# _____ _____ ___ # / __\ \ / / \| _ ) # | (__ \ 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, -912*X^4-1824*X^3-1540*X^2-628*X-104, 2048*(X+1)^2*(132*X^2+264*X+109), -6553600*(X+1)*(X+2)*(2*X+1)*(2*X+5)] new_number: 3.17 id: 77 pols: [X^4, -12-64*X-125*X^2-122*X^3-61*X^4, -576-4176*X-8264*X^2-6176*X^3-1544*X^4, 622080+2414592*X+2823168*X^2+1345536*X^3+224256*X^4, -51609600-174735360*X-164007936*X^2-60162048*X^3-7520256*X^4, 1769472*(16*X^2+80*X+35)*(2*X+5)^2, -42467328*(2*X+11)*(2*X+7)*(2*X+5)*(2*X+1)] new_number: 6.5 id: 427 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: [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: [X^4, -1380*X^2-1108*X-312+16*X^4-544*X^3, -702464*X^2-340608-25600*X^4-222208*X^3-798080*X, -93548544*X-16834560*X^3-83443712*X^2-36016128-7180288*X^4, 2766667776*X^2-461635584*X^4+3910926336*X^3+8635613184+6569656320*X, 1278700683264*X^3+74327261184*X^4+1558315008000*X^2+1274019840000+1552029843456*X, -72280071733248+165426436767744*X^3-54175173967872*X+115345037721600*X^2+21483560632320*X^4, -29318193013063680-12224328401682432*X^2-42512793181618176*X+2303656175075328*X^4+9221060708794368*X^3, -462947309290782720*X^3+93274114004877312*X^4-4622103341344751616-8108285277115514880*X-4381161448475197440*X^2, -129042167888628154368*X^3-540429982760599289856*X^2-852975847454344740864*X-452955707380089225216-6247055633116299264*X^4, -44702094752994595700736*X-35572820926754099036160*X^2-16568029419661349093376-1128847512798737989632*X^4-11264946071734182739968*X^3, -640964323578374069944320*X^2+667189919115658565517312*X-60015509066294514155520*X^4+1762908794303572321763328-408840881455553788772352*X^3, 120664739884340255460950016*X^2+346494932087975169736310784*X+13948602376741864429584384*X^3-85728937239555927441408*X^4+337011010815891134314708992, 30142132961310707277241516032*X+26821316676884624270476443648+143298440035248307892649984*X^4+2250172801634574780692692992*X^3+12525138931301633208952553472*X^2, 1300979426564337043082903027712*X+7188159586632996201317793792*X^4+103112909932390566198213869568*X^3+550436418691071094890134765568*X^2+1150976943293926172461545553920, 148720543171717162785885388800*X^4+2105882891311515025048137105408*X^3+11157015148742221552197121867776*X^2+26225380582900604485663029460992*X+23084774512471867300532094763008, 71385860722424238137224986624*(2*X+7)^4] new_number: 16.3 id: 572 pols: [109418989131512359209*X^4, 4084975594243128077136*X^4+133442536078608850519776*X^3+134561041300842087969468*X^2+67839773261537662709580*X+12935756048436572244264, -4950731056692878015007744*X^4+11172689227412231273321472*X^3+69476227452767949478004736*X^2+79053139335872463120685440*X+25171576384471189675565184, -1104444452859181162116157440*X^4-2697372102822664132197605376*X^3+8550286786876035281406640128*X^2+23804897189907643194007719936*X+10378893273334282746480881664, -14086368208628838120839970816*X^4-965224901420160791830906798080*X^3+411957469629006519430573719552*X^2+5142945086742502665012959576064*X+2575250240647092757265094082560, 29359391068800421521682310627328*X^4-115447856173278839962634312220672*X^3-182519350629651865089851563966464*X^2+920291927245673100358489765576704*X+536903969156691957446215622197248, 5093095342081091319195606592782336*X^4+38026071337125063175753948987392*X^3-58076016495741975360931092586561536*X^2+105866650670676824560897079340171264*X+77248494638261087480286834252054528, 220485263163106300057279729565171712*X^4+2133838492057922734077787430618923008*X^3-8669243476253449732223100203223220224*X^2+7979492685037855298116469538278080512*X+7485972996630681952814104047853240320, -50192284838132100451263027094405251072*X^4+359569490690105385330021675418188251136*X^3-893427155208367347563953870287717531648*X^2+475668887991411509329395111697789747200*X+583139569688676792103736690984154562560, -10044362703958757259932921898715614019584*X^4+32969174235105828612171696119513270452224*X^3-70840797389398432398904059626185568550912*X^2+12868048884626971633752468797376159547392*X+35439498110417531975358681842356227932160, -80717274527134170593908162833297627414528*X^4+1861872844268521879876733197816920620924928*X^3-3407041041703330651495914888805890920546304*X^2-1200586084706429621903293024025429906817024*X+964760642234719248842587199032816991993856, -17451749161604119395832822379227954450268160*X^4+75991932444837070439068245406451377725505536*X^3+5114855765178006287767598724555595000578048*X^2-68551670023015145259605776991746175696633856*X-14253392784189025785529449525114486059433984, 2655070586111688069582739058208370586894204928*X^4+6156306796252999956934937293650373231264137216*X^3+15291663059049043621420154246464432919380230144*X^2+8532330292541125257449889061402661359378759680*X+1646098402809359142977875546791778798056505344, 270799775431202616087302711154595543168409665536*X^4+615237953979179298419319017281745714631520813056*X^3+1382659254129230177923548835834190565208586452992*X^2+1191969880276919798738830962320962602097201643520*X+405212587777916755943968929163521948037001773056, -9261936133799538427872587248902083856235877105664*X^4-21312152546839123769347818356026525113371370455040*X^3-39434255968326837915532207087907905063216408952832*X^2-34147659669038014068504067298750085490978546778112*X-11817141379168277542538260619721541491299010478080, -115552646865652918948418180372226694538155159191552*X^4-1440662647537828813081568637015310059062803877068800*X^3-4379135401135663233524970335276023627195818839113728*X^2-5847658355999550849385775517966204958752784030629888*X-2968074640901116893875319315855000198482260723236864, -21829371470305145024674994388194566220201357815578624*X^4-169719950098319850787279017034949257045753831933083648*X^3-511671130276175396739799695325837518144184764088713216*X^2-708788737862300203509771263522745359914256073272328192*X-377655273170301258652261512059727395451326854990921728, -830025110000015829298726502169762402902552084496777216*X^4-6997629188878668651541299209152696002543476948286308352*X^3-22918069185547408911777974025113839827543834692123885568*X^2-34241986904508650835409361299411989409622667083378589696*X-19547313747074707712981068486707524964352911393536606208, -14785876601062067739057546187505664*(X+2)*(1049708323072676363423*X^3+7841867367394433134508*X^2+20281913557507730486849*X+18053683715529608744540), -54674885920371734928426126346687610880*(X+2)*(X+3)*(2756169614187243177*X^2+15979386173427193195*X+24003427310340038070), -448021081200090720659370623372907148581273600*(X+2)*(X+3)*(X+4)*(1612801380441*X+5372303849908), -1351893965595951422473559533993541733676791231112282112000*(X+2)*(X+3)*(X+4)*(X+5)] new_number: 21.5 id: 610 # SUMMARY # FOUND: 6 # IDs: 77, 427, 438, 528, 572, 610