24 bits
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@ -2,4 +2,11 @@
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numeral system in base 64: it uses 64 digits, from A to Z, a to z, 0 to 9, and +/ (or -_ for urls)
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numeral system in base 64: it uses 64 digits, from A to Z, a to z, 0 to 9, and +/ (or -_ for urls)
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24 bits correspond to 3 bytes, 4 base64 digits, 6 {hexadecimal} digits, and 8 {octal} digits.
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# 24 bits
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24 bits correspond to:
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* 3 bytes
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* 4 {base64} digits
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* 6 hexadecimal digits
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* 8 {octal} digits
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@ -41,4 +41,11 @@ there's a direct mapping between each possible combination of 4 bits (nibble), a
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& * 1110 is e
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& * 1110 is e
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& * 1111 is f
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& * 1111 is f
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24 bits correspond to 3 bytes, 4 {base64} digits, 6 hexadecimal digits, and 8 {octal} digits.
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# 24 bits
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24 bits correspond to:
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* 3 bytes
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* 4 {base64} digits
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* 6 hexadecimal digits
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* 8 {octal} digits
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@ -6,7 +6,14 @@ they can be encoded as the eight laban efforts? see {choreutics}
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two octal digits correspond to one base64 digit.
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two octal digits correspond to one base64 digit.
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24 bits correspond to 3 bytes, 4 {base64} digits, 6 {hexadecimal} digits, and 8 octal digits.
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24 bits correspond to:
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* 3 bytes
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* 4 {base64} digits
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* 6 {hexadecimal} digits
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* 8 octal digits
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# octal values
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+ <table>
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+ <table>
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+ <tr><th>binary</th><th>hex</th><th>dec</th></tr>
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+ <tr><th>binary</th><th>hex</th><th>dec</th></tr>
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