#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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, -35*X^4-70*X^3-63*X^2-28*X-5, (X+1)^2*(259*X^2+518*X+285), -225*(X+1)^2*(X+2)^2]
new_number:
  3.1
id:
  79

pols:
  [X^4, -16*(6*X^2+6*X-1)*(2*X+1)^2, -1024*(60*X^2+120*X+97)*(X+1)^2, -2097152*(X+1)^2*(X+2)^2]
new_number:
  3.32
id:
  95

pols:
  [49*X^4, 4662*X^4+5040*X^3+4284*X^2+1764*X+294, 53928+250152*X+461568*X^2+408096*X^3+201924*X^4, 4820931*X^4+11876706*X^3+14258673*X^2+8464554*X+2012472, 28074384+119953116*X+208154394*X^2+185689692*X^3+73172862*X^4, 109107648+700408296*X+1646581932*X^2+1849651848*X^3+779725764*X^4, -944270784+464052240*X+8294972184*X^2+12880940112*X^3+6091350984*X^4, -9916826112-9484185024*X+34683510528*X^2+63733075776*X^3+34814054016*X^4, -32812978176-31621010688*X+113222634624*X^2+212938357248*X^3+141787304064*X^4, -102174400512-197321287680*X+96705570816*X^2+469781876736*X^3+376126488576*X^4, -506625933312-1299619676160*X-793316229120*X^2+401172922368*X^3+445353541632*X^4, -15479341056*(22*X^2+98*X+105)*(X+1)^2, -743008370688*(X+1)^2*(X+2)^2]
new_number:
  12.7
id:
  355

pols:
  [X^4, -384*X^2+384*X+112-1536*X^3+4608*X^4, -57344+3588096*X^2+7077888*X^4+786432*X-1966080*X^3, -55574528+201326592*X+4043309056*X^4+1207959552*X^3+1086324736*X^2, -2134598746112*X-721554505728-1546188226560*X^3-2472827420672*X^2+682899800064*X^4, -3878252389072896*X^2-2179232046252032*X^3-966745598722048-3097874011258880*X-87960930222080*X^4, -1038079714108899328*X^2-515099207380500480*X^3-37717646879227904*X^4-1009087791507701760*X-336362597169233920, 169695633959320289280*X^2-25652503477502345216*X^3+206517064512701464576*X+86397055251475595264-13474770085092524032*X^4, -7452484605778658852864*X^3-3357307421415138394112*X^4+34975026763753309863936+39439138829591021355008*X^2+74524846057786588528640*X, 3985677311541980560359424*X^2+1303373149272022078980096+2266735911777429702574080*X^3-37778931862957161709568*X^4+3740114254432759009247232*X, 793055337667196738607251456+851083777008698938993147904*X^3+2359823199887756149026455552*X^2+19342813113834066795298816*X^4+2340480386773922082231156736*X, 4951760157141521099596496896*(X^2+2*X+2)*(X+1)^2, 2535301200456458802993406410752*(X+1)^2*(X+2)^2]
new_number:
  12.9
id:
  361

pols:
  [X^4, 112+384*X-384*X^2-1536*X^3+3840*X^4, -143360+491520*X+3883008*X^2-786432*X^3+3735552*X^4, 10485760-327155712*X-1744830464*X^2+2415919104*X^3-503316480*X^4, -692026605568-2141041197056*X-2595233988608*X^2-2834678415360*X^3-1108101562368*X^4, -422556062449664-1432113895178240*X-1825739057922048*X^2-721279627821056*X^3+63771674411008*X^4, 265167020247482368+947022559143002112*X+1436014962433589248*X^2+834291830970384384*X^3+96264442035044352*X^4, 166759287002274725888+408242299021880721408*X+245932568451448045568*X^2-32570032505143427072*X^3-13258597302978740224*X^4, -81290189446819566583808-230501290573037702217728*X-229915606448697423953920*X^2-52462540145629964795904*X^3+1051464412201444442112*X^4, -2927867219379180032491520+4037623342853546657710080*X+24476025480713371142586368*X^2+11588687348962109354409984*X^3+524182679598530618720256*X^4, 5218932763276354147206561792+10655472174083341545860235264*X+4205852926439294898802786304*X^2-1924609904826489646132232192*X^3-385647336457066706731270144*X^4, -929692969503320586449242292224-2282761432442241226913985069056*X-1655744802544196117677578649600*X^2-63134942003554394019855335424*X^3+38995111237489478659322413056*X^4, 136589352174591718011269770379264+405014366772919293778196674117632*X+403429803522634007026325795110912*X^2+129300361223279398952663726948352*X^3+3169126500570573503741758013440*X^4, -19146594665847176880206205213999104-56790746890224677187052303600844800*X-58088821104858384094184927683149824*X^2-22067261648773017421254609399185408*X^3-1298074214633706907132624082305024*X^4, 83076749736557242056487941267521536*(5*X^2+22*X+22)*(X+1)^2, -42535295865117307932921825928971026432*(X+1)^2*(X+2)^2]
new_number:
  15.1
id:
  369

pols:
  [X^4, -33*X^4-258*X^3-199*X^2-70*X-10, -5520*X^4-9600*X^3+692*X^2+2536*X+740, -117200*X^4-42720*X^3+10688*X^2+16560*X+4640, -114816*X^4+448512*X^3+1287424*X^2+1086976*X+311680, 4096*(X+1)^2*(858*X^2+1566*X+745), -3276800*(X+1)^2*(X+2)^2]
new_number:
  6.12
id:
  395

