#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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, -4*(2*X+1)^2*(5*X^2+5*X+2), 256*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  2.52
id:
  47

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*(7*X^2+7*X+3), 324*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  2.54
id:
  49

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, -6*(2*X+1)^2*(3*X^2+3*X+1), -108*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  2.56
id:
  51

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:
  [X^4, -6*(2*X+1)^2*(9*X^2+9*X+5), 2916*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  2.58
id:
  53

pols:
  [X^4, -48*(2*X+1)^2*(18*X^2+18*X+13), 746496*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  2.59
id:
  54

pols:
  [X^4, -368*X^4-224*X^3-208*X^2-96*X-16, 2048*X*(21*X^3+24*X^2+18*X+4), -65536*(2*X+1)*(10*X^3+7*X^2-5*X-4), -8388608*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  4.35
id:
  132

pols:
  [25*X^4, -2765*X^4-3610*X^3-3055*X^2-1250*X-200, 122496*X^4+302208*X^3+353216*X^2+192640*X+39040, -2805760*X^4-9830400*X^3-14196736*X^2-9093120*X-2048000, 524288*(2*X+1)*(30*X^3+105*X^2+122*X+46), -33554432*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.107
id:
  189

pols:
  [X^4, -380*X^4-616*X^3-454*X^2-146*X-18, 19120*X^4+25216*X^3+9580*X^2+2568*X+540, -321600*X^4-406656*X^3-365136*X^2-173520*X-31104, 1152*(2*X+1)*(760*X^3+1464*X^2+1211*X+375), -746496*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.109
id:
  191

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, 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:
  5.118
id:
  201

pols:
  [X^4, -252*X^4-1224*X^3-870*X^2-258*X-30, -107728*X^4-163072*X^3+27772*X^2+33928*X+6540, -8032320*X^4-2770560*X^3-1279440*X^2-648720*X-129600, -86400*(2*X+1)*(304*X^3+356*X^2+97*X-15), 86400000*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.119
id:
  202

pols:
  [X^4, -656*X^4-544*X^3-400*X^2-128*X-16, 129024*X^4+110592*X^3+33792*X^2+6144*X+1024, -9240576*X^4-8257536*X^3-7028736*X^2-3194880*X-557056, 2097152*(2*X+1)*(44*X^3+78*X^2+59*X+17), -268435456*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.120
id:
  204

pols:
  [X^4, -272*X^4-2080*X^3-1456*X^2-416*X-48, -307200*X^4-417792*X^3+333824*X^2+225280*X+43008, -36962304*X^4+42467328*X^3+38993920*X^2+12386304*X+1179648, 16777216*(2*X+1)*(52*X^3+66*X^2+29*X+3), -4294967296*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.121
id:
  205

pols:
  [X^4, 119*X^4-194*X^3-143*X^2-46*X-6, -1656*X^4-26928*X^3-13644*X^2-5400*X-972, -701136*X^4-2029536*X^3-2404404*X^2-1338444*X-274104, -209952*(2*X+1)*(76*X^3+222*X^2+235*X+85), -136048896*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.122
id:
  206

pols:
  [X^4, 448*X^4-640*X^3-448*X^2-128*X-16, 49152*X^4-98304*X^3+139264*X^2+81920*X+16384, 3145728*X^4+18874368*X^3+9175040*X^2-786432*X-1048576, 67108864*(2*X+1)*(4*X^3-6*X^2-15*X-7), -17179869184*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.123
id:
  207

pols:
  [X^4, -1081*X^4-2594*X^3-1807*X^2-510*X-54, -168696*X^4-176688*X^3+79668*X^2+62568*X+10548, -5988816*X^4+1080864*X^3+1582092*X^2+356724*X+16200, 69984*(2*X+1)*(92*X^3+134*X^2+79*X+17), -1679616*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.124
id:
  208

pols:
  [X^4, -1217*X^4-2050*X^3-1437*X^2-412*X-44, 32*(X+1)*(4550*X^3-186*X^2-899*X-171), -4731904*X^4-817152*X^3-257280*X^2-283392*X-66048, 16384*(2*X+1)*(268*X^3+414*X^2+267*X+65), -1048576*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.125
id:
  209

pols:
  [X^4, -60-460*X-1565*X^2-2210*X^3+623*X^4, -158400*X^4-796032*X^3+1031328*X^2+630720*X+132192, -44872704*X^4+371755008*X^3+276099840*X^2+75582720*X+2612736, 107495424*(2*X+1)*(148*X^3+114*X^2-35*X-41), -557256278016*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.131
id:
  216

pols:
  [X^4, 368*X^4-2720*X^3-1924*X^2-564*X-72, -442368*X^4-1050624*X^3+1184256*X^2+744192*X+154368, -116785152*X^4+414056448*X^3+329121792*X^2+99532800*X+6635520, 2293235712*(2*X+1)*(8*X^3+8*X^2+X-1), -440301256704*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.132
id:
  217

pols:
  [X^4, -48-352*X-1120*X^2-1536*X^3+384*X^4, 46080+206848*X+277504*X^2-507904*X^3-126976*X^4, 5898240+36569088*X+77856768*X^2+66060288*X^3-37748736*X^4, 452984832*(X+1)*(2*X+1)*(6*X^2+11*X+6), 115964116992*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.133
id:
  218

