Poor mans Huffman Compression?

The code table is wrong. Huffman odes are supposed to be prefix free . This is neccessary in order to decode them afterwards without ambiguities.

Not only is the code table wrong, the lengths of the codes are also wrong. If you have two one-bit codes, you have already used up all of the code space, and can have no other codes. What you have shown is not only not a Huffman code and not a prefix code -- it is in fact not a code at all.

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