FreakyByte
Last Activity:
18 Jun 2022
Joined:
3 Mar 2015
Messages:
135
Likes Received:
225
Trophy Points:
0
Gender:
Male
Birthday:
1 Aug 2000 (Age: 25)
Location:
Austria
Occupation:
Student

Share This Page

FreakyByte

Male, 25, from Austria

"While I thought I was learning how to live, I have been learning how to die." 26 Mar 2020

FreakyByte was last seen:
18 Jun 2022
    1. FreakyByte
      FreakyByte
      "While I thought I was learning how to live, I have been learning how to die."
      26 Mar 2020
    2. FreakyByte
      FreakyByte
      Heya. Unfortunately I won't be able to maintain the death toll this carnival, so if someone else could do it this year that'd be great.
      23 Mar 2019
    3. FreakyByte
      FreakyByte
      "Death may be the greatest of all human blessings." - Socrates
      24 Mar 2018
    4. FreakyByte
      FreakyByte
      I must not fear. Fear is the mind-killer. Fear is THE ABSOLUTE DEATH that brings total obliteration.
      25 Mar 2017
      1. Kitaru likes this.
    5. FreakyByte
      FreakyByte
      It's now over 2 years since I've registered here... (つ°ヮ°)つ
      4 Mar 2017
      1. Qlex likes this.
    6. FreakyByte
      FreakyByte
      Fun Fact: "TGM" converted from ASCII to decimal (84 71 77) occurs at the 413786th digit of pi after the decimal point.
      19 Mar 2016
      1. Melinda and Isi19 like this.
      2. Melinda
        Melinda
        Fun Fact: since pi is infinite, every combination of everything is in there somewhere.
        9 Apr 2016
      3. FreakyByte
        FreakyByte
        This is not necessarily true. There are other "infinite numbers", like 0.333333..., but I guess you do not count that. If we are talking about irrational numbers, for example 0.10110111011110111110... does never repeat, but still does not have "every combination of everything" in it, so it is false that every irrational number has every sequence possible in it.
        11 Apr 2016
      4. FreakyByte
        FreakyByte
        A irrational number that DOES have every possible combination of the digits from 0 to 10 in it is called a "normal number in base 10". In the case of pi: We do not yet know if pi is a normal number or not. More information: http://mathworld.wolfram.com/NormalNumber.html
        11 Apr 2016
  • Loading...
  • Loading...

  • About

    Gender:
    Male
    Birthday:
    1 Aug 2000 (Age: 25)
    Location:
    Austria
    Occupation:
    Student

    Interact

    Content:

    Signature

    This signature may contain nuts.