{"id":24980,"date":"2025-03-08T21:20:51","date_gmt":"2025-03-08T21:20:51","guid":{"rendered":"https:\/\/newnanotech.uk\/?p=24980"},"modified":"2025-03-09T10:19:21","modified_gmt":"2025-03-09T10:19:21","slug":"7535856011243288513","status":"publish","type":"post","link":"https:\/\/newnanotech.uk\/index.php\/2025\/03\/08\/7535856011243288513\/","title":{"rendered":"Baccarat Facet Bets"},"content":{"rendered":"<h1>Baccarat Facet Bets<\/h1>\n<p>It pays based mostly on the sum of the final Player and Banker factors (so a maximum of 18). The following desk shows the percentages initially of an eight-deck shoe. Lucky Bonus is a side bet found within the commission-free baccarat sport at the Marina Bay Sands in Singapore, recognized there as Nepal Baccarat. It pays 20 to 1 if the Banker hand consists of three cards, and 12 for 2 playing cards. The following desk reveals the chance and contribution to the return for every possible consequence, based on eight decks.<a href=\"https:\/\/baccaratwiki.forum\/t\/what-are-best-free-online-baccarat-game\/109\">https:\/\/baccaratwiki.forum\/t\/what-are-best-free-online-baccarat-game\/109<\/a><\/p>\n<p><!-- more --><\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"302px\" alt=\"dragon 7 bet baccarat\"\/><\/p>\n<p>Unlike Blackjack or Poker, Baccarat is a table recreation that doesn\u2019t come in many variations. Yet, there are still Baccarat variants that present gamers with contemporary gaming experience. One of them is EZ Baccarat, the sport variant we&#8217;ve already launched on our gaming portal devoted to this thrilling card recreation. In this article, we are going to cowl one of many side bets you&#8217;ll find a way to play in this model of the game. Stay with us to be taught its basics and how to take benefit of enjoying it.<\/p>\n<p>Table 3 signifies the intense significance of ridding the shoe of 8\u2019s and 9\u2019s. Also, the 7 is the most important card, as anticipated, to remain within the shoe. The different cards diminish in value as their pips go down, presumably because they are utilized in fewer and fewer situations to draw  to a supplier complete of seven. Working in opposition to intuition, the counter\u2019s situation improves as zero-valued cards are removed from the deck. In line with the Fundamental Theorem of Baccarat Strategy, you\u2019ll use this system by letting it inform you when you want to go with the player bet as an alternative of the banker bet. The idea is that you\u2019ll persist with the banker guess usually, but this technique will provide you with an indicator of when the participant bet will give you a greater payout fee.<\/p>\n<p>In my opinion, nonetheless, given the excessive variance and low return, card counting is not a practical menace to the game. May points out that if there are no odd cards remaining within the shoe, then there are solely five potential hand totals, zero, 2, four, 6, and eight. This signifies that the percentages of a Tie are doubled, and you should have an advantage of 62% on common. His system for locating these conditions could be very easy.<\/p>\n<p><h2>Training To Count Playing Cards<\/h2>\n<\/p>\n<p>The Kirin is identical factor as the Panda eight, winning when the Player hand has a three-card winning total of 8. As the following table exhibits, this increases the home edge from 10.19% to thirteen.64%. So if the count is 10 and a 4 is dealt, then you\u2019ll add 2 for a new rely of 12.<\/p>\n<p>A participant betting $1,000 on positive expectation arms would possibly only earn 70 cents per hour. While card counting in baccarat is possible, it doesn\u2019t provide the significant edge seen in blackjack and is unlikely to make a considerable difference in your outcomes. Card counting in baccarat is a technique used to foretell the outcome of hands by monitoring cards that have been dealt. While not as impactful as in blackjack, card counting baccarat can offer slight advantages underneath particular circumstances. Baccarat has been a preferred table sport at casinos for decades.