# Xkcd dating How to find the back door camschat

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She's holding the plate. Man: Why are you up there? The woman has put the plate down and walked off-panel. Woman: Bye. For security reasons, please leave caps lock on while browsing.The upper limit can be defined as y = 2(x − 7) in which x is your age and y is the maximum age of your partner.As age increases, the age range of potential non-creepy partners widens. The same also works with infinity, but even Methuselah died once.Formally, we can denote these two bounds as: Still more mathematically, if we denote the creepiness rule by $f$, upper and lower bounds by $\text$ and $\text$ and your age by $x$ then we have: $$\text = f(x)$$$$f(\text) = x \Leftrightarrow \text = f^(x)$$This can be easily implemented, as the inverse creepiness rule is "you can't date people older than twice (your age minus 7 years)".As one can see from the plot above, the dating interval is getting larger with your age.

She's holding the plate. Man: Why are you up there?

The woman has put the plate down and walked off-panel. Woman: Bye. For security reasons, please leave caps lock on while browsing.

The upper limit can be defined as y = 2(x − 7) in which x is your age and y is the maximum age of your partner.

As age increases, the age range of potential non-creepy partners widens. The same also works with infinity, but even Methuselah died once.

Formally, we can denote these two bounds as: Still more mathematically, if we denote the creepiness rule by $f$, upper and lower bounds by $\text$ and $\text$ and your age by $x$ then we have: $$\text = f(x)$$$$f(\text) = x \Leftrightarrow \text = f^(x)$$This can be easily implemented, as the inverse creepiness rule is "you can't date people older than twice (your age minus 7 years)".

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The lower limit can be defined as y = x/2 7 in which x is your age and y is the minimum age of your partner.(alt-text: With reasonable assumptions about latitude and body shape, how much time might she gain them?Note: whatever the answer, sunrise always comes too soon. Feel free to comment if you spot some inaccuracies or have some remarks.This post was entirely written using the IPython notebook. You can see a static view or download this notebook with the help of nbviewer at 20150131_XKCDDating Pools.ipynb.