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How adjusted binary actually works. I can't understand why can actually represent any code from 0 to 253 with just 8 bits - only the 4 codes from 254 to 257 take 9 bits.
Thanks.
The text was updated successfully, but these errors were encountered:
Hi. I found the name "adjusted binary" somewhere, but I've also seen it called "phased-in" codes or "truncated binary" codes. They're exactly the same thing for encoding codes when there are not a power of two values to encode (i.e. 258). Here are a couple links that should help you understand it:
How adjusted binary actually works. I can't understand why can actually represent any code from 0 to 253 with just 8 bits - only the 4 codes from 254 to 257 take 9 bits.
Thanks.
The text was updated successfully, but these errors were encountered: