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Count to 100 and Refer to the Number above before F&G Mods post

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Re: Count to 100 and Refer to the Number above before a Mod posts

If Stantler Herdier was posting instead of me he could say "This has been a message from Sub-Zero."
 
Re: Count to 100 and Refer to the Number above before a Mod posts

Havint that avatar, that is one evil mod.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

I wonder if anyone on here is tres ​anos?
 
Re: Count to 100 and Refer to the Number above before a Mod posts

What is 4x itself because I sucks at math jk.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

five just five
 
Re: Count to 100 and Refer to the Number above before a Mod posts

The 6th is tomorrow.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

In my world there 8 days in a week.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

In three days, it will be the ninth day of 2013.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

Ten ​days ago, the year was 2012.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

I can't believe 2011 was 2 years ago.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

2012 was sooo ​six days ago...
 
Re: Count to 100 and Refer to the Number above before a Mod posts

And 2013 is now seven days old.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

14 days will pass, and I will definitely have a new username.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

The 15​th would be eight days from now... (In California, at least)
 
Re: Count to 100 and Refer to the Number above before a Mod posts

If f=ax^n+bx^(n-1)+...+yx+z is reducible over Z there exists an integer c and prime number p such that f(c)≡0 (mod p). In more simple terms this means that an equation can be reduced into factors if there exists whole number that can be used in the equation to equal a multiple of a prime number.
I've also noticed I used the word mod in the more complex equation. In maths it is short for modulus.
 
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Re: Count to 100 and Refer to the Number above before a Mod posts

Let's try this 1 more time.
 
Re: Count to 100 and Refer to the Number above before a Mod posts

Lets get 2 work then
 
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