{"id":57518,"date":"2024-12-19T06:55:46","date_gmt":"2024-12-19T06:55:46","guid":{"rendered":"https:\/\/metachipnft.com\/?p=57518"},"modified":"2024-12-20T09:29:29","modified_gmt":"2024-12-20T09:29:29","slug":"6092929948729874970","status":"publish","type":"post","link":"https:\/\/metachipnft.com\/?p=57518","title":{"rendered":"Three 2 Roulette Betting System Does This Technique Really Work?"},"content":{"rendered":"<h1>Three 2 Roulette Betting System Does This Technique Really Work?<\/h1>\n<p>The draw back, though, is that you just won\u2019t get to enjoy as much action. Some techniques are riskier than others because they involve placing big bets at sure points. These strategies can quickly drain your bankroll when things aren\u2019t going nicely. This variation requires you to place 3 equal bets on the first column, second column, and pink.<\/p>\n<p><!-- more --><\/p>\n<p>And we are eagerly awaiting the first aim as quickly because the bet is played. If a goal is scored, the bet is over earlier than it has even began and you need to discover a new sport. Usually, you&#8217;ll have to wait till the 35th to 55th minute in order that the percentages on the over 1.5 are honest. However, we advocate that you nonetheless guess within the first half \u2013 it is necessary that the odds are 1.50 or greater. Alternatively, the option of paying out can also be used to restrict losses, which could be a very good technique in the long run.<a href=\"https:\/\/roulette77forum.com\/t\/why-the-3-2-system-could-be-the-underestimated-strategy-you-need\/549\">site web<\/a><\/p>\n<p>Look for video games during which the handicap was set to zero (0) or a draw. This implies that each teams have been rated roughly equally, and the bookmakers don&#8217;t want to give both group a head begin. Games like these have a tendency to  finish in a draw extra typically than you would possibly suppose. In any case, for such a method it&#8217;s advisable to bet with a betting company that allows a live cashout option. For extra info as regards to stay betting, see also the live betting section of our web page.<\/p>\n<p>The strategy takes benefit of the uneven arrangement of red and black colors within the second and third column \u2013 note that the primary column incorporates 6 purple and 6 black numbers. Many related strategies may be applied by those who analyze the betting structure even in the most primary method. These methods resemble the 3\/2 system a lot that many specialists consider them variations of the 3\/2. The 3\/2 roulette betting system isn\u2019t a assured path towards winnings. If you\u2019re interested in trying a roulette betting system, then you want to positively give the 3\/2 an opportunity.<\/p>\n<p>If you also settle for lower odds, you can of course also use this 1X technique for video games which have balanced odds. If you are interested in these matters, now you can read on and discover out all about the most well-liked betting strategies. Right, so you will now need to get an answer to the most pressing query \u2013 will the 3\/2 Strategy make sense so that you simply can use? Let\u2019s see how our testing of the strategies went and why and if it might make sense. Right, here are the circumstances which each player had when approaching the 3\/2 technique, and what happened afterwards. You\u2019re not going to win millions of dollars and guaranteed earnings just because you\u2019re utilizing a system.<\/p>\n<ul>\n<li>This is an efficient, low-risk strategy that can be utilized by anybody who wants to restrict the losses whereas taking part in roulette, a random game with a built-in home advantage of two.70% to five.26%.<\/li>\n<li>Right, listed under are the situations which every player had when approaching the 3\/2 strategy, and what happened afterwards.<\/li>\n<li>In the fast-paced game of basketball, having gamers with quick ft and sharp reactions is essential in any protection.<\/li>\n<li>Is there even a proper technique for successful in sports activities betting or is the best strategy to just be versatile in selecting a respective strategy?<\/li>\n<li>Every player must field out, crash the boards, and secure the possession to prevent second-chance points.<\/li>\n<li>The 2 to 1 Columns plus Red betting technique has a collection of advantages that make it one of the most in style ones amongst different roulette strategies.