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Last post wins.
11-05-2013, 09:15 AM
Post: #811
RE: Last post wins.
Uh...
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11-05-2013, 09:18 AM
Post: #812
RE: Last post wins.
My mistake, 1000th post of this thread is last post of page 100

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11-05-2013, 09:21 AM
Post: #813
RE: Last post wins.
I want the 1000th reply though. Not the 1000th post. And some people have a different number of posts per page

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11-05-2013, 09:35 AM
Post: #814
RE: Last post wins.
(11-05-2013 07:59 AM)TheGoldenGriffin Wrote:  Why doesn't it have a symbol, like numbers π Φ or ∞?

I think it's usually represented with the capital letter G.

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11-05-2013, 10:11 AM (This post was last modified: 11-05-2013 10:11 AM by Chas3r 926.)
Post: #815
RE: Last post wins.
Yeah I think you're right Wink

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11-05-2013, 10:32 AM
Post: #816
RE: Last post wins.
How does g equal g times 64? xD
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11-05-2013, 10:47 AM
Post: #817
RE: Last post wins.
When g=1

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11-05-2013, 11:28 AM
Post: #818
RE: Last post wins.
(11-05-2013 10:47 AM)TheGoldenGriffin Wrote:  When g=1

When g=0

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11-05-2013, 11:46 AM
Post: #819
RE: Last post wins.
(11-05-2013 11:28 AM)Someone21 Wrote:  
(11-05-2013 10:47 AM)TheGoldenGriffin Wrote:  When g=1

When g=0

Oops haha, that makes more sense

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11-05-2013, 03:25 PM
Post: #820
RE: Last post wins.
It's not g times 64, it's a subscript. It's basically a recursively defined function. g subscript 1 equals 3↑↑↑↑3, and g subscript n is defined based upon g subscript n-1. So g subscript 64 equals 3[↑^(g subscript 63)]3, so then that's 3[↑^(3[↑^(g subscript 62)]3)]3, which expands to 3[↑^(3[↑^(3[↑^(g subscript 61)]3)]3)]3, and so on...

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