by the numbers
65432!
65456!
25 numbers from 1 to 100. 2 22s, 2 32s, 2 44s, 2 45s. are these really random? what are the odds of getting so many pairs? as a junior in college, i fulfilled my remaining math credit by taking stats, so if you'd axt me a billion years ago back when i was scratching out stats on my alloted piece of wax tablet, i coulda told ya what the odds were. as it is now, alls i can tell you is that it shore don't look random to me.
we purchase lotto tix once or twice a week, and do we win? helz to the no! we occassionally rake in the massive $4 jackpot, but that could not possibly qualify as "winning" since we spend $5 a pop on the tix themselves and $4 return on $5 investment is not "winning". if you lose 20% of your investment in your small business endeavor, that's a tax deductible capital loss. pluswise, we clearly do not gain $4 every time, so the investment to loss proportion is much greater than 20%. in conclusion, $5/week is $250/yr - what the hell are we doing?!
2 Comments:
The post ID of this comment is 6359323909884629782
This appears to be random as hell, statistically speaking. There is comfort in random numbers--it's the organized ones that stand out and make us pay attention.
Why?
p.s. You might like the book "Everything and More: a short history of infinity" by David Foster Wallace.
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