<\/li>\n<\/ul>\n<p>This is a fairly easy variation of the 3\/2 strategy and the one difference between the two methods is the bet measurement. This is a 2\/1 method, also called the Red Strategy, and it relies on the fact that there are solely four black numbers within the third column, while the opposite eight numbers are purple. With this mixture wager, gamers cover 26 numbers \u2013 all 18 black and the 8 red numbers from the third column. In different words, the strategy comprises of a 5-unit mixture bet that at all times includes one of many two colours and one of many three columns of numbers. The 3\/2 system turned out to be surprisingly effective within the short turn, especially after the first 50 spins.<\/p>\n<p>While this process can convey big seven-unit wins, it doesn\u2019t have an unimaginable similar success potential because the Parlay framework. The 2 to 1 Columns Plus Red Strategy resembles the 3\/2 betting strategy lots. However, players are required to place guess of an equal stake on the primary two columns and on the surface red-coloured numbers. There are extra purple colour leads to the third column of the roulette table layout that has not been coated and which is exactly why the strategy does work. The 3\/2 roulette betting system is strictly what would help them in such circumstances.<\/p>\n<p>The drawback, nonetheless, is that you will not get to understand as much exercise. You\u2019ll likewise get single-unit advantages in any occasion, when you win one bet and lose the opposite. The 3\/2 framework rotates round wagering on sections and varieties (red\/dark). The thought is to put these bets in a method that covers nearly all of the wheel.<\/p>\n<p>I hunt pips each day in the charts with price action technical analysis and indicators. My aim is to get as many pips as attainable and help you understand the way to use indicators and worth action together successfully in your individual trading. You can select to get these alerts directly in your trading charts, to your e-mail and even cell phone. In the example beneath the eight, 13 and 21 interval EMA\u2019s have been added to the chart. When we see the eight EMA cross above the thirteen EMA and then both these EMA\u2019s cross larger above the 21 interval EMA we&#8217;d start in search of lengthy trades.<\/p>\n<p>So, on every spin, we are going to wager $3 on the color and $2 on the column \u2013 on the purple and the center column, for example. As against the normal betting methods which may be used with even-money bets in roulette, blackjack or craps, the 3\/2 strategy doesn&#8217;t embrace a betting progression. More importantly, it was specifically designed for roulette and its objective is to cover as a big space of the betting format as possible. In fact, in its classic version, this technique covers somewhat over 70% of the wheel \u2013 or 68% in a double-zero roulette. The most elegant a half of this strategy is that it can help players generate respectable winnings over time without having to threat an excessive amount of. Each outside and column wager has a 5.26% home edge at an American desk or a 2.63% edge at a European desk.<\/p>\n<p><h2>Best Real Cash Roulette Sites In Czech Republic<\/h2>\n<\/p>\n<p>The 3\/2 system locations three models on the 1\/1 payout bets with 2 units on the 2\/1 payout bets to cushion losses and increase winnings. Mathematically, the chance is in your favor, nevertheless, variance is the unknown component within the equation. I\u2019ve featured how you have a 70% chance succeeding no much less than one bet all via this post. You\u2019ll likewise get seven items for the instances if you win two wagers. The concern, however, is that the possibilities dropping five units are higher than successful seven.You might feel like the 3\/2 framework is unparalleled due to all of the payouts that it conveys.<\/p>\n<p>In the example below we are utilizing the 10, 21 and 50 interval exponential transferring averages. The purpose we use multiple shifting averages is to achieve a greater perception compared to what we do when only utilizing one shifting common. The cause the exponential shifting average or EMA is so popular with many merchants is because it focusses more on the current price than the straightforward shifting common does.