System variables Graceli spirals n- dimensional function from the logarithmic spiral .

Variable spiral movements and shapes.
    
abθ * r = x [ variational spiral ]
abθ * r = x / logx n ...
n -dimensional spiral
r = abθ * x + h * r * tr / t


Spiral variable Graceli of oscillatory waves n- dimensiosionais .


     + h + r / t / + v = logx / x * [ osc * R / t] / [ c / t ] + [ 0 * osc , osc 1 * , the * R * osc positive or negative value , osc * logx / x [ n ... ] . ] +
h = height + r more spin divided by time .
+ V = logx / x * [ osc * R / t] / [ c / t ] . Infinitesimal sequential variables .
Osc osc * = 0 = Sine , 1 osc * , the * R * osc positive or negative value , osc * logx / x [ n ... ] .




Oscillatory geometry Graceli
Calculation Graceli to geometric variations .



For areas and volumes adds oscillatory Graceli variable that multiplies the actual number , or even the variable logx / x that multiplies the actual number , which can be divisible by time, or even the speed of light through time, giving a quantum and statistical connotation .



Variable oscillation to Graceli areas, volumes , and circles , triangles and rectangles, and even variation in angles and sine , cosine , tangent , and others.



+ V = [ R * osc / t] / [ c / t ] .
+ V = logx / x * [ osc * R / t] / [ c / t ] . Infinitesimal sequential variables .
Osc osc * = 0 = Sine , 1 osc * , the * R * osc positive or negative value , osc * logx / x [ n ... ] .

v = variable.
osc = oscillation.
R = real numbers
ct = speed of light by time.


Laws of geometry Graceli oscillatory .



1 - The sum of the internal angles of a triangle will never be 180 degrees . For more angles we closed ends and open at another time .
2 - The value of pi is never repeated , ie , there is no pi to circle geometry in oscillatory Graceli .
3 - The values ​​of the variables are trgonometria , or for sine, cosine , tangent , and have another trigonometry.
Thus , shapes, areas and volumes will always vary.




 Example of cylinder volumes . but Graceli variable.
V = Ab . h = πr2h + [v = logx / x * [ osc * R / t] / [ c / t ] ] .

For cone area :
AT = Al + Ab = πrs + πr2 = πr ( r + s ) + [v = logx / x * [ osc * R / t] / [ c / t ] ] .

Areas spheres .
 A = 4πrs2 ) + [v = logx / x * [ osc * R / t] / [ c / t ] ] .