For example, in the Two Dice chart below there is a "3" listed in white below the 4 / 10 Counts. The middle row (shaded in white) show the exact number of combinations the Counts listed directly above them occur out of ALL THE POSSIBLE COMBINATIONS for that number of Dice. If only one Count is shown, then the percentages apply to only that certain Count. ![]() For example, 2 / 12 means that both Two Counts and Twelve Counts share the exact same probability of occurring. This means that the Sums and Percentages detailed below them apply to both of the counts listed. In most cases, there are two Counts shown in each box. ![]() The top row of each chart (shaded black) show the various Dice Counts. For example, if you roll two Fives, your Dice Count would be 10 (5+5=10) and rolling a Three, Four and a Six would give you a 13 Count (3+4+6=13). The following charts are based on the sums of all the Dice that are thrown. The following charts should be read from left to right, and they detail all of the possible Dice Counts, Sums and statistical percentages (probability) that they should occur. Logically, I then decided to create them myself. When researching the Dice statistics for this page, I could not find any one grouping of charts that showed all the numbers I was looking for. We'll take a look at the various combinations you will arrive at when rolling two, three, four and even five dice together, as well as some of the games that these outcomes affect. Probability is the number of times something occurs divided by the number of times it could occur. As more and more Dice are thrown together at once, the expected outcomes begin to fluctuate and alter the strategy that a player may use accordingly. Based on the number of Dice thrown, certain totals become increasingly more likely than others. However, once multiple Dice are thrown, the totals they create (arrived at by adding all the values together) unbalance the games in which they are being used into various channels of chance and strategy. Before the initial throw the Dice are in fact separate entities. The appeal of Dice games is rooted in the fact that when two or more Dice are thrown simultaneously, a beautiful interaction occurs. ![]() Let's have a look to see how dice interaction can be understood and utilized. ![]() We'll also detail the ease in which new Dice games can be created using the Chess and Poker Dot Com dice strategy guide by inventing one of our own based on the concepts of Dice Probability generated when multiple Dice interact. Our dice probability charts are well organized and detail the probabilities that affect up to five dice when thrown simultaneously. With so many Dice-based games available, we decided to create a collection of the various theory and strategy ideas associated with Dice for gamers to access whenever they needed them. Also known to many as "Bones", Dice have been thrown by millions of people and have given birth to other games which are derived from their concept, most notably Dominoes. The concept of Dice games have been around for literally thousands of years, with ancient peoples sometime using shells and bones as Dice to add the element of controlled chance into their otherwise lackluster games. Understanding Probabilities When Playing Dice GamesÄice games are probably the most widely played and well-known genre ever created.
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