Does fapping make hair darker?

[Bars]

Title

 

[ey88]

No

 

[Bars]

No

Real?

 

[ey88]

Real?

Yeah I fap everyday and have blonde hair

 

[Mosh12]

Yeah I fap everyday and have blonde hair

How often ?

 

[ey88]

How often ?

Once a day

But I just started 1 fap

 

[Reformed]

Yes this is why I have dark hair

 

[JeanneDArcAlter]

Yeah I fap everyday and have blonde hair

Can you imagine the 3d graph representation of this
Also can you turn this into a 4d taylor series assuming the pattern repeats the same way in the new dimension

 

[NoHoesinOhio]

Yes because it increases T

 

[ey88]

View attachment 3442805
Can you imagine the 3d graph representation of this
Also can you turn this into a 4d taylor series assuming the pattern repeats the same way in the new dimension

Yes

 

[Mosh12]

Once a day

But I just started 1 fap

Do it 6 times a day and see results after a month

 

[fuckinnefor]

Title

No , fapping has no benefits

 

[JeanneDArcAlter]

Yes

Write the shortest possible integral function and explain how you used the gamma formula

 

[JeanneDArcAlter]

tan^cos(x^y)(x^y) = ( integral_0^(x^y) sec^2(t) dt)^(1 - x^y integral_0^1 sin(t x^y) dt)

 

[JeanneDArcAlter]

tan^cos(x^y)(x^y) = (π/2)^(i/(2 sqrt(π)) integral_(-i ∞ + γ)^(i ∞ + γ) (4^s (x^y)^(-2 s) Γ(s))/Γ(1/2 - s) ds) ( integral_0^∞ (-1 + t^((2 x^y)/π))/(-1 + t^2) dt)^(-i/(2 sqrt(π)) integral_(-i ∞ + γ)^(i ∞ + γ) (4^s (x^y)^(-2 s) Γ(s))/Γ(1/2 - s) ds) for (0<γ<1/2 and x^y>0 and 0<Re(x^y)<π/2)

 

[JeanneDArcAlter]

tan^cos(x^y)(x^y) = (π/2)^(i/(2 sqrt(π)) integral_(-i ∞ + γ)^(i ∞ + γ) (4^s (x^y)^(-2 s) Γ(s))/Γ(1/2 - s) ds) ( integral_0^∞ (-1 + t^((2 x^y)/π))/(-1 + t^2) dt)^(-i/(2 sqrt(π)) integral_(-i ∞ + γ)^(i ∞ + γ) (4^s (x^y)^(-2 s) Γ(s))/Γ(1/2 - s) ds) for (0<γ<1/2 and x^y>0 and 0<Re(x^y)<π/2)

tan^cos(x^y)(x^y) = 8^( sum_(k=0)^∞ ((-1)^k (x^y)^(2 k))/(2 k)!) (x^y sum_(k=1)^∞ 1/((1 - 2 k)^2 π^2 - 4 x^(2 y)))^( sum_(k=0)^∞ ((-1)^k (x^y)^(2 k))/(2 k)!) for -1/2 + x^y/π not element Z