Calcul d'indices de non-linéarité de livres-jeux
#47
Bon, je suis en train de modifier les paramètres PHP de mon pc pour que mon algorithme marche même pour les monstres du genre Daleth et Nils Jacket (là, ce sera poster géant).

EDIT: le Daleth passe
Vous avez dit monstre?


Traitement des données et traduction en langage Mapple

Données valides, traduction en langage Mapple (liaisons sous forme de listes):

L[1]:=[350,755]: L[2]:=[598]: L[3]:=[106]: L[4]:=[531,652,669]: L[5]:=[696,859]: L[6]:=[260]: L[7]:=[709]: L[8]:=[199]: L[9] :=[]:L[10]:=[56,333,382,666]: L[11]:=[96,121,258,775,840]: L[12]:=[149,822]: L[13] :=[]:L[14]:=[486]: L[15]:=[335,441,888]: L[16]:=[520]: L[17]:=[410]: L[18]:=[462,711]: L[19]:=[205,482]: L[20]:=[340,419]: L[21]:=[595]: L[22]:=[708,718]: L[23]:=[175,385]: L[24]:=[14,356]: L[25]:=[463]: L[26]:=[682]: L[27]:=[33,313,457]: L[28]:=[483,616]: L[29]:=[366]: L[30]:=[228,728,856]: L[31]:=[20,496]: L[32]:=[307,414,677]: L[33] :=[]:L[34]:=[196,389]: L[35]:=[556]: L[36]:=[422]: L[37]:=[606,637,861]: L[38]:=[84]: L[39]:=[623]: L[40]:=[159,481,492]: L[41]:=[65,242]: L[42]:=[697]: L[43]:=[231]: L[44]:=[667,816]: L[45]:=[109,145]: L[46]:=[435]: L[47]:=[83,574]: L[48]:=[200,866]: L[49]:=[538]: L[50]:=[58,89]: L[51]:=[235,489,590,607]: L[52]:=[538]: L[53]:=[208,515,737]: L[54]:=[226,382,507,848]: L[55]:=[840]: L[56]:=[47]: L[57]:=[96,121,775,840]: L[58]:=[42]: L[59]:=[337]: L[60]:=[132,534,548]: L[61]:=[161,313,656]: L[62]:=[520]: L[63]:=[157]: L[64]:=[219]: L[65]:=[37,122]: L[66]:=[48,558]: L[67]:=[331,527,621,738,754]: L[68]:=[94,265]: L[69]:=[545,626]: L[70]:=[156]: L[71]:=[111,202,269,277,663]: L[72]:=[224,313,339]: L[73]:=[54,493]: L[74]:=[137,336]: L[75]:=[314,384]: L[76]:=[818]: L[77]:=[63]: L[78]:=[594,829]: L[79]:=[93]: L[80]:=[807]: L[81]:=[642,851]: L[82]:=[366]: L[83]:=[237,530,828]: L[84]:=[176,363,675]: L[85]:=[511]: L[86]:=[310]: L[87]:=[756,802]: L[88]:=[424,806]: L[89] :=[]:L[90]:=[791]: L[91]:=[466]: L[92]:=[799]: L[93]:=[15,481,587,896]: L[94]:=[751]: L[95]:=[727]: L[96]:=[524,840]: L[97]:=[410]: L[98]:=[159,481,492]: L[99]:=[26,182]: L[100]:=[183,254,766]: L[101]:=[567,686]: L[102]:=[167,862]: L[103] :=[]:L[104]:=[552]: L[105]:=[659]: L[106]:=[86,522,694]: L[107]:=[529,713]: L[108]:=[681]: L[109]:=[445,860]: L[110] :=[]:L[111]:=[682]: L[112]:=[635]: L[113]:=[654]: L[114]:=[399]: L[115]:=[669]: L[116]:=[70,706]: L[117]:=[124,226,382,848]: L[118]:=[424,806]: L[119]:=[159,481,492]: L[120]:=[450]: L[121]:=[96,775,840]: L[122]:=[606,637,861]: L[123]:=[557]: L[124]:=[30,228,392]: L[125]:=[320,800]: L[126]:=[106,540,633]: L[127]:=[275,572]: L[128]:=[39,837]: L[129]:=[123,360]: L[130]:=[439]: L[131]:=[110]: L[132]:=[90]: L[133]:=[499]: L[134]:=[155,714]: L[135]:=[244,377,444]: L[136]:=[506]: L[137]:=[402]: L[138]:=[78,437]: L[139]:=[323,575,685]: L[140]:=[359]: L[141]:=[208,515,737]: L[142] :=[]:L[143]:=[898]: L[144]:=[144]: L[145]:=[299]: L[146]:=[576,876]: L[147]:=[443]: L[148]:=[801]: L[149]:=[178,583]: L[150]:=[214]: L[151]:=[881]: L[152]:=[721,768]: L[153]:=[447,665]: L[154]:=[288,719]: L[155]:=[853]: L[156]:=[601,902]: L[157]:=[477,813]: L[158] :=[]:L[159]:=[429,605]: L[160]:=[844,879]: L[161]:=[72,313,656]: L[162]:=[589,671]: L[163]:=[514]: L[164]:=[280,291]: L[165]:=[135,640]: L[166]:=[598]: L[167]:=[525,838]: L[168]:=[369,427,642]: L[169]:=[118,361]: L[170] :=[]:L[171]:=[279]: L[172] :=[]:L[173]:=[124,226,507,848]: L[174]:=[410]: L[175] :=[]:L[176]:=[241,331,621,738,754]: L[177]:=[74,566]: L[178]:=[383,523]: L[179]:=[873]: L[180]:=[353]: L[181]:=[17,489,607]: L[182]:=[465,542]: L[183]:=[852]: L[184]:=[410]: L[185]:=[106,241,411]: L[186]:=[207]: L[187]:=[398,690]: L[188]:=[636]: L[189]:=[93]: L[190]:=[499]: L[191]:=[313]: L[192]:=[106]: L[193]:=[398,747]: L[194] :=[]:L[195]:=[551,658]: L[196]:=[310]: L[197]:=[805]: L[198]:=[159,481,492]: L[199]:=[836,910]: L[200]:=[8,788]: L[201]:=[65,249,351]: L[202]:=[99]: L[203]:=[577]: L[204]:=[10,164,177]: L[205]:=[229,262]: L[206]:=[401,709]: L[207]:=[591]: L[208]:=[22,515,737]: L[209]:=[635]: L[210]:=[375,503,897]: L[211]:=[331,527,621,738,754]: L[212]:=[905]: L[213]:=[330]: L[214]:=[28,869]: L[215]:=[96,121,775,840]: L[216] :=[]:L[217]:=[280,291,664]: L[218]:=[359]: L[219]:=[353,479,785]: L[220]:=[69,95]: L[221]:=[594,829]: L[222]:=[292,784]: L[223]:=[51,509]: L[224]:=[191,726]: L[225]:=[741,777]: L[226]:=[124,382,507,848]: L[227]:=[248,653]: L[228]:=[410]: L[229]:=[253]: L[230]:=[48,558]: L[231]:=[333,382,666,815]: L[232]:=[827]: L[233]:=[337]: L[234]:=[610]: L[235]:=[62,608]: L[236]:=[216,318]: L[237]:=[168]: L[238]:=[433]: L[239]:=[7,709]: L[240]:=[632]: L[241]:=[232,343,673,753]: L[242]:=[773]: L[243]:=[839]: