MedioCuadradok =5iX(i-1) ^ 2X(i)U(i)04894512395613025561300.561323150576900057690.05769333281361281360.281364791634496163440.163445267126336712630.7126365078415169841510.8415177081390801139080.139088193432464343240.3432491178136976813690.81369106620914161091410.091411183557881557880.55788123112300944230090.2300913529414081941400.9414148862339600233960.2339615547372816737280.73728165435817984581790.58179173384796041479600.4796182300161600016160.01616192611456611450.61145203738711025871100.8711217588152100815210.81521226645673441567340.56734233218746756874670.87467247650476089047600.04762522657600657600.6576264324377600437760.43776271916338176633810.63381284017151161715110.71511295113823121382310.38231301461609361160930.1609331258984649898460.89846328072303716230370.2303733530703369070330.070333449463089463080.46308352144430864443080.44308361963198864319880.31988371023232144323210.32321381044647041464700.4647392159460900946090.94609408950862881086280.086284174442384442380.44238421957000644700060.70006434900840036084000.0844470560000560000.56453136000000600000.64636000000000000004700048000490005000051000520005300054000550005600057000580005900060000610006200063000640006500066000670006800069000700007100072000730007400075000760007700078000790008000081000820008300084000850008600087000880008900090000910009200093000940009500096000970009800099000100000101000102000103000104000105000106000107000108000109000110000111000112000113000114000115000116000117000118000119000120000121000122000123000124000125000126000127000128000129000130000131000132000133000134000135000136000137000138000139000140000141000142000143000144000145000146000147000148000149000150000151000152000153000154000155000156000157000158000159000160000161000162000163000164000165000166000167000168000169000170000171000172000173000174000175000176000177000178000179000180000181000182000183000184000185000186000187000188000189000190000191000192000193000194000195000196000197000198000199000200000201000202000203000204000205000206000207000208000209000210000211000212000213000214000215000216000217000218000219000220000221000222000223000224000225000226000227000228000229000230000231000232000233000234000235000236000237000238000239000240000241000242000243000244000245000246000247000248000249000250000251000252000253000254000255000256000257000258000259000260000261000262000263000264000265000266000267000268000269000270000271000272000273000274000275000276000277000278000279000280000281000282000283000284000285000286000287000288000289000290000291000292000293000294000295000296000297000298000299000300000301000302000303000304000305000306000307000308000309000310000311000312000313000314000315000316000317000318000319000320000321000322000323000324000325000326000327000328000329000330000331000332000333000334000335000336000337000338000339000340000341000342000343000344000345000346000347000348000349000350000351000352000353000354000355000356000357000358000359000360000361000362000363000364000365000366000367000368000369000370000371000372000373000374000375000376000377000378000379000380000381000382000383000384000385000386000387000388000389000390000391000392000393000394000395000396000397000398000399000400000401000402000403000404000405000406000407000408000409000410000411000412000413000414000415000416000417000418000419000420000421000422000423000424000425000426000427000428000429000430000431000432000433000434000435000436000437000438000439000440000441000442000443000444000445000446000447000448000449000450000451000452000453000454000455000456000457000458000459000460000461000462000463000464000465000466000467000468000469000470000471000472000473000474000475000476000477000478000479000480000481000482000483000484000485000486000487000488000489000490000491000492000493000494000495000496000497000498000499000500000501000502000503000504000505000506000507000508000509000510000511000512000513000514000515000516000517000518000519000520000521000522000523000524000525000526000527000528000529000530000531000532000533000534000535000536000537000538000539000540000541000542000543000544000545000546000547000548000549000550000551000552000553000554000555000556000557000558000559000560000561000562000563000564000565000566000567000568000569000570000571000572000573000574000575000576000577000578000579000580000581000582000583000584000585000586000587000588000589000590000591000592000593000594000595000596000597000598000599000600000601000602000603000604000605000606000607000608000609000610000611000612000613000614000615000616000617000618000619000620000621000622000623000624000625000626000627000628000629000630000631000632000633000634000635000636000637000638000639000640000641000642000643000644000645000646000647000648000649000650000651000652000653000654000655000656000657000658000659000660000661000662000663000664000665000666000667000668000669000670000671000672000673000674000675000676000677000678000679000680000681000682000683000684000685000686000687000688000689000690000691000692000693000694000695000696000697000698000699000700000701000702000703000704000705000706000707000708000709000710000711000712000713000714000715000716000717000718000719000720000721000722000723000724000725000726000727000728000729000730000731000732000733000734000735000736000737000738000739000740000741000742000743000744000745000746000747000748000749000750000751000752000753000754000755000756000757000758000759000760000761000762000763000764000765000766000767000768000769000770000771000772000773000774000775000776000777000778000779000780000781000782000783000784000785000786000787000788000789000790000791000792000793000794000795000796000797000798000799000

