Equity Calculator – A device used to calculate the equity of hands/ranges against other hands/ranges. Equity calculators usually even have extra options that are outlined on this glossary entry.Expectation – Interchangeable with the time period “expected value”. See the glossary entry beneath “Expected Value” for a full explanation of the term.Expected Value – The “expected value” of a sure play indicates how worthwhile we anticipate a certain play to be in the lengthy term.
777 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” width=”303px” alt=”Poker”/>
Guess Builder
When things are going properly it is straightforward to place this down to the player’s personal talent however when it’s not going nicely it is also straightforward to put this down to unhealthy luck. It can subsequently turn out to be all too simple to maintain playing and it becomes an addiction. Poque itself was performed with 32 or 36 playing cards by up to six players. Its transition to one played with 20 playing cards by four players or both. As-nas could be a super candidate have been it not for the fact that there isn’t a evidence for any knowledge of it at that time or place.
Gaming Tables In Action
If you need to learn to play poker, studying what quantity of poker arms there are, the energy of poker hands and what makes a successful poker hand is an efficient place to begin. For a greater grasp of the sport, it’s fundamental to be conversant in poker hand rankings. The highest-ranking hand is a Royal Flush, consisting of Ace, King, Queen, Jack, and 10, all of the similar suit.
Mega Poker Sequence Season 2013 Event 3
However, the place an event is the final one of a series during which all of the gamers have beforehand taken part, a better prize fund of as much as £900 is allowed. A relaxed society that welcomes present and budding poker gamers of all skills. Each 12 months all newcomers end up turning into superb friends with the oldies and instead of being your commonplace intense casino-esq poker game our weekly tournaments are good enjoyable. At the University Poker Society, we’re a diverse group of scholars who share a ardour for poker. Our society is open to players of all skill levels, from those that have by no means shuffled a deck of cards to those that dream of successful the World Series of Poker scommunity among poker enthusiasts on campus. We try to run any recreation there could be curiosity for, although there isn’t a guarantee that every stake will run.
This has led to a surge within the reputation of online poker among Cambridge students, who respect the comfort and the chance to hone their abilities towards a various vary of opponents from around the world. Everyone betting receives three cards, including the dealer. After taking a look at your playing cards you’ve options to play or fold. If you resolve to play, place your playing cards face down on the ‘Raise’ field with chips to the worth of your Ante positioned on prime of the cards.When all gamers have decided to play or fold, the vendor reveals his cards. The dealer will only play with a ‘qualifying’ hand of Queen High or greater.
Draw Poker, first recorded about 1850, marks the coming of age of what Allen Dowling rightly calls ‘The great American pastime’ – a game which, as Burton observes, may equally properly have been dubbed ‘five-card Brag’. Nobody ever is conscious of how a basic card game actually originates as a outcome of at the time it does so its originators do not know that it is going to turn into a traditional and so maintain no record. In any case the method of origination rarely takes place at a single table however largely amongst a bunch of gamers within a given locality, so gaming concepts and variations pass around without anybody being positive who considered them first.