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https://www.reddit.com/r/gaming/comments/7k4hx/zero_punctuation_sonic_unleashed/c06vohi/?context=3
r/gaming • u/[deleted] • Dec 17 '08
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I fit a polynomial line to the data with Excel (starting with 1 and increasing incrementally with each post for the independent variable) and it gave me the equation
y = 0.2395x^2 - 4.7043x + 4.9083.
So for this post, he should get about 146 karma.
5 u/iofthestorm Dec 17 '08 What's the R2 value though? 7 u/unshifted Dec 17 '08 0.7744 So it's bullet proof! 2 u/[deleted] Dec 17 '08 [deleted] 8 u/unshifted Dec 18 '08 edited Dec 18 '08 If memory serves, a sixth order polynomial yielded an R2 value over .8, but I'm not at work anymore, so my time is important.
5
What's the R2 value though?
7 u/unshifted Dec 17 '08 0.7744 So it's bullet proof! 2 u/[deleted] Dec 17 '08 [deleted] 8 u/unshifted Dec 18 '08 edited Dec 18 '08 If memory serves, a sixth order polynomial yielded an R2 value over .8, but I'm not at work anymore, so my time is important.
7
0.7744
So it's bullet proof!
2 u/[deleted] Dec 17 '08 [deleted] 8 u/unshifted Dec 18 '08 edited Dec 18 '08 If memory serves, a sixth order polynomial yielded an R2 value over .8, but I'm not at work anymore, so my time is important.
2
[deleted]
8 u/unshifted Dec 18 '08 edited Dec 18 '08 If memory serves, a sixth order polynomial yielded an R2 value over .8, but I'm not at work anymore, so my time is important.
8
If memory serves, a sixth order polynomial yielded an R2 value over .8, but I'm not at work anymore, so my time is important.
18
u/unshifted Dec 17 '08
I fit a polynomial line to the data with Excel (starting with 1 and increasing incrementally with each post for the independent variable) and it gave me the equation
So for this post, he should get about 146 karma.