MedioCuadrado1

FrecuenciaClaseFrecuenciaHistograma

MedioProducto1

FrecuenciaClaseFrecuenciaHistograma

MultConstantek =4iX(i) * X(i-1)X(i-1)X(i)U(i)021679435120445645943544560.4456242042360445604230.042331884888042388480.884843742704884874270.7427565714096742771400.714653028780714002870.028772049180028704910.04918140917049140910.409192008681409100860.008610351826008651820.518211445652518245650.45651223655830456565580.65581329937270655893720.93721461461576937246150.46151543251780461525170.25171611615955251761590.61591715502203615950220.50221830930498502293040.93041946724688930472460.72462067416784724641670.41672130194082416719400.194228083980194008390.0839231627660083962760.6276245265564627626550.26552516662780265566270.66272617594685662759460.59462739404142594640410.40412824027786404102770.0277291119357027711930.119330330461119330460.3046313633878304663380.63383219305548633830550.30553319362590305536250.36253411074375362507430.0743352693375074369330.6933365151219693315120.15123710482696151248260.4826387296912482629690.29693914328394296932830.3283409747227328374720.74724124530576747253050.53054239638960530563890.63894333893645638989360.89364457092104893609210.0921458230056092123000.23462118300230011830.1183472720900118372090.7209488528247720952820.52824938077938528207790.0779504114678077911460.114651892734114692730.92735210626858927362680.62685358123164626812310.1231547715908123171590.7159558812729715981270.81275658181193812718110.18115714717997181171790.71795813001169717900110.00115978969001178960.78966086856789686850.86856168576760868557670.57676250086395576708630.0863634976921086397690.9769648430647976943060.43066542065314430606530.0653662811818065381180.8118675301054811830100.3016824435180301043510.43516913096510435109650.0965704198715096519870.1987711917455198791740.91747218228738917422870.22877320980938228798090.98097422433183980943310.43317542482779433148270.48277620905737482790570.90577743718139905771810.71817865038317718103830.0383792750323038375030.7503802873649750387360.87368165546208873654620.54628247716032546271600.7168339107920716010790.1079847725640107972560.7256857829224725682920.82928660166752829216670.16678713822764166782270.82278813714409822771440.71448958773688714477360.77369055265984773626590.26599120570024265957000.579215156300570015630.1563938909100156390910.90919414209233909120920.20929519018372209201830.018396382836018382830.8283971515789828351570.51579842715431515771540.71549936893178715489310.893110063892374893189230.892310179691313892369130.691310261684699691368460.684610347326398684632630.326310422338498326333840.338410511041992338404190.04191061417896041941780.41781071750582417875050.750510831355890750535580.355810926702790355870270.702711025002066702700200.002111140540002040540.405411281080405481080.810811332869832810886980.869811470523384869852330.523311545516634523351660.516611627033678516603360.03361171735776033673570.73571182471952735747190.471911934717683471971760.717612033863544717686350.863512161964760863596470.964712283301845964730180.301812329114646301811460.11461243458628114645860.45861255255556458625550.255512611717230255571720.717212718324460717232440.324412823265968324426590.26591298625796265962570.625713016637363625763730.637313139875861637387580.875813255814734875881470.814713371351426814735140.351413428628558351462850.628513522085490628508540.08541365367390085436730.36731373136742367313670.13671385020991136702090.0209139285703020985700.8571401791130857079110.791114167797270791179720.797214263066492797206640.06641435293408066429340.29341441948176293494810.948114527817254948181720.817214677478732817247870.478714739119364478711930.11931485710891119371080.71081498479844710847980.479815034104184479810410.10411514994718104199470.994715210354827994735480.354815335291956354829190.291915410356612291935660.356615510409154356640910.409115614588506409158850.588515724075535588507550.07551584443175075544310.44311593345405443134540.345416015304674345430460.304616110520884304652080.520816215863568520886350.863516344971080863597100.97116483845850971084580.845816582127180845812710.127116610750118127175010.75011679533771750153370.533716840032837533703280.03281691750536032875050.75051702461640750546160.461617134643080461664300.64317229680880643068080.680817343775440680877540.775417452789232775478920.789217561194568789219450.194517615349940194534990.34991776805555349980550.805517828184445805518440.184417914853420184485340.853418015736696853473660.736618162861444736686140.861418263450724861445070.450718338823298450782320.823218437101624823210160.10161858363712101636370.36371863695192363769510.695118725280787695128070.280718819511457280751140.511418914354998511435490.354919018149586354914950.14951915305755149530570.30571924570215305757020.570219317431014570243100.43119424575620431057560.575619524808360575680830.808319646525748808352570.525719742492331525749230.492319825880211492388020.880219943332246880233220.332220029240244332224020.24022017979444240297940.979420223525188979452510.525120351428294525142820.428220422484782428248470.484720520754854484775480.754820636585156754858510.585120744163348585116330.16332089554683163355460.55462099056618554605660.05662103139036056613900.139211786740139086740.867421212056860867405680.05682134926832056892680.92682145264224926826420.264221524486056264248600.48621612840120486084010.840121740828860840182880.828821869627488828862740.627421951998912627499890.998922062670986998967090.670922167016201670901620.01622221086858016208680.0868223140616086840610.40612243524948406152490.524922521316189524931610.316122616592089316159200.59222718713120592071310.713122842215520713121550.215522915367305215536730.36732307915315367391530.915323133618969915361890.618923256647917618964790.647923340098531647909850.09852346381815098538180.38182353760730381876070.760723629043526760704350.0435

