🏅 RNGdle badges

Digits strictly alternate between rising and falling.

13.69% of rolls

Divisible by 7.

14.29% of rolls

Contains three identical digits.

14.99% of rolls

No repeated digits.

16.86% of rolls

Contains 3 or more adjacent digits that form a run when sorted.

17.28% of rolls

The first and last digits differ by exactly 1.

18.89% of rolls

Contains two distinct pairs of matching digits.

26.55% of rolls

Rises and falls keep alternating (flat stretches allowed).

28.51% of rolls

Contains exactly one "0".

32.38% of rolls

A digit appears at every other position (2 times).

33.57% of rolls

Uses exactly four different digits.

34.47% of rolls

Contains exactly one "1".

35.43% of rolls

Contains exactly one "2".

35.43% of rolls

Contains exactly one "3".

35.43% of rolls

Contains exactly one "4".

35.43% of rolls

Contains exactly one "5".

35.43% of rolls

Contains exactly one "6".

35.43% of rolls

Contains exactly one "7".

35.43% of rolls

Contains exactly one "8".

35.43% of rolls

Contains exactly one "9".

35.43% of rolls

The first digit is smaller than the last.

40.00% of rolls

Contains a contiguous pair of matching digits.

40.21% of rolls

Contains the number 7.

46.86% of rolls

Divisible by 2.

50.00% of rolls

Not divisible by 2.

50.00% of rolls

The first digit is larger than the last.

50.00% of rolls

Contains no zeros.

59.79% of rolls

Contains two digits that are adjacent in value.

62.07% of rolls

Contains a pair of matching digits.

83.14% of rolls

Has exactly six digits.

90.00% of rolls

Contains four identical digits.

1.19% of rolls

Contains only digits from 0 to 4.

1.56% of rolls

Digits ascend to a peak and then descend.

1.70% of rolls

A digit appears at every other position (3 times).

1.88% of rolls

Contains only digits from 5 to 9.

1.95% of rolls

Insert one of + − × ÷ and an equals sign to make a true equation.

2.31% of rolls

Digits descend to a trough and then ascend.

2.38% of rolls

Contains two adjacent contiguous pairs.

2.53% of rolls

Contains an adjacent 2-digit repeat.

2.70% of rolls

All digits are either all even or all odd.

3.51% of rolls

Digits strictly alternate between even and odd.

3.51% of rolls

Contains "00".

3.59% of rolls

Three identical consecutive digits.

3.59% of rolls

The sum of its digits is less than 15.

3.75% of rolls

Digits sum exactly to 21.

3.97% of rolls

Contains a set of three and a set of two.

3.97% of rolls

Contains a palindrome of 4 or more digits.

4.71% of rolls

Contains a single pair of ones and no other pairs.

4.71% of rolls

Contains "42".

4.94% of rolls

Contains the number 69.

4.94% of rolls

Contains "67".

4.94% of rolls

Contains "86" (restaurant slang for "out of").

4.94% of rolls

Sum of first half of digits equals sum of second half.

5.10% of rolls

Contains two non-adjacent substrings that are consecutive integers.

5.26% of rolls

Contains the same 2+ digit substring twice.

5.34% of rolls

Contains two adjacent substrings that are consecutive integers.

5.46% of rolls

Contains a sequence of 3 consecutive digits.

5.83% of rolls

Digits rise to a peak, then fall (flat stretches allowed).

6.38% of rolls

Divisible only by 1 and itself.

7.85% of rolls

Uses exactly three different digits.

7.91% of rolls

Divisible by 12.

8.33% of rolls

Digits fall to a floor, then rise (flat stretches allowed).

8.44% of rolls

Has exactly five digits.

9.00% of rolls

Divisible by 11.

9.09% of rolls

Divisible by the sum of its own digits.

9.54% of rolls

Ends in a zero.

10.00% of rolls

Ends in a 5.

10.00% of rolls

The first and last digits are identical.

10.00% of rolls

First and last digits match, with at least one different digit between them.

10.00% of rolls

A perfect square (n²).

0.10% of rolls

All digits have the same absolute spacing (e.g., ±2 each time).

0.11% of rolls

One unique digit among identical others.

0.12% of rolls

The entire number splits into two consecutive integers.

0.20% of rolls

Reads the same forwards and backwards.

0.20% of rolls

Contains "000".

0.27% of rolls

Four identical consecutive digits.

0.27% of rolls

All consecutive digits differ by at most 1.