pols:
  [X^4, 48+224*X+352*X^2+256*X^3+896*X^4, 35840+178176*X+355328*X^2+278528*X^3+315392*X^4, 18087936+73924608*X+123994112*X^2+100663296*X^3+55574528*X^4, 4160749568+15166603264*X+21944598528*X^2+15569256448*X^3+5167382528*X^4, 34359738368*(7*X^2+17*X+13)*(X+1)^2, 4398046511104*(X+1)^2*(X+2)^2]
new_number:
  6.15
id:
  398

pols:
  [X^4, -80-960*X-5312*X^2-8704*X^3+7168*X^4, 143360+2736128*X+11501568*X^2-34471936*X^3+10551296*X^4, -699400192-3334471680*X-5653921792*X^2-5838471168*X^3-9529458688*X^4, -2415919104*(2*X+1)*(744*X^3+940*X^2+798*X+167), 37108517437440*(16*X^2+40*X+33)*(X+1)^2, 189995609279692800*(X+1)^2*(X+2)^2]
new_number:
  6.16
id:
  399

pols:
  [25*X^4, -3380*X^4-4120*X^3-3710*X^2-1650*X-300, 185584*X^4+413632*X^3+501164*X^2+305480*X+76320, -5544384*X^4-17179008*X^3-25159152*X^2-18009840*X-5113440, 99910656*X^4+385357824*X^3+644136192*X^2+508886784*X+154972224, -1120960512*X^4-5065998336*X^3-9322573824*X^2-7852363776*X-2491250688, 7686586368*X^4+39154876416*X^3+77370163200*X^2+67974266880*X+22084337664, -509607936*(X+1)^2*(58*X^2+208*X+201), 48922361856*(X+1)^2*(X+2)^2]
new_number:
  8.79
id:
  528

pols:
  [49*X^4, -7*X*(-7-32*X-50*X^2+29*X^3), 3*X*(532+1165*X+512*X^2+1235*X^3), -285768-932148*X-1106874*X^2-522720*X^3-96714*X^4, 5766768+16693560*X+17337132*X^2+7356960*X^3+1167804*X^4, -38343456-110859840*X-117297720*X^2-54657504*X^3-9025992*X^4, 140823360+456272352*X+543814560*X^2+279656064*X^3+47900160*X^4, -580214016-1802227968*X-2037187584*X^2-990600192*X^3-176173056*X^4, 4478976*(96*X^2+300*X+265)*(X+1)^2, -644972544*(X+1)^2*(X+2)^2]
new_number:
  9.1
id:
  540

pols:
  [49*X^4, 7*X*(165*X^3-102*X^2-65*X-14), -7360*X^4-93808*X^3-122216*X^2-75824*X-18816, -581040*X^4-2815776*X^3-4198608*X^2-2981664*X-829584, -9575424*X^4-41359104*X^3-64968192*X^2-48487680*X-14045184, -85045248*X^4-362741760*X^3-594708480*X^2-455307264*X-133816320, -461168640*X^4-2024497152*X^3-3506872320*X^2-2780946432*X-835411968, -1532805120*X^4-7174324224*X^3-13213974528*X^2-10964533248*X-3404021760, -191102976*(X+1)^2*(15*X^2+48*X+43), -2293235712*(X+1)^2*(X+2)^2]
new_number:
  9.2
id:
  541

pols:
  [9*X^4, -36-261*X-735*X^2-948*X^3-456*X^4, -5808-25608*X-43193*X^2-31076*X^3-8807*X^4, -105792-370584*X-470174*X^2-212640*X^3-21266*X^4, -701504-2034816*X-1737868*X^2+76576*X^3+262604*X^4, -1469760-2153840*X+2176424*X^2+5160480*X^3+1211976*X^4, 2029056+11852544*X+21318400*X^2+13432320*X^3-866816*X^4, 5708800+13959168*X+3885056*X^2-14409728*X^3-11699200*X^4, -32768*(590*X^2+1126*X+597)*(X+1)^2, -9437184*(X+1)^2*(X+2)^2]
new_number:
  9.5
id:
  544

pols:
  [289*X^4, 2890*X+5678*X^2+578+5576*X^3-5576*X^4, -283424*X-383456*X^3-486300*X^2-141200*X^4-64940, -5961900*X-1111296*X^3+1711936*X^4-5841172*X^2-1970776, 33416192*X^4+107083264*X^3+12708832+61131920*X+117104176*X^2, 583048640*X+165704576+410439680*X^3-88311808*X^4+757989312*X^2, -3388903424*X^4-16449085184*X^2-9507938304*X^3-4961050880-14613656064*X, -11753717760*X^4-51345054720*X^2-7719091200-37011456000*X^3-32693575680*X, 19353600*(2224*X^2+11008*X+12225)*(X+1)^2, 216760320000*(X+1)^2*(X+2)^2]
new_number:
  9.8
id:
  547

pols:
  [961*X^4, -115568*X^2-5766-41323*X-87916*X^4-148490*X^3, -1539241*X^2-1291677*X-342550+558095*X^4-131134*X^3, 6495560*X^2+387046*X^4+6264048*X^3+558+2100591*X, 3388169*X-7521396*X^3-5037573*X^4+2030450-2351908*X^2, -15364512-4029792*X^4-46016116*X-49387934*X^2-22094682*X^3, 37321692*X+8697364+6817193*X^4+33832842*X^3+56561513*X^2, 137367032*X+53251748*X^3+132675510*X^2+7727038*X^4+50067160, 484*(3667*X^2+17036*X+18316)*(X+1)^2, 117128*(X+1)^2*(X+2)^2]
new_number:
  9.9
id:
  548

# SUMMARY
# FOUND: 14
# IDs: 79, 95, 355, 361, 369, 395, 398, 399, 528, 540, 541, 544, 547, 548