1, 1449, 16667}, {1, 1743, 16673}, {1, 3973, 3247}, {1, 16475, 60846}, {1, 16667, 1743}, {6, 3247, 3973}, {6, 3723, 9}, {6, 3731,1743}, {6, 15492, 16670}, {6, 16674, 44}, {6, 16777, 15492}, {6,16884, 3723}, {9, 1449, 16666}, {9, 3247, 16677}, {9, 16884,1}, {1100, 1449, 1}, {1100, 16666, 16884}, {1100, 62212,1449}, {3241, 17355, 4898}, {3247, 3973, 3731}, {3723, 16666,6}, {3723, 16677, 3247}, {3731, 16667, 6}, {3945, 50114, 4859}, {3946, 63054, 4888}, {4034, 17398, 19875}, {5256, 14996, 62695}, {15492, 16668, 6}, {16666, 16884, 9}, {16668, 16777, 16670}, {16671, 16672, 9}, {16834, 17379, 25590}, {17398, 50131, 4034}, {29584, 37677, 3729}, {38314, 62985, 3986}


X(66550) = X(1)X(6)∩X(2)X(4898)

Barycentrics    a (5 a + 9 (b + c)) : :

See Juan José Isach Mayo, euclid 7450.

X(66550) lies on these lines: {1, 6}, {2, 4898}, {346, 3636}, {391, 51071}, {573, 16189}, {594, 34595}, {966, 51093}, {1213, 4677}, {1255, 2999}, {1766, 30392}, {2171, 13462}, {2321, 25055}, {3175, 19746}, {3241, 3986}, {3619, 29573}, {3620, 29574}, {3622, 3950}, {3624, 17314}, {3631, 41312}, {3633, 5257}, {3635, 5296}, {3663, 59375}, {3729, 29580}, {3945, 60971}, {4021, 29624}, {4034,34747}, {4058, 5550}, {4668, 17388}, {4686, 36834}, {4740, 17319}, {4764, 10436}, {4772, 16826}, {4788, 17116}, {4902, 17392}, {5287, 62695}, {7991, 37508}, {9331, 17053}, {10980, 41423}, {14996, 27789}, {15655, 37552}, {15828, 51104}, {16831, 17117}, {16833, 17393}, {17019, 23958}, {17022, 62851}, {17272, 29585}, {17299, 19875}, {17321, 29602}, {17330, 51097}, {17355, 38314}, {17398, 51110}, {19741, 56082}, {21871, 50190}, {25502, 60724}, {37499, 58245}, {37587, 54285}, {37602, 54322}, {37633, 62816}, {41456, 63468}, {46475, 55594}, {50093, 62996}, {50110, 63014}, {50113, 59772}, {50123, 51066}, {51105, 63055}, {51107, 63086}

X(66550) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 37, 16667}, {1, 3247, 3731}, {1, 16673, 1743}, {9, 3247, 16674}, {37, 3973, 3731}, {37, 62212, 9}, {1449, 46845, 1}, {3247,3723, 1}, {3247, 3731, 16673}, {3723, 16777, 3247}, {3723, 16814, 46845}, {3731, 16667, 3973}, {16672, 46845, 1449}, {16826, 17151, 31312}, {17299, 62648, 19875}, {17319, 29597, 25590}


X(66551) = X(1)X(6)∩X(200)X(4695)

Barycentrics    a (5 a^3 - 5 a^2 (b + c) - a (b + c)^2 + 3 (3 b^3 + b^2 c + b c^2 + 3 c^3)) : :

See Juan José Isach Mayo, euclid 7450.

X(66551) lies on these lines: {1, 6}, {78, 62695}, {200, 4695}, {902, 12526}, {3241, 4656}, {3339, 56010}, {3430, 7991}, {3940, 23511}, {3953, 7963}, {3961, 18421}, {3984, 8951}, {4257, 54422}, {4902, 11112}, {7322, 44840}, {11520, 37633}, {13462, 62865}, {16371, 33795}, {17022, 63159}, {17276, 34701}, {17597, 46943}, {54310, 62823}

X(66551) = {X(i),X(j)}-harmonic conjugate of X(k) for these (i,j,k): {1, 3973, 16485}, {1, 5692, 60846}, {72, 16485, 3973}, {10179, 15600, 1}


Δεν υπάρχουν σχόλια:

Δημοσίευση σχολίου

Douglas Hofstadter, FOREWORD

Douglas Hofstadter, FOREWORD In: Clark Kimberling, Triangle Centers and Central Triangles. Congressus Numerantum, vol. 129, August, 1998. W...