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"60284617002228883265812761641874848356807430388255141200126655281262822312235513064815443320748021805351241628456228626481432207665185042703560762660372084064832454004430024747855763846626767180086603001383208142532285057527450254728737", "33641142726332353858332767371122013858013124282623262771214084623715444462517403345862557316047507456825321804675033253424377174802800040162220124315081606852037103042545225832547500138230313181561580562780275855634250371214807068086160", "54205027304572760186236287451523866718054252547318085110502456022411502046367814235764414260044018264582781521707136043472754582131717414715522466223058163860720008774518613808872218538156864274484528885312435187031166745833333820822762", "55362414168688860082128112315871766648805546648272836758118442215162226424626340888420578887788218424210856620103003374158242644003888551353505182666334087656354344213605301377175654762110654234033840721464508511354545472860642543064714", "41440070534001865313773487012715323582851726165452812832043723246458420082652505187566358137588478656706872332008827078737574333667685334408401187425142180478821737852278312648617514107132145071271348285128538611401602362157065373602762", "26364480323154701431260383281737266856226528445088700366100708145842475682680848837244220454410444801576675718812628514144718315233525064666583827745344502517728638237373136127511361345633150274661262735728523713086172643123473088211864", "62068830555573086752433265114680554884818361242281310322007328512768074337440504748780808163415358152043333483751553617160736335017436740158782447000623545873376631121264118123370285871186525671015155571624432133810157071288743647703657", "64866328100330588104877332813827483162812188108728074572270816475017756641652381815575846302833210888733637386622378748636504851564312468137155283452451852356416388004310325054400808162768538362122615020883828036032810228555366408482146", "53340734476131723307124746887114872511451272548535517453757372208726206322167885564570380805622548881521452572862488260767508865305152082378222155816724175783431167345684071418557831283452686412277373238815254655611127540660782728310126", "02671127446072084867181000867407744836152157432653301436477261375117366818166506755746540507740071775482728474003377700005355888405781388372741213445863235875766044056705228336234063311767087012673280270047556335664736602182017625112312", "40458785826041187084744355017648838418872142706107230123118661005720178074643450504857436564044706135833713810041375150465111828155151355063365633056625621836840888837514260757186587414377260126544800206053206568011063568831058613325071", "10134838528610862240733530887027541108252343563682766451603268722254201203631537501552211146760174461510330635405573487523175270854272655455463574823225360780630532173006866440635433336844081548155473668547082347768123821405825022744073", "51711175566284323568281646204370368645850538414164436345158403684011876588224150221405763334343405212445520427662526226744522064701662684724416518553744720108461822117324607671526036585204575235864322660417213523812212264436553114548346"]); G:=MatrixGroup<236,F|x,y>; print "Group G is 2.J2.2 < GL(236,GF(9))";