#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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:
  [25*X^4, -1480*(X+1)^4+3050*(X+1)^3-2555*(X+1)^2+860+1030*X, -2358*X-2402-4531*(X+1)^4-5994*(X+1)^3+7377*(X+1)^2, 30032*(X+1)^3+9672+9520*X-25720*(X+1)^2+2236*(X+1)^4, -6456*(X+1)^3+162036*(X+1)^2+1455*(X+1)^4-42899-56424*X, 356672-534147*(X+1)^2+80304*(X+1)^4+519246*X-241398*(X+1)^3, -476454*X-325736+141438*(X+1)^3+367365*(X+1)^2-18597*(X+1)^4, -249660*X-183364-756948*(X+1)^3+1448862*(X+1)^2-38172*(X+1)^4, 1725616-4137132*(X+1)^2+2289960*X-211116*(X+1)^4+1854432*(X+1)^3, -212104+734136*(X+1)^2-218600*(X+1)^4-331240*X+509360*(X+1)^3, 804508*(X+1)^2-524144*X-431664+547196*(X+1)^4-1564408*(X+1)^3, 9248*(X+1)*(45*X+54+72*(X+1)^2+19*(X+1)^3), -78608*(X+2)*(X+1)*(2*X+3)^2]
new_number:
  12.15
id:
  352

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, 240+1152*X+1920*X^2+1536*X^3+5376*X^4, 1351680+6422528*X+13074432*X^2+10747904*X^3+11534336*X^4, 4680843264+18685624320*X+32602324992*X^2+26273120256*X^3+12431917056*X^4, 8585371189248+30062623588352*X+44328357462016*X^2+29807073034240*X^3+6567004995584*X^4, 8918413690798080+27747275438555136*X+34585138251694080*X^2+16189209207373824*X^3+712483534798848*X^4, 5349643038618550272+14475976577252327424*X+14449517929441525760*X^2+2567051787601182720*X^3-1022317115413102592*X^4, 1733165280597261680640+3722927653563584741376*X+2185939172734581866496*X^2-1478621829658281246720*X^3-524002823843811950592*X^4, 216989050539045455659008+141449633557204841791488*X-476147358030590946312192*X^2-780961357104567577214976*X^3-63751947518740210384896*X^4, -18870576465547102273929216-118833630174931752157446144*X-186042349959132542838767616*X^2-102003116029984336615833600*X^3+21987338344241068114968576*X^4, -3231458715829903783989608448-6441156766906744242834505728*X+2611279770367599017365340160*X^2+12882313533813488485669011456*X^3+8530180583200823456726777856*X^4, 267395048485642139378210832384*(4*X^2+8*X+5)*(X+1)^2, 11408855402054064613470328848384*(X+2)*(X+1)*(2*X+3)^2]
new_number:
  12.8
id:
  360

pols:
  [6561*X^4, -13122-72171*X-159975*X^2-175608*X^3-99954*X^4, -428004-1521180*X-2033921*X^2-1177556*X^3-205589*X^4, 2310517*X^4+12882402*X^3+26939429*X^2+25052328*X+8683524, -32579600-84939800*X-80445300*X^2-33268700*X^3-5152600*X^4, 2500*(X+1)*(1593*X^3+8667*X^2+15104*X+8516), -250000*(X+2)*(X+1)*(2*X+3)^2]
new_number:
  6.9
id:
  431

pols:
  [961*X^4, -6727-48050*X-134447*X^2-172794*X^3-75144*X^4, -184202-713186*X-1382715*X^2-1756478*X^3-914057*X^4, -2273850-8903076*X-13251149*X^2-8635710*X^3-3075537*X^4, -11927218-37908836*X-46269935*X^2-23766918*X^3-2064696*X^4, -30324779-80902562*X-70842936*X^2-13913564*X^3+3177385*X^4, -28683216-52833390*X-12819410*X^2+21833352*X^3+5212464*X^4, 7848260+40641496*X+61174372*X^2+31870944*X^3+2082528*X^4, -3920*(X+1)*(592*X^3-1128*X^2-5448*X-4091), -548800*(X+2)*(X+1)*(2*X+3)^2]
new_number:
  9.10
id:
  539

pols:
  [X^4, 18+84*X+147*X^2+126*X^3+279*X^4, 5724+24840*X+43308*X^2+35424*X^3+33156*X^4, 905904+3426300*X+5290596*X^2+4012416*X^3+2204496*X^4, 75827664+258870816*X+354993840*X^2+240744960*X^3+90559296*X^4, 3593958336+11356303680*X+14067203904*X^2+8432512128*X^3+2389673664*X^4, 97501708800+290600441856*X+331460460288*X^2+177407760384*X^3+40587920640*X^4, 1442390395392+4144729616640*X+4464716620032*X^2+2187666247680*X^3+427737729024*X^4, 14693280768*(X+1)*(172*X^3+804*X^2+1295*X+699), 1586874322944*(X+2)*(X+1)*(2*X+3)^2]
new_number:
  9.7
id:
  546

# SUMMARY
# FOUND: 6
# IDs: 352, 359, 360, 431, 539, 546