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		<title>&#x22;One In 1000&#x22;: Odds of winning lower-tier prizes</title>
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		<description>mediabrat's Blog: &#x22;One In 1000&#x22;: Odds of winning lower-tier prizes</description>
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			<title>Original Blog Entry: &#x22;One In 1000&#x22;: Odds of winning lower-tier prizes</title>
			<link>/blogentry/64416</link>
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			<pubDate>Tue, 20 Mar 2012 22:12:16 GMT</pubDate>
			<dc:creator>mediabrat</dc:creator>
			<description><![CDATA[<p>In my first post, I said I didn&#x27;t know where to start calculating how much money you could win on average by playing 0.1% of the possible Mega Millions/Powerball combinations. However, thanks to Lottery Post member RJOh, we do know the odds involved as far as Mega Millions is concerned, and from this we can take a stab at the amount of money one could expect. One might think this would put a premature end to The One In 1000 Project, but the way I see it, this gives us a benchmark against which to compare future results.<br /><br />Chart courtesy of RJOh:<br /><br />combination size 5<br /><br />basic pool size 56<br /><br />(B) Bonus pool size 46<br /><br />smallest match no (B) number 3<br /><br />largest match with bonus 5<br /><br />smallest match with bonus 0<br /><br />tickets or chances per draw 175000<br /><br />possible combos of 5/56 + 1/46 numbers = 175711536<br /><br />MATCH ODDS WINNING COMBOS ODDS 175000 CHANCES EXPECT MATCHES<br /><br />5/5+B 1 : 175711536 1 1 : 1004 0.00<br /><br />5/5+0 1 : 3904701 45 1 : 22 0.04<br /><br />4/5+B 1 : 689065 255 1 : 4 0.25<br /><br />4/5+0 1 : 15313 11475 1 : 0 11.43<br /><br />3/5+B 1 : 13781 12750 1 : 0 12.70<br /><br />3/5+0 1 : 306 573750 1 : 0 571.43<br /><br />2/5+B 1 : 844 208250 1 : 0 207.41<br /><br />1/5+B 1 : 141 1249500 1 : 0 1244.44<br /><br />0/5+B 1 : 75 2349060 1 : 0 2339.55<br /><br />______________________________________________________________________________<br /><br />overall odds are 1 : 39.8 4387.2 total expected wins<br /><br />4405086 winning combos = 2.5 % of possible<br /><br />Odds aren&#x27;t very good of getting a 4/5 +1 with 175000 lines.<br /><br />So based on these numbers, here&#x27;s what we can expect in terms of winnings (assuming I&#x27;m applying the right math concepts and my calculations are correct):<br /><br />MATCH PRIZE PER MATCH EXPECTED WINNERS TOTAL PRIZES<br /><br />5+1 Jackpot 0.00 $0<br /><br />5+0 $250,000 0.04 $10,000<br /><br />4+1 $10,000 0.25 $2,500<br /><br />4+0 $150 11.43 $1,714.50<br /><br />3+1 $150 12.70 $1,905<br /><br />3+0 $7 571.43 $4,000.01<br /><br />2+1 $10 207.41 $2,074.10<br /><br />1+1 $3 1244.44 $3,733.32<br /><br />0+1 $2 2339.55 $4,679.10<br /><br />TOTALS 4387.25 $30,606.03<br /><br />The number of matches is consistent with our limited results thus far, though the dollar amount is a bit high. However, I attribute that to the $12,500 added on by the rare 5+0 and 4+1 wins. We&#x27;ll keep an eye on this and see how closely life imitates math.<br /><br />... &#x5b;&#xa0;<a href="/blogentry/64416">More</a>&#xa0;&#x5d;</p>]]></description>
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