Recognised as Dice notation
2d767
- 2d767
- 2 to 1534
- mean 768
- mode 768
Rolling 2d767 gives a total between 2 and 1,534, with a mean of 768 and a standard deviation of 313.1262. There are 588,289 equally likely ordered outcomes, and the most likely total is 768 at 0.13%.
The roll
Notation2d767
Dice2
Faces per die767
Minimum total2all 2 dice showing 1
Maximum total1,534all 2 dice showing 767
Distinct totals1,533
Mean768n(f + 1)/2 + modifier, exact
Variance98,048n(f² − 1)/12, exact
Standard deviation313.12617265≈
Counting the outcomes
Ordered outcomes588,289767^2, every die distinguishable
Most likely total768
Chance of that total0.130378%≈
Ways to roll it767exact count
Chance of the minimum0.00016998%≈1 in 588,289
Chance of the maximum0.00016998%≈1 in 588,289
Shape of the distribution
1,533 distinct totals, too many to list individually.
1st percentile109≈1.001% of rolls are this or lower
5th percentile244≈5.039% of rolls are this or lower
25th percentile543≈25.014% of rolls are this or lower
50th percentile768≈50.065% of rolls are this or lower
75th percentile993≈75.078% of rolls are this or lower
95th percentile1,292≈95.002% of rolls are this or lower
99th percentile1,427≈99.018% of rolls are this or lower
Chance of rolling at least
15597.9974%≈
38587.5%≈
76850.0652%≈
1,15112.5653%≈
1,3812.0288%≈
Keep nerding
Every link below is a page Nerdulator can generate from what it already knows about this value.
Nerdulate something else
Nothing in mind? Surprise me · today’s page