MultConstante1

FrecuenciaClaseFrecuenciaHistograma

CongruencialLinealConstante(k)7584k =4iX(i) * kX(i)U(i)0142311079203279200.79226006528006520.06523494476894470.944747164604864600.64654899264099260.992667527878427870.278772113660813660.136681035974435970.359792727964827960.2796102120486420480.2048111553203253200.532124034688034680.3468132630131230130.3013142285059285050.8505156450192050190.5019163806409606400.06417485376085370.8537186474460874460.7446195647046447040.4704203567513667510.6751215119958419950.1995221513008013000.1323985920085920.8592246516172816170.1617251226332826330.2633261996867296860.9686277345862445860.4586283478022478020.7802295917036817030.1703301291555291550.9155316943152043150.4315323272496072490.7249335497641697640.9764347405017605010.050135379958479950.7995366063408063400.634374808256008250.082538625680025680.2568391947571247570.4757403607708807700.07741583968083960.8396426367526467520.6752435120716820710.2071441570646470640.7064455357337657330.5733464347907247900.479473632736032730.3273482482243282240.8224496237081637080.3708502812147212140.121451920697620690.2069521569129669120.6912535242060842060.4206543189830489830.8983556812707212700.12756963168063160.6316574790054490050.9005586829392029390.2939592228937628930.2893602194051294050.9405617132752032750.3275622483760083760.8376636352358452350.5235643970224070220.7022655325484825480.2548661932403232400.324672457216057210.5721684338806438800.388692942592042590.4259703230025630020.3002712276716876710.7671725817686417680.1768731340851240850.4085743098064098060.9806757436870436870.3687762796220896220.9622777297324897320.9732787380748880740.8074796123321623320.2332801768588868580.6858815201107201100.0118283424034240.3424832596761696760.9676847338278438270.3827852902396802390.023986181257681250.8125876162000062000.62884702080002080.020889157747257740.5774904379001679000.79915991360091360.9136926928742428740.2874932179641679640.7964946039897639890.3989953025257625250.2525961914960014960.1496971134566434560.3456982621030421030.2103991594915294910.94911007197974497970.97971017430044830040.30041022278233678230.78231035932963232960.32961042499686499680.99681057559731259730.59731064529923229920.29921072269132869130.69131085242819242810.42811093246710446710.46711103542486442480.42481113221683221680.21681121644211244210.44211133352886452880.52881144010419210410.1041115789494489490.89491166786921686920.86921176592012892010.92011186978038478030.78031195917795217790.17791201349193649190.49191213730569630560.30561222317670417670.17671231340092840090.40091243040425640420.40421253065452865450.65451264963728063720.63721274832524832520.32521282466316866310.66311295028950428950.28951302195568095560.95561317247270447270.47271323584956884950.84951336442608042600.4261343230784030780.30781352334355234350.34351362605104005100.051137386784086780.86781386581395281390.81391396172617672610.72611405506742406740.0674141511161611160.1116142846374446370.46371433516700816700.1671441266528066520.66521455044876844870.44871463402940802940.0294147222969622960.22961481741286441280.41281493130675230670.30671502326012826010.26011511972598472590.72591525505225605220.0522153395884895880.95881547271539271530.71531555424835224830.24831561883107283100.8311576302304002300.023158174432074430.74431595644771244770.44771603395356895350.95351617231344031340.31341622376825676820.76821635826028826020.26021641973356873350.73351655562864062860.62861664767302467300.6731675104032004030.0403168305635205630.0563169426979226970.26971702045404845400.4541713443136043130.43131723270979270970.70971735382364882360.82361746246182446180.46181753502291202290.0229176173673673670.73671775587132887130.87131786607939207930.0793179601411201410.0141180106934406930.0693181525571225570.25571821939228839220.39221832974444874440.74441845645529645520.45521853452236852230.52231863961123261120.61121874635340835340.35341882680185680180.80181896080851280850.80851906131664031660.31661912401094401090.010919282665626650.26651932021136021130.21131941602499202490.0249195188841688840.88841966737625637620.37621972853100853100.5311984027104027100.2711992055264055260.55262004190918490910.90912016894614494610.94612027175222475220.75222035704684804680.0468204354931254930.54932054165891265890.65892064997097697090.97092077363305663300.6332084800672000670.006720950812808120.0812210615820815820.15822111199788899780.99782127567315267310.67312135104790404790.0479214363273663270.63272154798396898390.98392167461897661890.61892174693737693730.93732187108483208480.0848219643123243120.43122203270220870220.70222215325484825480.25482221932403232400.3242232457216057210.57212244338806438800.3882252942592042590.42592263230025630020.30022272276716876710.76712285817686417680.17682291340851240850.40852303098064098060.98062317436870436870.36872322796220896220.96222337297324897320.97322347380748880740.80742356123321623320.23322361768588868580.68582375201107201100.01123883424034240.34242392596761696760.96762407338278438270.38272412902396802390.0239242181257681250.81252436162000062000.622444702080002080.0208