### Some articles on *sided, sided die, die*:

Traveller (role-playing Game) - Task Systems

... In these systems, two six-

... In these systems, two six-

**sided**dice (2d6) are rolled against a target number set by the referee — and usually the roll must be equal to or higher than the target number in order to ... The player then rolled a twenty-**sided die**(d20) (or ten-**sided die**(d10) and a d6 to simulate a d20 roll) to equal to or less than the target number to succeed ... "half-dice" to be used for example "Difficult" is 2.5 dice and one**die**result (rolled as a different color**die**from the rest) must be halved when counted ...Dice Cup - Variants - Non-cubic - Rarer Variations

... Sides Shape Notes 1 sphere Most commonly a joke

... Sides Shape Notes 1 sphere Most commonly a joke

**die**, this is just a sphere with a 1 marked on it ... use of a coin rather than requiring the use of a two-**sided die**... This is a rounded-off triangular prism, intended to be rolled like a rolling-pin style**die**...I Ching Divination - Methods - Dice

... It's much easier to use a

... It's much easier to use a

**die**as a coin-equivalent if an odd number of pips shows, it counts as "heads" if an even number of pips shows, as "tails." Obviously, the 50/50 probability is preserved — and ... The number values on a single**die**can also be used to determine the hexagram's lines ... odd numbers as yang, even numbers as yin, and roll a six-**sided die**once for each of the six lines ...Dice Cup - Probability

... For a single roll of a fair s-

... For a single roll of a fair s-

**sided die**, the probability of rolling each value is exactly 1/s this is an example of a discrete uniform distribution ... For n multiple rolls, with a s-**sided die**the possibility space is equal to sn ... So, for n rolls of an s-**sided die**the probability of any result is 1/sn ...### Famous quotes containing the words die and/or sided:

“A chaste woman ought not to *die* her hair yellow.”

—Menander (c. 342–291 B.C.)

“I have desired to go

Where springs not fail,

To fields where flies no sharp and *sided* hail

And a few lilies blow.”

—Gerard Manley Hopkins (1844–1889)

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