L[244] :=[]:L[245]:=[43,231,424,553,806]: L[246]:=[160,817]: L[247]:=[549,629]: L[248] :=[]:L[249]:=[65,808]: L[250]:=[2,319,355]: L[251]:=[502]: L[252] :=[]:L[253]:=[32,304,611]: L[254]:=[270]: L[255]:=[68,655]: L[256]:=[469]: L[257]:=[602,830]: L[258]:=[75,215,614]: L[259]:=[279,880]: L[260]:=[21,595,878]: L[261]:=[38,850]: L[262] :=[]:L[263]:=[451,880]: L[264]:=[488,528]: L[265]:=[387,622]: L[266]:=[138,221]: L[267]:=[273,550]: L[268]:=[555]: L[269]:=[99]: L[270]:=[243]: L[271]:=[499]: L[272]:=[905]: L[273]:=[550]: L[274]:=[171]: L[275]:=[765,810,870]: L[276]:=[55,717]: L[277]:=[99]: L[278]:=[391,710]: L[279]:=[770]: L[280] :=[]:L[281] :=[]:L[282]:=[466]: L[283]:=[839]: L[284]:=[494]: L[285]:=[532,539,619]: L[286]:=[294,744,756,790]: L[287] :=[]:L[288]:=[76,719]: L[289]:=[321,347]: L[290]:=[152]: L[291]:=[74,566]: L[292]:=[276,698]: L[293]:=[770]: L[294]:=[744,756,790]: L[295]:=[285,539]: L[296]:=[564]: L[297]:=[316,582]: L[298]:=[247,874]: L[299]:=[173]: L[300]:=[730]: L[301]:=[478,899]: L[302] :=[]:L[303]:=[651,882]: L[304]:=[13]: L[305]:=[821]: L[306]:=[771,840]: L[307]:=[13]: L[308] :=[]:L[309]:=[92,840,849]: L[310]:=[131,638]: L[311]:=[480]: L[312]:=[325]: L[313]:=[15,720]: L[314]:=[96,121,775,840]: L[315]:=[676]: L[316]:=[678]: L[317]:=[407]: L[318]:=[390]: L[319]:=[130,697]: L[320] :=[]:L[321]:=[268,555,680]: L[322] :=[]:L[323]:=[370]: L[324]:=[22,208,515]: L[325]:=[163,731]: L[326]:=[342,864]: L[327]:=[71]: L[328]:=[100]: L[329]:=[23,471]: L[330]:=[213,563]: L[331]:=[416,438,565]: L[332] :=[]:L[333]:=[373,624,644]: L[334]:=[220,778]: L[335] :=[]:L[336]:=[402]: L[337]:=[49]: L[338]:=[903]: L[339]:=[224,313]: L[340]:=[226,382,507,848]: L[341]:=[89]: L[342]:=[635]: L[343]:=[106]: L[344]:=[315,625]: L[345]:=[709]: L[346]:=[905]: L[347]:=[166,504]: L[348]:=[435]: L[349]:=[77,541]: L[350]:=[649]: L[351]:=[773]: L[352]:=[106,540,633]: L[353]:=[877]: L[354]:=[61,313]: L[355]:=[89,578]: L[356]:=[109,378]: L[357]:=[93]: L[358]:=[436]: L[359]:=[410]: L[360]:=[557]: L[361] :=[]:L[362]:=[463]: L[363]:=[331,527,621,738,754]: L[364]:=[823]: L[365]:=[609]: L[366]:=[226,382,507,848]: L[367]:=[300]: L[368]:=[826,840]: L[369]:=[81,642]: L[370]:=[240]: L[371]:=[131,327]: L[372]:=[517,525]: L[373] :=[]:L[374]:=[53,141]: L[375]:=[226,382,500,507,848]: L[376]:=[17,516]: L[377]:=[476,640]: L[378] :=[]:L[379]:=[198,858]: L[380]:=[194,853]: L[381]:=[119,761]: L[382] :=[]:L[383]:=[159,481,492]: L[384]:=[914]: L[385]:=[413]: L[386] :=[]:L[387]:=[104,552]: L[388]:=[9,833]: L[389]:=[752,842]: L[390]:=[256,469,573]: L[391]:=[331,621,738,754]: L[392]:=[466]: L[393]:=[543]: L[394]:=[692]: L[395]:=[14,24]: L[396]:=[18,170,691]: L[397]:=[226,382,507,848]: L[398]:=[93]: L[399]:=[415,650,825]: L[400]:=[210]: L[401]:=[134,599,631]: L[402]:=[10,909]: L[403]:=[111,202,269,277,663]: L[404]:=[128,221]: L[405]:=[398,547]: L[406]:=[450]: L[407]:=[733]: L[408] :=[]:L[409]:=[366]: L[410]:=[400,736,745]: L[411]:=[106,241]: L[412]:=[386]: L[413]:=[159,481,492,587]: L[414]:=[32]: L[415]:=[803]: L[416]:=[67,774]: L[417]:=[197,571,900]: L[418] :=[]:L[419]:=[226,382,507,848]: L[420]:=[278,459,780]: L[421]:=[898]: L[422]:=[568]: L[423]:=[164,911]: L[424]:=[841,887]: L[425] :=[]:L[426]:=[226,382,507,848]: L[427]:=[369,642]: L[428]:=[287,312]: L[429] :=[]:L[430]:=[72,313,824]: L[431]:=[29,442]: L[432]:=[556]: L[433]:=[577]: L[434]:=[16,65,235,649]: L[435]:=[505,758]: L[436]:=[227,907]: L[437]:=[623]: L[438]:=[148,195,485]: L[439]:=[697]: L[440]:=[235,489,590,607]: L[441]:=[335,344]: L[442]:=[366]: L[443]:=[257,641]: L[444]:=[476,640]: L[445]:=[760,860]: L[446]:=[693]: L[447] :=[]:L[448]:=[490]: L[449]:=[65,249,351,688,793]: L[450] :=[]:L[451]:=[672]: L[452]:=[43,231,424,553,806]: L[453]:=[297]: L[454]:=[213,330,563]: L[455]:=[357,398]: L[456]:=[905]: L[457] :=[]:L[458]:=[152,511]: L[459]:=[195,485]: L[460]:=[146]: L[461] :=[]:L[462]:=[12]: L[463]:=[443,473]: L[464]:=[446,693,756]: L[465]:=[499]: L[466]:=[97,184]: L[467]:=[93]: L[468]:=[412,740]: L[469]:=[334]: L[470]:=[331,527,621,754]: L[471]:=[413]: L[472]:=[652,669]: L[473] :=[]:L[474]:=[886]: L[475]:=[108,681]: L[476]:=[640]: L[477]:=[592,695]: L[478]:=[898]: L[479]:=[779]: L[480]:=[380,772]: L[481]:=[159,492,587]: L[482]:=[253]: L[483]:=[899]: L[484]:=[17,365,448]: L[485]:=[391,409]: L[486]:=[24,356]: L[487]:=[613]: L[488]:=[451,880]: L[489]:=[65,351,773]: L[490]:=[410]: L[491]:=[508,715]: L[492]:=[92,309,320,840,849]: L[493]:=[226,382,507,848]: L[494]:=[25,147,362,700,767]: L[495]:=[435]: L[496]:=[73,702]: L[497]:=[709]: L[498]:=[102]: L[499]:=[22,208,515,737]: L[500]:=[31,426]: L[501]:=[102]: L[502]:=[189,251,875,895]: L[503]:=[397,562]: L[504]:=[367,730]: L[505]:=[306,840]: L[506]:=[234]: L[507]:=[5,127]: L[508]:=[286]: L[509]:=[590]: L[510]:=[181]: L[511]:=[114,399]: L[512] :=[]:L[513]:=[23,471]: L[514] :=[]:L[515]:=[295,539,742,871]: L[516]:=[490]: L[517] :=[]:L[518]:=[212,272]: L[519]:=[454,593,796]: L[520]:=[41,65,332,861,892]: L[521]:=[586,804]: L[522]:=[701,864]: L[523]:=[90]: L[524]:=[276,630,689,717]: L[525]:=[468,604]: L[526] :=[]:L[527]:=[331,527,621,738,754]: L[528]:=[105,263]: L[529]:=[609]: L[530]:=[168]: L[531]:=[652,669,906]: L[532]:=[619]: L[533] :=[]:L[534]:=[554]: L[535]:=[331,527,621,738,754]: L[536]:=[568]: L[537]:=[244,377,444]: L[538]:=[518,820,908]: L[539]:=[173]: L[540]:=[103,192]: L[541]:=[63]: L[542]:=[133,847]: L[543]:=[296,781]: L[544]:=[188]: L[545]:=[727]: L[546]:=[56,333,666,815]: L[547] :=[]:L[548]:=[159,481,492]: L[549] :=[]:L[550]:=[723]: L[551]:=[366]: L[552]:=[61,313,354]: L[553]:=[169,863]: L[554]:=[159,481,492]: L[555]:=[347]: L[556]:=[889]: L[557]:=[142,549,699]: L[558]:=[284,494]: L[559]:=[187,193,405,455,474,835]: L[560]:=[628,789]: L[561]:=[331,527,621,738,754]: L[562]:=[226,382,507,848]: L[563]:=[162,460,648]: L[564]:=[418,546]: L[565]:=[660]: L[566]:=[137,336]: L[567]:=[101,324]: L[568]:=[53,374]: L[569]:=[44,816]: L[570]:=[159,481,492]: L[571] :=[]:L[572]:=[765,810,870]: L[573]:=[256,469,684]: L[574]:=[333,382,666,815]: L[575] :=[]:L[576] :=[]:L[577]:=[461,739,854]: L[578]:=[58]: L[579]:=[501]: L[580]:=[552]: L[581]:=[110]: L[582]:=[678]: L[583]:=[90]: L[584]:=[57,96,121,775,840]: L[585]:=[223,235,489]: L[586]:=[907]: L[587]:=[266,404]: L[588]:=[50,341]: L[589]:=[460,648]: L[590]:=[4,440,652,669]: L[591]:=[302,396]: L[592]:=[154]: L[593]:=[454,519,659]: L[594]:=[891]: L[595]:=[823]: L[596]:=[179,792]: L[597]:=[17,107,376,639]: L[598]:=[305,762]: L[599]:=[401]: L[600]:=[282,904]: L[601]:=[117,646]: L[602]:=[867]: L[603]:=[398]: L[604]:=[412]: L[605]:=[113]: L[606]:=[139]: L[607]:=[223,235,489,585]: L[608]:=[489]: L[609]:=[410]: L[610] :=[]:L[611] :=[]:L[612]:=[564]: L[613]:=[267,550]: L[614]:=[96,121,584,775,840]: L[615]:=[171]: L[616]:=[899]: L[617]:=[102]: L[618]:=[49]: L[619]:=[683]: L[620]:=[297]: L[621]:=[420,535,561]: L[622]:=[552,580]: L[623]:=[556]: L[624]:=[59,233,670]: L[625]:=[317]: L[626]:=[727]: L[627] :=[]:L[628]:=[789]: L[629]:=[186,725]: L[630]:=[55]: L[631]:=[401,497]: L[632]:=[255]: L[633]:=[106,185]: L[634]:=[422]: L[635]:=[110]: L[636]:=[358]: L[637]:=[139]: L[638]:=[71]: L[639]:=[238,484]: L[640]:=[15,720]: L[641]:=[867]: L[642]:=[333,382,666,815]: L[643]:=[214,751]: L[644]:=[746]: L[645]:=[10,423,707]: L[646] :=[]:L[647]:=[64,353]: L[648]:=[165,537]: L[649]:=[351,773,808]: L[650]:=[803]: L[651]:=[910]: L[652]:=[181,845]: L[653]:=[227,907]: L[654]:=[180,647]: L[655]:=[94,265]: L[656]:=[72,313,430,824]: L[657]:=[807]: L[658] :=[]:L[659]:=[454,519]: L[660]:=[366]: L[661]:=[538]: L[662]:=[293,735]: L[663]:=[26,182]: L[664]:=[74,566]: L[665]:=[194,853]: L[666]:=[56,333,382,815]: L[667]:=[816]: L[668]:=[11]: L[669]:=[750,912]: L[670]:=[337]: L[671]:=[460,648]: L[672]:=[274,421]: L[673]:=[106]: L[674]:=[189]: L[675]:=[366]: L[676]:=[126,352]: L[677] :=[]:L[678]:=[329,513]: L[679]:=[456,787]: L[680]:=[347,588]: L[681]:=[158,393,734]: L[682]:=[22,208,515,737]: L[683]:=[544]: L[684]:=[334]: L[685]:=[370]: L[686] :=[]:L[687]:=[93]: L[688]:=[201,449]: L[689]:=[826,840]: L[690]:=[398]: L[691]:=[18,98,170]: L[692]:=[46,348,495,769,797]: L[693]:=[286,756,868]: L[694]:=[34,310]: L[695]:=[154]: L[696]:=[810,859]: L[697]:=[901]: L[698]:=[579,776,794,812]: L[699]:=[591]: L[700]:=[463]: L[701]:=[326,371]: L[702]:=[226,382,507,848]: L[703]:=[45,378]: L[704]:=[613]: L[705]:=[742]: L[706] :=[]:L[707]:=[177,217]: L[708]:=[729]: L[709]:=[134,239,246,345]: L[710]:=[459,621,754,780]: L[711]:=[12]: L[712]:=[33]: L[713]:=[203,218]: L[714]:=[853]: L[715]:=[508]: L[716]:=[235,489,590,607]: L[717]:=[368,498]: L[718]:=[729]: L[719]:=[390]: L[720]:=[315,625]: L[721]:=[349]: L[722]:=[464,491,693,756]: L[723]:=[120,406]: L[724]:=[789,811]: L[725]:=[207]: L[726]:=[27,313,712]: L[727]:=[795,819]: L[728]:=[91,228,600]: L[729]:=[487,550,704]: L[730]:=[2,250]: L[731]:=[514]: L[732]:=[559]: L[733]:=[19,262]: L[734]:=[757,798]: L[735] :=[]:L[736]:=[400]: L[737]:=[101,324,567]: L[738]:=[470,832]: L[739] :=[]:L[740]:=[412]: L[741]:=[311]: L[742]:=[295,539,619]: L[743]:=[867]: L[744]:=[790]: L[745]:=[400,736]: L[746]:=[661,831]: L[747]:=[93,512]: L[748]:=[553]: L[749]:=[214]: L[750]:=[425,489]: L[751]:=[150,264]: L[752]:=[885,913]: L[753]:=[106]: L[754]:=[420,431,535]: L[755]:=[649]: L[756]:=[124,226,382,507]: L[757] :=[]:L[758]:=[771,840]: L[759]:=[742]: L[760]:=[145,378,703,782]: L[761]:=[40,60]: L[762] :=[]:L[763] :=[]:L[764]:=[628,789]: L[765]:=[289]: L[766]:=[852]: L[767]:=[443]: L[768]:=[349]: L[769]:=[435]: L[770]:=[454,519,593]: L[771]:=[222,292,840]: L[772] :=[]:L[773]:=[65,249,351,449,793]: L[774]:=[211,278,459]: L[775]:=[96,121,258,840]: L[776]:=[569]: L[777]:=[206]: L[778]:=[220]: L[779] :=[]:L[780]:=[67,774]: L[781]:=[296,612]: L[782] :=[]:L[783]:=[190]: L[784]:=[292]: L[785]:=[353,479]: L[786] :=[]:L[787]:=[905]: L[788]:=[855,893]: L[789]:=[361,452]: L[790]:=[475]: L[791]:=[159,481,492]: L[792]:=[873]: L[793]:=[65,249,351,449]: L[794]:=[136]: L[795]:=[66,230,322]: L[796]:=[454]: L[797]:=[435]: L[798]:=[543]: L[799]:=[11,834,840]: L[800]:=[502,559,732]: L[801]:=[331,527,621,754]: L[802]:=[87,286,756]: L[803]:=[818]: L[804]:=[395,586]: L[805]:=[424,553]: L[806]:=[417]: L[807]:=[617]: L[808]:=[65,223,434,607,649]: L[809]:=[260]: L[810]:=[124,226,848]: L[811]:=[361,452]: L[812]:=[80,657]: L[813]:=[216,236,890]: L[814]:=[342,701,865]: L[815]:=[204,645]: L[816]:=[102]: L[817]:=[153,763]: L[818]:=[256,469,573]: L[819]:=[48,558]: L[820]:=[905]: L[821]:=[355,697]: L[822]:=[151,178]: L[823]:=[15,720]: L[824]:=[72,313]: L[825]:=[818]: L[826] :=[]:L[827]:=[106]: L[828]:=[168]: L[829]:=[891]: L[830]:=[308,743]: L[831]:=[52,618]: L[832]:=[331,527,621,754]: L[833]:=[71]: L[834]:=[394,668]: L[835]:=[398,603]: L[836]:=[303,910]: L[837]:=[556]: L[838]:=[372]: L[839]:=[152,290,458,511]: L[840]:=[125,159,481,587,627]: L[841] :=[]:L[842]:=[209,752]: L[843] :=[]:L[844]:=[447,665]: L[845]:=[181,510]: L[846]:=[335,344]: L[847]:=[271,783]: L[848]:=[491,722,756]: L[849]:=[92,309,840]: L[850]:=[84]: L[851]:=[560,724,764]: L[852]:=[270]: L[853]:=[915,916,917]: L[854] :=[]:L[855]:=[199]: L[856]:=[466]: L[857]:=[536,634]: L[858]:=[159,481,492]: L[859]:=[526,843]: L[860]:=[760]: L[861] :=[]:L[862]:=[167]: L[863]:=[88,361]: L[864]:=[403,814]: L[865]:=[388,581]: L[866]:=[199]: L[867]:=[596]: L[868]:=[87,286,802]: L[869]:=[143,301]: L[870]:=[765]: L[871]:=[705,759]: L[872]:=[509,716]: L[873]:=[36,857]: L[874]:=[123,360]: L[875]:=[502]: L[876] :=[]:L[877]:=[225,741,777]: L[878]:=[364,595]: L[879] :=[]:L[880]:=[662,749]: L[881]:=[119,761]: L[882]:=[910]: L[883]:=[2,319,355]: L[884]:=[428,533]: L[885]:=[842]: L[886]:=[467,687]: L[887]:=[361,748]: L[888]:=[344]: L[889]:=[129,298]: L[890]:=[318]: L[891]:=[35,432]: L[892] :=[]:L[893]:=[199]: L[894]:=[17,597]: L[895]:=[674]: L[896]:=[93,786]: L[897]:=[226,382,500,507,848]: L[898]:=[6,408]: L[899]:=[615]: L[900]:=[424,553]: L[901]:=[116]: L[902]:=[117,646]: L[903]:=[259,751]: L[904]:=[91,174,228,894]: L[905]:=[56,382,666,815]: L[906]:=[115,252,472]: L[907]:=[395,521]: L[908]:=[346,679]: L[909]:=[453,620]: L[910]:=[596]: L[911]:=[74,566]: L[912]:=[440]: L[913]:=[112,842]: L[914]:=[840]: L[915] :=[]:L[916] :=[]:L[917] :=[]:


Code du graphe :

digraph GRAPHE {

node [dir=forward style=filled fillcolor=darkolivegreen3 color=white fontcolor=white]1[fillcolor=yellow color=navy fontcolor=teal]; 2; 3; 4; 5; 6; 7; 8; 9[fillcolor=red2 color=navy fontcolor=teal]; 10; 11; 12; 13[fillcolor=red2 color=navy fontcolor=teal]; 14; 15; 16; 17; 18; 19; 20; 21; 22; 23; 24; 25; 26; 27; 28; 29; 30; 31; 32; 33[fillcolor=red2 color=navy fontcolor=teal]; 34; 35; 36; 37; 38; 39; 40; 41; 42; 43; 44; 45; 46; 47; 48; 49; 50; 51; 52; 53; 54; 55; 56; 57; 58; 59; 60; 61; 62; 63; 64; 65; 66; 67; 68; 69; 70; 71; 72; 73; 74; 75; 76; 77; 78; 79; 80; 81; 82; 83; 84; 85; 86; 87; 88; 89[fillcolor=red2 color=navy fontcolor=teal]; 90; 91; 92; 93; 94; 95; 96; 97; 98; 99; 100; 101; 102; 103[fillcolor=red2 color=navy fontcolor=teal]; 104; 105; 106; 107; 108; 109; 110[fillcolor=red2 color=navy fontcolor=teal]; 111; 112; 113; 114; 115; 116; 117; 118; 119; 120; 121; 122; 123; 124; 125; 126; 127; 128; 129; 130; 131; 132; 133; 134; 135; 136; 137; 138; 139; 140; 141; 142[fillcolor=red2 color=navy fontcolor=teal]; 143; 144; 145; 146; 147; 148; 149; 150; 151; 152; 153; 154; 155; 156; 157; 158[fillcolor=red2 color=navy fontcolor=teal]; 159; 160; 161; 162; 163; 164; 165; 166; 167; 168; 169; 170[fillcolor=red2 color=navy fontcolor=teal]; 171; 172[fillcolor=red2 color=navy fontcolor=teal]; 173; 174; 175[fillcolor=red2 color=navy fontcolor=teal]; 176; 177; 178; 179; 180; 181; 182; 183; 184; 185; 186; 187; 188; 189; 190; 191; 192; 193; 194[fillcolor=red2 color=navy fontcolor=teal]; 195; 196; 197; 198; 199; 200; 201; 202; 203; 204; 205; 206; 207; 208; 209; 210; 211; 212; 213; 214; 215; 216[fillcolor=red2 color=navy fontcolor=teal]; 217; 218; 219; 220; 221; 222; 223; 224; 225; 226; 227; 228; 229; 230; 231; 232; 233; 234; 235; 236; 237; 238; 239; 240; 241; 242; 243; 244[fillcolor=red2 color=navy fontcolor=teal]; 245; 246; 247; 248[fillcolor=red2 color=navy fontcolor=teal]; 249; 250; 251; 252[fillcolor=red2 