{"id":7534,"date":"2023-12-13T12:29:57","date_gmt":"2023-12-13T12:29:57","guid":{"rendered":"https:\/\/www.turgen.com\/?p=7534"},"modified":"2023-12-13T16:30:04","modified_gmt":"2023-12-13T16:30:04","slug":"273642251017896132","status":"publish","type":"post","link":"https:\/\/www.turgen.com\/?p=7534","title":{"rendered":"How To Play Poker Poker Hand Rankings"},"content":{"rendered":"<h1>How To Play Poker Poker Hand Rankings<\/h1>\n<p>Three of the highest-ranked playing cards full the hand. SLOWPLAY is a professional Texas Hold&#8217;em tools model based by a  number of committed players who love Texas Hold&#8217;em. We wished to create the last word poker chips, taking half in cards, and more, allowing gamers to invest more and revel in each course of in poker.<\/p>\n<p><!-- more --><\/p>\n<p><div style='text-align:center'><iframe width='562' height='310' src='https:\/\/www.youtube.com\/embed\/Px5vOuDt_x8' frameborder='0' alt='ranking of poker hands' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p>In Short Deck, for example, a flush ranks higher than a full house as a end result of it\u2019s tougher to make a flush with a reduced deck of cards. Any 5 consecutive playing cards in the identical swimsuit that are not a royal flush are straight flushes. The only hand that can beat a straight flush is a royal flush or a straight flush with higher-ranked playing cards.<\/p>\n<p><h2>Poker Hand Rankings Faq<\/h2>\n<\/p>\n<p>The highest card of the 5 determines the power of the flush. For example, an ace-high flush beats a ten-high flush. A flush is just possible in Texas Hold\u2019em when at least three playing cards of the same go properly with hit the board.<\/p>\n<p>And no matter who you may be, there&#8217;s always a seat ready for you. The full house comes in less usually than a straight. In Texas Hold\u2019em, the percentages towards drawing a full house are around 36-to-1, while the odds in opposition to making a straight are round 21-to-1. For instance, in case you have 7-6 and the board runs out 7-6-A-A-2, you don&#8217;t have three pair. You have two pair, aces and sevens with a six kicker.<\/p>\n<p><h3>Video Games With More Than Five Playing Cards<\/h3>\n<\/p>\n<p>It is five playing cards of the same worth and it beats a royal flush. Poker is an exciting game with lots of distinctive features. The first step towards changing into a profitable participant is learning the poker hand rankings and categories. That way you can skip forward to essentially essential stuff to add to your technique later on. Poker is a fantastically complex game where you can develop numerous profitable methods. The most essential thing is to begin taking half in and experimenting together with your playing strategies.<a href=\"https:\/\/ieee-iemdc-conf.org\/exploring-the-top-boku-casinos-in-canada.html\">top boku casinos<\/a><\/p>\n<p>In the same means, your strength increases if the board eliminates any attainable flushes possible. There is not any distinction within the rankings for Texas Hold\u2019em and Omaha poker games. As for the Short Deck, there shall be a slight distinction as a result of reduced number of playing cards involved.<\/p>\n<p><h3>Texas Hold&#8217;em Hand Rankings<\/h3>\n<\/p>\n<p>When a participant is a very robust favourite to win a hand but does not win. For instance, AA losing to AKo the place each gamers go all-in pre-flop. In Badaci, the 4-card Badugi hand nonetheless wins half the pot, nonetheless, the best 5 playing cards A-5 low hand wins the opposite half. So Badaci is pretty easier cause the strongest attainable hand is a logical A\u2665 2\u2663 3\u2660 4\u2666 5\u2666. In Omaha eight or better, the most effective hand nonetheless wins the primary pot in the standard poker ranking.<\/p>\n<ul>\n<li>When you turn your playing cards over, you find to your dismay, that your opponent has a a lot bigger kicker and wins the pot.<\/li>\n<li>Those hands are a full house, four-of-a-kind, straight flush, and royal flush.<\/li>\n<li>This is the most effective starting hand that a participant could be dealt.<\/li>\n<li>For instance, the value of a pair of aces decreases considerably when 4 gamers are involved.<\/li>\n<li>When multiple gamers have two pair, the participant with the higher high pair wins the pot.<\/li>\n<li>Learn extra about our ambassadors and be part of the group at present.<\/li>\n<\/ul>\n<p>Baduci is an amalgamation of Badugi and 2-7 Triple Draw. One half is received by holding one of the best 4-card Badugi hand at the showdown. The other half is gained by holding the most effective 5-card 2-7 hand. The best possible hand in Baduci is 2\u2665 3\u2663 4\u2660 5\u2666 7\u2666. The game remained unknown to the basic public for decades, till they launched it in Las Vegas, in 1967 on the Golden Nugget casino.<\/p>\n<p>What occurs when a couple of participant has the identical hand? This is when it may be very important be aware of the additional cards in your hand which are known as \u201cKickers\u201d. These are playing cards that most might not pay attention to as a outcome of they are kind of unfastened cards in the hand that don\u2019t match with some other card.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"300px\" alt=\"ranking of poker hands\"\/><\/p>\n<p>For example, AKo is the similar value to other AKo, and a pair of sixes are equivalent in value to a different pocket pair of sixes. That brings us to a number of 169 non-equivalent starting palms in Holdem poker, which is the entire depend of thirteen pocket pairs, seventy eight suited palms, and seventy eight unsuited hands. We can rank these starting hands by teams they belong to, which determines their playability and value.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Three of the highest-ranked playing cards full the hand. SLOWPLAY is a professional Texas Hold&#8217;em tools model based by a  number of committed players who love Texas Hold&#8217;em. We wished to create the last word poker chips, taking half in cards, and more, allowing gamers to invest more and revel in each course of in poker.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[1],"tags":[],"class_list":["post-7534","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/www.turgen.com\/index.php?rest_route=\/wp\/v2\/posts\/7534","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.turgen.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.turgen.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.turgen.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.turgen.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=7534"}],"version-history":[{"count":1,"href":"https:\/\/www.turgen.com\/index.php?rest_route=\/wp\/v2\/posts\/7534\/revisions"}],"predecessor-version":[{"id":7535,"href":"https:\/\/www.turgen.com\/index.php?rest_route=\/wp\/v2\/posts\/7534\/revisions\/7535"}],"wp:attachment":[{"href":"https:\/\/www.turgen.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7534"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.turgen.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7534"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.turgen.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7534"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}