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There's a lot of code to develop, creating random shoes and you'll then code what the spreadsheet would hae done. Consider "Version 6" with 8 decks. A thru Q can have a straight For each one there are 8 ways to get each card. I'm struggling a little with the logic behind calculating this. Of course, for 3 cards there are 6 permutations as order doesn't matter - I was being a bit slow then! There are two scenarios I see. I've written some code already to calculate the chance of a Suited Three of a Kind, but it's returning exactly twice as many outcomes as per the formula you pointed out. Use similar logic for other hands for trips subtract suited trips and straights subtract SF. You need to develop a method of "counting", something you might use at the table. I have a card ex: Ace of Diamonds How many other cards match my card? I posted the above whilst you were posting your original reply. You have to work out what things you want to count, this means looking at "Effect of Removal" etc. Thanks once again for your answer. Personally I just learnt, looked up various algorithms etc. November 1st, at AM permalink. So I'd like to programatically calculate how the odds differ dependent upon the remaining cards. October 31st, at AM permalink. I believe I misled you when I said "30 random" cards. The second card has to be the same now there are only 7 left , The third card has to be the same now there are only 6 left. Thank you for the clarification regarding that. I'm going to get back to my program now and get this finished off. RSS Feed. Joined: Oct 31, Threads: 1 Posts: 6. Thank you, that is a great explanation and I am going to get coding on putting this in action. I think I've made some progress since I posted this. I mean 30 cards that I am aware of but they are randomly taken from the 8-decks. Thank you for clarifying this and all your help. If the cards are specific i. One way is to develop a spreadsheet. Suited three of a kind can be any of 52 cards, there are 8 or each card e. The aim is to detect when a sidebet becomes in the player's advantage. Joined: Jun 17, Threads: 30 Posts: Thanks for this post from:. I know some people e. If the cards are 30 random then it doesn't make any difference. For example, if 30 random cards had been dealt and discarded so remain , how would I apply the same to calculate the updated probabilities in the case of Suited Three of a Kind for example? Kind Regards, Phoenix. I'm a programmer by trade so not afraid to get my hands dirty : Thanks, PQ. The original page is here. That's what I assumed when writing the last paragraph. If you're getting into developing a method to count cards and detect when the bet might be positive, then that probably gets complicated. I really appreciate your time and effort helping me with this. As a variation on the above, how would the outcomes be calculated in the event of a partial deck? I'm guessing it would be based on having a large number of one suit having gone, or perhaps a large number of specific ranks. Thank you once again for your detailed and useful response. Of course, a forum may be the wrong place to try to glean such information, but if you happened to know of any useful guides to get me started I would appreciate it. Straight flush There are 4 suits and 12 ways to get a straight A23, , QKA i. Then you also need to develop a good random number generator and method to shuffle the cards. Most Active Forum Threads Down and out with the Coronavirus math Rectangle inscribed in Easy math puzzles Open Containers to be{/INSERTKEYS}{/PARAGRAPH} Consider the eight decks but you number every card; so deck 1's Ace of Diamonds is 1Ad, etc. It would take ages to analyse every combination of 30 cards, which is why you need to develop a method of running simulations and look for patterns. Typically you have to narrow down the numbers e. Then you need to collate the results based on the counts. {PARAGRAPH}{INSERTKEYS}Recommended online casinos. In this case create a spreadsheet where you can enter the cards gone, calculate the deck left, and work through all the hands that can be made from the modified deck. There are some ideas by others of how to categorise poker hands rather than running every combination.