pols:
  [9*X^4, -3072*X^4-3840*X^3-3252*X^2-1332*X-216, 397312*X^4+901120*X^3+1025536*X^2+569856*X+118656, -24641536*X^4-75497472*X^3-99680256*X^2-60751872*X-13271040, 2097152*(2*X+1)*(176*X^3+552*X^2+622*X+231), -2147483648*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.17
id:
  224

pols:
  [289*X^4, -4046-31790*X-94826*X^2-126072*X^3-64668*X^4, -22644-96424*X-40116*X^2+274304*X^3+249632*X^4, -19176-71196*X-83140*X^2-132192*X^3-264720*X^4, 128*(2*X+1)*(196*X^3+498*X^2+487*X+169), -4096*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.30
id:
  239

pols:
  [25*X^4, -200-1450*X-4095*X^2-5290*X^3-5285*X^4, 5760+48320*X+186816*X^2+365408*X^3+323936*X^4, -1305600-6528000*X-12342016*X^2-11919360*X^3-7931136*X^4, 180224*(2*X+1)*(234*X^3+591*X^2+581*X+202), -126877696*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.39
id:
  248

pols:
  [49*X^4, -14*X*(192*X^3+60*X^2+37*X+7), -75264-378224*X-666860*X^2-460576*X^3-70432*X^4, -723744-1073520*X+3963456*X^2+8249472*X^3+2921472*X^4, -15552*(2*X+1)*(458*X^3-657*X^2-1799*X-846), -26873856*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.43
id:
  253

pols:
  [25*X^4, 5840*X^4+7360*X^3+5780*X^2+2100*X+300, 395776*X^4+698368*X^3+622976*X^2+303680*X+59760, 11575296*X^4+26542080*X^3+29159424*X^2+15344640*X+3018240, 331776*(2*X+1)*(232*X^3+588*X^2+590*X+207), 191102976*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.55
id:
  266

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:
  [X^4, -216*X^4-264*X^3-196*X^2-64*X-8, 6672*X^4-4896*X^3-19504*X^2-12416*X-2464, 42496*X^4+491520*X^3+406784*X^2+110592*X+5888, -28672*(2*X+1)*(38*X^3+45*X^2+12*X-2), -802816*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.73
id:
  286

pols:
  [81*X^4, -17937*X^4-28962*X^3-21933*X^2-7452*X-972, 559552*X^4+805888*X^3+391648*X^2+89280*X+9504, -6046720*X^4-8902656*X^3-7399680*X^2-3186432*X-539136, 32768*(2*X+1)*(340*X^3+618*X^2+455*X+129), -4194304*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.75
id:
  288

pols:
  [121*X^4, -11913*X^4-17490*X^3-13827*X^2-5082*X-726, 188032*X^4+183616*X^3-13004*X^2-68376*X-19404, -1508928*X^4-4169088*X^3-7697424*X^2-5862384*X-1454112, 4608*(2*X+1)*(1252*X^3+5442*X^2+6767*X+2625), -11943936*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.77
id:
  290

pols:
  [841*X^4, -76444*X^4-135488*X^3-104748*X^2-37004*X-5046, -363984*X^4-2977536*X^3-5070104*X^2-3166336*X-673380, 3417200*X^4+7725600*X^3-4670100*X^2-11040300*X-3654000, 10000*(2*X+1)*(68*X^3+1842*X^2+2899*X+1215), -5000000*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.78
id:
  291

pols:
  [169*X^4, -4251*X^4-13494*X^3-11141*X^2-4394*X-676, -205568*X^4-672128*X^3-833312*X^2-456768*X-91312, -249856*X^4+3833856*X^3+12986368*X^2+11821056*X+3168256, 65536*(2*X+1)*(76*X^3+426*X^2+570*X+227), 8388608*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.80
id:
  294

pols:
  [X^4, -(X+1)*(285*X^3+321*X^2+128*X+18), -3280*X^4-2644*X^3+2674*X^2+2356*X+480, -7668*X^4+9216*X^3+10296*X^2+2880*X+180, 216*(2*X+1)*(22*X^3+37*X^2+24*X+6), 432*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.82
id:
  296

pols:
  [121*X^4, -53273*X^4-98098*X^3-71555*X^2-22506*X-2662, 1248736*X^4+1373824*X^3-93484*X^2-295768*X-59532, -8191552*X^4-4101504*X^3-2319504*X^2-1258224*X-250272, 2048*(2*X+1)*(1964*X^3+3078*X^2+1853*X+419), -262144*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.86
id:
  300

pols:
  [81*X^4, -1719*X^4-7758*X^3-6147*X^2-2268*X-324, -231200*X^4-794720*X^3-980288*X^2-517536*X-98208, -3392256*X^4-9179136*X^3-7076096*X^2-1783296*X-46080, -20480*(2*X+1)*(314*X^3+363*X^2+68*X-31), 1638400*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.87
id:
  301

