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The other day, my friends and I got on the topic of going to the bathroom and which stall we use{we're all girls}. My one friend who's a girl but hangs out with alot of guys alluded to this thing called 'the guy code' which is from what I can understand about the order of where men are supposed to pee in the bathroom. gonk

So this just brings up the questions of;



*What is the guy code?
*Why is there one?
*And how did you know to use the guy code?
Those with vaginas are not to be told the True Nature of the Guy Code.
Bro code, and the peeing one is obv.
A guy tried to explain the "man code" or whatever to me once. It was almost the stupidest thing I've ever heard.
Vice Admiral Romeo Mike
It's MAN code.

Its the bro code brah

My personal one for pissing is
Dont touch me while i'm touching me
If you're talking about what I think you are it's not a code. It's just about giving people space. People generally try and pick a toilet at least one away from another person. Even girls do this with stalls. If there are 4 empty stalls and one occupied you don't go straight to the one next to the one that's occupied. It's the same way with urinals.
The first rule of the bro code is not to talk about the bro code. Or was that fight club. Either way I'm bound to be sterile in a week or so.
I'll pee on a ********, I don't give a ********.
Man code = male bathroom etiquette.
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Where:
N - total number of urinals
k - chosen number of urinal
i - integer of urinal (numbered from left to right cannot equal k)
q + 1 - number of vacant urinals

And that the summations are of i = 1 to i = N (remembering that i cannot = k).

The equation assumes that one additional man enters during your time i.e. the average intersection between you and he is 1/2. And that the repulsion between you and any other male is an inverse square. In other words the chosen urinal (k) that gives the smallest value of E is the most socially acceptable choice - that which minimises contact with others.
Stuch
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Where:
N - total number of urinals
k - chosen number of urinal
i - integer of urinal (numbered from left to right cannot equal k)
q + 1 - number of vacant urinals

And that the summations are of i = 1 to i = N (remembering that i cannot = k).

The equation assumes that one additional man enters during your time i.e. the average intersection between you and he is 1/2. And that the repulsion between you and any other male is an inverse square. In other words the chosen urinal (k) that gives the smallest value of E is the most socially acceptable choice - that which minimises contact with others.
Lecture me more, teacher!
Urto
http://whiteninjacomics.com/comics/obliviousagain.shtml


This made me laugh my butt off...
Stuch
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Where:
N - total number of urinals
k - chosen number of urinal
i - integer of urinal (numbered from left to right cannot equal k)
q + 1 - number of vacant urinals

And that the summations are of i = 1 to i = N (remembering that i cannot = k).

The equation assumes that one additional man enters during your time i.e. the average intersection between you and he is 1/2. And that the repulsion between you and any other male is an inverse square. In other words the chosen urinal (k) that gives the smallest value of E is the most socially acceptable choice - that which minimises contact with others.


This is a little more complicated of an answer than I was expecting... sweatdrop

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