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Braille pattern dots-0
Braille pattern
6-dot braille cells

The Braille pattern dots-0 ( ⠀ ), also called a blank Braille pattern, is a 6-dot or 8-dot braille cell with no dots raised. It is represented by the Unicode code point U+2800, and in Braille ASCII with a space.

Character information
Preview
Unicode nameBRAILLE PATTERN BLANK
Encodingsdecimalhex
Unicode10240U+2800
UTF-8226 160 128E2 A0 80
Numeric character reference⠀⠀
Braille ASCII3220
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Unified Braille

In all braille systems, the braille pattern dots-0 is used to represent a space or the lack of content.1 In particular some fonts display the character as a fixed-width blank. However, the Unicode standard explicitly states that it does not act as a space,2 a statement added in response to a comment that it should be treated as a space.3

Plus dots 7 and 8

Related to Braille pattern dots-0 are Braille patterns 7, 8, and 78, which are used in 8-dot braille systems, such as Gardner-Salinas and Luxembourgish Braille.

Character information
Preview
Unicode nameBRAILLE PATTERN DOTS-7BRAILLE PATTERN DOTS-8BRAILLE PATTERN DOTS-78
Encodingsdecimalhexdechexdechex
Unicode10304U+284010368U+288010432U+28C0
UTF-8226 161 128E2 A1 80226 162 128E2 A2 80226 163 128E2 A3 80
Numeric character reference⡀⡀⢀⢀⣀⣀
dot 7dot 8dots 78
Gardner Salinas Braille4end misc. symbolinvert modifier

Notes

Look up , , , or in Wiktionary, the free dictionary.

References

  1. "World Braille Usage". UNESCO. Retrieved 2012-04-19.. http://www.duxburysystems.com/documentation/manuals.asp?book=World_1990

  2. Unicode chart U+2800, braille patterns https://www.unicode.org/charts/PDF/U2800.pdf

  3. Thibault, Samuel. "Comments on Public Review Issues (January 30, 2006 - May 12, 2006)". unicode.org. Retrieved 10 February 2021. http://unicode.org/L2/L2006/06157-pri-feedback.html#pri90

  4. "Index of Topics in Braille Section". Oregon State University Science Access Project Braille topics. Archived from the original on 2012-04-20. Retrieved 2012-04-29. https://web.archive.org/web/20120420124208/http://dots.physics.orst.edu/gs_index.html