color=navy fontcolor=teal]; 253; 254; 255; 256; 257; 258; 259; 260; 261; 262[fillcolor=red2 color=navy fontcolor=teal]; 263; 264; 265; 266; 267; 268; 269; 270; 271; 272; 273; 274; 275; 276; 277; 278; 279; 280[fillcolor=red2 color=navy fontcolor=teal]; 281[fillcolor=red2 color=navy fontcolor=teal]; 282; 283; 284; 285; 286; 287[fillcolor=red2 color=navy fontcolor=teal]; 288; 289; 290; 291; 292; 293; 294; 295; 296; 297; 298; 299; 300; 301; 302[fillcolor=red2 color=navy fontcolor=teal]; 303; 304; 305; 306; 307; 308[fillcolor=red2 color=navy fontcolor=teal]; 309; 310; 311; 312; 313; 314; 315; 316; 317; 318; 319; 320[fillcolor=red2 color=navy fontcolor=teal]; 321; 322[fillcolor=red2 color=navy fontcolor=teal]; 323; 324; 325; 326; 327; 328; 329; 330; 331; 332[fillcolor=red2 color=navy fontcolor=teal]; 333; 334; 335[fillcolor=red2 color=navy fontcolor=teal]; 336; 337; 338; 339; 340; 341; 342; 343; 344; 345; 346; 347; 348; 349; 350; 351; 352; 353; 354; 355; 356; 357; 358; 359; 360; 361[fillcolor=red2 color=navy fontcolor=teal]; 362; 363; 364; 365; 366; 367; 368; 369; 370; 371; 372; 373[fillcolor=red2 color=navy fontcolor=teal]; 374; 375; 376; 377; 378[fillcolor=red2 color=navy fontcolor=teal]; 379; 380; 381; 382[fillcolor=red2 color=navy fontcolor=teal]; 383; 384; 385; 386[fillcolor=red2 color=navy fontcolor=teal]; 387; 388; 389; 390; 391; 392; 393; 394; 395; 396; 397; 398; 399; 400; 401; 402; 403; 404; 405; 406; 407; 408[fillcolor=red2 color=navy fontcolor=teal]; 409; 410; 411; 412; 413; 414; 415; 416; 417; 418[fillcolor=red2 color=navy fontcolor=teal]; 419; 420; 421; 422; 423; 424; 425[fillcolor=red2 color=navy fontcolor=teal]; 426; 427; 428; 429[fillcolor=red2 color=navy fontcolor=teal]; 430; 431; 432; 433; 434; 435; 436; 437; 438; 439; 440; 441; 442; 443; 444; 445; 446; 447[fillcolor=red2 color=navy fontcolor=teal]; 448; 449; 450[fillcolor=red2 color=navy fontcolor=teal]; 451; 452; 453; 454; 455; 456; 457[fillcolor=red2 color=navy fontcolor=teal]; 458; 459; 460; 461[fillcolor=red2 color=navy fontcolor=teal]; 462; 463; 464; 465; 466; 467; 468; 469; 470; 471; 472; 473[fillcolor=red2 color=navy fontcolor=teal]; 474; 475; 476; 477; 478; 479; 480; 481; 482; 483; 484; 485; 486; 487; 488; 489; 490; 491; 492; 493; 494; 495; 496; 497; 498; 499; 500; 501; 502; 503; 504; 505; 506; 507; 508; 509; 510; 511; 512[fillcolor=red2 color=navy fontcolor=teal]; 513; 514[fillcolor=red2 color=navy fontcolor=teal]; 515; 516; 517[fillcolor=red2 color=navy fontcolor=teal]; 518; 519; 520; 521; 522; 523; 524; 525; 526[fillcolor=red2 color=navy fontcolor=teal]; 527; 528; 529; 530; 531; 532; 533[fillcolor=red2 color=navy fontcolor=teal]; 534; 535; 536; 537; 538; 539; 540; 541; 542; 543; 544; 545; 546; 547[fillcolor=red2 color=navy fontcolor=teal]; 548; 549[fillcolor=red2 color=navy fontcolor=teal]; 550; 551; 552; 553; 554; 555; 556; 557; 558; 559; 560; 561; 562; 563; 564; 565; 566; 567; 568; 569; 570; 571[fillcolor=red2 color=navy fontcolor=teal]; 572; 573; 574; 575[fillcolor=red2 color=navy fontcolor=teal]; 576[fillcolor=red2 color=navy fontcolor=teal]; 577; 578; 579; 580; 581; 582; 583; 584; 585; 586; 587; 588; 589; 590; 591; 592; 593; 594; 595; 596; 597; 598; 599; 600; 601; 602; 603; 604; 605; 606; 607; 608; 609; 610[fillcolor=red2 color=navy fontcolor=teal]; 611[fillcolor=red2 color=navy fontcolor=teal]; 612; 613; 614; 615; 616; 617; 618; 619; 620; 621; 622; 623; 624; 625; 626; 627[fillcolor=red2 color=navy fontcolor=teal]; 628; 629; 630; 631; 632; 633; 634; 635; 636; 637; 638; 639; 640; 641; 642; 643; 644; 645; 646[fillcolor=red2 color=navy fontcolor=teal]; 647; 648; 649; 650; 651; 652; 653; 654; 655; 656; 657; 658[fillcolor=red2 color=navy fontcolor=teal]; 659; 660; 661; 662; 663; 664; 665; 666; 667; 668; 669; 670; 671; 672; 673; 674; 675; 676; 677[fillcolor=red2 color=navy fontcolor=teal]; 678; 679; 680; 681; 682; 683; 684; 685; 686[fillcolor=red2 color=navy fontcolor=teal]; 687; 688; 689; 690; 691; 692; 693; 694; 695; 696; 697; 698; 699; 700; 701; 702; 703; 704; 705; 706[fillcolor=red2 color=navy fontcolor=teal]; 707; 708; 709; 710; 711; 712; 713; 714; 715; 716; 717; 718; 719; 720; 721; 722; 723; 724; 725; 726; 727; 728; 729; 730; 731; 732; 733; 734; 735[fillcolor=red2 color=navy fontcolor=teal]; 736; 737; 738; 739[fillcolor=red2 color=navy fontcolor=teal]; 740; 741; 742; 743; 744; 745; 746; 747; 748; 749; 750; 751; 752; 753; 754; 755; 756; 757[fillcolor=red2 color=navy fontcolor=teal]; 758; 759; 760; 761; 762[fillcolor=red2 color=navy fontcolor=teal]; 763[fillcolor=red2 color=navy fontcolor=teal]; 764; 765; 766; 767; 768; 769; 770; 771; 772[fillcolor=red2 color=navy fontcolor=teal]; 773; 774; 775; 776; 777; 778; 