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If someone is an atheist and nihilist, would they likely be a narcissist?

  1. #41
    NARCassist gollums fat coach
    Originally posted by HTS I already did.

    There's a number between one and infinity that correseponds with every combination of letters, sights, smells, etc imaginable because there are infinite possibilities. Even "elevtenty fraxippillionzdilliomgoogletybutt" is a number. "afjnjawrfjanf blue chicken flavor cheese smell" is a number too.

    learn2base10 idiot

    Infinite decimal expansion[edit]
    Main article: Decimal representation
    For a real number x, let us denote [x]n greatest decimal that is not greater than x, and has n digits after the decimal mark. If dn is the last digit of [x]n, it may be shown that [x]n may be obtained simply by writing dn on the right of [x]nā€“1. In other words, [x]nā€“1 and [x]n differ only by the last digit of [x]n, and one has

    [x]n = [x]0.d1d2…dn.
    One may increase n indefinitely, and this is a direct consequence of the definition of a limit that x is the limit of [x]n when n tends to the infinity. This is written as

    x = [x]0.d1d2…dn…,
    and is called the infinite decimal expansion of x

    Conversely, for any integer [x]0 and any infinite sequence of digits (dn), the infinite expression [x]0.d1d2…dn… is the infinite decimal expansion of a unique real number x, except if all dn equal 9 for n large enough.

    If all dn equal 9 for n large enough, the limit of the sequence of the [x]0.d1d2…dn is the decimal fraction obtained by replacing the last dn that is not a 9, by dn ā€“ 1, and replacing all subsequent 9 by 0 (see 0.999…).

    In summary, every real number that is not a decimal fraction has a unique infinite decimal expansion. Decimal fractions have exactly two infinite decimal expansions, one containing only 0 after some place, which is obtained by the above definition of [x]n, and the other containing only 9 after some place, which is obtained by replacing "not greater" by "less" in the definition of [x]n.

    https://en.wikipedia.org/wiki/Decimal#Infinite_decimal_expansion



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  2. #42
    HTS highlight reel
    Originally posted by aldra I guess the argument is that if anything between 1 and infinity is a number, anything could be a number.

    A number is clearly defined though and "afjnjawrfjanf blue chicken flavor cheese smell" does not meet that definition.


    On topic: An atheistic nihilist would be an Anilist.

    Literally think of any number absurdly high, unnamed number and "afjnjawrfjanf blue chicken flavor cheese smell" can be it. We can define it relative to other numbers. Let's say it's a 1 with a googolplexplex and 2017 zeros after it. Voila, it's a thing.
  3. #43
    NARCassist gollums fat coach
    jesus fucking christ, you just posted that^, literally two minutes after that^^





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  4. #44
    HTS highlight reel
    Originally posted by NARCassist jesus fucking christ, you just posted that^, literally two minutes after that^^





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    It's just an incredibly high, whole, base-10 number that hasn't been named reee.
  5. #45
    NARCassist gollums fat coach
    Originally posted by HTS Literally think of any number absurdly high, unnamed number and "afjnjawrfjanf blue chicken flavor cheese smell" can be it. We can define it relative to other numbers. Let's say it's a 1 with a googolplexplex and 2017 zeros after it. Voila, it's a thing.

    i'm fucking QFTing that before you go edit it or summing.



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  6. #46
    Speedy Parker Black Hole [my absentmindedly lachrymatory gazania]
    Originally posted by SBTlauien No I'm not!

    Its already been proven.
  7. #47
    Sophie Pedophile Tech Support
    Originally posted by Speedy Parker Its already been proven.

    Post the proof.
  8. #48
    Speedy Parker Black Hole [my absentmindedly lachrymatory gazania]
    Originally posted by Sophie Post the proof.

    Its already been posted.
  9. #49
    Sophie Pedophile Tech Support
  10. #50
    Speedy Parker Black Hole [my absentmindedly lachrymatory gazania]
    Originally posted by Sophie

    Seriously, about 2 or 3 weeks ago.
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