/*
www-ATLAS of Group Representations.
He represented as 104 x 104 matrices over GF(5).
*/

F:=GF(5);

x:=CambridgeMatrix(1,F,104,[
"40000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000",
"11000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000",
"43400000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000",
"24242002044403224432423033100114112342121332024214041443131143214113042342112111301002404203423240134441",
"12223004030033411323034311301040201004021114132032014204201012330122014440244320424201421412413043244320",
"00411241432210204223210114100222404433323331331223003421012100104414142244411004022044000423420114112013",
"31332424423120304302341111310210204102022043033041042013034233434103410123331231424311413442240400104134",
"12413402013001211211201422441122133402330331111112434444333312114441332030343124124442144340301103424031",
"24130124131124332311122142202023020103014414444010430002323222433422231433131133324023132033033312133441",
"00343022403003001200044312242320031013304110331301014421121420002123131243431122414122412243340443341311",
"12412344230431234221140202311403121332143432234322142224222212203211343124122410014322040024444013131222",
"24213312212012034434220034430023221324224013121101043442220031212303104231213143132141424014011003331003",
"12131430322443311124233134224243334200231212324103314324310214324414032211312234241322013143222422410242",
"31230042242100414034341034013413201023221412302203142003324124202003201021313243311434200234100124404330",
"31200013044033214420220320331212324230010230223322433003412420032031134124141024140021424020302310300423",
"43230414232344421214100002301021431432122331000212324422320213000400400234004410403144330111401223010240",
"43302213134310410410301401123231122224331312031214212331413303240430040443014001220131233014344431221340",
"31001101131432121230232212033302211002402301313213322013424443310003240222321241012140440111312122222201",
"12334320323030004202333420002011323001104422334101242334420331444042013032043044212420220442210411033343",
"31443042421034422330410233321222032304113311301224211204031234001440113412234412044042143321144412434103",
"43213403321000000214244122123132332202032424042222132413440144131213144444032024314324231121302012442124",
"12332113023432004242033233033034420110041023100111120334144031433310300134121222341004200311200221031134",
"43104223121422224341400424311323241144234023302311232002131214034142041230303030340344032144112202202423",
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"24400420011302410212043233210024200131314043341142122311321341313144240313024122210312012220134422213201",
"12332020214223201240421210432404010240013321343243113443012140340044114031423304140321013143402131422004",
"43241233021311444223331024124102022213430322321204424131200113214413003014223332431103440100414422104001",
"24301003143213040323042112133001224231321022412112334230304032003432330401013123031240220441001111321413",
"00133332211224024023430303234322404444120404142234134001200211314103300114041201110412313223441400413401",
"24030333130334224442032443121211411301421420102401313313012124302401331212320444221123030043220223403241",
"12144431232222212232114404033043424233004342213423313114222214140431341400230023214414314434240003211310",
"43222444104330102212401011444214013012201300024300041422414220431341342344444432324021010341200312324111",
"43432411130221323213420332121213244431334030421131114334040000102412311020430143402211343011404230334332",
"12111220311314040314421012113140141000422430234000330420014430003243241124240434414223032423232301030204",
"00033213414323100343342034221332231231441123431324132331230213104001422413004221141214233431043131304120",
"31410124224300002120234134111430042321311142314023133001323024404413241423410241224234244112024104204114",
"24402422243200441031102223432401301213032110402130233044442323243120233340222421443244010100034403102412",
"12122222042111202324443122120211231304043311434234411321423033122441402330332442440121111144143304420113",
"12221032402402040124311322123240342400020140244234424121413431100233214231423343431212243423430201222222",
"00313214432003310302214101224021232110332310001324221142041423343402432442333023130143231424131041030112",
"43202412221330221102214302032443221100413143004432430210220111310320341331103131100342412134211031332302",
"31322032044200111100030222241200133212211234444402204144331040330414420023030204044233103123431140243422",
"43032123043012030320121321113323040000402331203122032202133401134034202303443332111431330000003420440032",
"43124433114030123421432400124013041431321341304020114321432241302430122130322120334100430124411213302322",
"24210142104222020044044013220333421014132210100203300443414340020210234041023242131034402333344140144343",
"12302444102030223240121133124114141244334413141311013003114443420301230402313432241423204223134104010142",
"31403011321201310313113003002114333140240210031444033143000034142340221104003323410240341144401103141424",
"31124113340032210230042230041022114240132233033041413440310400322323440441233123031221102301020222024430",