<\/p>\n<p>Once you learn it, you\u2019ve discovered every little thing there is to study concerning the fundamental counting system. The goal of card counting in baccarat is to work out whether or not the Banker or Player has a better chance of winning. Winning Totals are a set of five aspect bets on the entire factors within the winning hand, whichever hand it happens to be. I&#8217;ve seen these bets in the Knock Out Baccarat game by Ezugi live supplier casinos. For all the rules and evaluation, please go to my web page on Winning Totals. The &#8220;Dragon Bonus&#8221; is a well-liked pair of side bets in mini baccarat.<\/p>\n<p>In other words, there is no have to obsessively card depend, but it certainly can\u2019t do any harm. The Cow Cow is a pair of side bets that win or lose based on the entire of the profitable facet. For all the major points, please see my page on the Cow Cow.<\/p>\n<ul>\n<li>While the technique presents insights, its impression is minimal in baccarat due to the game\u2019s fixed guidelines.<\/li>\n<li>Thorp\u2019s first card counting system, referred to as the ten Count System, was the first publicly identified system to be mathematically confirmed.<\/li>\n<li>While the benefit is small, the Monty Hall drawback reminds gamers to reevaluate their technique once they acquire new details about the sport.<\/li>\n<li>It pays if the first two Player or Banker cards are the same swimsuit.<\/li>\n<\/ul>\n<p>One approach to get a +4 true depend off the highest is to take away eight 8\u2019s and eight 9\u2019s from the deck. This will go away four hundred cards remaining within the eight-deck shoe, with a running rely of +32, for a real rely of 4.16. In this case, combinatorial analysis gives a participant edge of 1.0227%.<\/p>\n<p><h3>Fortunate Bonus<\/h3>\n<\/p>\n<p>It is usually found on video games where a profitable banker six pays 1 to 2. As you can see, there\u2019s a lot more to learn, and it\u2019s a lot simpler to make a significant counting mistake with this system. Nonetheless, when you&#8217;ve a real rely of more than 10, then you\u2019ll have a bonus towards the house. The main downside with Thorp\u2019s system is that it solely works for single-deck video games, which are hard to seek out. However, his system inspired different mathematicians and blackjack specialists to develop other systems. Thorp himself went on to develop one other system, referred to as the Hi-Lo Count, and to today it&#8217;s thought-about the most effective card counting system a newbie can learn.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"dragon 7 bet baccarat\"\/><\/p>\n<p>John May is a very well-known and revered baccarat writer. He believes that the only form of baccarat card counting that is worthwhile is that dedicated to the Tie guess. Ties in baccarat are very uncommon, and that&#8217;s the reason they offer a lot bigger payouts than the Player or Banker wager. This article will explain just how baccarat card counting works, explore various completely different baccarat card counting methods and supply ideas and examples for each. For every hand dealt, add up the depend values of every card to get the depend for the hand. Write down the count for the hand within the sub-box, and add it to the working count (RC).<\/p>\n<p><h3>Tips On How To Rely Cards In Baccarat: 5+ Effective Card Counting Strategies<\/h3>\n<\/p>\n<p>The rules seemed normal, besides there were a pair of pair bets (player and banker) that paid a premium for a three of a form. As the tables under show, the probability of a Player three of a kind is 0.3036%, and 0.2835% on the Banker. However, strangely, the Player three of a kind paid more at seventy five to 1 than the Banker three of a sort at 68 to 1. The following two tables, primarily based on eight decks, show the overall home edges are 5.27% on the Player, and 8.57% on the Banker.<\/p>\n<p>If a king is then dealt, the count doesn\u2019t change because a king doesn\u2019t affect the count. This can take some follow to learn, however it\u2019s a good way to drop the house edge a bit. Contrary to in style perception, there are efficient methods to rely playing cards in Baccarat, although it\u2019s totally different than card counting in other games. Wins are based on the Player and\/or Banker hand having a &#8220;Royal 9,&#8221; which is defined as a 9 and any face card.