diceSyntax

roll('d6') # roll d6

## [1] "Rolls: [ *6* ] (d6)"

## [1] 6

roll('4d6') # roll 4d6

## [1] "Rolls: [ 3 2 4 2 ] (4d6)"

## [1] 11

roll('4d6k3') # roll 4d6 keep 3 highest

## [1] "Rolls: [ 5 3 *6* ] (4d6k3)"
## [1] "Dropped: [ 2 ]"

## [1] 14

roll('4d6kl3') # roll 4d6 keep lowest 3

## [1] "Rolls: [ 3 *6* 2 ] (4d6kl3)"
## [1] "Dropped: [ *6* ]"

## [1] 11

roll('4d6d1') # roll 4d6 drop 1 lowest

## [1] "Rolls: [ *6* *6* *1* ] (4d6d1)"
## [1] "Dropped: [ *1* ]"

## [1] 13

roll('4d6dh1') # roll 4d6 drop highest 1

## [1] "Rolls: [ 4 2 4 ] (4d6dh1)"
## [1] "Dropped: [ 4 ]"

## [1] 10

roll('4d6+3') # roll 4d6 add 3

## [1] "Rolls: [ 3 *1* *6* 5 ] (4d6)"

## [1] 18

roll('4d6r1r2') # roll 4d6 reroll 1s and 2s

## [1] "Rolls: [ *6* *6* 4 5 ] (4d6r1r2)"

## [1] 21

roll('4d6r<2') # same as above

## [1] "Rolls: [ *6* *6* 4 *6* ] (4d6r<2)"

## [1] 22

roll('4d6r1ro2') # roll 4d6 reroll 1s but reroll 2s only once

## [1] "Rolls: [ 3 5 4 5 ] (4d6r1ro2)"

## [1] 17

roll('5d2!') # exploding dice

## [1] "Rolls: [ *1* *2* *1* *1* *2* *2* *1* *2* *1* ] (5d2!)"

## [1] 13

roll('5d2!!') # compounding dice

## [1] "Rolls: [ *1* *1* *1* *1* *1* ] (5d2!!)"

## [1] 5

roll('6d6+4d4-3d5') # multiple rolls

## [1] "Rolls: [ 5 2 2 3 3 5 ] (6d6)"
## [1] "Rolls: [ 3 3 *1* 2 ] (4d4)"
## [1] "Rolls: [ 3 *1* 3 ] (3d5)"

## [1] 22

r('1d6') # shortcut function

## [1] "Rolls: [ 4 ] (1d6)"

## [1] 4

Other variables that roll funciton accepts are

• critMark: TRUE by default. If TRUE it adds stars around the dice roll in printed output if it is max or min value for the dice
• vocal: TRUE by default. If FALSE disables printing of dice rolls
• returnRolls: FALSE by default. If TRUE returns a list instead of an integer that includes rolled and dropped dice along with the dice sum

r("10d10dl3",returnRolls = TRUE, vocal = FALSE)

## $`10d10dl3`
## $`10d10dl3`$result
## [1] 54
## 
## $`10d10dl3`$dice
## [1]  6  7 10  7 10  7  7
## 
## $`10d10dl3`$drop
## [1] 2 3 3
## 
## 
## $result
## [1] 54

Dice stats

Probabilities of outcomes can be calculated with diceProb function

diceProb('4d6d1') %>% as.table %>% plot

diceProb('1d4!',explodeDepth = 4) %>% as.table %>% plot

diceProb('1d4ro1!',explodeDepth = 4) %>% as.table %>% plot