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Post by izacque on Dec 6, 2009 15:24:17 GMT -5
Rules. You can only increment the count by one each post. You may increase it by one, or decrease it by one. Double posts, or posts that attempt to increment the count by more than one will be ignored. The goal of this game is to push the count as far negative or positive as you wish, or, really, wherever you think the count should be. Post often so you can have more power, but remember, double posts don't count.
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Post by Qwerty on Dec 6, 2009 17:12:59 GMT -5
We shall start at the beginning:
0
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Post by izacque on Dec 6, 2009 17:30:01 GMT -5
1
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Post by -M4- on Dec 8, 2009 1:31:09 GMT -5
0
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Post by izacque on Dec 8, 2009 1:38:47 GMT -5
1
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Post by -M4- on Dec 8, 2009 1:49:20 GMT -5
0
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Post by izacque on Dec 8, 2009 5:15:11 GMT -5
1
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Post by Qwerty on Dec 9, 2009 0:23:19 GMT -5
0
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Post by izacque on Dec 9, 2009 0:56:19 GMT -5
1
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Post by -M4- on Dec 9, 2009 1:13:19 GMT -5
0
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Post by General Veers on Dec 10, 2009 0:13:48 GMT -5
ei*pi
(Assume a complex number plane, not a real number line, in order to carry out this operation...)
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Post by Qwerty on Dec 10, 2009 0:16:03 GMT -5
Well, does it really need a complex number line? Considering it equals -1, plain old -1?
-2
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Post by General Veers on Dec 10, 2009 0:33:45 GMT -5
Well, first of all, there is no such thing as a complex number line, but a complex number plane. Second of all, if you were to try to calculate that operation in a real number system, the existence of the square root of a negative number would cause an error. You have to assume a complex number plane when performing complex operations, even if the answer is real...
The negative of the sum of the absolute value of the integral of sin(x) from x=0 to x= π and the absolute value of the integral of sin(x) from x= π to x=(3 π )/2.
- (| ∫ 0 π sin(x) | + | ∫ π 3 π /2 sin(x) |)
For those who don't know integral calculus, try the negative of π rounded down to the nearest integer...
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Post by Qwerty on Dec 10, 2009 0:46:33 GMT -5
mmk. In other words, you have -3?
I go -4.
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Post by -M4- on Dec 10, 2009 1:26:14 GMT -5
-5
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Post by izacque on Dec 10, 2009 9:02:02 GMT -5
dammit!
-4
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Post by General Veers on Dec 10, 2009 15:43:34 GMT -5
In Base Five, -10Five.
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Post by izacque on Dec 10, 2009 17:27:44 GMT -5
-4
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Post by Qwerty on Dec 10, 2009 19:23:51 GMT -5
-5
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Post by izacque on Dec 10, 2009 20:52:55 GMT -5
-4
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