#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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, 112+384*X-384*X^2-1536*X^3+3840*X^4, -143360+491520*X+3883008*X^2-786432*X^3+3735552*X^4, 10485760-327155712*X-1744830464*X^2+2415919104*X^3-503316480*X^4, -692026605568-2141041197056*X-2595233988608*X^2-2834678415360*X^3-1108101562368*X^4, -422556062449664-1432113895178240*X-1825739057922048*X^2-721279627821056*X^3+63771674411008*X^4, 265167020247482368+947022559143002112*X+1436014962433589248*X^2+834291830970384384*X^3+96264442035044352*X^4, 166759287002274725888+408242299021880721408*X+245932568451448045568*X^2-32570032505143427072*X^3-13258597302978740224*X^4, -81290189446819566583808-230501290573037702217728*X-229915606448697423953920*X^2-52462540145629964795904*X^3+1051464412201444442112*X^4, -2927867219379180032491520+4037623342853546657710080*X+24476025480713371142586368*X^2+11588687348962109354409984*X^3+524182679598530618720256*X^4, 5218932763276354147206561792+10655472174083341545860235264*X+4205852926439294898802786304*X^2-1924609904826489646132232192*X^3-385647336457066706731270144*X^4, -929692969503320586449242292224-2282761432442241226913985069056*X-1655744802544196117677578649600*X^2-63134942003554394019855335424*X^3+38995111237489478659322413056*X^4, 136589352174591718011269770379264+405014366772919293778196674117632*X+403429803522634007026325795110912*X^2+129300361223279398952663726948352*X^3+3169126500570573503741758013440*X^4, -19146594665847176880206205213999104-56790746890224677187052303600844800*X-58088821104858384094184927683149824*X^2-22067261648773017421254609399185408*X^3-1298074214633706907132624082305024*X^4, 83076749736557242056487941267521536*(5*X^2+22*X+22)*(X+1)^2, -42535295865117307932921825928971026432*(X+1)^2*(X+2)^2]
new_number:
  15.1
id:
  369

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, 12+54*X+94*X^2+80*X^3+146*X^4, 2456+9092*X+14064*X^2+10896*X^3+9396*X^4, 210848+676592*X+920344*X^2+642432*X^3+352728*X^4, 9914944+28603392*X+34693728*X^2+21707072*X^3+8626912*X^4, 286847488+760763904*X+836176384*X^2+469761024*X^3+145606400*X^4, 5430845440+13443704832*X+13582102528*X^2+6899736576*X^3+1753843712*X^4, 69713803264+163008135168*X+153273556992*X^2+71104528384*X^3+15376457728*X^4, 619062042624+1381508808704*X+1222573686784*X^2+523627331584*X^3+99110846464*X^4, 3835533262848+8246965305344*X+6940439085056*X^2+2775432822784*X^3+470517284864*X^4, 16544582598656+34586228686848*X+27958274162688*X^2+10557532930048*X^3+1634704818176*X^4, 49013967552512+100486178930688*X+78794027171840*X^2+28418456420352*X^3+4089110855680*X^4, 96980135051264+196496062414848*X+150874785579008*X^2+52568789090304*X^3+7142262177792*X^4, 121818627178496+245231895183360*X+185897458860032*X^2+63264868270080*X^3+8239894757376*X^4, 87756919275520+175803748843520*X+132317204971520*X^2+44409961840640*X^3+5626407157760*X^4, 1717986918400*(X+2)^4]
new_number:
  15.2
id:
  390

pols:
  [27*X^4, 432*X^4-540-2628*X-5760*X^3-5508*X^2, 295872*X+306240*X^2+112464-33792*X^3-129024*X^4, -1102080+17825792*X^3+6772736*X^2+1005568*X+335872*X^4, -65896448*X+209977344*X^4-7311360-67010560*X^2-67633152*X^3, -8728018944-20230963200*X-14659092480*X^3-3407872000*X^4-20752105472*X^2, -66441969664*X^2+32568770560*X-88264933376*X^4-76369887232*X^3+50988056576, 11803408990208+10383083438080*X^3+25540291461120*X+22371679338496*X^2+1950720458752*X^4, 14018773254144*X^3+16522739187712*X^4-88707717660672-43752831844352*X^2-124506806943744*X, -11378553778077696*X-8578509978992640*X^2-428603376402432*X^4-5853482078699520-3110518394978304*X^3, 20472631631282176*X^2+44573995231608832-2308974418329600*X^3+58566861243023360*X-2196824232296448*X^4, 1383827742532829184*X^2+1060244769013235712+1993713648320643072*X+419679190275588096*X^3+43980465111040000*X^4, -3489322140979691520+790803947068588032*X^2+250512729272483840*X^4+1173187702930014208*X^3-2883851873889026048*X, -86645879130887815168*X^2-137928368087755653120*X-76746685674950754304-21527206218830970880*X^3-1639310264362860544*X^4, -454233058416588226560*X^2-640682082989726760960*X-14771806777775226880*X^4-138350580552821637120*X^3-332635868477584834560, -28823037615171174400*(X+2)^4]
new_number:
  15.3
id:
  391

pols:
  [25*X^4, -300-1100*X-1660*X^2-1120*X^3-10480*X^4, 680960*X+1964544*X^4+632832*X^3+969344*X^2+158320, -37018880-144348160*X-209849344*X^2-139444224*X^3-217964544*X^4, 15973089280*X^4+17656250368*X+5061877760+16775118848*X^3+25085739008*X^2, -450117763072-1433513492480*X-1922996109312*X^2-1260052807680*X^3-817352409088*X^4, 101136447045632*X^2+63277149192192*X^3+81033617735680*X+30113106231296*X^4+27403069947904, -1172226564947968-3250626939060224*X-3763978341711872*X^2-2205773333528576*X^3-811916054233088*X^4, 54428574353981440*X^3+16123384538595328*X^4+93195756621529088*X+100329190494044160*X^2+35629414452559872, -769799426687369216-1907350033615814656*X-1916083179597332480*X^2-957108379304591360*X^3-235396918291726336*X^4, 2501498904353177600*X^4+11941558294763536384*X^3+27594548875410538496*X+25978776955975106560*X^2+11710476134977110016, -122831035499414552576-276522424495432007680*X-245184900544560365568*X^2-104031884754863259648*X^3-18970780111600615424*X^4, 1852920498288670539776*X+856593656325123080192+613444312443390001152*X^3+99284105585196269568*X^4+1556901146581421522944*X^2, -3736042135678487625728-7821275372064774029312*X-6275928210327371513856*X^2-2315642842002852151296*X^3-338526576790185443328*X^4, 14379237005456595484672*X^2+673306158690398633984*X^4+18603541398336082804736*X+5017514388048998039552*X^3+9112691572412518498304, -590295810358705651712*(X+2)^4]
new_number:
  15.4
id:
  392

# SUMMARY
# FOUND: 5
# IDs: 369, 389, 390, 391, 392