779[fillcolor=red2 color=navy fontcolor=teal]; 780; 781; 782[fillcolor=red2 color=navy fontcolor=teal]; 783; 784; 785; 786[fillcolor=red2 color=navy fontcolor=teal]; 787; 788; 789; 790; 791; 792; 793; 794; 795; 796; 797; 798; 799; 800; 801; 802; 803; 804; 805; 806; 807; 808; 809; 810; 811; 812; 813; 814; 815; 816; 817; 818; 819; 820; 821; 822; 823; 824; 825; 826[fillcolor=red2 color=navy fontcolor=teal]; 827; 828; 829; 830; 831; 832; 833; 834; 835; 836; 837; 838; 839; 840; 841[fillcolor=red2 color=navy fontcolor=teal]; 842; 843[fillcolor=red2 color=navy fontcolor=teal]; 844; 845; 846; 847; 848; 849; 850; 851; 852; 853; 854[fillcolor=red2 color=navy fontcolor=teal]; 855; 856; 857; 858; 859; 860; 861[fillcolor=red2 color=navy fontcolor=teal]; 862; 863; 864; 865; 866; 867; 868; 869; 870; 871; 872; 873; 874; 875; 876[fillcolor=red2 color=navy fontcolor=teal]; 877; 878; 879[fillcolor=red2 color=navy fontcolor=teal]; 880; 881; 882; 883; 884; 885; 886; 887; 888; 889; 890; 891; 892[fillcolor=red2 color=navy fontcolor=teal]; 893; 894; 895; 896; 897; 898; 899; 900; 901; 902; 903; 904; 905; 906; 907; 908; 909; 910; 911; 912; 913; 914; 915[fillcolor=red2 color=navy fontcolor=teal]; 916[fillcolor=red2 color=navy fontcolor=teal]; 917[fillcolor=red2 color=navy fontcolor=teal];
1->{350,755}; 2->{598};3->{106};4->{531,652,669}; 5->{696,859}; 6->{260};7->{709};8->{199};10->{56,333,382,666}; 11->{96,121,258,775,840}; 12->{149,822}; 14->{486};15->{335,441,888}; 16->{520};17->{410};18->{462,711}; 19->{205,482}; 20->{340,419}; 21->{595};22->{708,718}; 23->{175,385}; 24->{14,356}; 25->{463};26->{682};27->{33,313,457}; 28->{483,616}; 29->{366};30->{228,728,856}; 31->{20,496}; 32->{307,414,677}; 34->{196,389}; 35->{556};36->{422};37->{606,637,861}; 38->{84};39->{623};40->{159,481,492}; 41->{65,242}; 42->{697};43->{231};44->{667,816}; 45->{109,145}; 46->{435};47->{83,574}; 48->{200,866}; 49->{538};50->{58,89}; 51->{235,489,590,607}; 52->{538};53->{208,515,737}; 54->{226,382,507,848}; 55->{840};56->{47};57->{96,121,775,840}; 58->{42};59->{337};60->{132,534,548}; 61->{161,313,656}; 62->{520};63->{157};64->{219};65->{37,122}; 66->{48,558}; 67->{331,527,621,738,754}; 68->{94,265}; 69->{545,626}; 70->{156};71->{111,202,269,277,663}; 72->{224,313,339}; 73->{54,493}; 74->{137,336}; 75->{314,384}; 76->{818};77->{63};78->{594,829}; 79->{93};80->{807};81->{642,851}; 82->{366};83->{237,530,828}; 84->{176,363,675}; 85->{511};86->{310};87->{756,802}; 88->{424,806}; 90->{791};91->{466};92->{799};93->{15,481,587,896}; 94->{751};95->{727};96->{524,840}; 97->{410};98->{159,481,492}; 99->{26,182}; 100->{183,254,766}; 101->{567,686}; 102->{167,862}; 104->{552};105->{659};106->{86,522,694}; 107->{529,713}; 108->{681};109->{445,860}; 111->{682};112->{635};113->{654};114->{399};115->{669};116->{70,706}; 117->{124,226,382,848}; 118->{424,806}; 119->{159,481,492}; 120->{450};121->{96,775,840}; 122->{606,637,861}; 123->{557};124->{30,228,392}; 125->{320,800}; 126->{106,540,633}; 127->{275,572}; 128->{39,837}; 129->{123,360}; 130->{439};131->{110};132->{90};133->{499};134->{155,714}; 135->{244,377,444}; 136->{506};137->{402};138->{78,437}; 139->{323,575,685}; 140->{359};141->{208,515,737}; 143->{898};144->{144};145->{299};146->{576,876}; 147->{443};148->{801};149->{178,583}; 150->{214};151->{881};152->{721,768}; 153->{447,665}; 154->{288,719}; 155->{853};156->{601,902}; 157->{477,813}; 159->{429,605}; 160->{844,879}; 161->{72,313,656}; 162->{589,671}; 163->{514};164->{280,291}; 165->{135,640}; 166->{598};167->{525,838}; 168->{369,427,642}; 169->{118,361}; 171->{279};173->{124,226,507,848}; 174->{410};176->{241,331,621,738,754}; 177->{74,566}; 178->{383,523}; 179->{873};180->{353};181->{17,489,607}; 182->{465,542}; 183->{852};184->{410};185->{106,241,411}; 186->{207};187->{398,690}; 188->{636};189->{93};190->{499};191->{313};192->{106};193->{398,747}; 195->{551,658}; 196->{310};197->{805};198->{159,481,492}; 199->{836,910}; 200->{8,788}; 201->{65,249,351}; 202->{99};203->{577};204->{10,164,177}; 205->{229,262}; 206->{401,709}; 207->{591};208->{22,515,737}; 209->{635};210->{375,503,897}; 211->{331,527,621,738,754}; 212->{905};213->{330};214->{28,869}; 215->{96,121,775,840}; 217->{280,291,664}; 218->{359};219->{353,479,785}; 220->{69,95}; 221->{594,829}; 222->{292,784}; 223->{51,509}; 224->{191,726}; 225->{741,777}; 226->{124,382,507,848}; 227->{248,653}; 228->{410};229->{253};230->{48,558}; 231->{333,382,666,815}; 232->{827};233->{337};234->{610};235->{62,608}; 236->{216,318}; 237->{168};238->{433};239->{7,709}; 240->{632};241->{232,343,673,753}; 242->{773};243->{839};245->{43,231,424,553,806}; 246->{160,817}; 247->{549,629}; 249->{65,808}; 250->{2,319,355}; 