Name a pip count that can appear on one end of a double-six domino.

Enter one number. A blank end counts as zero; do not total both ends.

A double-six set uses seven possible end values, 0 through 6. Combining them without order gives 28 tiles.

Reveal all 7 checked answers and scores

Points are editorial tiers. The source supports membership in the set, not how many people know an answer.

6 25 · Familiar
6 is in the 7-answer set defined by this question.

Also accepted: Six

1 25 · Familiar
1 is in the 7-answer set defined by this question.

Also accepted: One

2 50 · Less common
2 is in the 7-answer set defined by this question.

Also accepted: Two

3 75 · Uncommon
3 is in the 7-answer set defined by this question.

Also accepted: Three

4 75 · Uncommon
4 is in the 7-answer set defined by this question.

Also accepted: Four

5 100 · Rare
5 is in the 7-answer set defined by this question.

Also accepted: Five

0 100 · Rare
0 is in the 7-answer set defined by this question.

Also accepted: Blank · Zero

Checked exclusions

  • 7: Seven is not an end value in a double-six set.
  • 12: Twelve can be a tile's total but not the value of one end.

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