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  • ? minami (colorful palette) 1.7k

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Information

  • ID: 281807
  • Uploader: Brightlight »
  • Date: almost 17 years ago
  • Size: 280 KB .jpg (392x1087) »
  • Source: pixiv.net/artworks/1156280 »
  • Rating: General
  • Score: 7
  • Favorites: 34
  • Status: Active

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hatsune miku, kagamine rin, kagamine len, and chibi miku (vocaloid) drawn by minami_(colorful_palette)

Artist's commentary

  • Original
  • ちびミクさん040

    レンに悪気はないんです(゜□、゜)

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  • Comments
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    Phuong
    over 16 years ago
    [hidden]

    You fail at failing, Len. (No, that's not a double negative)

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    DasMENTOR
    about 16 years ago
    [hidden]

    Nah, you got it all wrong.
    What he means is that Len didn't manage (to fail at) to lose (failing).

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    Aronec
    about 16 years ago
    [hidden]

    Toriera said:
    Negative plus negative equals positive

    I think some meditating about math and it's properties is in order.

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    xctman
    about 16 years ago
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    :c I wanna hug Miku in the second panel...

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    DasMENTOR
    almost 16 years ago
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    Toriera said:
    Negative mulitplied by negative equals positive.

    fix'd

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    GatoSoft Software
    over 15 years ago
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    DasMENTOR said:
    fix'd

    Agree.
    Let's draw it for the retarded ones, okay kids? =)
    (-1) x (-1) = +1

    YAY! =D

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    ds2096
    over 15 years ago
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    He really does fail at failing. He took the corner.

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    monsterpants
    over 15 years ago
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    GatoSoft_Software said:
    Agree.
    Let's draw it for the retarded ones, okay kids? =)
    (-1) x (-1) = +1

    YAY! =D

    Everyone knows that that is JEW MATHS. You have been EDUCATED STUPID

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    garyseven
    over 15 years ago
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    monsterpants said:
    Everyone knows that that is JEW MATHS. You have been EDUCATED STUPID

    time cube? o_O

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    Aphid
    about 14 years ago
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    (-1)*(-1) = e^(-πi)*e^(-πi) = e^((-πi) + (-πi)) = e^(- (πi + πi) = e^(-2πi) = e^0 = 1.

    Somehow that seems horribly overcomplicated. It does illustrate the point why we need double negative multiplication to be positive without breaking arithmetic without using abstract stuff though.

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    commode7x
    about 14 years ago
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    I just noticed the pun on the title

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