CRC Polynomial Zoo
Philip Koopman, Carnegie Mellon University
- (0x16fa7; 0x2df4f) <=> (0x1e5f6;
0x3cbed) {131054,1976,63,16,16,10,6,4,1,1,1} |
gold | (*p) CRC-17/K3.1
- (0x19d17; 0x33a2f) <=> (0x1e8b9;
0x3d173) {131054,824,17,17,10,10,5,5,1} |
gold | (*p) CRC-17K/3.7
- (0x15583; 0x2ab07) <=> (0x1c1aa;
0x38355) {131054,722,122,15,15,15,2} |
gold | (*p) CRC-17K/3.5
- (0x1b85b; 0x370b7) <=> (0x1da1d;
0x3b43b) {131054,440,164,23,5,2,2,2,1}
| gold | (*p) CRC-17K/3.2
- (0x19f57; 0x33eaf) <=> (0x1eaf9;
0x3d5f3) {131054,420,70,59,7,7,3,3,1,1,1} |
gold | (*p) CRC-17K/3.3
- (0x10c29; 0x21853) <=> (0x19430;
0x32861) {131054,358,55,28,26} |
gold | (*p) CRC-17K/3.4
- (0x123bd; 0x2477b) <=> (0x1bdc4;
0x37b89) {131054,8,8,8,8,8,8,4,1} |
gold | (*p) CRC-17K/3.6
- (0x10004; 0x20009) <=> (0x12000;
0x24001) {131054} |
gold | (*p) FP-17
- (0x1165d; 0x22cbb) <=> (0x1ba68;
0x374d1) {65518,65518,118,118,10,10,3,3} |
gold | (*op) CRC-17K/4
- (0x1001b; 0x20037) <=> (0x1d800;
0x3b001) {65518,65518,52,52} |
gold | (*op) FOP-17
- (0x176a7; 0x2ed4f) <=> (0x1e56e;
0x3cadd) {12937,12937,6,6,6,6,6,6,2,2}
| gold | (*o) CRC-17K/10
- (0x10055; 0x200ab) <=> (0x1aa00;
0x35401) {364,364,113,113} |
gold | (*o) CRC-17K/6sub8
- (0x1724e; 0x2e49d) <=> (0x1724e;
0x2e49d) {240,240,240,240,11,11,3,3} |
gold | (*o) CRC-17K/6
- (0x1b42d; 0x3685b) <=> (0x1b42d;
0x3685b) {238,238,238,238,2,2,2,2} |
gold | (*o) CRC-17-CAN
- (0x11bf5; 0x237eb) <=> (0x1afd8;
0x35fb1) {238,238,28,28,22,22,5,5,1,1}
| gold | (*o) CRC-17K/8
- (0x1751b; 0x2ea37) <=> (0x1d8ae;
0x3b15d) {46,46,46,46,46,5,4,2,2} |
gold | CRC-17K/7
HD profile for all unique 17-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
Creative
Commons Attribution 4.0 International License.