#   _____   _____  ___  
#  / __\ \ / /   \| _ ) 
# | (__ \ 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, -76*X^4-80*X^3-73*X^2-33*X-6, 2209*X^4+4228*X^3+4745*X^2+2726*X+648, -31230*X^4-83628*X^3-109782*X^2-73296*X-20232, 225180*X^4+797904*X^3+1263060*X^2+987120*X+307152, -216*(X+1)*(3707*X^3+14055*X^2+20242*X+10704), 15552*(X+1)*(X+2)*(86*X^2+285*X+262), -839808*(X+1)*(X+2)^2*(X+3)]
new_number:
  7.10
id:
  432

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:
  [X^4, 30+174*X+417*X^2+486*X^3+297*X^4, 18792+83916*X+153090*X^2+119556*X^3+21870*X^4, 3551688+13060764*X+17583480*X^2+6456024*X^3-1023516*X^4, 214465968+599465448*X+424208016*X^2-365631408*X^3-157306536*X^4, 561201696-8851681296*X-30075309072*X^2-31223221632*X^3-1377495072*X^4, -146014477632-494520730848*X-450440888544*X^2+99179645184*X^3+247949112960*X^4, 148769467776*(X+1)^2*(6*X+5)*(6*X+7)]
new_number:
  7.12
id:
  434

pols:
  [X^4, 80+448*X+1024*X^2+1152*X^3+704*X^4, 104448+466944*X+860160*X^2+671744*X^3+122880*X^4, 47448064+173801472*X+231997440*X^2+85983232*X^3-13631488*X^4, 6677331968+18756927488*X+13522436096*X^2-11542724608*X^3-4966055936*X^4, 51539607552-631360192512*X-2229088026624*X^2-2336462209024*X^3-103079215104*X^4, -25288767438848-87411174408192*X-80814104641536*X^2+17592186044416*X^3+43980465111040*X^4, 140737488355328*(4*X+3)*(X+1)^2*(4*X+5)]
new_number:
  7.13
id:
  435

pols:
  [X^4, 624+3360*X+7248*X^2+7776*X^3+4752*X^4, 4686336+20984832*X+39191040*X^2+30606336*X^3+5598720*X^4, 14655209472+53389393920*X+70409502720*X^2+26443874304*X^3-4192321536*X^4, 13590861447168+38450683183104*X+28451028860928*X^2-23962019954688*X^3-10309241143296*X^4, 909442245722112-8238476814188544*X-30814043149172736*X^2-32739920845996032*X^3-1444408272617472*X^4, -2311053236187955200-8227349520829120512*X-7765138873591529472*X^2+1663958330055327744*X^3+4159895825138319360*X^4, 159739999685311463424*(X+1)^2*(3*X+2)*(3*X+4)]
new_number:
  7.14
id:
  436

pols:
  [X^4, 276*X^4+312*X^3+274*X^2+118*X+20, 19184*X^4+63296*X^3+66876*X^2+30440*X+5600, -470080*X^4+2305920*X^3+4675120*X^2+3126000*X+748000, -59069440*X^4-132792320*X^3+19461120*X^2+57909760*X+19246400, 739196928*X^4-2782494720*X^3-3842826240*X^2-1772298240*X-257817600, 32105299968*X^4+113897373696*X^3+156661972992*X^2+98333097984*X+23439605760, -254803968*(6*X+5)^2*(6*X+7)^2]
new_number:
  7.15
id:
  437

pols:
  [25*X^4, -10*X*(15+71*X+112*X^2+38*X^3), -24000-77440*X-98716*X^2-63488*X^3-17456*X^4, 118800+126720*X-74160*X^2-161280*X^3-66240*X^4, 8475840+20583936*X+17368704*X^2+6045696*X^3+707328*X^4, 41472*(X+1)*(38*X^3+74*X^2-304*X-495), -82944*(2*X+13)*(2*X+3)*(17*X+39)*(X+1), -2985984*(X+1)*(2*X+5)*(2*X+3)*(X+3)]
new_number:
  7.16
id:
  438

