Magic function graceli.

The perfect formula. The most beautiful of algebraic functions. Where the result is always a sequence of numbers.

P = progression.

              P

1/3 =

1/3 = .3333333333333333

1/9 = 0.1111111111111111

1/27 = .037037037037037037

1/81 = .01234567891234

1/243 = 0.00411522633744855966

Where results are repeated sequences of numbers. Or alternate.

Função mágica de Graceli.

A formula perfeita. A mais bela das funções algébrica. Onde o resultado é sempre uma sequência de números.

P = progressão.

             p

1    /    3     =

1/3 = 0,3333333333333333

1 /9 = 0,1111111111111111

1/27 = 0,037037037037037037

1/81 =0,01234567891234

1/ 243 = 0,00411522633744855966

Onde os resultados são  sequências de números repetidos. Ou alternados.

Sigma graceli [ς G] - pi shapes, straight and complex variables.

Pi graceli variable irregular shapes. = Sigma = G ς graceli SIGMA ..

That is, the pi graceli [ς g] [sigma graceli] which is variable in forms which vary in relation to the diameter and radius. And serves to any shape and its variables versus time and wave flows.

Pi of an ellipse, a cone, tube. An oval, a shape dilated or deformed parts with respect to time.

ς G = Dl / rl + [dl rl +] / 2.

ς G = Dl / rl + [dl rl +] / 2 / t.

Regarding expansion flows like a heart that beats.

ς G = Dl / rl [+, - fd] + [dl rl + [+, - fd]] / 2.

Diameter longitude, longitude, radius, height River diameter of time dilation flows divided by 2, divided by the time.

The same for a system with a water bag which has wave movements.

To square the larger diameter have the largest radius, the more the smaller diameter divided by the smaller radius, which is divided by two. And triangle is divided by 4.

Media sigma graceli to changeable and irrational ways.

Formula.

ς G = Mtd / mtr [+ Fo / t].

Media of all diameters divided by its rays [+ oscillatory flow divided by time].

When you go triangles must divide by two.

ς G = Mtd / mtr [+ Fo / t] ./ 2.

Algebra versus geometry, graceli versus Pythagoras.

Most of the sums of squares of cathetus, have a higher or lower hypotenuse.

And this difference increases as the size of the legs, or increases the exponent, this difference proportionally accompanies the numerical algebra size of the legs and exponents.

To equilateral triangles is always the difference of the square of the hypotenuse so than twice.

And the hub is greater than double.

   3  3

1 + 1 = 2

   3

2    = 8

3     3     3    3

1 + 1 + 1 + 1 = 4

     3

4    =    64

While the geometry aritmétrica a forward progression, and an algebraic algebra forward progression.

The perfect formula.

1/9 = 0.1111111111111111

1/27 = .037037037037037037

1/81 = .01234567891234

Where results are repeated sequences of numbers. Or alternate.