I am diabetic and want to play online poker tournaments. I'm going to Vegas and they do not know allow the food tables. What do you suggest I do?

I suggest telling them your situation. They might make an exception. If you can bring drinks, then you could bring protein or meal replacement shake.

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I downloaded the Pokerstars, but I can not find Texas Hold'em, Omaha, Stud and other variations, but no regular direct poker. Thank you

Are you going to 5 card draw? yes it is there, it is part of the "stud". ————————————————– ———————————————— In addition, FullTiltPoker . com is the better choice (more players) and free-play "traditional poker "than your 5 and 7 Card Stud.

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This is probably the "stoopidist" The question never asked, but is a poker (especially Texas Hold 'Em (especially Full Tilt) play only one deck of cards, or sometimes more than one. Are the cards are shuffled with each hand? If the answer Thank you each of the above is yes, then if you can hold your hand five of a kind in the rankings? Hold on …. they do not have the correct cards? Does this is the Bulldog I am so my avatar is not real too? Thanks for the replies anyway!

They use a deck of cards and, yes, the cards mix after each hand.

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I'm looking to buy a few decks of 100% plastic playing cards. I've already Copag 1546 Regular Index of my deck choice. Artistic design back to the style of the font used in numbers and letters look good. I've heard good things about the sustainability of this character. However I have some concerns about what I've read the forums. I have a few things I've read every post in the past 3-4 years is the fact that the blue Copag cards are usually used to bleed each other making them marked and unusable at this point. 1. How durable are Copag (1546) Poker playing cards? 2. Can they be stored for a few months of each other for years without bleeding?

Mine are long lasting good, I've had mine now for 3 years and kept them in my car through the winters and summers.

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1. If I have dealt with 100 hands of Texas Hold'em is a max of 6 players, which has many times out of 100 I would have dealt with the following cards? AA, KK, QQ, JJ, AK suited, AQ suited, 10-10, AK off suit, KQ suited, AJ suited, 99, 88, 77 2. What is the number of times out of 100 hands I could expect to win if I have dealt with the same card as mentioned above?

1. AA will never happen again in the hands of 221. The same for all the other pocket pairs. AK suited happens once every 332 hands. The same is true for all other combinations that. AK off suit deals with 111 time on your hands. The same everyone else agreed, odd combinations. 2. This depends entirely on how you play them. A very aggressive style to win many more pots than passive style (but not necessarily more money) I've posted the link below the odds calculator. Use this to calculate the coefficients a a hand in a win against second hand, or a random hand, or a number of known or unknown hands. You can also calculate the odds against an opponent who could be organized in many different hands (for example, you suspect your opponent has TT, JJ, QQ, KK, AA, AK or AQ, but I do not know what, and want to know how to keep your hands in that area) *** EDIT *** It had not occurred to me that you wanted to know the total the probability of the above hands. Well, Dividebyzero is to show you how to do it right, but I think he made a few mistakes. If first card is a queen who will give you opportunities for a second card 5 (1 ace, 1 king, 3 queens) If the first card has a connector that will give you 4 possibilities for the second card (1 ace, 3 connectors) If the first card is 10-7, you have 3 option (the other three tens, nines, etc.) The first Card (4 * 9) = 36 K (4 * = 32 Q (4 * 5) = 20, J (4 * 4) = 16 T-7 (4 * 4 * 3) = 48 Total = 152 152 / 2652 = 5.7315%, he is technically correct saying you can not only increase the probabilities of the individual, but it's still a very good estimate of 8 pairs of 8 / 221 4 right combination of: 4 / 332 1 inappropriate combination of: 1 / 111 the sum of these percentages from 5.7256% the same as we were before, within two decimal places. So when the first method is more accurate, the second method is easier, and virtually just as good. Regarding the second question, I can tell you how many times these the hands are held up for me a different number of players. 128 207 Not a hand, I have dealt with the following: (AA-77, AKS, AQS, AJs, and KQs AKO), or 7413 times 5.782% of the time (not statistics wonderful) These figures come from the 9 man SNG's. The numbers are a different MTT, Cash, or turbos, and very different, depending on the how to play them. hands are delayed: 8 and 9 hand: 66.6% of the time 6 and 7 of your hand: 73.4% 5-handed: 80.8% 4-handed: 84.0% 3-handed: 83.1% heads-up: 86.2% It should be noted that these numbers are not extremely accurate, since by that time, when you have to filter it down to only the hands listed above and certain players' samples are relatively small. Heads up is just a sample of 586 hands.

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what each card is worth? How to tell what is better than what. Is there a site that give information about any card games?

Go to this website, very detailed information: http://games.yahoo.com/help/rules/po&ss=1

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Personally I believe in luck. The reason is that when I play poker for fun or others because I'm going to win. I begin to lose that much if I'm involved in the game $ $. I just could not explain other than by using the word "luck" maybe I was born with a rule that I do not must make $ $ is good luck. Today, I decided to try an online casino and the first 2 tries for me $ 15, but later lost $ 30. I stopped playing after that I just want to get deeper. Btw, is a great stock to consider the same as gambling? I'm afraid my luck to play is the same as playing the stock market because both are also involved in $ $ and depends on "luck".

Nope. You can create your own "luck". Each reason is the influence that the effect is the reason, luck / chance is only just words, which are things unknown causes, result in unexpected, is not recognized or perceived.

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