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Cake day: July 14th, 2023

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  • dQw4w9WgXcQ@lemm.eetoMemes@lemmy.mlEcho
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    5 months ago

    Also, I believe that the final verse is a very different translation than what the word-by-word translation would be. My german is rusty af but I believe it would translate to “will you be together until the pussy is dead, and love her also in the worse days”. And the fun part is that the lines are only a slight deviation from the typical wedding vows. “Tod euch scheidet” would be “Death does you apart” and “Tod der Scheide” is “Death of the split (or slang for pussy)”


  • Look at something written 500 years ago. 100 years ago. 50 years ago. Language changes all the time, and there is no stopping that. Yep, language is an endless cycle of switching out common words and adapting to social rules. I’d highly reccommend to follow that flow instead of trying to bring back the “good old days” when n-words and r-words were common and accepted.








  • dQw4w9WgXcQ@lemm.eeto4chan@lemmy.worldA math lesson from 4chan
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    10 months ago

    A pretty general explanation is that a number consists of an length and an angle on the number line. Positive numbers have angle = 0. Negative numbers have angle = pi (or 180° if you want to work with degrees instead of radians).

    Multiplication is an operation where you add together the angles to retrieve the resulting angle and multiply together lengths to get the resulting length (yes, kinda recursive, but we’re only working with purely positive numbers here).

    So 3 * (-3) means
    Length = 3 * 3 = 9
    Angle = 0 + pi = pi (or 0 + 180° = 180°)

    Of course this is very pedantic, but it works in more complex scenarios as well (pun intended).

    Imaginary numbers have angle pi/2 (or 90°) or 3pi/2 (or 270°). So if you for instance want to find the square root of i, you can solve it by finding the length:

    1 = x * x

    And angle:

    pi/2 = y + y
    (can use modulus 2pi to acquire 2 solutions here)

    Solving the equations and resolving the real and imaginary part with trigonometry, we get

    1/sqrt(2) + 1/sqrt(2)*i

    And

    -1/sqrt(2) - 1/sqrt(2)*i