#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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, -2*(2*X+1)^2*(17*X^2+17*X+5), 4*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  2.53
id:
  48

pols:
  [X^4, -2*(2*X+1)^2*(11*X^2+11*X+5), 500*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  2.57
id:
  52

pols:
  [441*X^4, -69069*X^4-128058*X^3-97545*X^2-33516*X-4410, 154240*X^4-923360*X^3-2137700*X^2-1348200*X-272580, 1706176*X^4+7894656*X^3+6723376*X^2+1861776*X+97440, -1280*(2*X+1)*(1916*X^3+2622*X^2+1077*X+91), -102400*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.70
id:
  283

pols:
  [121*X^4, -18403*X^4-33506*X^3-25707*X^2-8954*X-1210, 192470*X^4+282980*X^3+132850*X^2+34540*X+6600, -669988*X^4-983928*X^3-909804*X^2-461736*X-91872, 815800*X^4+2054000*X^3+2285400*X^2+1245200*X+268000, -20000*(4*X+3)*(X+1)^2*(4*X+5)]
new_number:
  5.79
id:
  292

pols:
  [X^4, -147*X^2-10-60*X-174*X^3-111*X^4, 18380*X^2+5076*X^4+10888*X+14304*X^3+2556, -112944*X^4-369024*X^3-119984-401628*X-542564*X^2, 7969200*X^2+1990416+6155424*X+5629440*X^3+1676736*X^4, -89513152*X^2-17032896*X^4-67618112*X-60012672*X^3-20803904, 193077248+611573760*X+755942656*X^2+450177024*X^3+122568960*X^4, -4550648064*X^2-1333660160-3960000768*X-2501283840*X^3-607021056*X^4, 6398194688+18093783040*X+19412612096*X^2+9592946688*X^3+1898090496*X^4, -45056*(2*X+3)*(36502*X^3+178659*X^2+286703*X+145866), 594739200*(X+1)*(2*X+5)*(2*X+3)*(X+3)]
new_number:
  10.8
id:
  324

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:
  [X^4, -33*X^4-258*X^3-199*X^2-70*X-10, -5520*X^4-9600*X^3+692*X^2+2536*X+740, -117200*X^4-42720*X^3+10688*X^2+16560*X+4640, -114816*X^4+448512*X^3+1287424*X^2+1086976*X+311680, 4096*(X+1)^2*(858*X^2+1566*X+745), -3276800*(X+1)^2*(X+2)^2]
new_number:
  6.12
id:
  395

pols:
  [121*X^4, -1210-9075*X-26323*X^2-34496*X^3-16687*X^4, -24266-106953*X-202166*X^2-207620*X^3-90362*X^4, -53130-217437*X-415082*X^2-507996*X^3-245714*X^4, -15226-183269*X-564786*X^2-785972*X^3-407863*X^4, -25160-279826*X-728323*X^2-790148*X^3-434831*X^4, -61152-303576*X-586744*X^2-562248*X^3-290888*X^4, -39040-172960*X-310160*X^2-274400*X^3-104560*X^4, -12800*(X+1)^4]
new_number:
  8.26
id:
  470

pols:
  [529*X^4, -46*X^2*(136*X^2+2*X+1), -30356*X^4-219704*X^3-359900*X^2-279312*X-84640, 573259*X^4+2342274*X^3+3791849*X^2+3070914*X+1010160, -1223510*X^4-622660*X^3+7955470*X^2+14044860*X+6697440, -600*(X+1)*(16105*X^3+133047*X^2+320040*X+245740), 18000*(X+1)*(X+2)*(3107*X^2+16911*X+22834), -810000*(X+3)*(X+2)*(X+1)*(133*X+404), 72900000*(X+1)*(X+2)*(X+3)*(X+4)]
new_number:
  8.50
id:
  497

