{"id":1041184,"date":"2026-06-14T12:31:22","date_gmt":"2026-06-14T12:31:22","guid":{"rendered":"https:\/\/vibizconsulting.com\/?p=1041184"},"modified":"2026-06-14T16:02:33","modified_gmt":"2026-06-14T16:02:33","slug":"poker-hands-ranked-in-order-full-poker-hand","status":"publish","type":"post","link":"https:\/\/vibizconsulting.com\/index.php\/poker-hands-ranked-in-order-full-poker-hand\/","title":{"rendered":"Poker Hands Ranked in Order: Full Poker Hand Rankings Guide"},"content":{"rendered":"<p>Poker Hands Ranked in Order: Full Poker Hand Rankings Guide<\/p>\n<div class=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul>\n<li><a href=\"#need-a-copy-for-next-time-you-play-poker-just-download-and-print-our\">Need a copy for next time you play poker? Just download and print our<\/a>\n<ul>\n<li><a href=\"#key-takeaways\">Key Takeaways<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#luck-and-skill-in-poker-games\">Luck and skill in poker games<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"606px\" alt=\"Poker hand rankings\" 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\"><\/p>\n<p>When you&#x2019;ve got quads, you&#x2019;re sitting pretty. It&#x2019;s the rarest hand in poker, and when you hit it, you&#x2019;re guaranteed to win. Form the best possible five-card hand out of what you&#x2019;re dealt or, at the very least, convince everyone else you have it! Only if all five cards (A-K-Q-J-T of the same suit) are dealt face-up as the community cards on the board. A Royal Flush mrbeast casino is the highest possible hand in standard poker and cannot be beaten. This poker hand stands tall at the top of poker hand rankings, so if you are lucky enough to get one, you are guaranteed to win the pot because a Royal Flush beats everything else in poker.<\/p>\n<p>In case 2 or more players have the same poker hand, such as a pair of aces, their kickers come into play for deciding which player will win the pot. With our example hand, your hand would be a set if you whole cards are a pair of fives and one of the community cards is a five. You can consider yourself incredibly lucky if you get this hand in poker! While poker is a skill game where luck plays a significant factor, getting a basic understanding of poker hands is quite easy! To answer these questions, we have put up our poker hand rankings table for you to find out all poker hands ranked from the best to the worst. A flush of hearts is exactly equal to a flush of spades if the card ranks are identical.<\/p>\n<p>In a battle between two straights, the hand with the strongest high card wins. Hands like A&#x2665;K&#x2663;Q&#x2665;J&#x2660;T&#x2666;&#xFE0F;, Q&#x2665;J&#x2666;&#xFE0F;T&#x2663;9&#x2665;8&#x2660;, T&#x2660;9&#x2665;8&#x2666;&#xFE0F;7&#x2663;6&#x2665;, and 5&#x2665;4&#x2666;&#xFE0F;3&#x2663;2&#x2665;A&#x2660; all mark examples of a made straight. If all five community cards are on the board, you have a 4.62% chance of making a straight (20.6-to-1 odds against) In Texas Hold&#x2019;em, you&#x2019;re tasked with making the strongest possible five-card hand out of seven total cards. It&#x2019;s easy to get excited about making a straight in cards and lose sight of another player&#x2019;s possible draws.<\/p>\n<p>Most home-game versions of wild card poker use this rule, but tournament play generally doesn&apos;t. In Omaha you receive four hole cards and must use exactly two of them plus exactly three community cards. Hand rankings are identical to Hold&apos;em, but the rules for forming hands differ. When hands are completely identical in rank, the pot is split. Despite being the weakest ranking, high-card hands win more pots than you&apos;d think &#x2014; most hands in Hold&apos;em are won by betting, not by showdown. You&apos;ll make at least a pair on the flop around a third of the time when starting with two unpaired cards &#x2014; it&apos;s the most common made hand in poker. In Hold&apos;em, be cautious when three cards of one suit appear on the board &#x2014; if you don&apos;t hold the Ace of that suit, someone else&apos;s flush could have you beaten. If two players each have a flush, the one with the highest card wins.<\/p>\n<p>When two players have straight flushes, the one with the higher top card wins. In Hold&apos;em you make the best 5-card hand from your 2 hole cards + 5 community cards. If multiple players are in this situation, the highest card wins. The objective is to form the best five-card hand using a combination of your hole cards and the community cards. Note that under ace-to-five low rules, straights, flushes and straight flushes are not possible, so such hands are instead high card hands. This is exactly why starting hand guides stress playing strong kickers, especially from early position.