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"3\/2 System Underestimated Strategy\"\/><\/p>\n<p>But if you\u2019re looking for the best payout by method of quantity, you\u2019re better off with a bet on pink and the first column or black and the second column. It\u2019s totally as much as you which even-money wager you will cowl, or which dozen you will bet on. The whole wager dimension is 5 units, and the key to the technique is to persist with this bet mixture throughout the periods. You are allowed to differ between all the even cash and dozen bets as you desire, but you shouldn\u2019t alter the wager dimension. So, you can select to wager on Black and the 2nd 12, or choose to wager on Red and the 1st 12. In most circumstances, nevertheless, the primary target is specifically on low odds and thus \u201csafe bets\u201d, to be able to win as many bets as possible in a row.<\/p>\n<p>Don\u2019t neglect, as quickly as you lose, your stake may even reset to a betting unit. All you have to do is regulate your bets primarily based on a number of simple guidelines. First of all, you have to determine how high your betting unit must be. As a guide, as quickly as you\u2019ve set the amount you\u2019re willing to lose in one session, your betting unit should be round 2% to 5% of that. If you\u2019ve already studied the fundamentals of sports activities betting well enough, now is the time to dig deeper into the most well-liked betting strategies.<\/p>\n<p>Of course, it is a matter of style with which kind of bet you need to monetize your betting sequence, or money race\u2018 as additionally it is called. The results showed that the strategy has potential for short-term gains, as all three players were in plus after the primary 50 spins. In the lengthy run, however, player three suffered a web loss, while participant 2 solely made an insignificant profit. The house edge is ever-present, so in the lengthy run, you will ultimately encounter a internet loss. You\u2019ll likewise see the value on this procedure within the event that you search for extra activity per turn.<\/p>\n<p>Some players assume that masking each pocket on the wheel or betting an equal quantity on Red or Black would assist them, but the fact is that they&#8217;d not be succesful of win. This is strictly why most gamers are on the lookout for some betting system that would assist them generate a profit with out risking too much. For those of you who get pleasure from roulette, discovering a good non-progressive roulette strategy is usually a little bit of a Holy Grail. This kind of technique normally means that you&#8217;ll manage your threat and solely tread fastidiously ahead. Better nonetheless, we wanted to make certain that we run a few tests that will assist you figure out if this technique is for you.<\/p>\n<p>For instance, if the ball is entered into the excessive publish, the wing defenders should anticipate a potential baseline drive and be ready to help. This free indicator doesn&#8217;t mess up your price motion charts by adding moving averages all over the place, however provides you clear colour blocks to tell you if there&#8217;s a crossover in play. With an EMA crossover technique we are utilizing a quantity of exponential transferring averages. Furthermore, you should stay away from the 3\/2 framework \u2014 or any wagering methodology as far as that is concerned \u2014 assuming that you\u2019re anticipating ensured advantages. All things being equal, you\u2019ll require somewhat karma on your aspect to procure benefits. Single bets are a good technique for bringing your openness all the way down to the home edge whereas as yet getting a charge out of roulette.<\/p>\n<p>In reality, there are two reverse ways that could be used to play the 3\/2 betting system. The first way is for the participant to wager two models on the second column of numbers and also wager three units on Red part. The second means is to guess two units on the third column of numbers in addition to three models on Black part. In truth, the best actual cash on-line casinos carry an intensive assortment of slot titles that are equally fun&#8230; You may feel like the 3\/2 system is unbeatable because of all of the payouts that it delivers.<\/p>\n<p><h3>Baccarat Player Wager<\/h3>\n<\/p>\n<p>Like most betting system, the is designed for even cash games and blackjack. Regardless of whether or not you luck out and win \ubc14\uce74\ub77c\uc0ac\uc774\ud2b8 the two bets, then, at that time, you\u2019ll in any case get +1 unit whereas succeeding no much less than one bet. To be on the protected aspect, you want to solely use \u201cofficial streams\u201d from betting suppliers or TV broadcasts for live betting.<\/p>\n<p>Multiple bets per spin add up quickly, so pay consideration to the total value earlier than beginning a session. &#8220;3\/2 allows you to cover a 68-70% majority of numbers on the roulette table tremendously rising your probabilities of attaining a successful end result.