<\/p>\n<p>This side bet pays 40-to-1 if the dealer\u2019s three-card whole of 7 beats the player, in any other case the wager loses. Analysis of the wager consists of a straight ahead cycle via all potential hands. Table 1 gives the analysis for eight decks, with the house edge of 7.611% appearing within the decrease right cell.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"dragon 7 bet baccarat\"\/><\/p>\n<p>Unlike blackjack, where the composition of remaining cards considerably affects the percentages, baccarat relies more on luck than technique. It pays if the first two Player or Banker playing cards are the identical swimsuit. The following table shows the return table for both bet assuming a win of two.87 to a minimal of one, which is the preliminary setting for the Player bet. In order to win the Dragon 7 guess, the vendor should draw a third card, and the cards that most typically stop this are 8s and 9s. As these cards are faraway from the shoe, the edge moves towards the player\u2019s favor.<\/p>\n<p>The baccarat dragon bonus is doubtless certainly one of the most exciting wagers in any desk recreation. This wager can help take your baccarat expertise to the subsequent degree. Cut card placement varies by casino, so it&#8217;s worthwhile to research how the sting adjustments with the placement of the minimize card. Table 5 offers statistics for all cut card placements from 14 cards to 52 playing cards, after which by half-deck increments up to 4 decks. A reduce card placement at one deck, instead of at 14 playing cards, decreases the potential revenue to the participant by about 50%.<\/p>\n<p>As these cards are removed from the shoe, the sting strikes shortly in course of the counter\u2019s favor. The cards 1-7 are each playing cards that may transfer the dealer\u2019s last whole to 7 if he draws. Determining which of these low playing cards lead to a ultimate whole of 7 most often is the vital thing. To provide you with some statistics, you\u2019ll end up with a house edge of somewhat over eight percent on common every time you make this guess with a real depend of four or greater. This will occur in slightly below 10 p.c of all palms.<\/p>\n<p>The Majestic Match is a pair of facet bets on the Player and Banker hands. Both win if the first two playing cards of the chosen facet are suited. For extra information, please see my Majestic Match page. Tiger is a facet wager in Tiger No Commission Baccarat that wins if the Banker has a successful total of six. The win is decided by whether the six is composed of two or three playing cards. What I call the &#8220;side totals&#8221; are a set of 20 facet bets, on the precise total of the Player and Banker hands.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"309px\" alt=\"dragon 7 bet baccarat\"\/><\/p>\n<p>You should then place the Dragon 7 wager when the true count is +4 or higher (remember, the true rely is set by dividing the rely by the variety of decks left in the shoe). Baccarat card counting is actually very simple, and there could be no want to recollect any cards. Each time that you just see an ace, two, or three dealt from the shoe, then you definitely plus one to the count. All of those playing cards present that there&#8217;s a greater chance of switching to the Player guess. The cards fives, sevens, and eights lower the possibility of the Player guess successful, so you have to subtract one each time one of them seems. The remaining cards (9, 10, J, Q, and K) don\u2019t change the depend, so they are value zero.<\/p>\n<p>Side bets are more about luck than ability, and the Dragon 7 bet isn&#8217;t any exception. We don\u2019t suggest not giving the Dragon 7 guess a shot at all, however you must play it responsibly taking care about your bankroll. That\u2019s the one way to benefit from the gameplay to the fullest. That\u2019s merely the nature of counting playing cards in any casino game, and if you&#8217;d like the results, you have to put in the work. The system dictates that you begin with a count of zero and then subtract 1 when fours, fives, sixes, and sevens are dealt, and plus 2 when eights or nines are dealt.<\/p>\n<p>If the new RC is bigger or equal to the number printed within the subsequent hand\u2019s field, then bet the dragon. The Monty Hall downside is a chance puzzle that exhibits how choices can change outcomes when new information becomes obtainable. In the traditional state of affairs, you select considered one of three doorways, and a bunch reveals that one of the other doorways hides nothing. Mathematically, switching will increase your probabilities of winning.