pols:
  [X^4, 27+132*X+258*X^2+252*X^3+261*X^4, 12582+47520*X+73764*X^2+58104*X^3+29106*X^4, 1986768+6507054*X+8543394*X^2+5552064*X^3+1797714*X^4, 151397262+448488090*X+515524014*X^2+281458152*X^3+66412629*X^4, 6111709281+16709489190*X+17145782568*X^2+7984605780*X^3+1467308601*X^4, 1771470*(2*X+3)*(5066*X^3+26325*X^2+44815*X+23766), 23436548100*(X+1)*(2*X+5)*(2*X+3)*(X+3)]
new_number:
  7.17
id:
  439

pols:
  [X^4, 2752*X^2+1216*X+176+3072*X^3-2304*X^4, -409600*X^2+2539520*X+589824-5242880*X^3+1638400*X^4, 203423744+377487360*X-1317011456*X^2+2617245696*X^3-150994944*X^4, 15032385536*X^2-92341796864*X-16106127360-274877906944*X^3-227633266688*X^4, -68444598829056*X^2-78340203479040*X-24532853194752-65970697666560*X^3+49478023249920*X^4, 10766417859182592+42432352739131392*X+62698551062298624*X^2+40532396646334464*X^3+7599824371187712*X^4, -1945555039024054272*(X+1)^4]
new_number:
  7.18
id:
  440

pols:
  [27*X^4, 108-432*X^4+468*X+756*X^2+576*X^3, -99264*X^2-11520*X^4-23472-78528*X-61440*X^3, 501760*X^2-132096-34816*X+606208*X^3+217088*X^4, 16637952+589824*X^4+44793856*X+39354368*X^2+12582912*X^3, -402391040*X^2-26214400*X^4-72351744-302776320*X-188743680*X^3, 1329594368*X^2+240123904+926941184*X+805306368*X^3+150994944*X^4, -268435456*(X+1)^4]
new_number:
  7.19
id:
  441

pols:
  [49*X^4, -14*X*(46*X^3+52*X^2+33*X+7), -25088-106680*X-170532*X^2-115392*X^3-29328*X^4, -561568-1780464*X-1927728*X^2-716160*X^3-45760*X^4, -1561088-3332608*X-379392*X^2+3031040*X^3+1141760*X^4, 3112960+17940480*X+32292864*X^2+21626880*X^3+2850816*X^4, 3670016+11010048*X+4718592*X^2-12582912*X^3-11534336*X^4, -33554432*(X+1)^4]
new_number:
  7.1
id:
  442

pols:
  [X^4, -88*X^3+4-71*X^4-42*X^2+2*X, -10462*X-13294*X^2-875*X^4-6848*X^3-3132, 3357*X^4-208620-403812*X-276444*X^2-57240*X^3, 679104*X^3-1214676*X-1229580+262116*X^2+149283*X^4, 22661694*X^2+492075*X^4+7820712+23317794*X+8345592*X^3, -4782969*X^4+73338858*X^2+162620946*X+103453848, -43046721*(X+2)^4]
new_number:
  7.20
id:
  443

pols:
  [X^4, -243*X^4-1944*X^3-2106*X^2-1134*X-252, 1733562*X^2+1896858*X+784404-54675*X^4+489888*X^3, 125183880*X^3-55820988*X^2-269499636*X-193444524+36275769*X^4, -1784047437*X^4-44692062336*X^3-78421559724*X^2-49073261940*X-2582803260, 13321840934754*X+6276211921800+7896404406798*X^2-1016978783625*X^4-176663742984*X^3, 1220095597597920*X^3+3095992578904722*X^2+3523026038063994*X+1525119496997400+180472473811359*X^4, 5559060566555523*(X+2)^4]
new_number:
  7.21
id:
  444

pols:
  [X^4, 48+304*X+816*X^2+1024*X^3+352*X^4, 40960+213504*X+483840*X^2+319488*X^3-89088*X^4, 15908864+62472192*X+83902464*X^2-49152000*X^3-36536320*X^4, 1259339776+3589799936*X+1763180544*X^2-17469276160*X^3+1499463680*X^4, 96502546432+185220464640*X+10871635968*X^2+64424509440*X^3+984084381696*X^4, 481036337152*(X+1)*(46*X^3+86*X^2+67*X+20), -1724034232352768*(X+1)^4]
new_number:
  7.2
id:
  445