&#8221; In the example below the fast-paced 10 EMA moves below the 21 EMA. When we see this we all know that a brand new transfer decrease could be on the cards. When we see each the 10 and 21 interval EMA\u2019s move beneath the 50 period EMA the transfer lower is confirmed. This is after we would start to search for quick trades and experience the subsequent move decrease for income.<\/p>\n<p>If the ball lands on considered one of these numbers, you will win each bets, and basically earn 7 models in that spin. If you win just one of the best, you will be 1 unit in revenue with that guess, and when you lose both bets, you lose all 5 items. So, you get to choose whether you\u2019ll place a riskier 3\/2 wager and go for the upper quantity, or a much less risky wager with greater probabilities of profitable. We use odds around 1.20 for this \u2013 ideally you want to search for the bets you&#8217;re enjoying live.<\/p>\n<p><h3>Top Rated On-line Casinos For Czech Republic<\/h3>\n<\/p>\n<p>The identical rules apply; the extra selections you make, the extra doubtless your wager will win, however the less cash you will win. And on the contrary, the less choices you make, the much less probably it is to win and the extra worthwhile any profitable guess is. If you win the fourth, consecutive guess then the sequence is completed and also you start all over again.<\/p>\n<p>One of the best and easiest to use buying and selling methods is the 3 transferring common crossover technique. Expecting you make the most of the 3\/2 on the European wheel, then, at that point, you\u2019ll in any case confront a 2.70% home benefit even with a technique in play. The main attention-grabbing level with roulette wagering frameworks is that not even certainly one of them can evade the home advantage. In times of YouTube and dynamic membership websites, it is in lots of cases not a problem to observe the press conference earlier than the game; which players shall be included within the squad for the game?<\/p>\n<p><h2>How 3\/2 Technique Works<\/h2>\n<\/p>\n<p>Unfortunately, everything evens out in the lengthy run when contemplating the five-unit losses. Again, the 3\/2 calls on you to guess in a method that covers 70% of the wheel. Contrast this to placing a single red\/black wager on its own, which would cover 48.65% of the wheel in European Roulette and 47.34% of the wheel within the American model.<\/p>\n<p>The 3-2 demands a better stage of teamwork in comparison with man-to-man. Skilled groups with a penchant for three-pointers can pick aside this zone protection. Enter your e mail below to get some of the finest value action, technical analysis and automation indicators &#8211; FREE.<\/p>\n<p>This is doubtless one of the easiest and best to make use of methods you will find. You can trade it in all different varieties of markets and on your whole time frames. Consequently, you\u2019re extra averse to lose $50 all out than should you just put the whole sum on one bet. If you lose, you merely bet the next tie after a Fibonacci sequence.<\/p>\n<p>The strongest advantage of utilizing the 3\/2 system is the sheer protection of numbers your divided bet will embody. Though the payouts are relatively low, the percentages of achieving a win each round are much greater than when putting a single unit wager on even\/odd or columns alone. The 3\/2 system&#8217;s primary objective is for combined unit wagers to cover as many pockets as attainable each spherical thus rising the probability of reaching a win.<\/p>\n<p>You\u2019ll additionally decide up single-unit earnings even whenever you win one guess and lose the opposite. You can learn about the 3\/2 betting system under, together with how it works, its advantages, and whether or not it\u2019ll in the end result in profits at the roulette tables. Nevertheless, the system is very simple to grasp and execute and may be an efficient tool in many circumstances. Since it is a flat-progression betting system, the one downside is the inevitable house edge, which can finally catch you up.<\/p>\n<p>Therefore, in every successful spin, only one  payout may be received. If we bet 1 unit on Low (numbers from 1 to 18) and 1 unit on the 3rd dozen, we can anticipate a modest revenue of simply 1 unit if our dozens bet wins. Even if the low wager wins, it pays evenly, so the revenue from it&#8217;s going to cowl the loss from the handfuls.