0.27% of rolls

The sum of its digits exceeds 45.

0.30% of rolls

Contains a contiguous set of three adjacent to a contiguous set of two.

0.33% of rolls

Contains "666".

0.37% of rolls

Contains "777".

0.37% of rolls

Contains a sequence of 4 consecutive digits.

0.39% of rolls

Contains "404".

0.40% of rolls

Contains "101" (intro course number).

0.40% of rolls

Contains "911".

0.40% of rolls

Contains "420".

0.40% of rolls

Contains "271".

0.40% of rolls

Contains "314".

0.40% of rolls

Every digit is divisible by 3.

0.41% of rolls

All digits form a consecutive sequence when sorted.

0.44% of rolls

Uses exactly two different digits.

0.46% of rolls

Splits into three or more numbers with a constant difference.

0.58% of rolls

Two pairs in the middle, bookended by different digits.

0.66% of rolls

Digits never increase.

0.79% of rolls

Starts with a pair and ends with a different pair.

0.90% of rolls

Has exactly four digits.

0.90% of rolls

Contains three distinct pairs of matching digits.

0.97% of rolls

The first two digits match the last two.

1.00% of rolls

First two digits are reversed as the last two.

1.00% of rolls

Ends in "25".

1.00% of rolls

Ends in "50".

1.00% of rolls

Ends in "75".

1.00% of rolls

Ends in 99.

1.00% of rolls

Ends in double zeros.

1.00% of rolls

A perfect cube (n³).

0.0101% of rolls

Contains "0000".

0.0181% of rolls

Five identical consecutive digits.

0.0181% of rolls

Looks the same when rotated 180 degrees.

0.0199% of rolls

Contains "1337".

0.0300% of rolls

Contains "1984".

0.0300% of rolls

Contains "6283".

0.0300% of rolls

Contains "7734" (spells HELL upside-down).

0.0300% of rolls

Contains five identical digits.

0.0505% of rolls

A triple in the middle, bookended by different digits.

0.0729% of rolls

Every digit is strictly smaller than the previous.

0.0792% of rolls

Contains three adjacent consecutive integers.

0.0813% of rolls

Has exactly three digits.

0.0900% of rolls

Ends in 999.

0.0999% of rolls

A number greater than 999,000.

0.1000% of rolls

The product of two consecutive integers (n × n+1).

0.1000% of rolls

Ends in triple zeros.

0.1000% of rolls

A perfect sixth power (n⁶).

0.0011% of rolls

A power of 3 (3ⁿ).

0.0013% of rolls

A perfect fifth power (n⁵).

0.0016% of rolls

A power of 2 (2ⁿ).

0.0020% of rolls

Part of the golden ratio sequence found in nature.

0.0030% of rolls

A perfect fourth power (n⁴).

0.0032% of rolls

Only 0s and 1s.

0.0065% of rolls

Has exactly two digits.

0.0090% of rolls

The sum of its digits equals the product of its digits.

0.0098% of rolls

Ends in four zeros.

0.0100% of rolls

The number zero.

0.0001% of rolls

The number one.

0.0001% of rolls

A perfect thirteenth power (n¹³).

0.0003% of rolls

A perfect fourteenth power (n¹⁴).

0.0003% of rolls

A perfect fifteenth power (n¹⁵).

0.0003% of rolls

A perfect sixteenth power (n¹⁶).

0.0003% of rolls

A perfect seventeenth power (n¹⁷).

0.0003% of rolls

A perfect eighteenth power (n¹⁸).

0.0003% of rolls

A perfect nineteenth power (n¹⁹).

0.0003% of rolls

A perfect tenth power (n¹⁰).

0.0004% of rolls

A perfect eleventh power (n¹¹).

0.0004% of rolls

A perfect twelfth power (n¹²).

0.0004% of rolls

A perfect ninth power (n⁹).

0.0005% of rolls

A perfect eighth power (n⁸).

0.0006% of rolls

A number raised to itself: nⁿ (1¹, 2², … 7⁷).

0.0007% of rolls

A power of 7 (7ⁿ).

0.0008% of rolls

A perfect seventh power (n⁷).

0.0008% of rolls

A factorial number (n!).

0.0009% of rolls

A power of 5 (5ⁿ).

0.0009% of rolls

Has exactly one digit.

0.0010% of rolls

Contains "00000".

0.0010% of rolls

Ends in five zeros.

0.0010% of rolls