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- Designing a Huffman Code for the entire alphabet is not difficult but
  tedious.
- For illustration, we will only encode the following 7 letters:
| Character | Hexadecimal | Number of Occurences (n) | Percentage (p) | 
| e | 65 | 3320 | 30.5119 | 
| h | 68 | 1458 | 13.3995 | 
| l | 6C | 1067 | 9.8061 | 
| o | 6F | 1749 | 16.0739 | 
| p | 70 | 547 | 5.0271 | 
| t | 74 | 2474 | 22.7369 | 
| w | 77 | 266 | 2.4446 | 
| Total: |  | 10881 | 100 | 
 
  
Figure 2.14:
Huffman coding.
|  | 
 
| Character | Binary Code | 
| e | 00 | 
| h | 011 | 
| l | 110 | 
| o | 010 | 
| p | 1110 | 
| t | 10 | 
| w | 1111 | 
 
 
 
 
 
 
   
 Next: Some Conclusions
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Prof. Bernd-Peter Paris
1998-12-14