planilha lotofácil

ResultadosT A B E L A D E A T R A S O D E D E Z E N A P A R A C L C U L O D O I F R A PP R E V I S O P O R A L I S A M E N T O E X P O N E N C I A L (Modifique o valor de AES nas clulas amarelas para obter o menor erro possivel)Maior acertoMaior quant399 9 } {Serve para qualquer intervalo}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 CATICA {intervalo padro: 0 -> 9 } {Serve para qualquer intervalo}ABCDEFGHIJKLA1K0k01Bkk0k0kCKKK101D1K00KKE1KK010F11K1K0GKKK1K0H01K11KIKKK11KJK111K1K010k01L111KK0MK11KKKNK111KKO0K01KKPKK1kKKQ1K0K11R010KK1S11010KT1111KKUKKKk11VKKKkKKX10K0KKYk011k1W01110KZ1K011KAA111KKKBAKK00K1CA1K0K1KDA1K1K0KEA1KK1K0GA11K1K0H01K00KJ101K11KA0KK111LAkk10k0MA

MBD00072333.doc0.6931, 0.6031}

{k1 e erro=er}

Set::wrsym: Symbol In is Protected.

{k1=, 0.02, 0, 0, d(P)=, 0.0004, falso}

Set::wrsym: Symbol In is Protected.

{k0=, 2.715, 2, 2, d(F)=, 0.0143}

{falso}

{F=, 0.6643, Fe=, 0.6243, eF=, 0.6157}

{P=, 0.6096, Pe=, 0.6104, eP=, 0.6296}

Set::wrsym: Symbol In is Protected.

{k1t=, 0.345, 0, 0, d(P)=, 0.0069, falso}

Set::wrsym: Symbol In is Protected.

