# _____ _____ ___ # / __\ \ / / \| _ ) # | (__ \ 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: [4*X^4, 36+132*X+154*X^2+44*X^3+148*X^4, 5778+15750*X+20115*X^2+10854*X^3+873*X^4, 303750+695628*X+594621*X^2+316710*X^3+10206*X^4, 15910425+27497151*X+19225188*X^2+4430862*X^3+606528*X^4, 517190508+761646807*X+411072894*X^2+82301184*X^3+2899962*X^4, 9761153994+11368644921*X+4347718821*X^2+302685174*X^3-60938568*X^4, 75991811472+44252029188*X-12655735974*X^2-12475046034*X^3-1522047024*X^4, -475924547376-1055849972688*X-698213031651*X^2-169422327918*X^3-8948934999*X^4, -12571020027072-14198186080872*X-5253680111166*X^2-540839002644*X^3+39000329226*X^4, 9298091736*(X+3)*(86*X^3+414*X^2+181*X-936), 251048476872*(X+4)*(X+3)*(21*X^2+137*X+224), 4518872583696*(X+3)*(X+5)*(X+4)^2] new_number: 12.14 id: 351 pols: [X^4, 8+32*X+44*X^2+24*X^3+96*X^4, -160+3344*X^4+32*X^3+368*X^2, 28544*X^4-155904*X^3-284800*X^2-267264*X-99328, -7036928-9865216*X^3-19801088*X^2-18862080*X-1442816*X^4, -53469184*X^4-293748736*X^3-641900544*X^2-642482176*X-249151488, -5247598592-12833783808*X-11946295296*X^2-4941938688*X^3-822607872*X^4, -46409973760*X^3-129895497728*X^2-153933053952*X-67398270976-6129975296*X^4, -1009686413312*X-491354324992-183341416448*X^3-717477642240*X^2-10099884032*X^4, -1469080141824+157840048128*X^4+496068722688*X^3-471372660736*X^2-2145336164352*X, 13258564042752*X^2+10617159155712*X+2638720532480+850403524608*X^4+6390911336448*X^3, 35596688949248*X+15427522527232+6047313952768*X^3+26938034880512*X^2-549755813888*X^4, -549755813888*(2*X+3)^4] new_number: 12.17 id: 354 pols: [X^4, -152*X^4-200*X^3-212*X^2-112*X-24, 9872*X^4+25568*X^3+37776*X^2+28992*X+9376, -364032*X^4-1399808*X^3-2642176*X^2-2539008*X-1014016, 8529920*X^4+43130880*X^3+98770944*X^2+112343040*X+52101120, -135135232*X^4-830013440*X^3-2213789696*X^2-2879913984*X-1501495296, 1517879296*X^4+10569777152*X^3+31405178880*X^2+45223772160*X+25817448448, -12704546816*X^4-93967089664*X^3-293598134272*X^2-446554963968*X-269278511104, 83248545792*X^4+626159255552*X^3+1939722993664*X^2+2903272062976*X+1730242674688, -436207616000*X^4-3331284008960*X^3-10178669838336*X^2-14365726081024*X-7823954018304, 1791001362432*X^4+13958643712000*X^3+44105019162624*X^2+63200443760640*X+33853200662528, -5634997092352*X^4-43843026157568*X^3-140393890971648*X^2-210762635149312*X-122007135977472, 13194139533312*X^4+107752139522048*X^3+340298848796672*X^2+490931941801984*X+272060408397824, -1099511627776*(2*X+5)^4] new_number: 13.3 id: 371 pols: [3725290298461914062500*X^4, -271201133728027343750000*X^4-820010900497436523437500*X^3-1034066081047058105468750*X^2-624060630798339843750000*X-147521495819091796875000, 57775586843490600585937500+138381493091583251953125000*X+132307295501232147216796875*X^2+59465995430946350097656250*X^3+7219769060611724853515625*X^4, -32552460730075836181640625*X^4-1560341991662979125976562500*X^3-6244380227923393249511718750*X^2-9688938114166259765625000000*X-5670173034667968750000000000, 249175568417215347290039062500+307008565436439514160156250000*X+126307810587580204010009765625*X^2+8702320760693550109863281250*X^3-2747233932173252105712890625*X^4, 70193999073301219940185546875*X^4+439797021564710426330566406250*X^3-410272161013678264617919921875*X^2-4252484563881255340576171875000*X-5409649464893723487854003906250, -614532825442928581237792968750*X^4-11284892543235601112365722656250*X^3-31693435535038289096832275390625*X^2-10198916852698708717346191406250*X+42238263597181107845306396484375, 672035444798954793763732910156250+1296712458788664218428344726562500*X+671976701817266469579620361328125*X^2+108228143232129079102478027343750*X^3-2818934967163628361511230468750*X^4, 142716594868485177251678466796875*X^4+83584142299153589098864746093750*X^3-4871032918046730120559295654296875*X^2-18189572766352764923723620605468750*X-18780626105018032455228515625000000, -2060979274029941063573873291015625*X^4-16161300068399312585133019042968750*X^3-31302156912928458670046507080078125*X^2+37882547481383698171481107910156250*X+126406375658385654478083750000000000, 18191949707306724192202852177734375*X^4+226217171487411965634458298750000000*X^3+1021777941310125030337244420039062500*X^2+1900658787454055752120479772968750000*X+1089940565119956656516254737158203125, -103462072908712895032500011677734375*X^4-1693658630880384697425038088803906250*X^3-10394123460458412842816913824670703125*X^2-28257771400427489792633420229077343750*X-28592640097610067306386243705953125000, 52955538090187500*(X+5)*(6822457746356194860*X^3+105594221828043028718*X^2+542119266560031019991*X+926555809752183305931), -19063993712467500*(X+5)*(X+6)*(15337273149232082245*X^2+289665397258229241319*X+1092956642701689252996), -835757730647052465218400*(X+5)*(X+6)*(X+7)*(4612345059685*X+22748051972446), 12088617153564748846415097038724329472*(X+5)*(X+6)*(X+7)*(X+8)] new_number: 15.1 id: 389 pols: [X^4, -(11*X^2+11*X+3)*(17*X^2+17*X+6), 8711*X^4+33980*X^3+47095*X^2+26230*X+5232, -13464*X^4+80784*X^3+247392*X^2+186840*X+49248, 1244016*X^4+2488032*X^3-1677600*X^2-2921616*X-878688, 969408*X^4+9694080*X^3+5453568*X^2-844992*X-1119744, 45157824*X^4+4478976*X^3-13369536*X^2+4478976*X+4292352, 373248*(11*X^2+11*X+3)*(17*X^2+17*X+6), 26873856*(X+1)^4] new_number: 8.9 id: 538 # SUMMARY # FOUND: 5 # IDs: 351, 354, 371, 389, 538