guys ando is autistic
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- Dr. Dos
- OH YES! USE VINE WHIP! <3
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page 9*7 snipah
shave down there too
shave down there too
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Apologies for the old post you may have just read.
Follow Worlds of ZZT on Twitter
Apologies for the old post you may have just read.
- Flimsy
- wacky morning DJ
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It seems unlikely that this deeply unsatisfactory situation will be resolved by a new attempt to answer the old question; instead, as has been suggested by some of the most thoughtful students, we should expect to find that some part of the conceptual landscape in which this problematic entity resides must be reconstructed before it will come into focus.
- Quantum P.
- Level 17 Accordion Thief
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PROOF THAT AUTISM IS INFINITE
First, let us assume that autism is finite. Therefore, it should be possible to construct a finite set of all autism <i>a</i>. Multiply the elements of <i>a</i> together and add Ando to the product. The result <i>n</i> is not divisible by any autism in <i>a</i>; such a division would result in a remainder of Ando. Therefore, either <i>n</i> can be factored into at least one autism that is not found in <i>a</i>, or <i>n</i> is autistic in and of itself. Either way, there is autism that lies outside set <i>a</i>. This contradicts the definition of <i>a</i>, which is a set such that every autism is a member of <i>a</i>. Therefore, our assumption that autism can be contained within a finite set is false, and it follows that autism is infinite.
First, let us assume that autism is finite. Therefore, it should be possible to construct a finite set of all autism <i>a</i>. Multiply the elements of <i>a</i> together and add Ando to the product. The result <i>n</i> is not divisible by any autism in <i>a</i>; such a division would result in a remainder of Ando. Therefore, either <i>n</i> can be factored into at least one autism that is not found in <i>a</i>, or <i>n</i> is autistic in and of itself. Either way, there is autism that lies outside set <i>a</i>. This contradicts the definition of <i>a</i>, which is a set such that every autism is a member of <i>a</i>. Therefore, our assumption that autism can be contained within a finite set is false, and it follows that autism is infinite.
these emoticons are terrible
I hate them
I hate them
[img:1yn06nag]http://img294.imageshack.us/img294/9531 ... sigdo8.jpg[/img:1yn06nag]
- Zenith Nadir
- this is my hammer
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- Zenith Nadir
- this is my hammer
- Posts: 2767
- Joined: Wed Mar 12, 2003 11:40 am
- Location: between the black and white spiders
Haha, that's awesome
Also, a few emoticons seem to have bulked up a bit

Also, a few emoticons seem to have bulked up a bit


[img:1yn06nag]http://img294.imageshack.us/img294/9531 ... sigdo8.jpg[/img:1yn06nag]
I hate you fucking fags.
Stop fucking up the reply page! It was better when this wasn't retarded.
Also, shut the fuck up about emoticons! Make your own fucking 60-page emoticon thread, you ass-poo faces!
Ando lost him Hopkin Green Frog, I heard.
Stop fucking up the reply page! It was better when this wasn't retarded.
Also, shut the fuck up about emoticons! Make your own fucking 60-page emoticon thread, you ass-poo faces!
Ando lost him Hopkin Green Frog, I heard.
Zack: Preppy, charming and totally gorgeous! Zach is a schemer who would rather stay up all night figuring how to get out of an exam than studying for it!
Slater: The All-American athlete with dimples to die for! Captain of Bayside's football team, Slater is a chauvinist who -- believe it or not -- has an emotional side. What a combo!
Screech: Class clown and electronic genius! When Screech turns on the power, the fun never stops!
Slater: The All-American athlete with dimples to die for! Captain of Bayside's football team, Slater is a chauvinist who -- believe it or not -- has an emotional side. What a combo!
Screech: Class clown and electronic genius! When Screech turns on the power, the fun never stops!
- Zenith Nadir
- this is my hammer
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