Tally Marks Converter

Enter a whole number to see it written out as tally marks.

How it is calculated

The tool works with whole-number arithmetic. It rounds your entry to the nearest whole number, then computes groups = ⌊n ÷ 5⌋ (integer division) and remainder = n mod 5. The picture is built from those two numbers: one 'five' symbol (the tally group with the diagonal stroke) for each complete group, separated by spaces, followed by single-stroke symbols for the remainder. Zero is shown as the digit 0. The accepted range is 0 to 100,000; negative numbers and larger values return nothing. The marks are Unicode tally characters, so a device or font without that block may show empty boxes instead; the group and remainder counts still tell you the correct picture.

Worked example

To write 23 as tally marks, divide by 5. Five goes into 23 four times (4 × 5 = 20), so there are 4 complete groups, and the remainder is 23 − 20 = 3. The tool draws four crossed groups of five followed by three single strokes: 𝍸 𝍸 𝍸 𝍸 𝍷𝍷𝍷. Counting back, 4 × 5 + 3 = 23. An entry of 4.6 would be rounded to 5 and shown as one complete group.

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Common mistakes

  • Counting the diagonal stroke as a sixth mark. In the standard system the crossing stroke is the fifth mark of the group, so one group is five and not six.
  • Entering a decimal and expecting a partial stroke. The tool rounds to the nearest whole number first, so 4.6 becomes 5 and 4.4 becomes 4.
  • Entering a value above 100,000, or a negative number. The tool gives no result outside the range 0 to 100,000.
  • Reading a row of single strokes as a group. Only the crossed symbol means five; singles represent the one to four left over after the groups.
  • Using the output as plain text in a place that lacks the font. Copy-pasting into some documents shows boxes, so check the display before printing.

About this calculator

The converter takes a whole number and renders it as tally marks: single strokes for the first four units in a group, then a fifth diagonal stroke crossing the previous four to mark a complete group of five, repeating for however many groups the number requires. Seventeen, for example, becomes three crossed groups of five plus two single strokes.

Teachers and early-elementary students use tally marks to practice counting in groups and reinforce the concept that numbers can be grouped and skip-counted, and they remain a handy manual method for anyone tallying votes, survey responses, or event occurrences on paper without a running total in view.

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