#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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, -16*(2*X+1)^2*(3*X^2+3*X+1), 512*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.13
id:
  4

pols:
  [X^4, -16*(2*X+1)^2*(8*X^2+8*X+3), 4096*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.17
id:
  8

pols:
  [X^4, -4*(2*X+1)^2*(7*X^2+7*X+2), -128*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.1
id:
  11

pols:
  [X^4, -12*(2*X+1)^2*(3*X^2+3*X+1), 432*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.20
id:
  12

pols:
  [X^4, -4*(2*X+1)^2*(17*X^2+17*X+6), 1152*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.24
id:
  16

pols:
  [X^4, -12*(2*X+1)^2*(18*X^2+18*X+7), 11664*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.28
id:
  20

pols:
  [X^4, -16*(2*X+1)^2*(32*X^2+32*X+13), 65536*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.31
id:
  24

pols:
  [X^4, -48*(2*X+1)^2*(72*X^2+72*X+31), 2985984*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.35
id:
  28

pols:
  [X^4, -4*(2*X+1)^2*(11*X^2+11*X+3), -16*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.5
id:
  55

pols:
  [X^4, -4*(2*X+1)^2*(10*X^2+10*X+3), 144*(2*X+1)^2*(2*X+3)^2]
new_number:
  2.9
id:
  70

pols:
  [X^4, -320*X^4-896*X^3-608*X^2-160*X-16, -86016*X^4-245760*X^3-267264*X^2-137216*X-25600, -65536*(2*X+1)^2*(23*X^2+55*X+39), -8388608*(2*X+1)^2*(2*X+3)^2]
new_number:
  4.41
id:
  139

pols:
  [X^4, -639*X^4-558*X^3-447*X^2-168*X-24, 151632*X^4+232848*X^3+204984*X^2+84672*X+12960, -16030656*X^4-31850496*X^3-27661824*X^2-10368000*X-1451520, 3317760*(2*X+1)^2*(51*X^2+69*X+32), -298598400*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.100
id:
  182

pols:
  [X^4, -143360*X^4+8192*X^3-11776*X^2-15872*X-2928, 7516192768*X^4+2281701376*X^3+4722786304*X^2+1333788672*X+136839168, -178120883699712*X^4-217703302299648*X^3-209044648230912*X^2-85349590106112*X-13567801688064, 15199648742375424*(2*X+1)^2*(32*X^2+48*X+27), -498062089990157893632*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.116
id:
  199

pols:
  [X^4, 20+150*X+450*X^2+600*X^3, 10000+50000*X+72500*X^2-20000*X^3-20000*X^4, -1300000-7350000*X-14400000*X^2-10800000*X^3-800000*X^4, 5000000*(13*X^2+37*X+27)*(2*X+1)^2, -500000000*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.128
id:
  212

pols:
  [X^4, -36-276*X-852*X^2-1152*X^3-144*X^4, 28080+146880*X+235008*X^2-27648*X^3-69120*X^4, 2177280+14929920*X+36578304*X^2+35831808*X^3+1990656*X^4, 8957952*(28*X^2+52*X+31)*(2*X+1)^2, 1289945088*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.130
id:
  215

pols:
  [49*X^4, -784-6370*X-19558*X^2-26376*X^3-14784*X^4, -43008-217392*X-270444*X^2+164064*X^3+273120*X^4, 178080+1256976*X+3122752*X^2+2593920*X^3-852992*X^4, -1216*(1189*X^2+2533*X+1646)*(2*X+1)^2, 739328*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.29
id:
  237

pols:
  [9*X^4, -216-1764*X-5556*X^2-7584*X^3-3216*X^4, 56448+309504*X+547840*X^2+206848*X^3-57344*X^4, -552960-1179648*X+3096576*X^2+8257536*X^3+1703936*X^4, 524288*(8*X^2-28*X-33)*(2*X+1)^2, -16777216*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.32
id:
  241

