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	<title>Alles über Geschäfts- und Firmenkonten &#187; Casino Games</title>
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		<title>Online Sic Bo</title>
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		<pubDate>Fri, 25 Nov 2022 18:48:34 +0000</pubDate>
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		<description><![CDATA[That’s because if all three dice land on the same number, everybody loses! And having all three be the same is the only way to hit a 3 or 18. There aren’t a whole bunch of rules when it comes &#8230; <a href="http://www.geschaeftskonto-online.com/online-sic-bo">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>That’s because if all three dice land on the same number, everybody loses! And having all three be the same is the only way to hit a 3 or 18. There aren’t a whole bunch of rules when it comes to Sic Bo, but it’s good to get acquainted with the etiquette before playing to make the experience as smooth as possible. Sic Bo has been a mainstay in casinos from China to Macau and the Philippines — where it is known as “Hi-Lo” — for a very long time. Countries like Thailand have thriving gambling communities that call it “Hilo” — almost identical to the Philippines version.</p>
<ul>
<li>Even though gambling is a popular UK activity, one must never forget to not go overboard with the spendings.</li>
<li>Still in the universe of Total bets, a player can also choose a specific sum between 4 and 17, including the two numbers, and bet on it.</li>
<li>Look for your preferred game and learn all about it so you can start playing like a pro.</li>
<li>You need to be 18 years old or above to play on Natural8.com.</li>
<li>This page helps you find the ones since searching for yourself in thousands of casino pages is very tedious and time-consuming.</li>
</ul>
<p>Total bets are one of the riskiest bets you can make in Sic Bo but the payouts are significantly big. The pair bets are located in the middle part of the Sic Bo table layout. Single number bets are located at the bottom part of the Sic Bo table layout. Big and small bets are usually found at the topmost left and right part in a Sic Bo table layout. The more you know, the less bankroll damage you could inflict upon yourself.</p>
<h2>The Best Online Sic Bo Casinos In Australia</h2>
<p>It’s just a shame that Sic Bo has a maximum bet of $10, otherwise, we would have an even greater profit expectation, as well. If we win the first time, our total bankroll will improve to $320. If we win the second one, then our total bankroll will improve to $310. At a House Edge of 2.778%, the player would expect to lose $700.56, which means that the Deposit + Bonus will both be gone.</p>
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" width="309px" alt="sicbo"/></p>
<p>This game will let you  check out some of the ancient Chinese games while comfortably seated at home. It is loaded with amazing features and payouts which make the game exciting and fun to play. Sic Bo is a wonderful game on which you have to predict the number which will be revealed by the dice. So get ready to take home huge rewards by clicking the play button.</p>
<h3>Triple Bets</h3>
<p>There were so many bets on the 4 and 17 that the chips overflowed the appropriate spaces on the layout. Bets in the areas around those two betting spots were understood by all to mean bets on those numbers. By late evening all the chairs were taken and new arrivals had to stand. Anyone could have played – you too could have gotten in on the giveaway had you been there. Long arms would have helped; those standing to make their bets had to reach over or between seated players.</p>
<p>We have financial deals  with the operators we present, but that does not affect the results of our reviews. As long as you follow the expert’s advice, you will be having a healthy and safe gambling experience. CasinoAlpha’s leadership in the industry is meant to make a change for a better future. Obviously, there are many more other UK Live Casinos that may offer this type of game. Or, you can find similar gaming opportunities on dice games like Casino Craps. As gamblers ourselves, we have noticed a pattern of difficulties encountered by online casino players in their casino experience.</p>
<p>But there’s extra excitement in each and every game round as random multipliers are applied to between zero and several bet spots in every game round. The bottom row of the Sic Bo table has six betting areas. If one of the three dice comes up as one the numbers bet on (from 1-6), you get paid out at 1 to 1. If two numbers come up you get paid out at 2 to 1 and if three numbers come up you get paid out at 3 to 1. So if you bet on the number 3 and you wagered $5.00 and 2 threes came up you would win $10.00.</p>
<h2>The popular Chinese Dice Game</h2>
<p>Skrill and Neteller deposits are not eligible for this offer. You may receive a 100% up to £100 bonus after your first deposit on the site. Extra spins can be activated in 7 days but used within 24 hours. Afterwards, make your first <a href="https://www.gclub.co/blog/sicbo/">https://www.gclub.co/blog/sicbo/</a> deposit of £10 or higher to claim the spins. Winnings generated through the bonus rounds must be wagered 35x. As soon as you join VoodooDreams, you may redeem a 100% up to £50 incentive and 50 extra rounds on Book of Dead.</p>
<p>You must ensure you comply with all legal requirements for gambling online. Sic Bo Deluxe also doesn’t have the Odd/Even betting positions, so you have less options for Even money bets. You’ll have fun with this, but may find you walk away with nothing if you don’t hit one or two big payouts. There is a nice set of statistics in the playing interface, which help you see what has happened in past dice rolls.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>PokerAllDay</title>
		<link>http://www.geschaeftskonto-online.com/pokerallday</link>