{k0t=, 4.155, 4, 4, d(F)=, 0.0031}

{falso}

{-0.02, 2.715, -0.345, 4.155}

VALORES Fr no DOMNIO

{kF=, 2.715, F=, 0.6643, Fe=, 0.6243, eF=, 0.6157}

{kP=, -0.02, P=, 0.6096, Pe=, 0.6104, eP=, 0.6296}

{kF1=, 4.155, F1=, 0.6931, Fe=, 0.6131, eF=, 0.6269}

{kP1=, -0.345, P1=, 0.6031, Pe=, 0.6169, eP=, 0.6231}

{erro F,P=, -3.66525, er=, 0.027}

{erro F1,P1=, 0.0481739, er1=, -0.004}

{ATENO=> Tendncia F~=[Pr+-dP 0.05]}

{mFe=, 0.616175, meF=, 0.623825}

{Pres->Fut =>Pr1=, {0.621996}, Ver > prox Fr->F, dP=, {0.624023},

Pr2=, {0.618004}}

VALORES Fr bruto

{F=, 0.6643, Fe=, 0.6243, eF=, 0.6157}

{Fr1=, {0.653197}, Fr2=, {0.590795}, Fr3=, {0.649205}, Fr4=,

{0.586803}}

{e1=, {-0.0111029}, e2=, {-0.0735052}, e3=, {-0.0150948}, e4=,

{-0.0774971}}

{-------------------------}

{Fut->Pres => dFc=, {0.03125}, Pr=, {0.621996},

Ver > prox Prj->Pr ,/erro=[Pr-Prj],Fr=[F +- erro] }

{Pr1=, {0.65555}, {0.0335541}, Pr2=, {0.59305}, {0.0289459}}

{Pr3=, {0.64695}, {0.0249541}, Pr4=, {0.58445}, {0.0375459}}

MBD00073F3A.doc{falso, falso, If[Fra < mi, Fa0 = 2 mi - Fra, Fa0 = falso],

If[Fra > Ma, Fa1 = 2 Ma - Fra, Fa1 = falso]}

{0.63175, falso, falso, 0.62825}

{F11>Pr1=> Fr=, falso, F11=Pr1=> Fr=, falso, Fr, Fa0, Fr>Max=>,

Fa1}

{F12>Pr2=> Fr=, 0.63175, F12=Pr2=> Fr=, falso, Fr, falso,

Fr>Max=>, 0.62825}

--------------------------

Fr X Pr / faz dP=dF => Fr prximo

{falso, falso, 0.6317, falso}

{F11>Pr1=> Fr=, falso, F11=Pr1=> Fr=, falso, F12>Pr2=> Fr=, 0.6317,

F12=Pr2=> Fr=, falso}

(A1)CONVERGNCIA FIM => Fr(Fut) X Pr(Pres) / dPdF => Q1 ou Q2

{e1=Pf1-Pr1, -0.005, e2=Pf2-Pr2, 0.0049}

{0.60815, falso, If[Fra > ma, Fra = 2 ma - Fra, 0],

If[Fra > me, Fra = ma + mi - Fra, 0], 0.61185, 0}

{0.63175, falso, 0.62825, 0, If[Fre < mi, Fre = 2 mi - Fre, 0],

If[Fre < me, Fre = ma + mi - Fre, 0]}

{F1>Pr1=> Fr**=, falso, False, F1 Fr=, True, 0.61185,

F1=Pr1=> Fr*=, False, falso}

{F2>Pr2=> Fr**=, True, 0.62825, F12 Fr=, False, Fre,

F2=Pr2=> Fr*=, False, falso}

------------------------------------

(A2)Fr X Pr / Pres->Fut:Fr~Fp=Pr+- 0.05 dP +- e

{0.5818, 0, If[Fra > ma, Fra = 2 ma - Fra, 0],

If[Fra > me, Fra = ma + mi - Fra, 0], 0.6382, 0.6018}

{0.6483, 0, 0.6117, 0.6283, If[Fre < mi, Fre = 2 mi - Fre, 0],

If[Fre < me, Fre = ma + mi - Fre, 0]}

{F1>Pr1=> Fr**=, False, falso, F1 Fr=, True, 0.6018,

MBD00074E58.docJ trocou intervalo {mi,ma,me,amp}?/ F apenas em geral

{2.715, f->f=, 0.0143, kd=, -30.5, f->d=, 0.01}

Set::write: Tag In in In[] is Protected.

{f->0\Q1=, 0.6643, kf=, 2.715, f0=, 0.6243, fM=, 0.6157}

{df->0\Q1=, 0., kd=, -30.5, d0=, 0.62, dM=, 0.62}

Ref.mdia

{2.215, f->f=, 0.0043, kd=, -31., f->d=, 0.}

Set::write: Tag In in In[] is Protected.

{f->me\Q1=, 0.6643, kf=, 2.215, f0=, 0.6143, fM=, 0.6257}

{df->me\Q1=, 0., kd=, -31., d0=, 0.61, dM=, 0.63}

PRINCIPAL

{f-Viz, {fviz\Q1=, 0.6643, kf=, 33.215, f0=, 0.6143, fM=, 0.6257}}

{f->0, {f->0\Q1=, 0.6643, kf=, 2.715, f0=, 0.6243, fM=, 0.6157}}

Experimental

{f->me, {f->me\Q1=, 0.6643, kf=, 2.215, f0=, 0.6143, fM=, 0.6257}}

(VII) Ef.Borboleta => perto ou longe,(ou mdia) => k0 & kM/VIZ

=>Parte decimal -> DEZ e UNID separadas

{Dados: f=, 0.6643, f1=, 0.6243}

{0.61, 0.638, 0.028, 0.646, 0.036}

DEZENAS

{k-> DEZ: k0(f)=, 1.93929, k0(f1)=, 0.510714, f1=, 0.6243}

{k-> DEZ: kM(f)=, 0.939286, kM(f1)=, -0.489286, f1=, 0.6243}

UNIDADES

{k-> UNID: k0(f)=, 1.50833, k0(f1)=, 0.397222, f1=, 0.6243}

{k-> UNID: kM(f)=, 0.508333, kM(f1)=, -0.602778, f1=, 0.6243, Null}

(VIII) Ef.Borboleta: Convergncia Final

{0.6243, 0.63, Fperto=, 0.625725, Flonge=, 0.628575,

, se->md=>, 0.62715, Null} { Resposta, aps anlise: 4}

Concluso:

Para calcular uma loteria tipo Megasena, composta de 12 sorteios independentes, so necessrios cerca de 5 a 6 horas de processamento de dados, anlise e interpretao dos resultados.

Voc notou a presena de 3 nomes femininos? Elas integram minha equipe, e tiveram grande participao neste trabalho.