pols:
  [25*X^4, -300-2450*X-7630*X^2-10360*X^3-4640*X^4, -84240-475200*X-961164*X^2-808992*X^3-254304*X^4, -2682720-13821840*X-24344064*X^2-17262720*X^3-4458240*X^4, -419904*(19*X^2+59*X+45)*(2*X+1)^2, -5038848*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.36
id:
  245

pols:
  [X^4, 6*X*(48*X^3-12*X^2-7*X-1), 6912+40608*X+83700*X^2+52704*X^3+42336*X^4, 1080864+6356880*X+13654656*X^2+12783744*X^3+4603392*X^4, 419904*(169*X^2+361*X+238)*(2*X+1)^2, 362797056*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.38
id:
  247

pols:
  [X^4, 24+96*X-147*X^2-486*X^3+2835*X^4, 66096+546912*X+1650294*X^2+481140*X^3+2904336*X^4, 122157072+738138744*X+1693875240*X^2+1749739968*X^3+1367181180*X^4, 17950896*(4743*X^2+8199*X+4922)*(2*X+1)^2, 2652137178624*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.41
id:
  251

pols:
  [9*X^4, -336*X^4-12192*X^3-8868*X^2-2772*X-360, -598016*X^4+495616*X^3+4873216*X^2+2726400*X+514560, 64749568*X^4+537919488*X^3-48693248*X^2-277217280*X-81592320, 83886080*(2*X+1)^2*(9*X^2-279*X-277), -214748364800*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.42
id:
  252

pols:
  [X^4, 400000*X^4-175000*X^3-81250*X^2+6250*X+2380, 132250000+3656250000*X+23195312500*X^2-22812500000*X^3+52187500000*X^4, 75714062500000+488964843750000*X+1298437500000000*X^2+1417968750000000*X^3+2445312500000000*X^4, 15869140625000000*(625*X^2+745*X+351)*(2*X+1)^2, 12893676757812500000000*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.53
id:
  264

pols:
  [25*X^4, 11920*X^4+10880*X^3+7940*X^2+2500*X+300, 1442304*X^4+709632*X^3-638976*X^2-525120*X-101520, 44015616*X^4-46448640*X^3-62567424*X^2-28200960*X-4527360, -2985984*(2*X+1)^2*(76*X^2+196*X+139), -1289945088*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.54
id:
  265

pols:
  [49*X^4, -14*X*(520*X^3+68*X^2+41*X+7), -113760*X^4-1846944*X^3-2554716*X^2-1296960*X-225792, 40594176*X^4+147547008*X^3+138063744*X^2+54368496*X+7880544, -139968*(2*X+1)^2*(2257*X^2+3601*X+1942), 362797056*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.74
id:
  287

pols:
  [121*X^4, -2904-24684*X-79068*X^2-108768*X^3-48048*X^4, 50688+204864*X-399968*X^2-2703872*X^3-1989248*X^4, -1297296-7767936*X-17613696*X^2-22758912*X^3-23232768*X^4, -18432*(964*X^2+1360*X+669)*(2*X+1)^2, -5308416*(2*X+1)^2*(2*X+3)^2]
new_number:
  5.83
id:
  297

pols:
  [X^4, -1856*X^4-2560*X^3-1904*X^2-624*X-80, 1073152*X^4+2867200*X^3+2915328*X^2+1211392*X+181760, -138674176*X^4-734527488*X^3-936050688*X^2-381616128*X-57180160, -43234885632*X^4-17817403392*X^3+144858677248*X^2+100818485248*X+19576913920, 6631429505024*X^4+15328738279424*X^3-3984119037952*X^2-5687073570816*X-1286476922880, 798795197579264*X^4-377682244141056*X^3-497460292091904*X^2-95863670046720*X+6442450944000, -10995116277760*(2*X+1)^2*(344*X^2+416*X+163), -7036874417766400*(2*X+1)^2*(2*X+3)^2]
new_number:
  8.83
id:
  533

# SUMMARY
# FOUND: 26
# IDs: 4, 8, 11, 12, 16, 20, 24, 28, 55, 70, 139, 182, 199, 212, 215, 237, 241, 245, 247, 251, 252, 264, 265, 287, 297, 533