		<comments>http://www.geschaeftskonto-online.com/pokerallday#comments</comments>
		<pubDate>Wed, 26 Oct 2022 20:09:17 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Casino Games]]></category>

		<guid isPermaLink="false">http://www.geschaeftskonto-online.com/?p=47381</guid>
		<description><![CDATA[This means you want to stay in the game but don’t want to raise the bet. When you call, match the bet of the person before you by adding your chips or money to the pot. If you’re playing a &#8230; <a href="http://www.geschaeftskonto-online.com/pokerallday">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>This means you want to stay in the game but don’t want to raise the bet. When you call, match the bet of the person before you by adding your chips or money to the pot. If you’re playing a game with an ante instead of a blind, always start betting with the player to the left of the dealer. Place the blinds or &#8220;ante up.&#8221; In poker, bets are placed at the beginning of the game in one of 2 ways.</p>
<p>TableNinja II supports simultaneous play at Full Tilt, Party Poker, iPoker, and PokerStars including initial support for PokerStars 7. Pokercode’s vision is to accompany like-minded poker players from all over the world on their personal poker journey. We constantly challenge and question the way the poker industry thinks, learns and plays poker, persistently trying to improve the current poker world&#8217;s status quo.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="poker"/></p>
<p>Like  with a 5-card draw, you can choose to vary the rules if you’re playing at home. For instance, jokers can be wild, meaning they can be used to represent any card value. Say “call” if you want to bet the same as the last person. Calling means making a bet equal to the last bet or raise.</p>
<p>The dealer shuffles the cards, the player on the chair to their right cuts, and the dealer deals the appropriate number of cards to the players one at a time, beginning with the player to their left. Cards may be dealt either face-up or face-down, depending on the variant of poker being played. After the initial deal, the first of what may be several betting rounds begins. Between rounds, the players&#8217; hands develop in some way, often by being dealt additional cards or replacing cards previously dealt. At the end of each round, all bets are gathered into the central pot. Poker is a  family of comparing card games in which players wager over which hand is best according to that specific game&#8217;s rules.</p>
<h2>Popular Poker Sites</h2>
<p>LetsPoker is here to revolutionize the world of live poker. We ask that all Table and Card Game players and spectators refrain from smoking or vaping. Members of Grazie Rewards always get the best suite rate, exclusive email offers along with special promotions for dining and shows. Earn comps and free play on your favorite slot machines as well. Mike Gorodinsky Flips Script on Tough Summer with 3rd WSOP Bracelet Mike Gorodinsky started his summer by having his personal box at Bellagio drilled, and found it unexpectedly empty. The first half of the WSOP was unkind as well, but Gorodinsky turned things around by winning the WSOP $10K HORSE Championship.</p>
<p>In Pot Limit Hold ‘Em, a player can open for any amount up to four times the size of the big blind. Any player may bet and raise the amount of money in the pot. In raising the pot, a player must consider the total amount of called bets including their own call as part of the pot.</p>
<p>The cards are dealt clockwise around the poker table, one at a time. At PokerScout.com, we know game selection is a major part of being a winning poker player. So, you need to consider several factors when picking an online poker room. For example, how many real money poker tables of a stake are running at the same time? Maybe the site you are looking for only has Hold’em. Bluffing is a primary feature of poker, distinguishing it from other vying games and from other games that use poker hand rankings.</p>
<ul>
<li>There are also games where the highest and lowest hands divide the pot between them, known as &#8220;high low split&#8221; games.</li>
<li>Drive more poker room revenue revenue by delivering a superior and professional experience through our poker room management software and app.</li>
<li>Physical tells can also give you an estimation of your opponent’s strength of hand and help you keep your own strategy secret by avoiding such patterns.</li>
</ul>
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<h3>Meetings &#038; Events</h3>
<p>Prove you are the best player by winning and unlocking all the <a href="https://www.gclub.co/how-to-play-poker/">https://www.gclub.co/how-to-play-poker/</a> saloons. The kitty belongs to all the players equally, and it is used to pay for new decks of cards or for food and drinks. Any chips left in the kitty when the game ends are divided equally among the players who are still in the game.</p>
<h2>Efficient Registrations and Check</h2>
<p>Omaha is a board game that uses a flat disc called a dealer button to determine who receives their cards first and where the action starts for each betting round. While typical poker games award the pot to the highest hand as per the standard ranking of poker hands, there are variations where the best hand, and thus the hand awarded the pot, is the lowest-ranked hand instead. There are also games where the highest and lowest hands divide the pot between them, known as &#8220;high low split&#8221; games. In casual play, the right to deal a hand typically rotates among the players and is marked by a token called a dealer button . In a casino, a house dealer handles the cards for each hand, but the button is rotated clockwise among the players to indicate a nominal dealer to determine the order of betting.</p>
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