251->{502};253->{32,304,611}; 254->{270};255->{68,655}; 256->{469};257->{602,830}; 258->{75,215,614}; 259->{279,880}; 260->{21,595,878}; 261->{38,850}; 263->{451,880}; 264->{488,528}; 265->{387,622}; 266->{138,221}; 267->{273,550}; 268->{555};269->{99};270->{243};271->{499};272->{905};273->{550};274->{171};275->{765,810,870}; 276->{55,717}; 277->{99};278->{391,710}; 279->{770};282->{466};283->{839};284->{494};285->{532,539,619}; 286->{294,744,756,790}; 288->{76,719}; 289->{321,347}; 290->{152};291->{74,566}; 292->{276,698}; 293->{770};294->{744,756,790}; 295->{285,539}; 296->{564};297->{316,582}; 298->{247,874}; 299->{173};300->{730};301->{478,899}; 303->{651,882}; 304->{13};305->{821};306->{771,840}; 307->{13};309->{92,840,849}; 310->{131,638}; 311->{480};312->{325};313->{15,720}; 314->{96,121,775,840}; 315->{676};316->{678};317->{407};318->{390};319->{130,697}; 321->{268,555,680}; 323->{370};324->{22,208,515}; 325->{163,731}; 326->{342,864}; 327->{71};328->{100};329->{23,471}; 330->{213,563}; 331->{416,438,565}; 333->{373,624,644}; 334->{220,778}; 336->{402};337->{49};338->{903};339->{224,313}; 340->{226,382,507,848}; 341->{89};342->{635};343->{106};344->{315,625}; 345->{709};346->{905};347->{166,504}; 348->{435};349->{77,541}; 350->{649};351->{773};352->{106,540,633}; 353->{877};354->{61,313}; 355->{89,578}; 356->{109,378}; 357->{93};358->{436};359->{410};360->{557};362->{463};363->{331,527,621,738,754}; 364->{823};365->{609};366->{226,382,507,848}; 367->{300};368->{826,840}; 369->{81,642}; 370->{240};371->{131,327}; 372->{517,525}; 374->{53,141}; 375->{226,382,500,507,848}; 376->{17,516}; 377->{476,640}; 379->{198,858}; 380->{194,853}; 381->{119,761}; 383->{159,481,492}; 384->{914};385->{413};387->{104,552}; 388->{9,833}; 389->{752,842}; 390->{256,469,573}; 391->{331,621,738,754}; 392->{466};393->{543};394->{692};395->{14,24}; 396->{18,170,691}; 397->{226,382,507,848}; 398->{93};399->{415,650,825}; 400->{210};401->{134,599,631}; 402->{10,909}; 403->{111,202,269,277,663}; 404->{128,221}; 405->{398,547}; 406->{450};407->{733};409->{366};410->{400,736,745}; 411->{106,241}; 412->{386};413->{159,481,492,587}; 414->{32};415->{803};416->{67,774}; 417->{197,571,900}; 419->{226,382,507,848}; 420->{278,459,780}; 421->{898};422->{568};423->{164,911}; 424->{841,887}; 426->{226,382,507,848}; 427->{369,642}; 428->{287,312}; 430->{72,313,824}; 431->{29,442}; 432->{556};433->{577};434->{16,65,235,649}; 435->{505,758}; 436->{227,907}; 437->{623};438->{148,195,485}; 439->{697};440->{235,489,590,607}; 441->{335,344}; 442->{366};443->{257,641}; 444->{476,640}; 445->{760,860}; 446->{693};448->{490};449->{65,249,351,688,793}; 451->{672};452->{43,231,424,553,806}; 453->{297};454->{213,330,563}; 455->{357,398}; 456->{905};458->{152,511}; 459->{195,485}; 460->{146};462->{12};463->{443,473}; 464->{446,693,756}; 465->{499};466->{97,184}; 467->{93};468->{412,740}; 469->{334};470->{331,527,621,754}; 471->{413};472->{652,669}; 474->{886};475->{108,681}; 476->{640};477->{592,695}; 478->{898};479->{779};480->{380,772}; 481->{159,492,587}; 482->{253};483->{899};484->{17,365,448}; 485->{391,409}; 486->{24,356}; 487->{613};488->{451,880}; 489->{65,351,773}; 490->{410};491->{508,715}; 492->{92,309,320,840,849}; 493->{226,382,507,848}; 494->{25,147,362,700,767}; 495->{435};496->{73,702}; 497->{709};498->{102};499->{22,208,515,737}; 500->{31,426}; 501->{102};502->{189,251,875,895}; 503->{397,562}; 504->{367,730}; 505->{306,840}; 506->{234};507->{5,127}; 508->{286};509->{590};510->{181};511->{114,399}; 513->{23,471}; 515->{295,539,742,871}; 516->{490};518->{212,272}; 519->{454,593,796}; 520->{41,65,332,861,892}; 521->{586,804}; 522->{701,864}; 523->{90};524->{276,630,689,717}; 525->{468,604}; 527->{331,527,621,738,754}; 528->{105,263}; 529->{609};530->{168};531->{652,669,906}; 532->{619};534->{554};535->{331,527,621,738,754}; 536->{568};537->{244,377,444}; 538->{518,820,908}; 539->{173};540->{103,192}; 541->{63};542->{133,847}; 543->{296,781}; 544->{188};545->{727};546->{56,333,666,815}; 548->{159,481,492}; 550->{723};551->{366};552->{61,313,354}; 553->{169,863}; 554->{159,481,492}; 555->{347};556->{889};557->{142,549,699}; 558->{284,494}; 559->{187,193,405,455,474,835}; 560->{628,789}; 561->{331,527,621,738,754}; 562->{226,382,507,848}; 563->{162,460,648}; 564->{418,546}; 565->{660};566->{137,336}; 567->{101,324}; 568->{53,374}; 569->{44,816}; 570->{159,481,492}; 572->{765,810,870}; 573->{256,469,684}; 574->{333,382,666,815}; 577->{461,739,854}; 578->{58};579->{501};580->{552};581->{110};582->{678};583->{90};584->{57,96,121,775,840}; 585->{223,235,489}; 586->{907};587->{266,404}; 588->{50,341}; 589->{460,648}; 590->{4,440,652,669}; 