Free lvl 72 char+items for the one who knows tha answer

[Artemise]

Well, let me be the second to support the trend...
Ill give anyone who knows the answer to the next question a lvl 72 account complete with items + ill add 100$...
Question is:
What is the smallest (natural) number that cannot be described by less than 20 words?

[Chabo]

:blink:

[DragonFire]

^_^ Felix is a trend Setter

[YouGotOwned]

twenty one billion one hundred and twenty one millions one hundred and twenty one thousand one hundred and twnety one.

I dont know if we write a number like that in english but in number that is: 21'121'121'121

[emosexual]

twenty one billion one hundred and twenty one million one hundred and twenty one thousand one hundred and twenty one

^^

[Haxium]

Originally posted by YouGotOwned
one billion one hundred and twenty one millions one hundred and twenty one thousand one hundred and twnety one.

I dont know if we write a number like that in english * but in number that is: 1'121'121'121

thats 19 words < 20

Id say 121'121'121'121

one hundred and twenty one billion and one hundred and twenty one millions one hundred and twenty one thousand one hundred
Well, dunno if thats english tbh

[Josh]

One Hundred Twenty Four ( unless we are counting the And's. ) ( thats for letters :s )

[FluB]

1. Suppose there is some natural number which cannot be
unambiguously described in fourteen words or less.

2. Then there must be a smallest such number. Let's call it n.

3. But now n is "the smallest natural number that cannot be
unambiguously described in fourteen words or less".

4. This is a complete and unambiguous description of n in
fourteen words, contradicting the fact that n was
supposed not to have such a description!

5. Since the assumption (step 1) of the existence of a natural
number that can't be unambiguously described in fourteen words
or less led to a contradiction, it must be an incorrect assumption.

6. Therefore, all natural numbers can be unambiguously
described in fourteen words or less!


char plz

[IIStunnerII]

I would say its not possible.

[koffs]

Its impossible it cant be done :lol:

360 ? :wub:

[SilentDaemon]

:rollseyes:

[Haxium]

Originally posted by FluB
1. Suppose there is some natural number which cannot be
unambiguously described in fourteen words or less.

2. Then there must be a smallest such number. Let's call it n.

3. But now n is "the smallest natural number that cannot be
unambiguously described in fourteen words or less".

4. This is a complete and unambiguous description of n in
fourteen words, contradicting the fact that n was
supposed not to have such a description!

5. Since the assumption (step 1) of the existence of a natural
number that can't be unambiguously described in fourteen words
or less led to a contradiction, it must be an incorrect assumption.

6. Therefore, all natural numbers can be unambiguously
described in fourteen words or less!


char plz

gg googling it

[Artemise]

1. Suppose there is some natural number which cannot be
unambiguously described in fourteen words or less.

2. Then there must be a smallest such number. Let's call it n.

3. But now n is "the smallest natural number that cannot be
unambiguously described in fourteen words or less".

4. This is a complete and unambiguous description of n in
fourteen words, contradicting the fact that n was
supposed not to have such a description!

5. Since the assumption (step 1) of the existence of a natural
number that can't be unambiguously described in fourteen words
or less led to a contradiction, it must be an incorrect assumption.

6. Therefore, all natural numbers can be unambiguously
described in fourteen words or less!

im sorry, but thats not a number....

[Josh]

Zero Point Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero One?
Or Zero Point Zero ( recuring ) One

[YouGotOwned]

Originally posted by JoshTehPwner
Zero Point Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero Zero One?
Or Zero Point Zero ( recuring ) One

natural number...