<\/p>\n<p>Please see my page on Lucky Nines for all the rules and evaluation. This facet bet wins if the Banker has a profitable total of six. The pay depends if the Banker hand consists of two or three playing cards.<\/p>\n<p>He also pointed out that it takes many rounds for his baccarat card counting strategy to turn into effective. The method requires different calculations depending on whether or not you wish to wager on Banker or Player. If you\u2019re ever at an EZ-Baccarat table questioning tips on how to correctly count the Dragon-7, here\u2019s an easy-to-use unbalanced rely that you just  won\u2019t neglect. Unbalanced counts are very helpful, as a end result of their operating counts (RC) approximate true counts, without any division. I modified the depend from my Dragon-7 tracking sheet publish into the unbalanced count beneath. This facet guess pays based mostly mostly on the number of nines within the Player&#8217;s and Banker&#8217;s preliminary two playing cards.<\/p>\n<p>This technique, adapted from blackjack, assigns a worth of +1 to playing cards 2\u20136, 0 to 7\u20139, and -1 to 10s and face cards. As the rely rises, players consider facet bets such as Pair bets, which may become slightly extra advantageous. While the high-low technique is straightforward, its software in baccarat is restricted to aspect bets and offers solely a small benefit. On the Internet, you possibly can encounter articles suggesting that card counting might help you beat the Dragon 7 side wager.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>It pays based mostly on the sum of the final Player and Banker factors (so a maximum of 18). The following desk shows the percentages initially of an eight-deck shoe. Lucky Bonus is a side bet found within the commission-free baccarat sport at the Marina Bay Sands in Singapore, recognized there as Nepal Baccarat. It pays 20 to 1 if the Banker hand consists of three cards, and 12 for 2 playing cards. The following desk reveals the chance and contribution to the return for every possible consequence, based on eight decks.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-24980","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v15.6.2 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\r\n<title>Baccarat Facet Bets - New Nano Tech UK<\/title>\r\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\r\n<link rel=\"canonical\" href=\"https:\/\/newnanotech.uk\/index.php\/2025\/03\/08\/7535856011243288513\/\" \/>\r\n<meta property=\"og:locale\" content=\"en_US\" \/>\r\n<meta property=\"og:type\" content=\"article\" \/>\r\n<meta property=\"og:title\" content=\"Baccarat Facet Bets - New Nano Tech UK\" \/>\r\n<meta property=\"og:description\" content=\"It pays based mostly on the sum of the final Player and Banker factors (so a maximum of 18). The following desk shows the percentages initially of an eight-deck shoe. Lucky Bonus is a side bet found within the commission-free baccarat sport at the Marina Bay Sands in Singapore, recognized there as Nepal Baccarat. It pays 20 to 1 if the Banker hand consists of three cards, and 12 for 2 playing cards. The following desk reveals the chance and contribution to the return for every possible consequence, based on eight decks.\" \/>\r\n<meta property=\"og:url\" content=\"https:\/\/newnanotech.uk\/index.php\/2025\/03\/08\/7535856011243288513\/\" \/>\r\n<meta property=\"og:site_name\" content=\"New Nano Tech UK\" \/>\r\n<meta property=\"article:published_time\" content=\"2025-03-08T21:20:51+00:00\" \/>\r\n<meta property=\"article:modified_time\" content=\"2025-03-09T10:19:21+00:00\" \/>\r\n<meta property=\"og:image\" content=\"\" \/>\r\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\r\n<meta name=\"twitter:label1\" content=\"Est. reading time\">\n\t<meta name=\"twitter:data1\" content=\"11 minutes\">\r\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebSite\",\"@id\":\"https:\/\/newnanotech.uk\/#website\",\"url\":\"https:\/\/newnanotech.uk\/\",\"name\":\"New Nano Tech 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