591->{302,396}; 592->{154};593->{454,519,659}; 594->{891};595->{823};596->{179,792}; 597->{17,107,376,639}; 598->{305,762}; 599->{401};600->{282,904}; 601->{117,646}; 602->{867};603->{398};604->{412};605->{113};606->{139};607->{223,235,489,585}; 608->{489};609->{410};612->{564};613->{267,550}; 614->{96,121,584,775,840}; 615->{171};616->{899};617->{102};618->{49};619->{683};620->{297};621->{420,535,561}; 622->{552,580}; 623->{556};624->{59,233,670}; 625->{317};626->{727};628->{789};629->{186,725}; 630->{55};631->{401,497}; 632->{255};633->{106,185}; 634->{422};635->{110};636->{358};637->{139};638->{71};639->{238,484}; 640->{15,720}; 641->{867};642->{333,382,666,815}; 643->{214,751}; 644->{746};645->{10,423,707}; 647->{64,353}; 648->{165,537}; 649->{351,773,808}; 650->{803};651->{910};652->{181,845}; 653->{227,907}; 654->{180,647}; 655->{94,265}; 656->{72,313,430,824}; 657->{807};659->{454,519}; 660->{366};661->{538};662->{293,735}; 663->{26,182}; 664->{74,566}; 665->{194,853}; 666->{56,333,382,815}; 667->{816};668->{11};669->{750,912}; 670->{337};671->{460,648}; 672->{274,421}; 673->{106};674->{189};675->{366};676->{126,352}; 678->{329,513}; 679->{456,787}; 680->{347,588}; 681->{158,393,734}; 682->{22,208,515,737}; 683->{544};684->{334};685->{370};687->{93};688->{201,449}; 689->{826,840}; 690->{398};691->{18,98,170}; 692->{46,348,495,769,797}; 693->{286,756,868}; 694->{34,310}; 695->{154};696->{810,859}; 697->{901};698->{579,776,794,812}; 699->{591};700->{463};701->{326,371}; 702->{226,382,507,848}; 703->{45,378}; 704->{613};705->{742};707->{177,217}; 708->{729};709->{134,239,246,345}; 710->{459,621,754,780}; 711->{12};712->{33};713->{203,218}; 714->{853};715->{508};716->{235,489,590,607}; 717->{368,498}; 718->{729};719->{390};720->{315,625}; 721->{349};722->{464,491,693,756}; 723->{120,406}; 724->{789,811}; 725->{207};726->{27,313,712}; 727->{795,819}; 728->{91,228,600}; 729->{487,550,704}; 730->{2,250}; 731->{514};732->{559};733->{19,262}; 734->{757,798}; 736->{400};737->{101,324,567}; 738->{470,832}; 740->{412};741->{311};742->{295,539,619}; 743->{867};744->{790};745->{400,736}; 746->{661,831}; 747->{93,512}; 748->{553};749->{214};750->{425,489}; 751->{150,264}; 752->{885,913}; 753->{106};754->{420,431,535}; 755->{649};756->{124,226,382,507}; 758->{771,840}; 759->{742};760->{145,378,703,782}; 761->{40,60}; 764->{628,789}; 765->{289};766->{852};767->{443};768->{349};769->{435};770->{454,519,593}; 771->{222,292,840}; 773->{65,249,351,449,793}; 774->{211,278,459}; 775->{96,121,258,840}; 776->{569};777->{206};778->{220};780->{67,774}; 781->{296,612}; 783->{190};784->{292};785->{353,479}; 787->{905};788->{855,893}; 789->{361,452}; 790->{475};791->{159,481,492}; 792->{873};793->{65,249,351,449}; 794->{136};795->{66,230,322}; 796->{454};797->{435};798->{543};799->{11,834,840}; 800->{502,559,732}; 801->{331,527,621,754}; 802->{87,286,756}; 803->{818};804->{395,586}; 805->{424,553}; 806->{417};807->{617};808->{65,223,434,607,649}; 809->{260};810->{124,226,848}; 811->{361,452}; 812->{80,657}; 813->{216,236,890}; 814->{342,701,865}; 815->{204,645}; 816->{102};817->{153,763}; 818->{256,469,573}; 819->{48,558}; 820->{905};821->{355,697}; 822->{151,178}; 823->{15,720}; 824->{72,313}; 825->{818};827->{106};828->{168};829->{891};830->{308,743}; 831->{52,618}; 832->{331,527,621,754}; 833->{71};834->{394,668}; 835->{398,603}; 836->{303,910}; 837->{556};838->{372};839->{152,290,458,511}; 840->{125,159,481,587,627}; 842->{209,752}; 844->{447,665}; 845->{181,510}; 846->{335,344}; 847->{271,783}; 848->{491,722,756}; 849->{92,309,840}; 850->{84};851->{560,724,764}; 852->{270};853->{915,916,917}; 855->{199};856->{466};857->{536,634}; 858->{159,481,492}; 859->{526,843}; 860->{760};862->{167};863->{88,361}; 864->{403,814}; 865->{388,581}; 866->{199};867->{596};868->{87,286,802}; 869->{143,301}; 870->{765};871->{705,759}; 872->{509,716}; 873->{36,857}; 874->{123,360}; 875->{502};877->{225,741,777}; 878->{364,595}; 880->{662,749}; 881->{119,761}; 882->{910};883->{2,319,355}; 884->{428,533}; 885->{842};886->{467,687}; 887->{361,748}; 888->{344};889->{129,298}; 890->{318};891->{35,432}; 893->{199};894->{17,597}; 895->{674};896->{93,786}; 897->{226,382,500,507,848}; 898->{6,408}; 899->{615};900->{424,553}; 901->{116};902->{117,646}; 903->{259,751}; 904->{91,174,228,894}; 905->{56,382,666,815}; 906->{115,252,472}; 907->{395,521}; 908->{346,679}; 909->{453,620}; 910->{596};911->{74,566}; 912->{440};913->{112,842}; 914->{840};}
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RE: Calcul d'indices de non-linéarité de livres-jeux - par Alendir - 17/02/2010, 13:17



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