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¿Question #5276?
[Deleted user]: [deleted question]

pwilz: Thanks to this computer, I can pipe MIT porn directly to the privacy of my own home. Now, go away.
ricardofo: The median, the arithmetic mean and the mode. The mean
Spirit of 70: I'm not doing either, and defying those who ask such questions is more satisfying than either alternative, by far.
aleo09: /.
Hendal: The first gave me a semi-chubber, the 2nd one was a full blown Chubber so I will go with the 2nd option
Wes Hope: In all honesty, the first
Brain: I skipped the first part
DHEK: Playing with myself.
POvidiusNaso: The second.
General Electric: My wooden train, actually
sanbikinoraion: Definitely the latter.
greglios: I can answer that one without first needing to describe the three principal measures of central tendency of a distribution.
Cut & Space: Skipping this question
vampywife: ok, maybe it's me, but that answer just sounds dirty
scriptorum: I confess that I just skipped over the first step.
puffinge: can't I just do both at the same time?
Evil HummingBird: wtf?
brainrob: The solitaire game of Peloponnesian War was much more satisfying
bigbadsteve: what am i supposed to play with myself?
bekudno: I don't know, I would need a larger sample space to be sure.
arkibet: diddle
CraftyShafty: Can't...stop....laughing...
Loquutus: Surprisingly, not masturbating was more satisfying.
sedjtroll: Um, I think you're talking about a bell curve. I'm not that into solitaire, I prefer multiplayer.
Lord_Prussian: ok
jttm: Definitely the first one.
skelebone: Did I reach climax in either?
MisterCranky: Clark left out the mode, and Chad left out all three. How depressing. But at least they both probably followed the instructions to the best of their abilities.
CDRodeffer: The median is the middle number chosen from a ranked order of all of the data. The arithmetic mean is the sum total of all of the data, divided by the number of data points. If the data, or at least a rank ordered transformation of the data does, in fact, display a central tendency of distribution, then the standard deviation may have meaning, as the square root of the sum of the squares of the differences between each data point and the arithmetic mean. . Actually, the former was more satisfying. I'm not feeling very well today.
chaddyboy_2000: I guess the second part.