pols:
  [X^4, X*(39*X^3-30*X^2-19*X-4), 32*X^4-2140*X^3-2114*X^2-1352*X-384, -36*(3*X+2)*(171*X^3+566*X^2+600*X+316), -331776*X^4-1332288*X^3-2276640*X^2-1877472*X-606528, -1728*(X+1)*(1393*X^3+5571*X^2+8378*X+4584), -248832*(X+1)*(X+2)*(31*X^2+105*X+98), -8957952*(X+1)*(X+2)^2*(X+3)]
new_number:
  7.3
id:
  446

pols:
  [9*X^4, 9120*X^4+24576*X^3+17076*X^2+4788*X+504, -2616320*X^4-3227648*X^3+565120*X^2+620160*X+101760, 163545088*X^4+67633152*X^3+97153024*X^2+47665152*X+7495680, 383778816*X^4-5486149632*X^3-5619187712*X^2-2211577856*X-317849600, 5100273664*X^4+33285996544*X^3+89556779008*X^2+51816431616*X+9135194112, 146028888064*X^4+566935683072*X^3+462245855232*X^2+141733920768*X+14495514624, 34359738368*(2*X+1)^4]
new_number:
  7.4
id:
  447

pols:
  [X^4, 17408*X^4-32768*X^3-20160*X^2-3776*X-304, 39845888*X^4-180355072*X^3+369360896*X^2+119734272*X+13860864, 196494753792*X^4+3201898119168*X^3+1631080939520*X^2+460232589312*X+47563407360, 5487662534230016*X^4+8705933068730368*X^3+8087320339152896*X^2+2702324703166464*X+326108276850688, -5753348523965808640*X^4-4409024035195715584*X^3+3259198755332685824*X^2+2325546257583439872*X+380202324791918592, 1314330515251805552640*X^4-913113831648622804992*X^3-880255568767327666176*X^2-228278457912155701248*X-17726168133330272256, 5312662293228350865408*(2*X+1)^4]
new_number:
  7.5
id:
  448

pols:
  [9*X^4, -336*X^4-420*X^3-399*X^2-189*X-36, 4393*X^4+9340*X^3+10903*X^2+6360*X+1488, -23338*X^4-55440*X^3-54038*X^2-16920*X+1824, 27196*X^4-41152*X^3-328732*X^2-476672*X-210688, 56*(X+1)*(2611*X^3+15537*X^2+26998*X+14360), -3136*(X+1)*(X+2)*(83*X^2+105*X-66), -351232*(X+1)*(X+2)^2*(X+3)]
new_number:
  7.6
id:
  449

pols:
  [9*X^4, -528*X^4-660*X^3-618*X^2-288*X-54, 11692*X^4+26440*X^3+32164*X^2+19632*X+4824, -123365*X^4-374814*X^3-519741*X^2-346176*X-89676, 619314*X^4+2205876*X^3+3182314*X^2+2065840*X+499480, -88*(X+1)*(12897*X^3+35469*X^2+31181*X+8042), -968*(X+1)*(X+2)*(355*X^2+1047*X+806), -21296*(X+1)*(X+2)^2*(X+3)]
new_number:
  7.7
id:
  450

pols:
  [9*X^4, -816*X^4-1020*X^3-1041*X^2-531*X-108, 31273*X^4+76540*X^3+103783*X^2+71112*X+19728, -656438*X^4-2362320*X^3-3955914*X^2-3240072*X-1044576, 8147996*X^4+38411008*X^3+76088452*X^2+70904768*X+25237632, -136*(X+1)*(439669*X^3+2114103*X^2+3708554*X+2306280), 499392*(X+1)*(X+2)*(481*X^2+1875*X+1962), -407503872*(X+1)*(X+2)^2*(X+3)]
new_number:
  7.8
id:
  451

pols:
  [X^4, -288*X^4-360*X^3-381*X^2-201*X-42, 35073*X^4+85860*X^3+118881*X^2+83214*X+23472, -2340090*X^4-8424324*X^3-14284998*X^2-11871036*X-3875040, 92352636*X^4+435545424*X^3+869227524*X^2+817972992*X+293874480, -4251528*(X+1)*(507*X^3+2439*X^2+4306*X+2704), 306110016*(X+1)*(X+2)*(90*X^2+351*X+370), -148769467776*(X+1)*(X+2)^2*(X+3)]
new_number:
  7.9
id:
  452

# SUMMARY
# FOUND: 21
# IDs: 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452