The average man...

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  • tchell99
    tchell99 Posts: 434 Member
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    Decent looking, 6'3"ish, drinks light beer on occasion.

    Where is the rest of yah?

    :drinker:

    L - if you were the "average" there would be a lot of very happy women out there. Alas, 'tis not the case.
    Kinda grading on a "curve" here or did this type of thing get thrown out in the 80's?

    Well, if it's a curve you are still about 2 standard deviations above the mean. Damn overachiever. :wink:
  • Slacker16
    Slacker16 Posts: 1,184 Member
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    Decent looking, 6'3"ish, drinks light beer on occasion.
    That is a very tall woman.
    The average man is...
    (...)
    ...about 5′ 9″ tall.
    5'9 = 1.76m
    Me = 1.75m
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[/img]