LP_Huffman

Testing Huffman Coding - Symbols Probability Table
Using Prime Sequence As Gematria Value:

...
Total Runes: 29

Calculation precision:
Digits after the decimal point: 20
Weighted path length = 4.5074324324324335
Shannon entropy = 4.483445274100216
...

  Name		Value

	ᚠ			2
	ᚢ			3
	ᚦ			5
	ᚩ			7
	ᚱ			11
	ᚳ			13
	ᚷ			17
	ᚹ			19
	ᚻ			23
	ᚾ			29
	ᛁ			31
	ᛂ			37
	ᛇ			41
	ᛈ			43
	ᛉ			47
	ᛋ			53
	ᛏ			59
	ᛒ			61
	ᛖ			67
	ᛗ			71
	ᛚ			73
	ᛝ			79
	ᛟ			83
	ᛞ			89
	ᚪ			97
	ᚫ			101
	ᚣ			103
	ᛡ			107
	ᛠ			109

...

Huffman encoding: (Default)

Symbol	Encoding
	ᛠ		1101
	ᛡ		1100
	ᚣ		1011
	ᚫ		1010
	ᚪ		1000
	ᛞ		0111
	ᛟ		0101
	ᛝ		0100
	ᛚ		0010
	ᛗ		0001
	ᛖ		0000
	ᛒ		11110
	ᛏ		11101
	ᛋ		11100
	ᛉ		10010
	ᛈ		01101
	ᛇ		00111
	ᛂ		00110
	ᛁ		111110
	ᚾ		100111
	ᚻ		011001
	ᚹ		011000
	ᚷ		1111111
	ᚳ		1001101
	ᚱ		1001100
	ᚩ		11111100
	ᚦ		111111011
	ᚢ		1111110101
	ᚠ		1111110100


...

Huffman encoding: (Inverted 1=0 & 0=1)
Symbol	Encoding
	ᛠ		0010
	ᛡ		0011
	ᚣ		0100
	ᚫ		0101
	ᚪ		0111
	ᛞ		1000
	ᛟ		1010
	ᛝ		1011
	ᛚ		1101
	ᛗ		1110
	ᛖ		1111
	ᛒ		00001
	ᛏ		00010
	ᛋ		00011
	ᛉ		01101
	ᛈ		10010
	ᛇ		11000
	ᛂ		11001
	ᛁ		000001
	ᚾ		011000
	ᚻ		100110
	ᚹ		100111
	ᚷ		0000000
	ᚳ		0110010
	ᚱ		0110011
	ᚩ		00000011
	ᚦ		000000100
	ᚢ		0000001010
	ᚠ		0000001011

...




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