sábado, 12 de dezembro de 2015

Algemetria associativa [álgebra e geometria Graceli]
A = dimensão de graceli. [dm]. B = tempo. C = espaço.
p = progressão.

A + b = c – d / p     
A + b = d – c / p / pi.
A + b = e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.].


A + b = c – d / p    - logx/ x
A + b = d – c / p / π. -/ logx/ x
A + b = e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.]../ - logx/ x


A + b = c – d / p    - logx/ x [/] p/ .pP
A + b = d – c / p / π. -/ logx/ x [/] p/ .pP
A + b = e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.]../ - logx/ x  [/] p/ .pP



A + b = c – d / p      
A + b = d – c / p / π.
A + b = e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.]..


A + b / c= c – d / p    - logx/ x
A + b / c= d – c / p / π. -/ logx/ x
A + b / c= e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.]../ - logx/ x


A + b /c= c – d / p    - logx/ x [/] p/ .pP
A + b /c= d – c / p / π. -/ logx/ x [/] p/ .pP
A + b /c= e – d + c / π  \scriptstyle {\sqrt {x}}. [ p.]../ - logx/ x  [/] p/ .pP



A + b = c – d / p  + cpG 1/3 [p/d [n]] [PRODUTO / DIVISOR] , co-primo graceli.
A + b = d – c / p / π. / cpG 1/3 [p/d [n]]


A + b = c – d / p / cpG 1/3 [p/d [n]] /cpG 1/3 [p/d [n]]
A + b = d – c / p / π. /cpG 1/3 [p/d [n]]/ cpG 1/3 [p/d [n]]
A + b = e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.].. cpG 1/3 [p/d [n]]


A + b / c= c – d / p    - logx/ x / [senx, cósw] / cpG 1/3 [p/d [n]]
A + b / c= d – c / p / π. -/ logx/ x /[senx, cósw] / cpG 1/3 [p/d [n]]
A + b / c= e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.]./ - logx/ x /[senx, cósw] / cpG 1/3 [p/d [n]]


A + b /c= c – d / p    - logx/ x [/] p/ .pP /[senx, cósw].
A + b /c= d – c / p / π. -/ logx/ x [/] p/ .pP /[senx, cósw].
A + b /c= e – d + c / π \scriptstyle {\sqrt {x}}. [ p.]../ - logx/ x  [/] p/ .pP /[senx, cósw].

A + b = c – d / p  + cpG 1/3 [p/d [n]]
A + b = d – c / p / π.+ cpG 1/3 [p/d [n]]
A + b = e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.]..+ cpG 1/3 [p/d [n]]


A + b / c= c – d / p    - logx/ x + cpG 1/3 [p/d [n]]
A + b / c= d – c / p / π -/ logx/ x + cpG 1/3 [p/d [n]]
A + b / c= e – d + c / π \scriptstyle {\sqrt {x}}. [ p.]. / - logx/ x + cpG 1/3 [p/d [n]]


A + b /c= c – d / p    - logx/ x [/] p/ .pP + cpG 1/3 [p/d [n]]
A + b /c= d – c / p / π -/ logx/ x [/] p/ .pP + cpG 1/3 [p/d [n]]
A + b /c= e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.]../ - logx/ x  [/] p/ .pP + cpG 1/3 [p/d [n]]

A + b = e – d + c / π / raiz de p. /[senx, cósw]


A + b / c= c – d / p    - logx/ x /[senx, cósw]
A + b / c= d – c / p / π. -/ logx/ x /[senx, cósw]
A + b / c= e – d + c / π /  \scriptstyle {\sqrt {x}}. [ p.]../ - logx/ x /[senx, cósw]


A + b /c= c – d / p    - logx/ x [/] p/ .pP /[senx, cósw]
A + b /c= d – c / p / π. -/ logx/ x [/] p/ .pP /[senx, cósw]
A + b /c= e – d + c / π \scriptstyle {\sqrt {x}}. [ p.]. ./ - logx/ x  [/] p/ .pP /[senx, cósw]


A fórmula mágica sequencial de Graceli de co-primos para a teoria dos números.
1/3 = sG1 / d = sG2 / d = sG3 / d = sG4 / d = sG5.
0,333333333333333333333333.
0,11111111111111111111111
0,037037037037037037
0,123456789012345678

0,00411522633744866

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