April 28th, 2011 at 9:33:51 AM
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Hello,
I wonder how to calculate combinations in baccarat (8-deck shoe). For example , what is the combinations when player has 2 cards with total 1 scores and banker has 2 cards with total 9 scores. The answer is 45,033,013,641,216 based on Wizard (his site is just amazing) How to get this number?
here is the link:
For example total combinations in baccarat is 416*415*414*413*412*411., it`s easy to calculate,
but when I am trying to figgur out portions like above, I lost in some patterns.
Can anybody help? Thank you.
I wonder how to calculate combinations in baccarat (8-deck shoe). For example , what is the combinations when player has 2 cards with total 1 scores and banker has 2 cards with total 9 scores. The answer is 45,033,013,641,216 based on Wizard (his site is just amazing) How to get this number?
here is the link:
For example total combinations in baccarat is 416*415*414*413*412*411., it`s easy to calculate,
but when I am trying to figgur out portions like above, I lost in some patterns.
Can anybody help? Thank you.
April 28th, 2011 at 1:19:20 PM
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Usually the Wizard is good about showing formulas if they are algebraic. He clearly wrote a computer program to do those tables.
The numbers do not look like they are easy to calculate. For instance if you prime factor the first column you get almost nothing.
28979901420544 = 2^10*29*107* 9,120,427
24291119898624 = 2^13*3* 988,408,199
26957461020672 = 2^13*11*23* 3,559
46033607532544 = 2^13*23*571*1929* 2,839,483
46171612971008 = 2^16*7*47* 2,141,407
etc.
The numbers do not look like they are easy to calculate. For instance if you prime factor the first column you get almost nothing.
28979901420544 = 2^10*29*107* 9,120,427
24291119898624 = 2^13*3* 988,408,199
26957461020672 = 2^13*11*23* 3,559
46033607532544 = 2^13*23*571*1929* 2,839,483
46171612971008 = 2^16*7*47* 2,141,407
etc.
April 30th, 2011 at 9:01:30 PM
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Thank you. But even that numbers were figur out by a computer program. Formula exists. Like all this 9,120,427 ; 988,408,199 and so on... can be calculated. It should be "+" in formulas for partial numbers of combinations as well I guess... Thanks...