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FYI if we assume it follows a normal distribution:mean = 36%std dev = 9.3%
post texas game, plus my std dev is for the model not the data (and michi said his was estimated).
Quote from: Chingon on February 25, 2013, 08:51:17 PMpost texas game, plus my std dev is for the model not the data (and michi said his was estimated).He estimated 6.8%
i didn't calculate or estimate anything, and i still got it completely right. teamlazy&smart wins again.
Quote from: Fake Sugar Dick (WARNING, NOT THE REAL SUGAR DICK!) on February 25, 2013, 08:55:24 PMQuote from: Chingon on February 25, 2013, 08:51:17 PMpost texas game, plus my std dev is for the model not the data (and michi said his was estimated).He estimated 6.8%I dunno looks like he was wrong (probably didn't normalize quite correctly, should be divided by (n-1)).
Quote from: Chingon on February 25, 2013, 09:05:09 PMQuote from: Fake Sugar Dick (WARNING, NOT THE REAL SUGAR DICK!) on February 25, 2013, 08:55:24 PMQuote from: Chingon on February 25, 2013, 08:51:17 PMpost texas game, plus my std dev is for the model not the data (and michi said his was estimated).He estimated 6.8%I dunno looks like he was wrong (probably didn't normalize quite correctly, should be divided by (n-1)).I just took excel and made the end percentage of every game a data point. then used the excel functions. I'm not a pro, but the numbers seemed reasonable. And yes the 18.8% performance would skew the Std. Dev.