🏆 Classement Villes et Lieux de Canada
Comment vous classez-vous contre les meilleurs maîtres Villes et Lieux du monde en Canada !
| Position | Joueur | Niveau | Score | Temps | Précision | Date | |
|---|---|---|---|---|---|---|---|
| 🥇 1 | | 10 | 22,046 | 42.0s | 73.00% | Apr 15, 2026 | |
| 🥈 2 | | 10 | 17,804 | 23.0s | 59.00% | Apr 16, 2026 | |
| 🥉 3 | | 9 | 24,922 | 48.0s | 83.00% | Apr 15, 2026 | |
| 🏆 4 | | 9 | 24,220 | 40.0s | 81.00% | Apr 16, 2026 | |
| 🏆 5 | | 9 | 24,015 | 65.0s | 80.00% | Mar 31, 2026 | |
| 🏆 6 | | 9 | 18,156 | 105.6s | 84.00% | Apr 24, 2026 | |
| 🏆 7 | | 9 | 17,170 | 74.6s | 80.00% | May 1, 2026 | |
| 🏆 8 | | 8 | 26,238 | 25.0s | 87.00% | Apr 16, 2026 | |
| 🏆 9 | | 8 | 25,446 | 39.0s | 85.00% | Mar 31, 2026 | |
| 🏆 10 | | 8 | 24,983 | 51.0s | 83.00% | Apr 15, 2026 | |
| 🏆 11 | | 8 | 18,454 | 66.0s | 86.00% | May 1, 2026 | |
| 🏆 12 | | 8 | 16,938 | 123.8s | 79.00% | Apr 24, 2026 | |
| 🏆 13 | | 8 | 16,878 | 48.3s | 79.00% | May 16, 2026 | |
| 🏆 14 | | 8 | 16,270 | 36.7s | 76.00% | May 6, 2026 | |
| 🏆 15 | | 7 | 26,191 | 37.0s | 87.00% | Apr 15, 2026 | |
| 🏆 16 | | 7 | 26,150 | 34.0s | 87.00% | Apr 16, 2026 | |
| 🏆 17 | | 7 | 24,609 | 92.0s | 82.00% | Mar 31, 2026 | |
| 🏆 18 | | 7 | 19,598 | 76.7s | 91.00% | May 1, 2026 | |
| 🏆 19 | | 7 | 18,920 | 125.3s | 88.00% | Apr 24, 2026 | |
| 🏆 20 | | 7 | 18,429 | 46.0s | 86.00% | May 16, 2026 | |
| 🏆 21 | | 7 | 18,200 | 39.2s | 85.00% | May 6, 2026 | |
| 🏆 22 | | 6 | 27,668 | 28.0s | 92.00% | Mar 27, 2026 | |
| 🏆 23 | | 6 | 26,516 | 32.0s | 88.00% | Apr 16, 2026 | |
| 🏆 24 | | 6 | 25,370 | 96.0s | 85.00% | Mar 31, 2026 | |
| 🏆 25 | | 6 | 24,157 | 43.0s | 81.00% | Apr 15, 2026 | |
| 🏆 26 | | 6 | 20,036 | 110.0s | 93.00% | May 1, 2026 | |
| 🏆 27 | | 6 | 19,780 | 74.3s | 92.00% | May 16, 2026 | |
| 🏆 28 | | 6 | 17,702 | 147.7s | 82.00% | Apr 24, 2026 | |
| 🏆 29 | | 6 | 16,368 | 41.0s | 76.00% | May 5, 2026 | |
| 🏆 30 | | 5 | 26,655 | 21.0s | 89.00% | Mar 27, 2026 | |
| 🏆 31 | | 5 | 25,732 | 31.0s | 86.00% | Apr 16, 2026 | |
| 🏆 32 | | 5 | 25,124 | 38.0s | 84.00% | Apr 15, 2026 | |
| 🏆 33 | | 5 | 24,515 | 91.0s | 82.00% | Mar 31, 2026 | |
| 🏆 34 | | 5 | 24,204 | 31.0s | 81.00% | Apr 15, 2026 | |
| 🏆 35 | | 5 | 18,623 | 46.2s | 87.00% | May 5, 2026 | |
| 🏆 36 | | 5 | 18,471 | 70.5s | 86.00% | May 16, 2026 | |
