Dice

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(Undo revision 10456 by Saravus (talk))
m (Updating first row)
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!| Name !! Requirement !! 1D6 !! 2D6 !! 3D6 !! 4D6 !! 5D6 !! 6D6 !! 7D6 !! 8D6 !! 9D6 !! 10D6 !! 11D6 !! 12D6 !! 13D6 !! 14D6 !! 15D6
 
!| Name !! Requirement !! 1D6 !! 2D6 !! 3D6 !! 4D6 !! 5D6 !! 6D6 !! 7D6 !! 8D6 !! 9D6 !! 10D6 !! 11D6 !! 12D6 !! 13D6 !! 14D6 !! 15D6
 
|-
 
|-
| tripleor || A OR B OR C || 1/2 || 3/4 || 7/8 || 15/16 || || || || || || || || || || ||
+
| tripleor || A OR B OR C || 1/2 || 3/4 || 7/8 || 15/16 || 31/32 || 63/64 || 127/128 || 255/256 || 511/512 || 1023/1024 || 2047/2048 || 4095/4096 || 8191/8192 || 16383/16384 ||
 
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|-
 
| simpleor || A OR B || 2/6 || || || || || || || || || || || || || ||
 
| simpleor || A OR B || 2/6 || || || || || || || || || || || || || ||

Revision as of 17:30, 16 December 2019

Dice are an essential part of many games.

This is an exploration of probabilities of D6.

The faces are generalised to A,B,C,D,E,F and order is not important

Name Requirement 1D6 2D6 3D6 4D6 5D6 6D6 7D6 8D6 9D6 10D6 11D6 12D6 13D6 14D6 15D6
tripleor A OR B OR C 1/2 3/4 7/8 15/16 31/32 63/64 127/128 255/256 511/512 1023/1024 2047/2048 4095/4096 8191/8192 16383/16384
simpleor A OR B 2/6
simplesingle A 1/6
(A OR B) AND (A OR B) n/a
(A OR B) AND (B OR C) n/a
(A OR B) AND (C OR D) n/a
(A AND B) OR (C AND D) n/a
A AND (A OR B) n/a
A AND (B OR C) n/a
simpleand-twin A AND A n/a
simpleand A AND B n/a
A AND (A OR B) AND (C OR D) n/a na
A AND (A OR B) AND (A OR C) n/a na
A AND (A OR B) AND (B OR C) n/a na
A AND (B OR C) AND (C OR D) n/a na
tripleand-doubleor A AND (B OR C) AND (D OR E) n/a na
tripleand-parallelor A AND ((B AND C) OR (D AND E)) n/a na
tripleand-whichtwin A AND B AND (A or B) n/a na
tripleand-maybetwin A AND B AND (B or C) n/a na
tripleand-twinandor A AND A AND (C or D) n/a na
tripleand-singleor A AND B AND (C or D) n/a na
tripleand-triplet A AND A AND A n/a n/a 1/36
tripleand-twin A AND A AND B n/a n/a
tripleand A AND B AND C n/a n/a 1/36

Infos

function: SEQUENCE:s has N:n and NN:n or NNN:n{
 result: (SEQUENCE=N) & ((SEQUENCE = NN) | (SEQUENCE = NNN)) > 0
}

output [2d6 has 2 and 4 or 3]
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