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"00304323021242423431411032021222230334434122202340333212113243440311043400240434323344114122323212131031",
"24023420113023242023013442141211201202302341214402141310031100141304004041314243210042141044033212021143",
"00223121312422100120242104234443321232334114243032013424300420343230112334211333344343242401000332142141",
"00343210340410211424411304422142401443302010011210144231043034210121340322313413134002240214440241143420",
"00401423324431232432341442111042133120114312113432032304442123030023311300131310000210200323232343043231",
"00301423440343332403143240424321303121101212231420123122021122113433341111100440410201140323414400000102",
"00042401143314440314332340042123423112423442313434202340422104101042223331131421322441241011433324304441",
"00334034011100004100001300332120422300123443431011321324242011140031323400024302012311411414001143432403",
"00133122342102103131440012301300400334214124200311142103412014101341311401002101330203313041133313023303",
"00313434122443124302441211131014423411204323211003232430340040332013000013413102242142343112400304230440",
"00004140420313330340213010444224040434010040340203244043440431220343233243002302342314121103333433213442",
"00343014344341011121240411302044244144344201424241431023123422031310031224413201230432233322034103431040",
"00042431410310430320240432104040221320243403200423222332343103221442000120002014043032111204434043422431",
"00004031044214440434011021413312430013402302321202402420131430400024040420403024420421311312321311031341",
"00000111211104230421133334421114201144442323020021213204110141314021410404033044403412222001114213122120",
"00001040100101324412113110320111334103200034032214424134433204420304011404010232321433013032301303332412",
"00314411113330231244002202100044034040101443441320403300140333301342030034431043003242340004400244304032",
"00333410443422013141200212201314121042220204234140234400032033423033224411000024104040040340014010313131",
"00100423113313323231114314031203041001120414111131344240111333022201020400043034000302242324343210403034",
"00030342344212142000004032113244320413104031140344224003210201002032244123242024234423410314003434342241",
"00331004100111312111340401220441214010200313100323022213042133412114121044404410300402121432110324110414",
"00102211440401333101220441212204244304001302342233311212423422213024031202141400144243224231321240221023",
"00203311401012034340020310241101043244314430101213114002024400133023121240320412133123223221211023424043",
"00422321322340434242112040121234021042224241442400420034310040242003140212212222444110402120132021241333",
"00011010203242432300023301102333001310100301112013400101210432210413221122003023101131101423003300210404",
"00040021012412014242332333123002211430210323323023323244131342344442431030443312301324121241430144124143",
"00212103411400301323212043013313441044432221214004012043042232223113033222312113434233310410332232044222",
"00202021324024023203321011013302303144003331310431333220240231040442232221421041430101423231423022200004",
"00404042400411224401443334032144204433014122203414400442202040444222330432111433010434413400300342424400",
"00143311032434232442441040333033331103413323010302203243203214030204141334212133031402122320134413324123",
"00323032342021002043423031200441303211001223130232413231410324400222402414234434422040111014313404113102",
"00123334344114213141132230123324213201234030340140212204213331034034410232103323411440424012320023304220",
"00321121434330442104243031240300022342434000104344110120302202120200010203041021114033122442211230011222",
"00314442100440032302042323213131220102230103310333130103030101441300101402414021421041104312240410232133",
"00402422232301032440200341331021411420032320320404302324411242142220322031401032320144303242133004441212",
"00344413101143142221102101222231124120121023143143322300242434001244033200341101134110444431330002333440",
"00100133014141411123133011134440343140440221443211321400010332241340224142123030211114142314001123142433",
"00430332003403141210331411324044332412303210331220034141031101112001323331142033430110422021321224031210",
"00134141214311442242244211422440144220210321041313304213211314024321403144132334243221122031134342020430",
"00103033300123022023234222110442412240023412422041103043314342031221102412133314320023441310323142103141",
"00243042410141110122122421003403100023324311034431244002132432434221203424030433323211232341214424041232",
"00132402212224232333230200013331143004404333312113031334214023230324112332320312131004443400030211423131",
"00103013243203404041114432231031211134042443043101032212202432411130120442114313333400140441120102301122",
"00320303243123220220441113343412232320200402222031011033403130034302424012133234010331334122423200444321",
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"00211134030031222403022101331201101102202002144214023434140241214200132402244103442322203400422324420403",
"00313231403344421314220404120104233043332401430132231231010011322041232024202240403104302144241310342124",
"00201430341203422111100221122403400401104332402202201424022333144022430423114420424333230313312431112412"]);

