{"id":3591,"date":"2024-02-21T02:22:09","date_gmt":"2024-02-21T02:22:09","guid":{"rendered":"http:\/\/www.hamptons-usa.com\/home\/?p=3591"},"modified":"2024-02-21T06:55:45","modified_gmt":"2024-02-21T06:55:45","slug":"2779554616096870911","status":"publish","type":"post","link":"http:\/\/www.hamptons-usa.com\/home\/2024\/02\/21\/2779554616096870911\/","title":{"rendered":"5 Five Card Draw Poker: Guidelines, Order Of Arms, &#038; Gameplay"},"content":{"rendered":"<h1>5 Five Card Draw Poker: Guidelines, Order Of Arms, &#038; Gameplay<\/h1>\n<p>The odds of flopping a pair in any given hand is 1 in 2.37 (before cards are dealt). The odds of flopping two pair in any given hand is 1 in 21 (before cards are dealt). The odds of flopping a straight in any given hand is 1 in 254.8 (before playing cards are dealt). The odds of flopping a flush in any given hand is 1 in 508.8 (before playing cards are dealt). The lowest pair that cracks the top 20 finest No Limit Hold&#8217;em starting palms. Pocket eights are strong, but will often face powerful spots when an overcard or two comes on the flop.<a href=\"https:\/\/tbiliselebi.ge\/ka\/news\/sport\/onlain-kazinos-mimokhilvebi-da-rekomendatsiebi-tkveni-gzamkvlevi-sauketeso-saitebistvis-sakartveloshi\">https:\/\/tbiliselebi.ge\/ka\/news\/sport\/onlain-kazinos-mimokhilvebi-da-rekomendatsiebi-tkveni-gzamkvlevi-sauketeso-saitebistvis-sakartveloshi<\/a><\/p>\n<p><!-- more --><\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"5 card poker hands\"\/><\/p>\n<p>That&#8217;s because a full home comes just a bit much less frequently than a flush, thereby making it the higher-ranked hand of the two. With an unpaired hand like J9, you have a 32.43% likelihood of hitting a one-pair hand on the flop. Connected cards like 9&#x2660; 8&#x2663; have a 1 in 77.5 likelihood of hitting a straight on the flop.<\/p>\n<p><h2>Poker Arms Odds Table<\/h2>\n<\/p>\n<p>Be considerably cautious with ace-jack on ace-high flops, particularly versus tight players who may have ace-king and ace-queen. This hand has lots of playability due to how well it interacts with flops. It can simply hit sturdy high pairs, plus straights and flushes.<\/p>\n<p><div style='text-align:center'><iframe width='560' height='311' src='https:\/\/www.youtube.com\/embed\/-DXM8OCeYrY' frameborder='0' alt='5 card poker hands' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p>Suited playing cards like A&#x2660; K&#x2660; have a 1 in 118 chance of hitting a flush on the flop. Poker&#8217;s finest hand is a royal flush, which consists of an Ace, King, Queen, Jack, and Ten of the same suit. A robust hand that&#8217;s almost at all times value enjoying preflop, whether it be by raising yourself, calling a increase, or 3-betting. I wanted to include one thing a bit more exciting in this article, so here is the highest 20 No Limit Hold&#8217;em starting arms by way of raw all-in fairness (or percentages). A flush is a hand which has all playing cards of the same suit. Also very uncommon, a straight flush consists of any straight that&#8217;s all the same swimsuit.<\/p>\n<p><h3>What&#8217;s The Finest Hand In Poker?<\/h3>\n<\/p>\n<p>Thus getting a hand with all cards in one go nicely with is four instances extra probably than getting one with all diamond, however continues to be a uncommon event (with a couple of zero.2% probability of happening). Some of the higher ranked poker palms are in a single suit but with extra strict necessities. After that if there&#8217;s more than one player remaining, a showdown occurs during which the player with the best five-card poker hand wins. The number of distinct poker hands is even smaller. However, even though the hands are not identical from that perspective, they still kind equivalent poker palms because each hand is an A-Q excessive card hand.<\/p>\n<ul>\n<li>This is as a result of the chances of getting a full home are barely less than a flush, thereby making it the higher-ranked hand of the two.<\/li>\n<li>One Pair &#8211; This frequent mixture incorporates only one pair with the other three cards being of different rank.<\/li>\n<li>Put nicely, choose 1 out of 13 for the type, then choose 1 out of forty eight for the fifth card.<\/li>\n<li>The odds of flopping a flush in any given hand is 1 in 508.8 (before playing cards are dealt).<\/li>\n<li>For example, 9&#x2660; 8&#x2660; 7&#x2660; 6&#x2660; 5&#x2660; is a straight flush.<\/li>\n<\/ul>\n<p>Here are the possibilities for every hand. It is the three-of-a-kind factor of a full home that dictates the winner. As mentioned, it is really essential to study what beats what in poker, so here we define a few of the most frequently asked questions when it comes to poker hand rankings. When a number of players have the same poker hands, the extra playing cards are available to play.