245157747257740.57742464379001679000.792475991360091360.91362486928742428740.28742492179641679640.79642506039897639890.39892513025257625250.25252521914960014960.14962531134566434560.34562542621030421030.21032551594915294910.94912567197974497970.97972577430044830040.30042582278233678230.78232595932963232960.32962602499686499680.99682617559731259730.59732624529923229920.29922632269132869130.69132645242819242810.42812653246710446710.46712663542486442480.42482673221683221680.21682681644211244210.44212693352886452880.52882704010419210410.1041271789494489490.89492726786921686920.86922736592012892010.92012746978038478030.78032755917795217790.17792761349193649190.49192773730569630560.30562782317670417670.17672791340092840090.40092803040425640420.40422813065452865450.65452824963728063720.63722834832524832520.32522842466316866310.66312855028950428950.28952862195568095560.95562877247270447270.47272883584956884950.84952896442608042600.4262903230784030780.30782912334355234350.34352922605104005100.051293386784086780.86782946581395281390.81392956172617672610.72612965506742406740.0674297511161611160.1116298846374446370.46372993516700816700.1673001266528066520.66523015044876844870.44873023402940802940.0294303222969622960.22963041741286441280.41283053130675230670.30673062326012826010.26013071972598472590.72593085505225605220.0522309395884895880.95883107271539271530.71533115424835224830.24833121883107283100.8313136302304002300.023314174432074430.74433155644771244770.44773163395356895350.95353177231344031340.31343182376825676820.76823195826028826020.26023201973356873350.73353215562864062860.62863224767302467300.6733235104032004030.0403324305635205630.0563325426979226970.26973262045404845400.4543273443136043130.43133283270979270970.70973295382364882360.82363306246182446180.46183313502291202290.0229332173673673670.73673335587132887130.87133346607939207930.0793335601411201410.0141336106934406930.0693337525571225570.25573381939228839220.39223392974444874440.74443405645529645520.45523413452236852230.52233423961123261120.61123434635340835340.35343442680185680180.80183456080851280850.80853466131664031660.31663472401094401090.010934882665626650.26653492021136021130.21133501602499202490.0249351188841688840.88843526737625637620.37623532853100853100.5313544027104027100.2713552055264055260.55263564190918490910.90913576894614494610.94613587175222475220.75223595704684804680.0468360354931254930.54933614165891265890.65893624997097697090.97093637363305663300.6333644800672000670.006736550812808120.0812366615820815820.15823671199788899780.99783687567315267310.67313695104790404790.0479370363273663270.63273714798396898390.98393727461897661890.61893734693737693730.93733747108483208480.0848375643123243120.43123763270220870220.70223775325484825480.25483781932403232400.3243792457216057210.57213804338806438800.3883812942592042590.42593823230025630020.30023832276716876710.76713845817686417680.17683851340851240850.40853863098064098060.98063877436870436870.36873882796220896220.96223897297324897320.97323907380748880740.80743916123321623320.23323921768588868580.68583935201107201100.01139483424034240.34243952596761696760.96763967338278438270.38273972902396802390.0239398181257681250.81253996162000062000.624004702080002080.0208401157747257740.57744024379001679000.794035991360091360.91364046928742428740.28744052179641679640.79644066039897639890.39894073025257625250.25254081914960014960.14964091134566434560.34564102621030421030.21034111594915294910.94914127197974497970.97974137430044830040.30044142278233678230.78234155932963232960.32964162499686499680.99684177559731259730.59734184529923229920.29924192269132869130.69134205242819242810.42814213246710446710.46714223542486442480.42484233221683221680.21684241644211244210.44214253352886452880.52884264010419210410.1041427789494489490.89494286786921686920.86924296592012892010.92014306978038478030.78034315917795217790.17794321349193649190.49194333730569630560.30564342317670417670.17674351340092840090.40094363040425640420.40424373065452865450.65454384963728063720.63724394832524832520.32524402466316866310.66314415028950428950.28954422195568095560.95564437247270447270.47274443584956884950.84954456442608042600.4264463230784030780.30784472334355234350.34354482605104005100.051449386784086780.86784506581395281390.81394516172617672610.72614525506742406740.0674453511161611160.1116454846374446370.46374553516700816700.1674561266528066520.66524575044876844870.44874583402940802940.0294459222969622960.22964601741286441280.41284613130675230670.30674622326012826010.26014631972598472590.72594645505225605220.0522465395884895880.95884667271539271530.71534675424835224830.24834681883107283100.8314696302304002300.023470174432074430.74434715644771244770.44774723395356895350.95354737231344031340.31344742376825676820.76824755826028826020.26024761973356873350.73354775562864062860.62864784767302467300.6734795104032004030.0403480305635205630.0563481426979226970.26974822045404845400.4544833443136043130.43134843270979270970.70974855382364882360.82364866246182446180.46184873502291202290.0229488173673673670