#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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, -48*(6*X+1)*(6*X+5)*(3*X^2+3*X+1), 4608*(6*X+1)*(6*X+5)*(6*X+7)*(6*X+11)]
new_number:
  2.16
id:
  7

pols:
  [X^4, -8*(2*X+1)^2*(3*X^2+3*X+1), 64*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  2.55
id:
  50

pols:
  [X^4, -240-1152*X+3200*X^2+8704*X^3-41728*X^4, 2457600+44433408*X+228851712*X^2-20447232*X^3+602406912*X^4, -71722598400-616059371520*X-1987093463040*X^2-2609192632320*X^3-3466843914240*X^4, 185542587187200*(3*X+1)*(2*X+1)^2*(3*X+2)]
new_number:
  4.49
id:
  147

pols:
  [X^4, -768*(X+1/2)^4-688*(X+1/2)^2-20, 155648*(X+1)^4+33792*(X+1)^2+2560, -65536*(X+3/2)^2*(48*(X+3/2)^2+37), 4194304*(X+2)^2*(2*X+3)*(2*X+5)]
new_number:
  4.4
id:
  148

pols:
  [X^4, -8960*X^4+512*X^3-896*X^2-1152*X-240, 29360128*X^4+8912896*X^3+19791872*X^2+6422528*X+688128, -43486543872*X^4-53150220288*X^3-54962159616*X^2-24763170816*X-4378853376, 927712935936*(2*X+1)*(16*X^3+32*X^2+28*X+9), -1899956092796928*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.114
id:
  197

pols:
  [X^4, -9504*X^4-3456*X^3-3312*X^2-1584*X-240, 35085312*X^4+32845824*X^3+31394304*X^2+11653632*X+1566720, -62562336768*X^4-108355387392*X^3-104879702016*X^2-44395610112*X-6708510720, 10319560704*(3*X+1)*(3*X+2)*(576*X^2+1008*X+605), -213986410758144*(3*X+1)*(3*X+2)*(3*X+4)*(3*X+5)]
new_number:
  5.19
id:
  226

pols:
  [9*X^4, -498*X^4-960*X^3-813*X^2-333*X-54, 11155*X^4+42652*X^3+60463*X^2+36876*X+8172, -42345*X^4-210762*X^3-379953*X^2-280368*X-71388, 42168*X^4+196836*X^3+306972*X^2+197304*X+44928, -20*(5*X+3)*(5*X+4)*(5*X+6)*(5*X+7)]
new_number:
  5.94
id:
  309

pols:
  [X^4, -1280*X^4-2560*X^3-2432*X^2-1152*X-240, 393216*X^4+3932160*X^3+5816320*X^2+3768320*X+1130496, 436207616*X^4-2516582400*X^3-6517948416*X^2-5058330624*X-1859125248, -493921239040*X^4+146028888064*X^3+4114578669568*X^2+4041564225536*X+1751541350400, 194613558116352*X^4+857619069665280*X^3-1343328331235328*X^2-1853776604430336*X-996157534765056, 3377699720527872*X^4-638385247179767808*X^3+81064793292668928*X^2+401524054277750784*X+331858997541863424, -42369865294301626368*X^4+214875745421101105152*X^3+115598395235345891328*X^2+19995982345525002240*X-53529785170925715456, 24128341248412093513728*X^4-23021536603989520416768*X^3-32055829514088773320704*X^2-27365744833348119822336*X-190232048260129751040, -7886352026392307506872320*X^4-10455319393073394503122944*X^3-9913427839164102714851328*X^2-3612610359395278588477440*X-1200661678269607295582208, 1713047886393929540558651392*X^4+5428076930069684994430730240*X^3+8543176535761680720354869248*X^2+6805647901520554939008417792*X+2303230359957046320785522688, -249754402925825470460898312192*X^4-1210705358421101908851343491072*X^3-2482379263777008796241468850176*X^2-2451430762794874289368990744576*X-961473211449349958193918246912, 69324642199981295394350956544*(2*X+3)*(164*X^3+810*X^2+1434*X+891), -248459517644732962693353828253696*(X+2)^2*(2*X+3)*(2*X+5)]
new_number:
  13.5
id:
  373

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:
  [169*X^4, -13*X*(614*X^3+1804*X^2+1149*X+247), -775399*X^4-2692636*X^3-3693483*X^2-2450110*X-648960, -21633680*X^4-98465952*X^3-180653148*X^2-155183652*X-51353640, -312436544*X^4-1772359168*X^3-3939130976*X^2-3970125312*X-1491218016, -1536*(X+1)*(1717504*X^3+9940776*X^2+20063523*X+13933966), -73728*(X+1)*(X+2)*(178975*X^2+874119*X+1112486), -42467328*(X+3)*(X+2)*(X+1)*(857*X+2533), -42807066624*(X+1)*(X+2)*(X+3)*(X+4)]
new_number:
  8.73
id:
  522

pols:
  [X^4, -48*(6*X+1)*(2*X+1)^2*(6*X+5)]
new_number:
  1.14
id:
  554

# SUMMARY
# FOUND: 11
# IDs: 7, 50, 147, 148, 197, 226, 309, 373, 497, 522, 554