Post ITT everytime you think about butts

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Pahilla the Hun: Thinking about making a post

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a butt that's a tesseract

does it exist?

:iiam:

thanks nesamdoom!!

pizzaz plarpin perfect! thanks Tebulot!

# ¿ Apr 16, 2020 17:55

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# ¿ May 15, 2024 13:15

Pahilla the Hun: Thinking about making a post

Think about it, make a post

tbh i should be posting a lot more

i think about butts quite a bit

quite. often.

thanks nesamdoom!!

pizzaz plarpin perfect! thanks Tebulot!

# ¿ Apr 16, 2020 18:20

Pahilla the Hun: Thinking about making a post

Think about it, make a post

SweetWillyRollbar posted:

A tersserass?

thanks nesamdoom!!

pizzaz plarpin perfect! thanks Tebulot!

# ¿ Apr 16, 2020 18:21

Pahilla the Hun: Thinking about making a post

Think about it, make a post

pixaal posted:

I opened GIMP this morning and this was staring at me half finished and I thought of this thread

I apparently had the hair texture on the previous text layer so his hair is now flat! not fixing leaving this wonderful mistake.

gently caress yes NOW we're butting itt

thanks nesamdoom!!

pizzaz plarpin perfect! thanks Tebulot!

# ¿ Apr 17, 2020 19:26

Pahilla the Hun: Thinking about making a post

Think about it, make a post

Stoner Sloth posted:

imagine a world without butts

doesn't that make you think about butts with new found gratitude?

yeah i bet you wish you didnt have a butt right about now mate

thanks nesamdoom!!

pizzaz plarpin perfect! thanks Tebulot!

# ¿ Apr 18, 2020 04:43

Pahilla the Hun: Thinking about making a post

Think about it, make a post

i�m thinkin� bout onion butts

thanks nesamdoom!!

pizzaz plarpin perfect! thanks Tebulot!

# ¿ Apr 22, 2020 23:47

Pahilla the Hun: Thinking about making a post

Think about it, make a post

Butt ITT every time you think about posts

thanks nesamdoom!!

pizzaz plarpin perfect! thanks Tebulot!

# ¿ Apr 30, 2020 21:01

Pahilla the Hun: Thinking about making a post

Think about it, make a post

Pot Smoke Phoenix posted:

Fibonacci Number Formula

The Fibonacci numbers are generated by setting F0 = 0, F1 = 1, and then using the recursive formula
Fn = Fn-1 + Fn-2
to get the rest. Thus the sequence begins: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, � This sequence of Fibonacci numbers arises all over mathematics and also in nature.

However, if I wanted the 100th term of this sequence, it would take lots of intermediate calculations with the recursive formula to get a result. Is there an easier way?

Yes, there is an exact formula for the n-th term! It is:
an = [Phin � (phi)n] / Sqrt[5].
where Phi = (1 + Sqrt[5]) / 2 is the so-called golden mean, and
phi = (1 � Sqrt[5]) / 2 is an associated golden number, also equal to (-1 / Phi). This formula is attributed to Binet in 1843, though known by Euler before him.

Proof:

THERE'S AN ANCIENT MATHEMATICAL FORMULA HIDDEN IN JON SNOW'S BUTT

Seasons of Game of Thrones may be fleeting, but some things in Westeros are eternal. Mainly, the enduring perfection of Jon Snow�s butt. Fans of the King in the North�s backside, deprived since Snow hooked up with Ygritte in Season 3 (and that wasn�t even his butt!), were treated to a rare glimpse of his ample curvature when he had incestuous boat sex with Dany in the Season 7 finale.

That glimpse revealed mathematical perfection.

In a profile shot of Snow�s thicc posterior, the genius behind the Twitter account Fibonacci Perfection saw the laws of nature on display. Snow�s butt, it seems, perfectly fits the Fibonacci spiral, a logarithmic spiral that grows according to a well-defined set of mathematical rules and never deviates.

Those particular rules govern the predictable growth patterns of many other beautiful things in nature, like sunflower seeds and Romanesco broccoli, but, of course, none of those things are quite as impressive as Snow�s backside. Just look at it.

https://twitter.com/FibonacciSpiral/status/902631316365172745?s=20

https://www.inverse.com/article/36039-jon-snow-kit-harington-butt-golden-ratio-perfect