Red Dog Poker

Red Dog Poker

Red dog, also known as red dog poker or yablon, is a game of chance played with cards. It is a variation of acey-deucey or in-between. While found in some land casinos, its popularity has declined, although it is featured at many casinos online. Confusingly, there are other card-based games of chance by the same name that are unrelated to the rules described here.

The deck used to play red dog is the standard, fifty-two-card variety. The game may be played with anywhere from one to eight decks, with an increasing number of decks decreasing the house edge — the house's advantage begins at 3.155% with one deck, but falls to 2.751% when eight decks are used. This is in contrast with some other casino card games, such as blackjack, where a higher number of decks used will increase the house edge.

The game only uses three cards at a time, which are ranked as in poker, with aces high. Suit is irrelevant. A wager is placed, and two cards are placed face up on the table, with three possible outcomes:

If the cards are consecutive in number for example, a four and a five, or a jack and a queen, the hand is a push and the player's wager is returned.

If the two cards are of equal value, a third card is dealt. If the third card is of the same value, then the payout for the player is 11:1, otherwise the hand is a push.

If neither of the above is the case for example, a three and an eight, then a spread is announced which determines the payoff a 4-card spread, in this example, and a third card will be dealt. Before dealing the third card, the player has the option to double his bet. If the third card's value falls between the first two, the player will receive a payoff according to the spread; otherwise the bet is lost.

Poker Three Card

Three Card

Three card poker is a combination of poker and special hands. The player may bet on either one, both, and in different amounts. Both games are based on hands consisting of three cards. The special hands are a simple game in which you get three cards and are paid according to their value from a high pair to a straight flush.

Ante and Play is the form of Poker

Play begins with a wager on ante. After the poker player views his three cards he may either raise by putting an equal bet on play or fold and lose the ante bet. If the player folds he also loses the special bet if one was made, however this should not be any sacrifice because if the special bet paid anything the player shouldn't fold.

If the player does rise then he goes against the dealer's hand. The dealer needs at least a queen high to qualify. Below are the possible outcomes and their payoff:

Dealer does not qualify: Ante wins 1 to 1, play bet is returned

Dealer qualifies and player beats dealer: Both play and ante win 1 to 1

Dealer qualifies and dealer beats player: Both Play and ante lose

Dealer qualifies and dealer ties player: Both Play and ante push

In organized sports, point shaving is a type of match fixing where the perpetrators try to prevent a team from covering a published point spread. Unlike other forms of match fixing, sports betting invariably motivates point shaving. A point shaving scheme generally involves a sports gambler and one or more players of the sports team favored to win the game. In exchange for a bribe, the player or players agree to ensure that their team will not cover the point spread. The gambler then wagers against that team.

Basketball

Basketball is a particularly easy medium for shaving points because of the scoring tempo of the game and the ease by which one player can influence key events. By deliberately missing shots or committing well-timed turnovers or fouls, a corrupt player can covertly ensure that his team fails to cover the point spread, without causing them to lose the game or to lose so badly that suspicions are aroused. Although the NCAA has adopted a zero tolerance policy with respect to gambling activity by its players, some critics believe it unwittingly encourages point shaving due to its strict rules regarding amateurism, combined with the large amount of money wagered on its games. The NCAA has produced posters warning of this, the most notable being an athlete sitting alone on a bench with his face buried in his hands although this may also look like the athlete suffered a tremendous defeat with the caption DO NOT BET ON IT with warnings as to what could happen if they are involved in such a plan as well as an athlete being caught gambling himself .

Famous examples of this are the CCNY Point Shaving Scandal of the 1950-51 and the Boston College basketball point shaving scandal of 1978-79, which was perpetrated by gangsters Henry Hill and Jimmy Burke.

Sports Point Shaving

The technique has been used by both amateur and professional athletes in many other sports. The intention is to manipulate scoring so that the final score results in a predetermined outcome. A typical sports game should always tend to behave in a nondeterministic manner. In other words, the exact final score of a game exists in a set, which can contain more than a thousand possible combinations. Furthermore, nondeterminism suggests that the final score of a sports game is practically unpredictable.

Many variables can influence the outcome. Such variables include weather, fatigue, and human error. However, amateur and professional athletes who are very skilled in the technique of point shaving can consistently create unlikely outcomes in bad weather and other challenging conditions. These unlikely outcomes tend to create huge financial gains/losses in prediction markets.

The deviation from the mean, otherwise known as the expected value, is what makes these outcomes so unlikely. In most sports, the expected value is a mathematical prediction that can be expressed as a scoring differential. This scoring differential is also calculated by casinos; and, gamblers generally refer to it as a point spread. In many cases of point shaving, the final outcome deviates substantially from the expected value, or the point spread. Additionally, the deviation from the expected value can be quite large. Many times, the deviation is so large that athletes on opposing teams must cooperate in order to achieve the desired result. In this particular case, the final outcome is commonly referred to as a thrown game.