pols:
  [25*X^4, -435*X^4-2790*X^3-2720*X^2-1325*X-250, -45889*X^4+29468*X^3+129151*X^2+143110*X+44000, 813880*X^4+2167536*X^3-2247536*X^2-6296280*X-2345120, 25622384*X^4-45590048*X^3-4192032*X^2+200301040*X+96978208, -628948032*X^4-138522240*X^3+1267062016*X^2-3467461312*X-2057993984, -3389853760*X^4+12054054912*X^3-41212870336*X^2+18123368448*X+20156814080, 208353200640*X^4-135627856896*X^3+635768819712*X^2+301979088384*X-18915148800, -1362240106496*X^4+1105018617856*X^3-2706785116160*X^2-4999908630528*X-1770398355456, -22148608098304*X^4-20681611542528*X^3-77124020731904*X^2-4756494876672*X+14550340829184, 409404315271168*X^4+257948804710400*X^3+1558680771756032*X^2+964644354654208*X+229051765358592, -1500990746394624*X^4+1663942338281472*X^3-7009736406859776*X^2-7533422029307904*X-3667307991662592, -23624744737701888*X^4-94742551914872832*X^3-162300299355095040*X^2-145831516365127680*X-51579847654244352, 334655049437282304*X^4+1221823844944183296*X^3+289126684286779392*X^2+3284474453186052096*X+1526704683349966848, -1526003821594017792*X^4-5462522896645619712*X^3-14028686227641729024*X^2-18469388698219708416*X-9893275790940831744, -3999309237766324224*X^4-39304719174356434944*X^3-121644025526574120960*X^2-154448118682604273664*X-72445807997145317376, 94175160760182767616*X^4+746210234294958292992*X^3+2394554128660263075840*X^2+3370634885117094395904*X+1776592416825220792320, -562485890245157978112*X^4-5040492197550539931648*X^3-17650576546192951345152*X^2-26781559264191663046656*X-14974418521571847045120, 1434411038851454730240*X^4+16640642891593908486144*X^3+68614992248278679027712*X^2+115781892440634358235136*X+69643645695271026819072, 1211934492692840448000*X^4-9464015690493830627328*X^3-102696020137255693713408*X^2-237861727513407419056128*X-168809701427300800659456, -18840618201070260191232*X^4-130558355650153216475136*X^3-249874883894309403230208*X^2-110264955022286713257984*X+63227430440113948065792, 43228895398025156886528*X^4+427974928875595606523904*X^3+1286879598342304601997312*X^2+1571368870312356693934080*X+672175343104562735087616, 9573589958277615058944*X^4-218419682011074476900352*X^3-1142802979093657530925056*X^2-1875714477010688283770880*X-1020119196665359204614144, -178707012554515481100288*X^4-1140320937252622593687552*X^3-2825272769909482844061696*X^2-3208216368240587446419456*X-1404126527214050208645120, 204236585776589121257472*(X+2)^4]
new_number:
  24.5
id:
  597

pols:
  [27*X^4, -1971*X^4-3366*X^3-3078*X^2-1395*X-270, 26145*X^4+248484*X^3+341025*X^2+206106*X+55008, 191792*X^4-5039312*X^3-14362832*X^2-10625992*X-3338016, -83288880*X^4-81587040*X^3+307503776*X^2+285571408*X+102737760, 840236992*X^4+5431022976*X^3-443427200*X^2-579253568*X-2489094912, 23883370048*X^4-94002485248*X^3+80248998080*X^2+125243428864*X+61232868608, -864597919232*X^4+569815020544*X^3-1555103757312*X^2-2238298672640*X-1131893267968, 10906335031296*X^4-1045457043456*X^3+10396026232832*X^2+15612100730880*X+8717491261440, -31253827485696*X^4+129769323626496*X^3+297398916612096*X^2+296645742428160*X+111860388364288, -797953522925568*X^4-3453012651540480*X^3-7765674305257472*X^2-8090542823440384*X-3344623445213184, 9989775603793920*X^4+33179621193154560*X^3+67075753593798656*X^2+65530039155818496*X+25716759933747200, -28232623553773568*X^4-40271152307765248*X^3+39521257829433344*X^2+179082326859317248*X+132555943094255616, -294416618606297088*X^4-1863015001774620672*X^3-5637844903703609344*X^2-8037162584178163712*X-4387411265169915904, 2628863376377249792*X^4+15412350022682935296*X^3+45836048689816141824*X^2+67675418150389678080*X+39089584297933275136, -3246357181074767872*X^4-24594983607540383744*X^3-94376953407673991168*X^2-186208281949571645440*X-135474413913023447040, -48554163277605634048*X^4-310340402698101194752*X^3-903392936510074388480*X^2-1155035398586935279616*X-526161507735727767552, 222357584498047057920*X^4+1932612063130898399232*X^3+7290229745236498710528*X^2+12563081156741824512000*X+7896913388829356851200, 57782810496372572160*X^4-1980398967128554733568*X^3-15323711046179994206208*X^2-39305673766228501463040*X-31310367161555714310144, -2744434010593261780992*X^4-20396775972238188871680*X^3-51165853044868336582656*X^2-27967503149183413518336*X+17971963025333736701952, 5728428418377707421696*X^4+74113608865012506427392*X^3+294944487154333708713984*X^2+413869031657072775659520*X+178012122613135932653568, 10280191229013163769856*X^4+32618203006757781897216*X^3-99131379514632881307648*X^2-301552032856672925908992*X-172908468156489195847680, -5445608554228327907328*X^4-532537325281664135331840*X^3-1657564740761278394400768*X^2-2196789425100827960279040*X-1090990902849407941607424, 9980697350193398415360*X^4+286813723852926080778240*X^3+1259669065566514178949120*X^2+2034486359857843792773120*X+1141476596945802881925120, 189107949793138075238400*(X+2)^4]
new_number:
  24.8
id:
  600

# SUMMARY
# FOUND: 11
# IDs: 48, 52, 283, 292, 324, 368, 395, 470, 497, 597, 600