.73674895587132887130.87134906607939207930.0793491601411201410.0141492106934406930.0693493525571225570.25574941939228839220.39224952974444874440.74444965645529645520.45524973452236852230.52234983961123261120.61124994635340835340.35345002680185680180.80185016080851280850.80855026131664031660.31665032401094401090.010950482665626650.26655052021136021130.21135061602499202490.0249507188841688840.88845086737625637620.37625092853100853100.5315104027104027100.2715112055264055260.55265124190918490910.90915136894614494610.94615147175222475220.75225155704684804680.0468516354931254930.54935174165891265890.65895184997097697090.97095197363305663300.6335204800672000670.006752150812808120.0812522615820815820.15825231199788899780.99785247567315267310.67315255104790404790.0479526363273663270.63275274798396898390.98395287461897661890.61895294693737693730.93735307108483208480.0848531643123243120.43125323270220870220.70225335325484825480.25485341932403232400.3245352457216057210.57215364338806438800.3885372942592042590.42595383230025630020.30025392276716876710.76715405817686417680.17685411340851240850.40855423098064098060.98065437436870436870.36875442796220896220.96225457297324897320.97325467380748880740.80745476123321623320.23325481768588868580.68585495201107201100.01155083424034240.34245512596761696760.96765527338278438270.38275532902396802390.0239554181257681250.81255556162000062000.625564702080002080.0208557157747257740.57745584379001679000.795595991360091360.91365606928742428740.28745612179641679640.79645626039897639890.39895633025257625250.25255641914960014960.14965651134566434560.34565662621030421030.21035671594915294910.94915687197974497970.97975697430044830040.30045702278233678230.78235715932963232960.32965722499686499680.99685737559731259730.59735744529923229920.29925752269132869130.69135765242819242810.42815773246710446710.46715783542486442480.42485793221683221680.21685801644211244210.44215813352886452880.52885824010419210410.1041583789494489490.89495846786921686920.86925856592012892010.92015866978038478030.78035875917795217790.17795881349193649190.49195893730569630560.30565902317670417670.17675911340092840090.40095923040425640420.40425933065452865450.65455944963728063720.63725954832524832520.32525962466316866310.66315975028950428950.28955982195568095560.95565997247270447270.47276003584956884950.84956016442608042600.4266023230784030780.30786032334355234350.34356042605104005100.051605386784086780.86786066581395281390.81396076172617672610.72616085506742406740.0674609511161611160.1116610846374446370.46376113516700816700.1676121266528066520.66526135044876844870.44876143402940802940.0294615222969622960.22966161741286441280.41286173130675230670.30676182326012826010.26016191972598472590.72596205505225605220.0522621395884895880.95886227271539271530.71536235424835224830.24836241883107283100.8316256302304002300.023626174432074430.74436275644771244770.44776283395356895350.95356297231344031340.31346302376825676820.76826315826028826020.26026321973356873350.73356335562864062860.62866344767302467300.6736355104032004030.0403636305635205630.0563637426979226970.26976382045404845400.4546393443136043130.43136403270979270970.70976415382364882360.82366426246182446180.46186433502291202290.0229644173673673670.73676455587132887130.87136466607939207930.0793647601411201410.0141648106934406930.0693649525571225570.25576501939228839220.39226512974444874440.74446525645529645520.45526533452236852230.52236543961123261120.61126554635340835340.35346562680185680180.80186576080851280850.80856586131664031660.31666592401094401090.010966082665626650.26656612021136021130.21136621602499202490.0249663188841688840.88846646737625637620.37626652853100853100.5316664027104027100.2716672055264055260.55266684190918490910.90916696894614494610.94616707175222475220.75226715704684804680.0468672354931254930.54936734165891265890.65896744997097697090.97096757363305663300.6336764800672000670.006767750812808120.0812678615820815820.15826791199788899780.99786807567315267310.67316815104790404790.0479682363273663270.63276834798396898390.98396847461897661890.61896854693737693730.93736867108483208480.0848687643123243120.43126883270220870220.70226895325484825480.25486901932403232400.3246912457216057210.57216924338806438800.3886932942592042590.42596943230025630020.30026952276716876710.76716965817686417680.17686971340851240850.40856983098064098060.98066997436870436870.36877002796220896220.96227017297324897320.97327027380748880740.80747036123321623320.23327041768588868580.68587055201107201100.01170683424034240.34247072596761696760.96767087338278438270.38277092902396802390.0239710181257681250.81257116162000062000.627124702080002080.0208713157747257740.57747144379001679000.797155991360091360.91367166928742428740.28747172179641679640.79647186039897639890.39897193025257625250.25257201914960014960.14967211134566434560.34567222621030421030.21037231594915294910.94917247197974497970.97977257430044830040.30047262278233678230.78237275932963232960.32967282499686499680.99687297559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CongruencialLineal1