| 🏆 37 | | 5 | 18,233 | 79.3s | 85.00% | May 1, 2026 | |
| 🏆 38 | | 5 | 17,308 | 123.1s | 81.00% | Apr 24, 2026 | |
| 🏆 39 | | 4 | 26,777 | 15.0s | 89.00% | Mar 27, 2026 | |
| 🏆 40 | | 4 | 26,503 | 36.0s | 88.00% | Apr 15, 2026 | |
| 🏆 41 | | 4 | 26,340 | 28.0s | 88.00% | Apr 16, 2026 | |
| 🏆 42 | | 4 | 25,641 | 72.0s | 85.00% | Mar 31, 2026 | |
| 🏆 43 | | 4 | 25,572 | 23.0s | 85.00% | Apr 15, 2026 | |
| 🏆 44 | | 4 | 19,393 | 65.2s | 90.00% | May 1, 2026 | |
| 🏆 45 | | 4 | 19,379 | 61.2s | 90.00% | May 16, 2026 | |
| 🏆 46 | | 4 | 19,354 | 30.0s | 90.00% | May 18, 2026 | |
| 🏆 47 | | 4 | 19,123 | 65.1s | 89.00% | May 17, 2026 | |
| 🏆 48 | | 4 | 18,504 | 32.0s | 86.00% | May 5, 2026 | |
| 🏆 49 | | 4 | 18,143 | 105.5s | 84.00% | Apr 24, 2026 | |
| 🏆 50 | | 3 | 27,204 | 18.0s | 91.00% | Mar 27, 2026 | |
| 🏆 51 | | 3 | 27,198 | 42.0s | 91.00% | Apr 14, 2026 | |
| 🏆 52 | | 3 | 27,157 | 32.0s | 91.00% | Apr 15, 2026 | |
| 🏆 53 | | 3 | 25,797 | 49.0s | 86.00% | Apr 15, 2026 | |
| 🏆 54 | | 3 | 25,107 | 31.0s | 84.00% | Apr 16, 2026 | |
| 🏆 55 | | 3 | 24,747 | 90.0s | 82.00% | Mar 31, 2026 | |
| 🏆 56 | | 3 | 20,767 | 119.3s | 97.00% | May 9, 2026 | |
| 🏆 57 | | 3 | 20,633 | 100.3s | 96.00% | May 17, 2026 | |
| 🏆 58 | | 3 | 20,491 | 77.4s | 95.00% | May 1, 2026 | |
| 🏆 59 | | 3 | 19,851 | 42.2s | 92.00% | May 17, 2026 | |
| 🏆 60 | | 3 | 18,864 | 37.2s | 88.00% | May 5, 2026 | |
| 🏆 61 | | 3 | 18,630 | 61.7s | 87.00% | May 16, 2026 | |
| 🏆 62 | | 3 | 18,553 | 128.6s | 86.00% | Apr 24, 2026 | |
| 🏆 63 | | 3 | 17,896 | 67.0s | 60.00% | Mar 14, 2026 | |
| 🏆 64 | | 2 | 26,970 | 24.0s | 90.00% | Mar 27, 2026 | |
| 🏆 65 | | 2 | 26,937 | 28.0s | 90.00% | Apr 2, 2026 | |
| 🏆 66 | | 2 | 26,491 | 37.0s | 88.00% | Apr 11, 2026 | |
| 🏆 67 | | 2 | 26,031 | 45.0s | 87.00% | Apr 15, 2026 | |
| 🏆 68 | | 2 | 25,972 | 83.0s | 87.00% | Mar 31, 2026 | |
| 🏆 69 | | 2 | 25,564 | 84.0s | 85.00% | Apr 13, 2026 | |
| 🏆 70 | | 2 | 25,392 | 28.0s | 85.00% | Apr 15, 2026 | |
| 🏆 71 | | 2 | 25,358 | 79.0s | 85.00% | Apr 16, 2026 | |
| 🏆 72 | | 2 | 25,072 | 36.0s | 84.00% | Apr 16, 2026 | |
| 🏆 73 | | 2 | 23,976 | 38.0s | 80.00% | Apr 14, 2026 | |
| 🏆 74 | | 2 | 23,739 | 57.0s | 79.00% | Mar 13, 2026 | |
| 🏆 75 | | 2 | 20,562 | 83.2s | 96.00% | May 17, 2026 | |
| 🏆 76 | | 2 | 20,176 | 28.1s | 94.00% | May 17, 2026 | |
