# _____ _____ ___ # / __\ \ / / \| _ ) # | (__ \ 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, -13*X^4-14*X^3-16*X^2-9*X-2, 33*X^4-88*X^3-265*X^2-324*X-148, 217*X^4+2362*X^3+6403*X^2+8178*X+4160, -1354*X^4-8268*X^3-16178*X^2-12420*X-720, 1812*X^4-15192*X^3-139320*X^2-347460*X-301320, 7580*X^4+149208*X^3+707964*X^2+1423392*X+1075344, -38540*X^4-356680*X^3-743540*X^2+429576*X+2089856, 47256*X^4-85088*X^3-3329000*X^2-13330608*X-16415360, 94304*X^4+2569088*X^3+16637888*X^2+42511200*X+38564800, -391808*X^4-5430528*X^3-25443520*X^2-46255680*X-22811520, 433728*X^4+2572416*X^3-8937408*X^2-87598848*X-152957952, 1152*(X+4)*(371*X^3+8580*X^2+53325*X+101564), -27648*(X+4)*(X+5)*(51*X^2+519*X+1330), 829440*(X+4)*(X+5)^2*(X+6)] new_number: 14.1 id: 380 pols: [X^4, 11*X+26*X^3+2+13*X^4+24*X^2, -(141*X^2+282*X+296)*(X+1)^2, -2*(X+2)*(X+1)*(407*X^2+1221*X+654), 28*(X+3)*(X+1)*(389*X^2+1556*X+1460), -1176*(X+4)*(X+1)*(29*X^2+145*X+166), 32928*(X+5)*(X+4)*(X+2)*(X+1)] new_number: 6.20 id: 404 pols: [X^4, 27+132*X+258*X^2+252*X^3+261*X^4, 12582+47520*X+73764*X^2+58104*X^3+29106*X^4, 1986768+6507054*X+8543394*X^2+5552064*X^3+1797714*X^4, 151397262+448488090*X+515524014*X^2+281458152*X^3+66412629*X^4, 6111709281+16709489190*X+17145782568*X^2+7984605780*X^3+1467308601*X^4, 1771470*(2*X+3)*(5066*X^3+26325*X^2+44815*X+23766), 23436548100*(X+1)*(2*X+5)*(2*X+3)*(X+3)] new_number: 7.17 id: 439 pols: [X^4, X*(3*X^3-6*X^2-4*X-1), -211*X^4-856*X^3-1433*X^2-1184*X-384, -1522*X^4-6576*X^3-12954*X^2-13308*X-5400, 4*(X+1)*(2013*X^3+17379*X^2+40726*X+28548), 8*(X+1)*(15719*X^3+126105*X^2+325408*X+269508), 288*(X+1)*(X+2)*(1817*X^2+11967*X+19631), 10368*(X+3)*(X+2)*(X+1)*(89*X+350), 594432*(X+1)*(X+2)*(X+3)*(X+4)] new_number: 8.54 id: 501 pols: [X^4, -512*X^4-256*X^3-224*X^2-96*X-16, 88064*X^4+180224*X^3+188416*X^2+77824*X+13312, -3997696*X^4-33423360*X^3-40632320*X^2-21430272*X-4456448, -461373440*X^4+1090519040*X^3+3951034368*X^2+2550136832*X+591396864, 47513075712*X^4+144955146240*X^3-44694503424*X^2-82543902720*X-26642219008, 575525617664*X^4-6597069766656*X^3-6390911336448*X^2-2113123909632*X-124554051584, -100330436034560*X^4-233646220902400*X^3-230897441832960*X^2-114074331381760*X-23364622090240, -439804651110400*(X+1)^4] new_number: 8.64 id: 512 pols: [X^4, -X*(3*X^3-6*X^2-4*X-1), -211*X^4-856*X^3-1433*X^2-1184*X-384, 1522*X^4+6576*X^3+12954*X^2+13308*X+5400, 4*(X+1)*(2013*X^3+17379*X^2+40726*X+28548), -8*(X+1)*(15719*X^3+126105*X^2+325408*X+269508), 288*(X+1)*(X+2)*(1817*X^2+11967*X+19631), -10368*(X+3)*(X+2)*(X+1)*(89*X+350), 594432*(X+1)*(X+2)*(X+3)*(X+4)] new_number: 8.82 id: 532 pols: [X^4, -1080*X^4-108*X^3+108*X^2+162*X+54, 607796*X^4-57016*X^3-280716*X^2-170380*X-24864, -231759792*X^4+94404096*X^3+206143920*X^2+64618776*X-13611240, 65227123968*X^4-48564192768*X^3-72099465040*X^2-8122273840*X+11596005984, -14066373012480*X^4+15195333003264*X^3+13999572187200*X^2-1687316230656*X-3282545328192, 2359816716720128*X^4-3290695102746624*X^3-1528486967623936*X^2+843457210205952*X+458342842795776, -27899909581049856-158500070146934784*X+74461221541942272*X^2+509776698302005248*X^3-307095565445406720*X^4, 30422938491488960512*X^4-56950223173721391104*X^3+2252759436976885760*X^2+17467780737296838656*X-803082528013074432, -2214843187307211915264*X^4+4610937478802466668544*X^3-508085941259030446080*X^2-1211755384935017938944*X+266244995514218692608, -19224668449399085531136+53196928087690737156096*X+21013167072375093657600*X^2-273629387456451706355712*X^3+111058393005347629694976*X^4, -3268770702689219367665664*X^4+12147398436951383819157504*X^3+434303782324614709641216*X^2-1574875925775946403020800*X+727482384391255017652224, 19397619377463692818907136*X^4-403354081997251933655531520*X^3-47495566182530791099072512*X^2+45502562207831923164708864*X-21912310182848197400985600, 2180210994862646014186094592*X^4+8651143024324447900614524928*X^3-1078411184992932449715486720*X^2-1904418975224600987713929216*X+514185729032199203129917440, -229256481029845155840*X*(269358010*X^3+131761607*X^2-826543489*X-380205376), -30702027939516863270092800*X*(X+1)*(1997*X^2+119865*X+91208), 16446462326640393316523311104000*X*(X+2)*(X+1)^2] new_number: 16.1 id: 570 pols: [3*X^4, -1200*X^4-1500*X^3-1500*X^2-750*X-150, 187740*X^4+435960*X^3+557100*X^2+354780*X+89400, -14322000*X^4-45360000*X^3-66078000*X^2-45909000*X-12219000, 532800000*X^4+1994400000*X^3+3029250000*X^2+2059950000*X+523800000, -15000000*(X+1)^2*(524*X^2+1096*X+611), 2000000000*(X+1)^2*(X+2)^2] new_number: 6.13 id: 583 pols: [X^4, -256*X^4-512*X^3-448*X^2-192*X-32, 256*(2*X+1)*(4*X+3)*(4*X+5)*(2*X+3)] new_number: 2.71 id: 614 # SUMMARY # FOUND: 9 # IDs: 380, 404, 439, 501, 512, 532, 570, 583, 614