FrecuenciaClaseFrecuenciaHistograma

CongruencialMultiplicativoMETODO CONGRUENCIAL LINEALa2a < mc5c < mm61iZ(i)Z(i+1)Z(i+1)/m06170.2786885246117390.6393442623239220.3606557377322490.8032786885449420.6885245902542280.4590163934628007050.081967213185150.2459016393915350.57377049181035140.22950819671114330.54098360661233100.16393442621310250.40983606561425550.90163934431555540.88524590161654520.85245901641752480.78688524591848400.65573770491940240.3934426232024530.8688524592153500.81967213112250440.72131147542344320.5245901639243280.131147541258210.34426229512621470.77049180332747380.62295081972838200.32786885252920450.7377049183045340.55737704923134120.19672131153212290.4754098361332920.032786885234290.1475409836359230.37704918033623510.83606557383751460.75409836073846360.59016393443936160.2622950824016370.6065573774137180.29508196724218410.67213114754341260.42622950824426570.93442622954557580.95081967214658600.9836065574476030.0491803279483110.18032786894911270.44262295085027590.9672131148515910.016393442652170.1147540984537190.31147540985419430.70491803285543300.4918032787563040.0655737705574130.21311475415813310.5081967213593160.0983606557606170.27868852466117390.63934426236239220.36065573776322490.80327868856449420.68852459026542280.459016393466280067050.0819672131685150.24590163936915350.57377049187035140.22950819677114330.54098360667233100.16393442627310250.40983606567425550.90163934437555540.88524590167654520.85245901647752480.78688524597848400.65573770497940240.3934426238024530.8688524598153500.81967213118250440.72131147548344320.5245901639843280.131147541858210.34426229518621470.77049180338747380.62295081978838200.32786885258920450.7377049189045340.55737704929134120.19672131159212290.4754098361932920.032786885294290.1475409836959230.37704918039623510.83606557389751460.75409836079846360.59016393449936160.26229508210016370.60655737710137180.295081967210218410.672131147510341260.426229508210426570.934426229510557580.950819672110658600.98360655741076030.04918032791083110.180327868910911270.442622950811027590.96721311481115910.0163934426112170.11475409841137190.311475409811419430.704918032811543300.49180327871163040.06557377051174130.2131147541