| 🏆 77 | | 2 | 19,976 | 105.3s | 93.00% | May 1, 2026 | |
| 🏆 78 | | 2 | 18,855 | 79.8s | 88.00% | May 16, 2026 | |
| 🏆 79 | | 2 | 18,558 | 170.1s | 86.00% | May 9, 2026 | |
| 🏆 80 | | 2 | 17,925 | 49.4s | 83.00% | May 1, 2026 | |
| 🏆 81 | | 2 | 17,485 | 131.1s | 81.00% | Apr 24, 2026 | |
| 🏆 82 | | 1 | 28,754 | 26.0s | 96.00% | Mar 27, 2026 | |
| 🏆 83 | | 1 | 28,683 | 24.0s | 96.00% | Feb 10, 2026 | |
| 🏆 84 | | 1 | 28,373 | 27.0s | 95.00% | Feb 10, 2026 | |
| 🏆 85 | | 1 | 28,350 | 31.0s | 95.00% | Feb 10, 2026 | |
| 🏆 86 | | 1 | 28,284 | 33.0s | 94.00% | Feb 10, 2026 | |
| 🏆 87 | | 1 | 27,333 | 39.0s | 91.00% | Apr 14, 2026 | |
| 🏆 88 | | 1 | 27,273 | 59.0s | 91.00% | Mar 31, 2026 | |
| 🏆 89 | | 1 | 27,142 | 69.0s | 90.00% | Apr 16, 2026 | |
| 🏆 90 | | 1 | 26,635 | 61.0s | 89.00% | Apr 18, 2026 | |
| 🏆 91 | | 1 | 26,623 | 81.0s | 89.00% | Apr 13, 2026 | |
| 🏆 92 | | 1 | 26,477 | 40.0s | 88.00% | Apr 15, 2026 | |
| 🏆 93 | | 1 | 26,449 | 37.0s | 88.00% | Mar 8, 2026 | |
| 🏆 94 | | 1 | 26,338 | 48.0s | 88.00% | Apr 16, 2026 | |
| 🏆 95 | | 1 | 26,062 | 62.0s | 87.00% | Apr 17, 2026 | |
| 🏆 96 | | 1 | 25,770 | 106.0s | 86.00% | Apr 12, 2026 | |
| 🏆 97 | | 1 | 25,736 | 84.0s | 86.00% | Mar 31, 2026 | |
| 🏆 98 | | 1 | 25,336 | 53.0s | 84.00% | Apr 15, 2026 | |
| 🏆 99 | | 1 | 25,184 | 92.0s | 84.00% | Apr 16, 2026 | |
| 🏆 100 | | 1 | 25,128 | 36.0s | 84.00% | Apr 2, 2026 | |
| 🏆 101 | | 1 | 24,146 | 47.0s | 80.00% | Apr 15, 2026 | |
| 🏆 102 | | 1 | 23,534 | 60.0s | 78.00% | Apr 8, 2026 | |
| 🏆 103 | | 1 | 23,372 | 50.0s | 78.00% | Mar 3, 2026 | |
| 🏆 104 | | 1 | 22,052 | 50.0s | 74.00% | Mar 11, 2026 | |
| 🏆 105 | | 1 | 20,971 | 91.4s | 98.00% | May 6, 2026 | |
| 🏆 106 | | 1 | 20,969 | 90.2s | 98.00% | May 1, 2026 | |
| 🏆 107 | | 1 | 20,385 | 69.1s | 95.00% | May 17, 2026 | |
| 🏆 108 | | 1 | 20,372 | 65.2s | 95.00% | May 15, 2026 | |
| 🏆 109 | | 1 | 20,344 | 103.9s | 95.00% | May 15, 2026 | |
| 🏆 110 | | 1 | 19,726 | 119.2s | 92.00% | May 9, 2026 | |
| 🏆 111 | | 1 | 19,483 | 95.2s | 91.00% | May 20, 2026 | |
| 🏆 112 | | 1 | 19,284 | 74.2s | 90.00% | May 1, 2026 | |
| 🏆 113 | | 1 | 19,136 | 43.8s | 89.00% | May 17, 2026 | |
| 🏆 114 | | 1 | 17,818 | 120.1s | 83.00% | Apr 24, 2026 | |
| 🏆 115 | | 1 | 17,093 | 66.9s | 80.00% | May 1, 2026 | |
| 🏆 116 | | 1 | 14,439 | 35.0s | 48.00% | Apr 5, 2026 |