MBD000756BD.doc

Atividades humanas em geral so otimizadas com Matemtica

TABELAS CATICAS

Para Loterias e outros

Luiz Frana

PAGE

1

Luiz Julio Frana dos Santos- engo. eletricista CREA 27.399-D-5a.R / Av. Generalssimo Deodoro 545 - Umarizal - Belm-Par Cep. 66055.240 Fone-fax: (091) 223-2367 e 224-7551

Matemtica Vida Global

_951238354.bin

MBD000745A9.doc F1=Pr1=> Fr*=, False, falso}

{F2>Pr2=> Fr**=, True, 0.6283, F2 Fr=, False, Fre,

F2=Pr2=> Fr*=, False, falso}

------------------------------------

(B)Fr X Pr / faz dP=dF => Fr~ (Fr aproximado)

{e1=, 0.005, e2=, 0.0049}

{0.6082, falso, If[Fra > ma, Fra = 2 ma - Fra, 0],

If[Fra > me, Fra = ma + mi - Fra, 0], 0.6118, 0}

{0.6317, falso, 0.6283, 0, If[Fre < mi, Fre = 2 mi - Fre, 0],

If[Fre < me, Fre = ma + mi - Fre, 0]}

{F1>Pr1=> Fr**=, False, falso, F1 Fr=, True, 0.6118,

F1=Pr1=> Fr*=, False, falso, F2>Pr2=> Fr**=, True, 0.6283,

F2 Fr=, False, Fre, F2=Pr2=> Fr*=, False, falso}

(V) SOCORRO Fp X Pf

{Dados:, 0.61, 0.638, 0.028, 0.662, 0.6613, 0.624, 0.025641, Fp=,

0.6268, Pf=, 0.613, 0.0095, -0.0093}

{Fsico, e1t=, 0.00131538, e2t=, -0.000615385}

{Algbrico, e11=, 0.00464894, e22=, -0.00455106}

{0.631449, falso, falso, 0.622349, falso, falso, Fr=,

{Fpt=, 0.631449, Pft=, 0.622349}}

(VI) F/VETOR VIZINHO

{{0.6643, 0.}, trocou intervalo?\apenas fu}

{0.61, 0.63, 0.62, 0.02}

{33.215, f->f=, 0.0043, kd=, 0., f->d=, 0.}

Set::write: Tag In in In[] is Protected.

{fviz\Q1=, 0.6643, kf=, 33.215, f0=, 0.6143, fM=, 0.6257}

{dfviz\Q1=, 0., kd=, 0., d0=, 0.61, dM=, 0.63}

( Ef.Borboleta: Passo-> 2 ) F & F' => vetor pr-final

MBD00073233.doc{k1=, 1.56, 1, 1, d(P)=, 0.0112, falso}

{0.6212, 0.6188}

Set::wrsym: Symbol In is Protected.

{1.155, 1, 1, d(F)=, 0.0031}

{falso}

{0.6131, 0.6269}

Set::wrsym: Symbol In is Protected.

{4.275, 4, 4, d(F)=, 0.0055}

{falso}

{0.6155, 0.6245}

Set::wrsym: Symbol In is Protected.

{k1t=, 2.715, 2, 2, d(P)=, 0.0143, falso}

{F=, 0.6243, 0.6157}

{Pr=, 0.622, dP=, 0.624}

{Pa0=, 0.6331, Pa0q=, 0.6131, q0aP=, 0.6269}

{c=, 0.0089, ou, -0.0049}

{Pa1=, 0.6955, Pa1q=, 0.6155, q1aP=, 0.6245}

{c1=, 0.0065, ou, -0.0025}

{F=, 0.6643, dF=, 0.625}

{AJUSTE dP e dF (a) e (b) }

{F=, 0.6643, Fe=, 0.6243, eF=, 0.6157}

{(Aa)PRES->FUT: Fp=, 0.6532, COMPARAR c/F=, 0.6643, ,

Fpq=, 0.6132, qpF=, 0.6268}

{(Bb)FUT->PRES: Pf=, 0.633, P1q=, 0.613, q1P=, 0.6269,

COMPARAR c-> Pr=, 0.622}

PROXIMIDADE F,P0f,P1f,Fp,F0

{F=, 0.6643, Fe=, 0.6243, eF=, 0.6157}

{Fut->Pre:Pf=, 0.633, P1q=, 0.613, q1P=, 0.6269}

{Pre->Fut: Fp=, 0.6532, Fpq=, 0.6132, qpF=, 0.6268}

{F0=mi+0.05dP=, 0.6412, F0q=, 0.6212, q0F=, 0.6188}

{0.6157, 0.6243, F=, 0.6643, Fe=, 0.6157, eF=, 0.6243}

{0.6132, 0.6268, Fp=, 0.6532, Fpq=, 0.6132, qpF=, 0.6268,

COMPARAR c/F=, 0.6643}

{-->, F-Fp=, {0.0025, -0.0025}}

{0.61305, 0.62695, Pf=, 0.633, P1q=, 0.613, q1P=, 0.6269,