CongruencialMultiplicativo1

FrecuenciaClaseFrecuenciaHistograma

AyAa16807a < mc0c < mm2147483647Z0 < miZ(i)Z(i+1)Z(i+1)/m035158992570.0027470556158992573645646370.169763638323645646374670091680.2174680905346700916821178404380.98619630514211784043827924410.00130033175279244118353993000.85467440126183539930011009295920.5126602913711009295926045501920.281515620886045501929299429870.433038448799299429871657996430.07720647521016579964313083097420.60922919891113083097426767721610.31514659591267677216114363154150.66883648541314363154152895039780.13481079511428950397816428977910.765033900615164289779119859238580.924767860616198592385812314397320.573433811117123143973215076695850.702063360118150766958512431641420.5788934151912431641429913329310.4616253692099133293111544378910.53757703472111544378911228833920.05722203852212288339215693845770.730801642723156938457712524331850.583209649524125243318598324010.004578568525983240120444064350.95200093272620444064356006010450.27967665592760060104511286224150.5255557669281128622415338749540.015774254729338749542531854230.11789865013025318542311222996540.522611501931112229965411414131770.53151192963211414131772598471880.12100077613325984718814174343650.66004431143414174343657832763840.3647414895357832763844514297780.2102133717364514297781205539950.05613732853712055399510739148440.500080568938107391484418342137200.85412232253918342137205022393550.23387342474050223935515261067750.710648845741152610677518793713040.875150461242187937130414040262520.65380067224314040262529189041280.42789807944491890412814667737190.683019738545146677371911011113200.51274491546110111132015113690410.703786053647151136904111428953710.5322021348114289537115487616290.72119833424915487616293874133160.180403383550387413316851843080.0396670345518518430814685556540.68384951665214685556549853218070.45882622135398532180710572082320.49230094655410572082322190599460.1020077365552190599469535414640.44402734585695354146416484115340.76760143735716484115341661219910.0773565802581661219912835616370.132043677592835616375542203660.25807896926055422036611451143230.533235416111451143231879822470.0875360552621879822474691805920.21847923866346918059221057416070.98056234796421057416076686862890.3113813183656686862898285344720.385816429668285344728949037560.41672203526789490375618194471510.847246102968181944715114286172240.665251735969142861722419025103080.885925399670190251030816067263730.748190271671160672637317907736330.83389395567217907736335491371260.25571190117354913712616104455230.749922135774161044552320215019200.9413351868752021501920439902530.020484557976439902536098076030.28396379367760980760312444201370.57947828327812444201376260044260.291506027796260044267340011290.34179591088073400112912109067350.563872389381121090673569725260.003246835482697252612231275440.569563146983122312754413911629240.647810718384139116292416207987790.754743246285162079877920825001050.96973968028620825001058907859290.41480452268789078592913306054660.619611454588133060546617388508510.809715526189173885085119087843810.888846992590190878438118283725810.851402330191182837258111144639440.51896271519211144639444431376740.2063520598934431376743415991220.1590694879434159912210326550230.480867467695103265502320176201540.939527598696201762015413751421480.64035046329713751421487950724220.37023444779879507242211389449200.530362557999113894492017255247290.803510067100172552472912749512150.593695424310112749512155132407390.238996343310251324073917427740210.8115423945103174277402112735095140.59302408104127350951420523757960.9557119556105205237579613976652580.6508386036106139766525813838603200.6444101784107138386032012925012300.6018677869108129250123012710832050.5918942418109127108320520755897260.966521784211020755897267121630140.33162674611171216301413974115670.6507204695112139741156714150429770.6589307346113141504297713934075610.648855958911413934075616917071920.322101261611569170719211937947330.555903992411611937947331683636100.078400415411716836361014512301710.6757817099118145123017118537050180.8631986654119185370501816749704970.7799689182120167497049720134982030.937608165612120134982038169883950.38043986791228169883951135158470.05285993551231135158478953619930.41693541851248953619939311018220.43357807321259311018223149866650.1466770961263149866654336888000.2019520851274336888004481636820.208692477212844816368210618533450.494463995812910618533459800628450.45637732631309800628457166634250.333722413213171666342518738915990.8725987747132187389159916484211380.767605909513316484211383275364190.15252103061343275364199040068720.42096100391359040068721966951790.09159333031361966951798785407200.409102402813787854072016838079150.784084161613816838079152201272390.102504733513922012723917116657390.797056471814017116657392751401610.12812212161412751401617483939360.34849808381427483939364451618730.207294650914344516187325733630.001198315514425733633008390010.140089076514530083900110245847690.4771094627146102458476916723309370.778739777314716723309376000862230.279436923214860008622310659436490.496368692149106594364910063254690.4686068136150100632546918784373580.874715558715118784373587395813590.34439440791527395813595085518770.23681292181535085518772464816790.1147769761542464816791216238900.056635537215512162389018757709330.8734739078156187577093310221329710.4759677553157102213297112671512440.590063279815812671512444156306090.193543084515941563060918868254190.8786215539160188682541921312855310.992457164416121312855314886875570.22756287716248868755713943043710.649273568616313943043717320073330.340867477216473200733320609157150.9596886653165206091571510466795420.4873981432166104667954215045098170.7005919785167150450981718240345410.8493822729168182403454112194696620.56785981291691219469662426822660.0198754789170426822661013065640.04717454517110130656418523727240.862578267617218523727247579417090.352944112117375794170920007928060.9316917541174200079280620257457160.943311358317520257457165025092740.233999115517650250927417676681140.823134609917717676681149092194000.423388276417890921940019043073950.8867622334179190430739517455965240.8128567249180174559652414666772010.6829747938181146667720116264169410.7573594068182162641694120176683710.93955005141832017668371380416200.01771450971843804162015628641810.7277653468185156286418111858036100.5521828358186118580361011530291100.53692101991871153029110678212420.03158172691886782124217052813840.794083524918917052813843474680260.16180240841903474680268870767890.413077319719188707678912681152490.5905121796192126811524915852771150.7382021825193158527711520703471230.964080506919420703471236465639200.30107978751956465639205325496200.247987741719653254962019971062910.929975086819719971062911960302270.09128368791981960302274401106910.20494251119944011069110067033690.468782787200100670336917873517170.8323005018

