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Information

  • ID: 1347320
  • Uploader: Table »
  • Date: over 12 years ago
  • Size: 350 KB .jpg (1411x2000) »
  • Source: MAGNUM KOISHI -COMPLETE-
  • Rating: Sensitive
  • Score: 18
  • Favorites: 35
  • Status: Active

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post #1347320
Resized to 60% of original (view original)
komeiji satori (touhou) drawn by imizu_(nitro_unknown)
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    Clone394
    over 12 years ago
    [hidden]

    http://www.youtube.com/watch?v=hz9AEJYCKrg

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    FRien
    over 12 years ago
    [hidden]

    And what happened then...? Well...on the Internet they say
    That Danboorites' penis grew five sizes that day!

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    user 11314
    over 12 years ago
    [hidden]

    FRien said:
    And what happened then...? Well...on the Internet they say
    That Danboorites' penis grew five sizes that day!

    IT HASN'T GONE DOWN YET, EITHER.

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    Bananacat
    about 12 years ago
    [hidden]

    *calculating like a madman*
    Considering that the M16 is roughly 1m (98cm to precise), Satori would be about 2m or about 6'7".
    The picture is nice though.

    Updated by Bananacat about 12 years ago

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    Stapler
    about 12 years ago
    [hidden]

    Bananacat said:
    *calculating like a madman*
    Considering that the M16 is roughly 1m (98cm to precise), Satori would be about 2m or about 6'7".

    I think you've forgot a sine or cosine somewhere.
    The barrel's end seems to be on the same level as her shoulders, and the angle between Satori and rifle couldn't be less than 60°. So, if we take that rifle's vertical projection is 0.3 of Satori's height and the length of projection is about cos(60°) = 0.5 of rifle's length, we would get that Satori's height here is about 166 cm.

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    BloodCri
    about 12 years ago
    [hidden]

    Stapler said:
    I think you've forgot a sine or cosine somewhere.
    The barrel's end seems to be on the same level as her shoulders, and the angle between Satori and rifle couldn't be less than 60°. So, if we take that rifle's vertical projection is 0.3 of Satori's height and the length of projection is about cos(60°) = 0.5 of rifle's length, we would get that Satori's height here is about 166 cm.

    I feel like I learned something. Thank you.

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    Bananacat
    almost 12 years ago
    [hidden]

    Stapler said:

    I think you've forgot a sine or cosine somewhere.
    The barrel's end seems to be on the same level as her shoulders, and the angle between Satori and rifle couldn't be less than 60°. So, if we take that rifle's vertical projection is 0.3 of Satori's height and the length of projection is about cos(60°) = 0.5 of rifle's length, we would get that Satori's height here is about 166 cm.

    Oh shoot, I knew I forgot something!
    Well, thank you for this! Should have learned my mathematics.

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    There are battle scenes in Erotic books!
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