<\/p>\n<p><h3>Please Observe The Following Card References:<\/h3>\n<\/p>\n<p>The third step can be omitted since the variety of methods of choosing zero is 1. In any case, the variety of possible ways to hold out that 2-step (or 3-step) process is to multiply all the possibilities together. Usually the order by which the cards are dealt just isn&#8217;t essential (except within the case  of stud poker). Thus the next three examples level to the identical poker hand. The only difference is the order by which the playing cards are dealt.<\/p>\n<ul>\n<li>Understand the Texas Holdem Poker Rules with the 1-page handout and join the other gamers and get entangled in the recreation in your likelihood to win.<\/li>\n<li>The probability is the fraction of the two,598,960 palms that meet the requirement of the kind of hands in question.<\/li>\n<li>Without normalization, it&#8217;s extremely difficult to create a unique integer worth for every hand and assure that a pair of four&#8217;s will always beat a pair of three&#8217;s.<\/li>\n<li>This hand is practically the identical as a royal flush.<\/li>\n<li>You can see the poker hand rankings above.<\/li>\n<\/ul>\n<p>For example, a 5, six, seven, eight and 9 of any go properly with combined up. In another post, I\u2019ll have a glance at the odds of improving the hand you had been dealt. Any one of many 5 cards may have been dealt first, any one of the remaining four might have been dealt second, and so on.<\/p>\n<p>If kickers are additionally tied, the subsequent highest card decides the winner, and if all playing cards are tied the pot is evenly break up between the successful players. The following tables show the number of combos and probability for every poker hand utilizing the best five cards from out of 5 to 10 playing cards. To get the whole number of straights, choose 1 out of 10 for the bottom rank in the straight, after which choose 1 out of four suits for every of the 5 playing cards. Although many see the straight as a stronger hand, there are many different poker arms that beat it.<\/p>\n<p>The objective of the scoring can be to distinguish between hands in a tie-breaking state of affairs. That is, &#8220;pair&#8221; vs. &#8220;pair.&#8221; If you detect a different hand configuration (&#8220;two pair&#8221;), that puts the scores into separate groups. Then, you possibly can multiply the special prime values of each card together to provide a singular value for every attainable hand. Add in your value for kind of hand (pair, full house, flush, etc) and use that.<\/p>\n<p><h2>(five) Card Draw Poker: Rules, Order Of Palms, &#038; Gameplay<\/h2>\n<\/p>\n<p>The player with the higher kicker will take the pot when this occurs. Below you can see a list of poker hands so as from highest to lowest that will assist you get started, in addition to the top starting arms for Texas Hold&#8217;em. There&#8217;s also a fast quiz that can help you bear in mind the hands next time you play poker. The chart lists the rankings with an example for each ranking.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"300px\" alt=\"5 card poker hands\"\/><\/p>\n<p>If you&#8217;ve a suited hand with two high playing cards (like Q&#x2660; J&#x2660;), you&#8217;ve a 1 in 19,600 likelihood of hitting a royal flush on the  flop. There are 1,326 attainable 2 card starting arms in Texas Hold&#8217;em. The finest beginning hand is pocket aces, while the worst is seven-two offsuit. Another highly effective, high-card-driven hand.<\/p>\n<ul>\n<li>Flushes consist of 5 playing cards of the identical swimsuit, similar to A&#x2660; J&#x2660; 9&#x2660; 7&#x2660; 4&#x2660;.<\/li>\n<li>From a royal flush to excessive card, perceive what beats what in Poker with our free Poker Hand Rankings Guide.<\/li>\n<li>The primary goal is to both have the most effective one or persuade everyone else at the table that you do.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>The odds of flopping a pair in any given hand is 1 in 2.37 (before cards are dealt). The odds of flopping two pair in any given hand is 1 in 21 (before cards are dealt). The odds of flopping a straight in any given hand is 1 in 254.8 (before playing cards are dealt). The odds of flopping a flush in any given hand is 1 in 508.8 (before playing cards are dealt). The lowest pair that cracks the top 20 finest No Limit Hold&#8217;em starting palms. Pocket eights are strong, but will often face powerful spots when an overcard or two comes on the flop.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/posts\/3591"}],"collection":[{"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/comments?post=3591"}],"version-history":[{"count":1,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/posts\/3591\/revisions"}],"predecessor-version":[{"id":3592,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/posts\/3591\/revisions\/3592"}],"wp:attachment":[{"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/media?parent=3591"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/categories?post=3591"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.hamptons-usa.com\/home\/wp-json\/wp\/v2\/tags?post=3591"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}