Alphanumeric Substitution Cipher: Difference between revisions
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An '''alphanumeric substitution cipher''' is any code or cipher that represents numbers through letters and/or letters through numbers. The most common of these ciphers is an A1Z26 cipher, in which all letters of the Latin alphabet are represented by their numerical position from A to Z. While other variations exist, including those using pre-established libraries of number-character connection (such as ASCII and Unicode) or alternative alphabets, most puzzles that utilize one of these use the A1Z26 version. |
An '''alphanumeric substitution cipher''' is any [[Ciphers and Encryptions|code or cipher]] that represents numbers through letters and/or letters through numbers. The most common of these ciphers is an A1Z26 cipher, in which all letters of the Latin alphabet are represented by their numerical position from A to Z. While other variations exist, including those using pre-established libraries of number-character connection (such as ASCII and Unicode) or alternative alphabets, most puzzles that utilize one of these use the A1Z26 version. |
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==Puzzles That Utilize This Element== |
==Puzzles That Utilize This Element== |
Revision as of 05:44, 29 June 2021
An alphanumeric substitution cipher is any code or cipher that represents numbers through letters and/or letters through numbers. The most common of these ciphers is an A1Z26 cipher, in which all letters of the Latin alphabet are represented by their numerical position from A to Z. While other variations exist, including those using pre-established libraries of number-character connection (such as ASCII and Unicode) or alternative alphabets, most puzzles that utilize one of these use the A1Z26 version.