AyA11

Frecuencia% acumuladoClaseFrecuenciaHistograma

AyAdMPRUEBA DE AEATORIEDADPRUEBA DE CORRIDAS: ARRIBA Y ABAJOa0.9001968011+10.9402423552-20.6852158487-20.1609825032+30.4921281725+30.9864195288-40.7775933805+50.8136050543-60.6837597721-60.2154579788+70.7542862831-80.0796647841+90.0957994676+90.2884726344+90.5390073258+90.5694192148+90.6707405334-100.3055497388-100.1863728854-100.0579220649+110.6391503024+110.8270154338-120.0186078754+130.6902258388-140.2872642274+150.8730854674-160.2581967165+170.3588017864-180.1405736165+190.4250643058-200.1620975813+210.7622656944-220.0786486263+230.3413464034-240.190180447+250.3710298586-260.0133058697+270.6910096459-280.5560992654-280.3028050403a=28media=26.3333333333varianza=6.7888888889Z0=0.6396603026Z1-/2=1.9599639845No se rechaza la hiptesis nula si Z0 < Zc

PRUEBA DE AEATORIEDADPRUEBA DE CORRIDAS: ARRIBA Y DEBAJO DE LA MEDIAb0.3041137402-10.6921650968+20.2183689096-30.7211895808+40.9861300098+40.7841423433+40.6487314964+40.7911693488+40.5160651763+40.2208956664-50.5439184741+60.4545478604-70.8325779024+80.7748014704+80.7136364983+80.8204273418+80.5639249132+80.9919107163+80.4549570206-90.0879272627-90.587653343+100.9877501679+100.2103547433-110.2299026731-110.2946846324-110.1007327642-110.1678883752-110.9074160277+120.157209955-130.2895190816-130.8113606255+140.4179490408-150.4821841998-150.6004562683+160.1956100897-170.3983441794-170.2782519943-170.2368050432-170.3517160946-170.6295977095+18N=40n1=20n2=20b=18u=20.5var=9.7435897436Z00.8009040944Zc1.9599639845No se rechaza la hiptesis nula si Z0 < Zc