<\/p>\n<h3 id=\"key-takeaways\">Key Takeaways<\/h3>\n<p>When no player makes any of the above hands, the highest card wins. The Royal Flush is the best possible hand in poker. Knowing poker hand rankings is the absolute foundation of playing poker. Poker hand rankings determine who wins every pot. Check out The Session Log for in-depth guides on poker strategy, bankroll management, variance, and more. PokerCharts makes this easy by automatically calculating your stats and surfacing insights from your session history. If the hand ranks are identical, kickers (side cards) are compared one by one. Three of a kind always beats two pair in standard poker hand rankings.<\/p>\n<p>If multiple players have two pair, the player with the highest pair overall wins the tiebreaker. Often called &quot;quads,&quot; four of a kind is an incredibly fun hand to draw &#x2014; as long as you don&apos;t lose out to higher quads! These are the first three community cards, also known as the &quot;flop&quot;. Raises prior to the community cards being drawn are known as &quot;pre-flop raises&quot;, and these must be at least double the blind. The object of the game is to make the best possible five-card hand between hole cards and the board, and to accrue more &quot;chips&quot; (poker tokens, often worth real money) throughout the game. It&apos;s a game in which players use a combination of their two private, personal cards &#x2014; or &quot;hole cards&quot; &#x2014; and the five community cards dealt face up on the table (&quot;the board&quot;). If you&#x2019;re dealt a full house, you can rest easy that you&#x2019;ll win the pot more often than not.<\/p>\n<h2 id=\"luck-and-skill-in-poker-games\">Luck and skill in poker games<\/h2>\n<p>A straight makes a strong holding, but it loses to the five hands above it on the Poker.org poker hand rankings chart. Be aware of the possible straights from using the community cards, especially when you&#x2019;re using four of them. The straight ranks as the sixth-best hand you can make according to the poker hand rankings. If two straights go head-to-head, the hand with the highest-ranking top card wins. Any five-card hand that includes five sequential cards qualifies as a straight.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Poker Hands Ranked in Order: Full Poker Hand Rankings Guide Content Need a copy for next time you play poker? Just download and print our Key Takeaways Luck and skill in poker games When you&#x2019;ve got quads, you&#x2019;re sitting pretty. It&#x2019;s the rarest hand in poker, and when you hit it, you&#x2019;re guaranteed to win. [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[18],"tags":[],"class_list":["post-1041184","post","type-post","status-publish","format-standard","hentry","category-bez-rubriki"],"rttpg_featured_image_url":null,"rttpg_author":{"display_name":"admin","author_link":"https:\/\/vibizconsulting.com\/index.php\/author\/sudobash\/"},"rttpg_comment":0,"rttpg_category":"<a href=\"https:\/\/vibizconsulting.com\/index.php\/category\/bez-rubriki\/\" rel=\"category tag\">! \u0411\u0435\u0437 \u0440\u0443\u0431\u0440\u0438\u043a\u0438<\/a>","rttpg_excerpt":"Poker Hands Ranked in Order: Full Poker Hand Rankings Guide Content Need a copy for next time you play poker? Just download and print our Key Takeaways Luck and skill in poker games When you&#x2019;ve got quads, you&#x2019;re sitting pretty. It&#x2019;s the rarest hand in poker, and when you hit it, you&#x2019;re guaranteed to win.&hellip;","_links":{"self":[{"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/posts\/1041184","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/comments?post=1041184"}],"version-history":[{"count":2,"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/posts\/1041184\/revisions"}],"predecessor-version":[{"id":1041202,"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/posts\/1041184\/revisions\/1041202"}],"wp:attachment":[{"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/media?parent=1041184"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/categories?post=1041184"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/vibizconsulting.com\/index.php\/wp-json\/wp\/v2\/tags?post=1041184"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}