<\/p>\n<p>Be that as it could, you moreover take the chance of shedding 5 units. Once extra, the 3\/2 approaches you to wager such that covers 70% of the wheel. Contrast this to setting a solitary red\/dark guess all alone, which might cover 48.65% of the wheel in European Roulette and forty seven.34% of the wheel in the American rendition. Especially cup video games, by which various bookmakers set different fee charges, provide an extensive comparability of odds. This in turn provides a good opportunity to get to know a new bookie, maybe to open a brand new account so as to be able to use an even wider vary of odds in the future.<\/p>\n<p>Would or not it&#8217;s advisable so that you can In any case Utilize the 3\/2 Procedure? In the occasion that you\u2019re keen on making an attempt a roulette wagering framework, you ought to provide the 3\/2 an opportunity. Once more, you\u2019re not destined to be transferring in that state of mind with this system.<\/p>\n<p>This is a really useful free indicator from Earn Forex that can ship you alerts if the moving averages you have arrange have crossed over. Whilst the 3 EMA crossover strategy could be very simple to use and commerce when you know the way, it could still be very time consuming to add the indications to your charts and monitor for crossovers. When the sooner moving eight interval EMA moves above the slower shifting 21 period EMA we all know that value is seeking to trend higher. When we see the EMA\u2019s start to widen away from each other we can then start to see this trend and new move larger is gaining momentum. So, you\u2019ll be tossing 5 items on three out of each and every 10 twists.<\/p>\n<p>The bookmaker is usually a couple of seconds forward of you when using a Russian stream to observe the reside game. The benefit, nevertheless, is that there will be numerous bets that, on closer inspection, will move as worth bets. Even if the bookmakers, probably because they cannot plan and pre-analyze each game themselves, keep the chances lower within the cup and pay a lower commission. You analyzed the game earlier than kick-off and expected an over 2.5. If you\u2019re not completely incorrect, objectives will still be scored here.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The draw back, though, is that you just won\u2019t get to enjoy as much action. Some techniques are riskier than others because they involve placing big bets at sure points. These strategies can quickly drain your bankroll when things aren\u2019t going nicely. This variation requires you to place 3 equal bets on the first column, second column, and pink.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v18.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Three 2 Roulette Betting System Does This Technique Really Work? | Metachip<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/metachipnft.com\/?p=57518\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Three 2 Roulette Betting System Does This Technique Really Work? | Metachip\" \/>\n<meta property=\"og:description\" content=\"The draw back, though, is that you just won\u2019t get to enjoy as much action. Some techniques are riskier than others because they involve placing big bets at sure points. These strategies can quickly drain your bankroll when things aren\u2019t going nicely. This variation requires you to place 3 equal bets on the first column, second column, and pink.\" \/>\n<meta property=\"og:url\" content=\"https:\/\/metachipnft.com\/?p=57518\" \/>\n<meta property=\"og:site_name\" content=\"Metachip\" \/>\n<meta property=\"article:published_time\" content=\"2024-12-19T06:55:46+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2024-12-20T09:29:29+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"admin\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"16 minutes\" \/>\n<script type=\"application\/ld+json\" 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Metachip","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/metachipnft.com\/?p=57518","og_locale":"en_US","og_type":"article","og_title":"Three 2 Roulette Betting System Does This Technique Really Work? | Metachip","og_description":"The draw back, though, is that you just won\u2019t get to enjoy as much action. Some techniques are riskier than others because they involve placing big bets at sure points. These strategies can quickly drain your bankroll when things aren\u2019t going nicely. This variation requires you to place 3 equal bets on the first column, second column, and 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"}],"twitter_card":"summary_large_image","twitter_misc":{"Written 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