#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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*(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, 2*(2*X+1)^2*(7*X^2+7*X+3), 4*(2*X+1)*(2*X+3)*(29*X^2+58*X+33), 240*(2*X+1)*(2*X+3)^2*(2*X+5)]
new_number:
  3.25
id:
  87

pols:
  [X^4, -120*X^4-180*X^3-136*X^2-46*X-6, 1252*X^4-1592*X^3-5668*X^2-4132*X-1008, 5232*X^4+40512*X^3+28592*X^2+1032*X-3240, -50240*X^4+3200*X^3+135920*X^2+132880*X+38400, -4800*(X+1)^2*(6*X+5)*(6*X+7)]
new_number:
  5.111
id:
  194

pols:
  [X^4, -320*X^4-832*X^3-640*X^2-224*X-32, 13312*X^4+120832*X^3+212992*X^2+125952*X+26368, 917504*X^4+786432*X^3-6291456*X^2-6881280*X-1900544, -262144*(2*X+1)*(56*X^3+468*X^2+646*X+249), -16777216*(2*X+1)*(4*X+3)*(4*X+5)*(2*X+3)]
new_number:
  5.14
id:
  221

pols:
  [X^4, -40*X^4-200*X^3-156*X^2-56*X-8, 2832*X^4+18528*X^3+32112*X^2+18528*X+3680, 137984*X^4+344064*X^3-76800*X^2-273408*X-87040, 5120*(2*X+1)*(4*X^3-642*X^2-1002*X-385), -614400*(2*X+1)*(3*X+2)*(3*X+4)*(2*X+3)]
new_number:
  5.96
id:
  311

pols:
  [X^4, -4*(3*X^2+3*X+1)*(10*X^2+10*X+3), 3344*X^4+16832*X^3+23536*X^2+13408*X+2928, 34560*X^4-207360*X^3-634752*X^2-480384*X-127872, -2092032*X^4-4184064*X^3+5068800*X^2+7160832*X+2405376, 9953280*X^4+99532800*X^3+56070144*X^2-8294400*X-11612160, 277364736*X^4-286654464*X^3-571981824*X^2-286654464*X-35831808, -95551488*(3*X^2+3*X+1)*(10*X^2+10*X+3), 6879707136*(X+1)^4]
new_number:
  8.10
id:
  453

pols:
  [X^4, -12*(3*X^2+3*X+1)^2, 3024*X^4+22464*X^3+31536*X^2+18144*X+4176, 10368*(3*X^2+3*X+1)*(3*X^2-21*X-35), -6718464*X^4-13436928*X^3+28366848*X^2+35085312*X+12192768, 8957952*(3*X^2+3*X+1)*(3*X^2+27*X-11), 2257403904*X^4-7739670528*X^3-13221937152*X^2-7739670528*X-1397440512, -7739670528*(3*X^2+3*X+1)^2, 557256278016*(X+1)^4]
new_number:
  8.13
id:
  456

pols:
  [X^4, -4*(3*X^2+3*X+1)*(11*X^2+11*X+3), 3856*X^4+15040*X^3+20848*X^2+11616*X+2320, -4224*X^4+25344*X^3+77696*X^2+58368*X+14976, 244736*X^4+489472*X^3-329728*X^2-574464*X-173056, 135168*X^4+1351680*X^3+757760*X^2-131072*X-151552, 3948544*X^4+393216*X^3-1163264*X^2+393216*X+376832, 131072*(3*X^2+3*X+1)*(11*X^2+11*X+3), 1048576*(X+1)^4]
new_number:
  8.7
id:
  529

