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<feed xmlns="http://www.w3.org/2005/Atom" xmlns:thr="http://purl.org/syndication/thread/1.0"><updated>2017-10-10T23:18:47Z</updated><id>tag:sursumcorda.salemsattic.com,2018:/isso/thread/post/for-math-lovers-only</id><title>Comments for sursumcorda.salemsattic.com/post/for-math-lovers-only</title><entry><id>tag:sursumcorda.salemsattic.com,2018:/isso/1196/4238</id><title>Comment #4238</title><updated>2017-10-10T23:18:47Z</updated><author><name>Kathy Lewis</name></author><link href="https://sursumcorda.salemsattic.com/post/for-math-lovers-only#isso-4238" /><content type="html">&lt;p&gt;In the coin-toss problem, the key is to look at the ways of getting the output you want in exactly 3 tosses.  (There is one way for each output to win in exactly one toss.)  For three tosses, the only way to get HH is THH, but you can get HT with HHT or THT.  Note that this is not the same as saying that HT will probably appear before HH, since one of the ways we got HT started with HH.&lt;/p&gt;</content></entry><entry><id>tag:sursumcorda.salemsattic.com,2018:/isso/1196/4237</id><title>Comment #4237</title><updated>2017-10-10T15:38:00Z</updated><author><name>Diane Villafane</name></author><link href="https://sursumcorda.salemsattic.com/post/for-math-lovers-only#isso-4237" /><content type="html">&lt;p&gt;The infinite progression of numbers makes me think of God. :&lt;/p&gt;</content></entry></feed>