Patterns /Repetition

Repeating Digit Numbers

A repdigit is a number whose digits are all the same, such as 7, 77, 777 or 444444. They are among the rarest visual patterns because every digit is locked to one value.

Matches in range
45
Share of all numbers
1 in 22,222
Out of
1,000,001

How long might repeating digit numbers take?

1 in 22,222.2 per roll · 22,222 rolls on average.

At one daily specimen a day, the mean is about 60.8 years. A 50% chance takes 15,403 rolls; 90% takes 51,168.

7 daily rolls

1 in 3,175

30 daily rolls

1 in 741

365 daily rolls

1.63%

1 in 741 chance of at least one match in 30 independent rolls.

Waiting times are averages, not deadlines. Previous misses do not increase the next roll’s chance. Only Daily Specimens stamp your Atlas.

Find numbers with this pattern →

There are only a handful of repdigits at each length — nine per digit-length, one for each non-zero leading digit — so across the whole range they are extremely scarce. That scarcity is exactly what the rarity score rewards.

Repdigits belong to the repetition group. Because RNGdle.net de-duplicates related traits within a group, an all-identical number scores from its strongest repetition trait rather than stacking every overlapping one.

Landing a repdigit in the Infinite Roll simulator is a genuine event — the probability simulator can estimate how many rolls a target tier like this typically takes.

Highest-scoring examples

The best-scoring numbers of four digits or more that carry this pattern. Shorter numbers are excluded here because their length alone dominates any score ranking.

Smallest examples

The first numbers in the range that match this pattern.

Related repetition patterns