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duck wrote:Ok, so I took the average of the first page and the average of the second page, since I considered these two the most variant, and then did what Sully suggested by taking the average of the first scores on each page (as long as that score was above 1000), substituting in the averages of the first two pages instead of the first score on those two pages. The average I came up with was 1331.719111, for anyone who's interested.
hecter wrote:Go to the scoreboard, and find the page where 1000 turns to 999. Then take that page number, divide it by two, and then go to THAT page number. There's your average score.
hugeandmanly wrote:hecter wrote:Go to the scoreboard, and find the page where 1000 turns to 999. Then take that page number, divide it by two, and then go to THAT page number. There's your average score.
nope that would be the median score
duck wrote:Itrade wrote:Did you do that manually or with some sort of program? Anyway, awesome work man. That's exactly what I was looking for. It isn't very near to the median, though.
Manually. I was bored and oddly enough enjoy 10-key data entry.
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