CRC Polynomial Zoo
Philip Koopman, Carnegie Mellon University
- (0x65; 0xcb) <=> (0x69; 0xd3)
{120,14,3} [@119:proper,2.9x] |
gold | (*p) CRC-7F/2 ("313p")
- (0x77; 0xef) <=> (0x7b; 0xf7)
{120,12,1,1,1} [@119:proper,6.2x] |
gold | (*p) CRC-7F/6 ("357p")
- (0x72; 0xe5) <=> (0x53; 0xa7)
{120,7,4} [@119:proper,4.0x] |
gold | (*p) FT2; CRC-7-MVB; CRC-7F/5
("345p")
- (0x41; 0x83) <=> (0x60; 0xc1)
{120} [@119:1.2x,2.1x] |
gold | (*p) FP-7
- (0x44; 0x89) <=> (0x48; 0x91)
{120} [@119:proper,5.5x] |
gold | (*p) CRC-7
- (0x5b; 0xb7) <=> (0x76; 0xed)
{56,56,2,2} [@118:proper,3.8x] |
gold | (*op) CRC-7F/4.2 ("267p")
- (0x62; 0xc5) <=> (0x51; 0xa3)
{56,56} | gold [@118:proper,2.2x] | (*op) CRC-7P
- (0x4a; 0x95) <=> (0x54; 0xa9)
{56,56} [@118:proper,5.5x] |
gold | (*op) FOP-7
HD profile for all unique 7-bit CRCs
See the NOTES
PAGE for interpreting this data. Last update 3/5/2024.
This work is copyright 2015-2024 by Philip Koopman. Licensed under a
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Commons Attribution 4.0 International License.