# _____ _____ ___ # / __\ \ / / \| _ ) # | (__ \ V /| |) | _ \ Calabi-Yau differential # \___| |_| |___/|___/ operator database v.3 # ---------------------------------------------- # Revision: 1250 # Date of the last change: Thu Dec 28 18:50:56 2017 # Date of the last sync or merge: Tue Jul 26 02:15:11 2016 # Last change by: straten # Number of entries: 657 pols: [X^4, -65*X^4-130*X^3-105*X^2-40*X-6, 4*(4*X+3)*(X+1)^2*(4*X+5)] new_number: 2.62 id: 58 pols: [X^4, -59*X^4-118*X^3-105*X^2-46*X-8, 96*(X+1)^2*(3*X+2)*(3*X+4)] new_number: 2.69 id: 65 pols: [X^4, 15*X^4+30*X^3+35*X^2+20*X+4, -32*(X+1)^2*(66*X^2+132*X+53), -12544*(X+1)*(X+2)*(2*X+1)*(2*X+5)] new_number: 3.8 id: 103 pols: [X^4, 164*(X+1/2)^4+156*(X+1/2)^2+21/4, 12974*(X+1)^4+45175/2*(X+1)^2+8835/4, 512500*(X+3/2)^4+461875*(X+3/2)^2+10840, 15625*(5*X+17/2)*(5*X+19/2)*(5*X+21/2)*(5*X+23/2)] new_number: 4.30 id: 127 pols: [X^4, -16-84*X-180*X^2-192*X^3-192*X^4, 5952+23296*X+37760*X^2+31296*X^3+16704*X^4, -694592-2356032*X-3250880*X^2-2280192*X^3-865920*X^4, 40713984+127266816*X+158593536*X^2+98319360*X^3+29657088*X^4, -1449089024-4294181888*X-4970619904*X^2-2780086272*X^3-701853696*X^4, 34139856896+96861929472*X+105196011520*X^2+53599420416*X^3+11625332736*X^4, -543702794240-1480077656064*X-1512235352064*X^2-705261797376*X^3-132992630784*X^4, 5684261224448+14858703339520*X+14290280382464*X^2+6101819719680*X^3+1003990745088*X^4, -13107200*(2*X+3)*(171838*X^3+939735*X^2+1668155*X+905358), 2272788480000*(X+1)*(2*X+5)*(2*X+3)*(X+3)] new_number: 10.7 id: 323 pols: [X^4, -X*(5*X^3+46*X^2+29*X+6), -1548*X^4-6228*X^3-8322*X^2-4908*X-1152, -41148*X^4-179712*X^3-302832*X^2-229608*X-67392, -531792*X^4-2560464*X^3-4760208*X^2-4002912*X-1296000, -3396816*X^4-21682080*X^3-50633424*X^2-45542736*X-15225408, -1166400*X^4-87619968*X^3-354274560*X^2-390767328*X-145846656, 143327232*X^4+111974400*X^3-1187348544*X^2-1909303488*X-854924544, 965219328*X^4+3699634176*X^3+586185984*X^2-3934220544*X-2512705536, 994332672*X^4+19026690048*X^3+25382356992*X^2+9231169536*X-1088391168, -12576964608*X^4+7739670528*X^3+60466176000*X^2+61917364224*X+18865446912, -2902376448*(X+1)*(16*X^3+40*X^2+31*X+6), -11609505792*(X+2)*(X+1)*(2*X+3)^2] new_number: 12.6 id: 359 pols: [X^4, -140*X^4-152*X^3-140*X^2-64*X-12, 8736*X^4+17088*X^3+20592*X^2+12640*X+3216, -315392*X^4-824832*X^3-1141056*X^2-811072*X-236352, 7199488*X^4+22632448*X^3+33786112*X^2+25145856*X+7554816, -104279040*X^4-378722304*X^3-599851008*X^2-439520256*X-124710912, 860700672*X^4+3588636672*X^3+5853929472*X^2+3884212224*X+863797248, -1825210368*X^4-9822339072*X^3-9894887424*X^2+8154611712*X+9521528832, -34791358464*X^4-172884492288*X^3-449399881728*X^2-605350526976*X-289478541312, 286399660032*X^4+1812675428352*X^3+4617302704128*X^2+5673210347520*X+2552626151424, 12230590464*(X+1)*(X^3-105*X^2-277*X-267), -73383542784*(X+1)*(X+2)*(93*X^2+441*X+607), 7925422620672*(X+3)*(X+2)*(X+1)*(X+6), 63403380965376*(X+1)*(X+2)*(X+3)*(X+4)] new_number: 13.10 id: 362 pols: [X^4, -106*X^4-140*X^3-125*X^2-55*X-10, 2472+4265*X^4+12596*X^3+15925*X^2+9718*X, -195296-467544*X^3-74768*X^4-840944*X^2-642984*X, 83856*X^4+8318688*X^3+23431824*X^2+22106112*X+7771200, -176547456+20897472*X^4-38021568*X^3-352505664*X^2-431668032*X, 2270502912-1313616384*X^3-391995648*X^4+2036996352*X^2+4467165696*X, 2628943872*X^4+28598661120*X^3+19941605376*X^2-10287378432*X-12628795392, -50065072128+14254089216*X^4-235057170432*X^3-431131579392*X^2-284714698752*X, 967588577280+175444328448*X^3-463201460224*X^4+2064314425344*X^2+2573642760192*X, 