y:=CambridgeMatrix(1,F,104,[
"41000141142400102044334410003031403020320414043000233121023013213222311423414130201134330200022331004133",
"34024313341203411144122100211010304230144401041314411313144300440243311022131024414443432221411343240243",
"00043444010402244303324111423100213141412330041434241304424033131413220031434244443031422242323134404443",
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"11444141134211213443220441321132132310201200110432140432241421024100043313314312114001104241210122041002",
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"22223023340312021033234303242233210212103122433230023023242414101112430330112011342433210041102304302310",
"24022112322423243120320441304012134204343302040414044202133134123130000214234341014223244113020401003314",
"03104010332123423302333020122433111141140012200324411412221040224431001314144224444014144331432420344240",
"40040433411310142204412112101424403004123101400431134120343222403133320003310410323324012213200322234312",
"34221142440442324314032124213243424041044122424021112032122331340230201333144110440313222411113103402222",
"21042313001310221313430113143014133333210230144410344224330023130220440424034332301331202343020340424240",
"30300110340014313431331444014233333110042123304441403204122134330211214401220400442112322114411412012440",
"10331201003431431140001400033042330434034341323014103421221303032201012143102404112010243240332414224120",
"20130001112233442144120124023101344323111203030334200103203224242410323044014401144441122302042422241042",
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"30234221141142144411224210423023330412142212423223131444242302104143032030040044104323211411012423440310",
"12443400030413333000020223223333243320020031244210304240311324133301242101224114310030434141432013410011",
"02100302141302322341213004103421242402233120412104341300144122320033014331241331100200142213414003113330",
"13133202442402123221341400423232231334200324441110113433430113401322313202014232121043444402222024400401",
"40443224021031300143234134201234001011140122310213421123131422041420323203043442423204312403130320403433",
"03423304240330234010432244412313124400013444212041410130240122430410113021320324412112320112032404234343",
"02344430221144004222111303013124243232311142111330434100434301001122101321002341404213024030104302223433",
"40200231444110030321322224431112342422303001440420414303102040121104312133220243214113021201024311342000",
"04113012404200103241441404400210301210414014240442231331324424203003320101023034230303143422202332141200",
"00244141223421411220110400300112404002111404422410042420413213322421242223304134213411014434221110011223",
"30040320234140142341402144411010401300213032234332401303224142433423431040001341110212314431244110434344",
"03201123232410443214134421244122202433243241340013442404121322043222043420214032310203320330141114442432",
"02012144024340041431433413422400321200111220441120334244342001014233034412214400041144142202330233421311",
"01301434330043222144044123021221131242124221302303313102204110200104323314412114040121414043243020334201",
"24202130403210221342020140114001122331411201142414123133323422132334443121424220110321120110411034144220",
"01222211301411140332433124310232230143312231320020242334221414144431340111130442121212422432333143231114",
"10213130141413332413031100121022040240201204403344404042320304324001204042222310321221344423420314032033",
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"32331334340043442232321131411221332032331231203214143023331402120102314140404331210031212424202043242031",
"31432121041022124134333333232200241223420314220241440410243443310342410101411124132124042134024040101001",
"01124441013022140144124210140441330134030023244411212412121444343404241442332222034121312032424334303222",
"40321312011004314121002033214331220221412004311021232042020411330231412000424311212000330142230213122243",
"20224311014242213220413342130402211210004233141143300024314003133141201240342311000211043221304340202210",
"03223301413313300003401421242334344323112211323111443042211421241124341024334431443341013020221422334000",
"21442110312241333002302002341234213040133144123410232101013310322421324143124332221331201021020323021223",
"43332241401311400341332231444140312034313303132242103440131203041023301331233444424232000410123142132010",
"32041301014104224004441403222314303332033000220134421213344442044044232113120002044321031413313233131134",
"13040424243021113304422011432334300131441304020212123444301021034442144141333424423230313221413312023432",
"10032211322004241440343440012202201303202224103233123213341033130013222043400241111004102342001121442434",
"41331232204013211441034234244413242002031312211414224003231241000040243330400411234021042142113111044011",
"20100030113442114004043314234212342041414220202421204101422204213402214240142043133003413212103324234440",
"44200430020233000000021441033144133341201101203100414333404004130324342142221221000421020433210242433030",
"40330300043400204202232023404402123223424221232111333233443311011111100323240343221314411430040123023100"]);

G<x,y>:=MatrixGroup<104,F|x,y>;
print "Group G is He < GL(104,GF(5))";