pols:
  [X^4, -128*X^4-544*X^3-400*X^2-128*X-16, -22272*X^4-38400*X^3-8192*X^2+512*X+256, -827392*X^4-983040*X^3-864256*X^2-417792*X-77824, -196608*(2*X+1)*(22*X^3+45*X^2+38*X+12), -9437184*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.89
id:
  303

pols:
  [X^4, 1792*X^4-1024*X^3-512*X^2+16, 917504*X^4-1048576*X^3+49152*X^2-163840*X-65536, 33554432*X^4-402653184*X^3-457179136*X^2-276824064*X-57671680, -1610612736*(2*X+1)*(10*X+7)*(2*X^2+4*X+3), -2473901162496*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.90
id:
  305

pols:
  [X^4, 288*X^4-768*X^3-528*X^2-144*X-16, -44032*X^4-262144*X^3-64000*X^2-23040*X-5120, -18644992*X^4-33423360*X^3-30851072*X^2-14401536*X-2572288, -3670016*(2*X+1)*(186*X^3+375*X^2+317*X+100), -6576668672*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.91
id:
  306

pols:
  [X^4, X^2*(71*X^2-2*X-1), 3696*X^4+8016*X^3+11064*X^2+5952*X+1152, 576*(5*X+3)*(31*X^3+39*X^2-25*X-21), 41472*(2*X+1)*(2*X^3-33*X^2-56*X-24), -2985984*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.93
id:
  308

pols:
  [9*X^4, 3336*X^4+5088*X^3+3732*X^2+1188*X+144, 166720*X^4+126208*X^3-84320*X^2-77856*X-15744, 2096640*X^4-903168*X^3-1021696*X^2-149760*X+29184, -22528*(2*X+1)*(86*X^3+57*X^2-39*X-32), 3964928*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.95
id:
  310

pols:
  [X^4, 100*X^4+128*X^3+104*X^2+40*X+6, 4560*X^4+11904*X^3+13992*X^2+7344*X+1404, 77040*X^4+209952*X^3+203436*X^2+84564*X+12960, 11664*(2*X+1)*(20*X^3+42*X^2+35*X+11), 139968*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  5.99
id:
  314

pols:
  [X^4, -8-52*X-120*X^2-136*X^3+92*X^4, 3712+16576*X+18464*X^2+3456*X^3+5664*X^4, -45056+142336*X+1206272*X^2+983040*X^3+363520*X^4, 3375104+16023552*X+32669696*X^2+40239104*X^3+14778368*X^4, 87031808+429916160*X+803209216*X^2+754974720*X^3+298844160*X^4, 67108864*(2*X+1)*(20*X^3+50*X^2+49*X+17), 2147483648*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  7.11
id:
  433

pols:
  [16*X^4, -288-2400*X-7636*X^2-10472*X^3-5128*X^4, -26424-143496*X-285795*X^2-241290*X^3-85527*X^4, -784728-4313736*X-7404372*X^2-1481328*X^3+1265787*X^4, -8612406-34179894*X-29773818*X^2+29597400*X^3+22024548*X^4, -39234780-121404744*X+67263372*X^2+479110464*X^3-54377568*X^4, -102509064-240211332*X+66371076*X^2-85030560*X^3-1465359984*X^4, -17006112*(2*X+1)*(100*X^3+162*X^2+95*X+21), 1224440064*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  8.30
id:
  475

pols:
  [169*X^4, -2028-15886*X-47931*X^2-64090*X^3-68237*X^4, 8428848*X^4+9027072*X^3+4331664*X^2+932256*X+74256, -427125120*X^4-483459072*X^3-304285312*X^2-95506944*X-12055680, 8797894656*X^4+12157919232*X^3+7559117824*X^2+2183858176*X+241950720, -63167811584*X^4-75064696832*X^3-28806516736*X^2-3414458368*X+11132928, 197529108480*X^4+363095654400*X^3+511946588160*X^2+348497510400*X+81711857664, -297271296*(X+1)*(2*X+1)*(646*X^2+1715*X+1044), 149824733184*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  8.48
id:
  494

pols:
  [9*X^4, -348*X^4-2136*X^3-1608*X^2-540*X-72, -71456*X^4-81152*X^3-19424*X^2-4224*X-384, -1304576*X^4-7603200*X^3-20482048*X^2-13022208*X-2734080, 20799488*X^4-299319296*X^3-432332800*X^2-254951424*X-50724864, 1695547392*X^4+10245636096*X^3+4701814784*X^2-706740224*X-583008256, 38084280320*X^4+143344533504*X^3+115393691648*X^2+28789702656*X+536870912, -6442450944*(2*X+1)*(110*X^3+225*X^2+184*X+57), 1236950581248*(2*X+1)*(X+1)^2*(2*X+3)]
new_number:
  8.49
id:
  495

# SUMMARY
# FOUND: 47
# IDs: 47, 48, 49, 50, 51, 52, 53, 54, 132, 189, 191, 197, 201, 202, 204, 205, 206, 207, 208, 209, 216, 217, 218, 224, 239, 248, 253, 266, 283, 286, 288, 290, 291, 294, 296, 300, 301, 303, 305, 306, 308, 310, 314, 433, 475, 494, 495