4632867045376*X^4+14014241964032*X^3+16620846841856*X^2+7969362608128*X+989774086144, -38273024*(X+1)*(680053*X^3+2794143*X^2+4238129*X+2311527), 22351446016*(X+2)*(X+1)*(3707*X^2+13713*X+13693), -117479200260096*(X+1)*(X+2)^2*(X+3)] new_number: 13.16 id: 368 pols: [14551915228366851806640625*X^4, -1164153218269348144531250*X^4+486616045236587524414062500*X^3+1571024768054485321044921875*X^2+1327716745436191558837890625*X+366708263754844665527343750, -16272231005132198333740234375*X^4-30516367405652999877929687500*X^3-72479131631553173065185546875*X^2-69795036688446998596191406250*X-17381273210048675537109375000, -84061272442340850830078125000*X^4-1483484901487827301025390625000*X^3-3897974662482738494873046875000*X^2-4311951421201229095458984375000*X-2414273768663406372070312500000, 3588055184483528137207031250000*X^4-2034492534399032592773437500000*X^3-48041548857092857360839843750000*X^2-142116748094558715820312500000000*X-103704675614833831787109375000000, 3222439950656890869140625000000*X^4+226411691956043243408203125000000*X^3-45869825021266937255859375000000*X^2-1161546228096485137939453125000000*X-1932877408146858215332031250000000, 6778190196683349609375000000000000+14126356180017059326171875000000000*X+9408617830860397338867187500000000*X^2+184171565710876464843750000000000*X^3-265714240230422973632812500000000*X^4, 1793948258616811523437500000000000*X^4+2142300639220224609375000000000000*X^3+52981808113562036132812500000000000*X^2+251517548051773857421875000000000000*X+223122882714592675781250000000000000, -2120225517913035902343750000000000000-2762341320905253493945312500000000000*X-1064341544080833841113281250000000000*X^2-148820193302401829882812500000000000*X^3-13607856843579885058593750000000000*X^4, 21099151998567263756250000000000000000+12960718752347382782812500000000000000*X+2166453613888583045625000000000000000*X^2-9966064122880714687500000000000000*X^3+9716032859089961250000000000000000*X^4, 168195133629532407352500000000000000000+242178733246144886439750000000000000000*X+112842873006751954050300000000000000000*X^2+21776859418280523924600000000000000000*X^3+1443666025971548974530000000000000000*X^4, -4070421329130313674056784000000000000000-4504728554563330029771388800000000000000*X-1792760680149596976423715200000000000000*X^2-306782447509128543389740800000000000000*X^3-19256414350057042567190400000000000000*X^4, 48447211567067281689459517440000000000000+39344074057946644310718701568000000000000*X+12969137823789799273098424320000000000000*X^2+2037612971632818554107416576000000000000*X^3+125017295196512030557860864000000000000*X^4, -448618002334428074459211694080000000000*X^4-9498210709044784653918223073280000000000*X^3-84432905723358949303824479354880000000000*X^2-346264332000573817796430227374080000000000*X-531062409743946348061307520614400000000000, 1002626236131768653995957026816000000000*X^4+29656622668370862184130562490368000000000*X^3+281081717398828736095063201284096000000000*X^2+1056394072601974903265002098524160000000000*X+1344982004645276316485874477957120000000000, 220150628352000000*(X+5)*(46373998524485412599597*X^3+1168043097949189558948575*X^2+9727205507156459014349380*X+26051899533079859738783100), -2536135238615040000*(X+6)*(X+5)*(55660208813949982213753*X^2+901081058326717633680903*X+3551264663537211482323991), 55130886817063798151577600*(X+5)*(X+6)*(X+7)*(9756026997943757*X+78186644916385582), -640713729401605877452528024826013070393344*(X+5)*(X+6)*(X+7)*(X+8)] new_number: 18.3 id: 604 # SUMMARY # FOUND: 9 # IDs: 58, 65, 103, 127, 323, 359, 362, 368, 604