pols:
  [16*X^4, -864*X-1968*X^2-2208*X^3+192*X^4-168, -39168*X^4+34524+42912*X^3+108144*X+151416*X^2, -3433752*X+3646944*X^3+492480*X^4-1579284-2779488*X^2, -23508792*X^2-130426848*X^3+14996745+24307776*X^4+7062552*X, 535400928*X^3-240663312*X^2-311347152*X-986541120*X^4-236645064, 59115572280*X^2+29673985824*X^3+14936265216*X^4+32359748670+65652830208*X, -576155999592*X-105788304288*X^3-289192923648*X^2-471515319180-36557262144*X^4, -2005574248224*X^4-30047947654968*X^2-36929610703800*X-17653978791369-11696235073632*X^3, 159308648559648*X^3+470908088709768+23445884455488*X^4+740316291820992*X+482692529290032*X^2, -9809261450496*X^4-976979885263056-442615942756944*X+124485305293224*X^2+44275055463648*X^3, -1067656329895104*X^4-86034135824598888*X-61221106814213772-46805494711011552*X^2-11523361405357152*X^3, 293120286869543832*X^2+640359667739873448*X+5084814597367104*X^4+539305645683425319+61775809329031776*X^3, -1165685297809966992*X-98481744193246560*X^3-507116616727364208*X^2-7223438143090368*X^4-1007093648602277208, 142337384968860630+83261451603344040*X^2+178480503327024864*X+1315915532301312*X^4+17142346245614688*X^3, -8458074234294552*X-4046901447176640*X^2-6658321650736788-69400956717504*X^4-863941491742176*X^3, 31381059609*(2*X+7)^4]
new_number:
  16.8
id:
  577

pols:
  [X^4, 1719*X^4+1038*X^3+1236*X^2+717*X+162, 1404567*X^4+1712268*X^3+2332143*X^2+1624950*X+473904, 725572701*X^4+1338437790*X^3+2057734071*X^2+164871558*X+560994336, 265868554068*X^4+659260535760*X^3+1131679597860*X^2+1015403726232*X+385709094432, 73487428596576*X^4+229509944039088*X^3+435887534765376*X^2+430211514299760*X+178183220265504, 15906230508662568*X^4+60033662265943872*X^3+125167624007007528*X^2+134194369785812784*X+59723021777757120, 2762406114597811008*X^4+12243432095447884992*X^3+27835788134567877120*X^2+32117768426630156544*X+15208641155439347328, 391215429129307442976*X^4+1993705128108307188864*X^3+4913753062269329806752*X^2+6058416170755720951488*X+3030720901016509986048, -45665798872080756181248*X^4-263289423469267439414784*X^3-6998233326431225035364352*X^2-916830035311526212992768*X-481910116085519533028352, 4422314219437111218274944*X^4+28478181813612277621036032*X^3+81258711095682304064470656*X^2+112599212550242530277788416*X+61922273282250199411866624, 356408402046750055533547008*X^4+2536842374992876061146788864*X^3+7738607418728648997404468736*X^2+11298996072370396779004661760*X+6478521998991042368540160000, 23905779481492695503999027712*X^4+186450344596152235281259284480*X^3+605801024858366231313370821120*X^2+9289480109541547893906411039744*X+55375790095698501264147265536, 1330429645257537748395011567616*X^4+11287148209293034595685275578368*X^3+38930089877535111637252489777152*X^2+62527997056374109579632751964160*X+38652264389556171706712942592000, 610396494807586935900456329951232*X^4+559770208926377175751870504599552*X^3+2043206847043622574366728233875456*X^2+3428826683034253758073780614893568*X+2193415210443988198439098923368448, 2284330751383039846541552834887680*X^4+22521533622653211057811233766785024*X^3+86752463631831583901918371126738944*X^2+151782270042665184304762993135583232*X+100291346190827501202477383626653696, 68615965231184830490826918224486400*X^4+723825611707041267944732615312179200*X^3+2934794262878791573739225623342276608*X^2+5342954504314358877344046488152129536*X+3640622464939205853005537816679481344, 1614684803424676318995060487706247168*X^4+18148255802093590676077854954619404288*X^3+77268713823108365137816296654532509696*X^2+146120043243939696000750874196564508672*X+102521697813645714726316423678154244096, 27458549669531713536*(X+2)*(1044375511951501991*X^3+10371017408154621546*X^2+34841428344375119043*X+39324906832335439780), 6650186144463885701283840*(X+2)*(X+3)*(54356917074933*X^2+414255137487765*X+802667272851940), 207768507120274393661217384038400*(X+2)*(X+3)*(X+4)*(13874987*X+59815761), 10936094830042478173776091777549860864000*(X+2)*(X+3)*(X+4)*(X+5)]
new_number:
  21.4
id:
  609

# SUMMARY
# FOUND: 11
# IDs: 11, 12, 87, 194, 221, 311, 453, 456, 529, 577, 609