🏆 Clasificación de Ciudades y Ubicaciones de Spain
¡Cómo te clasificas contra los mejores maestros de Ciudades y Ubicaciones del mundo en Spain!
| Posición | Jugador | Nivel | Puntuación | Tiempo | Precisión | Fecha | |
|---|---|---|---|---|---|---|---|
| 🥇 1 | | 12 | 19,336 | 18.0s | 90.00% | Jun 3, 2026 | |
| 🥈 2 | | 12 | 18,015 | 14.2s | 84.00% | Apr 26, 2026 | |
| 🥉 3 | | 12 | 17,205 | 19.4s | 80.00% | Jul 8, 2026 | |
| 🏆 4 | | 11 | 19,515 | 18.2s | 91.00% | Jun 3, 2026 | |
| 🏆 5 | | 11 | 19,057 | 18.7s | 89.00% | Apr 26, 2026 | |
| 🏆 6 | | 11 | 18,895 | 15.2s | 88.00% | Jul 8, 2026 | |
| 🏆 7 | | 11 | 18,797 | 34.3s | 87.00% | Jun 13, 2026 | |
| 🏆 8 | | 11 | 18,408 | 14.7s | 86.00% | May 8, 2026 | |
| 🏆 9 | | 11 | 17,733 | 35.2s | 82.00% | Jun 23, 2026 | |
| 🏆 10 | | 11 | 17,601 | 34.2s | 82.00% | Jun 8, 2026 | |
| 🏆 11 | | 10 | 27,704 | 38.0s | 92.00% | Mar 26, 2026 | |
| 🏆 12 | | 10 | 26,397 | 56.0s | 88.00% | Apr 15, 2026 | |
| 🏆 13 | | 10 | 20,040 | 23.6s | 93.00% | May 28, 2026 | |
| 🏆 14 | | 10 | 20,040 | 46.0s | 93.00% | Jul 8, 2026 | |
| 🏆 15 | | 10 | 20,014 | 23.6s | 93.00% | Jun 3, 2026 | |
| 🏆 16 | | 10 | 19,922 | 39.8s | 93.00% | Jun 8, 2026 | |
| 🏆 17 | | 10 | 19,919 | 30.8s | 93.00% | Jun 10, 2026 | |
| 🏆 18 | | 10 | 19,878 | 49.1s | 92.00% | Jun 17, 2026 | |
| 🏆 19 | | 10 | 19,823 | 49.8s | 92.00% | Jun 23, 2026 | |
| 🏆 20 | | 10 | 19,796 | 49.9s | 92.00% | May 9, 2026 | |
| 🏆 21 | | 10 | 19,618 | 29.7s | 91.00% | May 3, 2026 | |
| 🏆 22 | | 10 | 19,463 | 18.7s | 91.00% | Apr 26, 2026 | |
| 🏆 23 | | 10 | 18,801 | 31.7s | 87.00% | Jun 3, 2026 | |
| 🏆 24 | | 10 | 18,318 | 38.3s | 85.00% | Jun 23, 2026 | |
| 🏆 25 | | 10 | 15,812 | 115.7s | 74.00% | Apr 24, 2026 | |
| 🏆 26 | | 9 | 27,415 | 41.0s | 91.00% | Apr 15, 2026 | |
| 🏆 27 | | 9 | 25,408 | 59.0s | 85.00% | Mar 26, 2026 | |
| 🏆 28 | | 9 | 20,632 | 24.0s | 96.00% | May 28, 2026 | |
| 🏆 29 | | 9 | 20,458 | 34.1s | 95.00% | Apr 24, 2026 | |
| 🏆 30 | | 9 | 20,452 | 37.7s | 95.00% | Jun 10, 2026 | |
| 🏆 31 | | 9 | 20,417 | 38.8s | 95.00% | Jun 8, 2026 | |
| 🏆 32 | | 9 | 20,408 | 18.7s | 95.00% | Jun 3, 2026 | |
| 🏆 33 | | 9 | 20,392 | 48.6s | 95.00% | Jul 8, 2026 | |
| 🏆 34 | | 9 | 20,269 | 17.2s | 94.00% | Apr 26, 2026 | |
| 🏆 35 | | 9 | 20,225 | 44.2s | 94.00% | May 21, 2026 | |
| 🏆 36 | | 9 | 20,176 | 36.2s | 94.00% | May 9, 2026 | |
| 🏆 37 | | 9 | 20,069 | 26.6s | 93.00% | May 3, 2026 | |
| 🏆 38 | | 9 | 20,039 | 43.0s | 93.00% | Jun 17, 2026 | |
| 🏆 39 | | 9 | 19,816 | 46.7s | 92.00% | Jun 23, 2026 | |
| 🏆 40 | | 9 | 19,270 | 39.9s | 90.00% | Jun 3, 2026 | |
| 🏆 41 | | 9 | 19,024 | 45.2s | 88.00% | Jun 23, 2026 | |
| 🏆 42 | | 8 | 28,055 | 36.0s | 94.00% | Mar 26, 2026 | |
| 🏆 43 | | 8 | 27,072 | 52.0s | 90.00% | Apr 15, 2026 | |
| 🏆 44 | | 8 | 20,582 | 31.8s | 96.00% | May 9, 2026 | |
| 🏆 45 | | 8 | 20,336 | 34.8s | 95.00% | May 3, 2026 | |
| 🏆 46 | | 8 | 20,256 | 22.3s | 94.00% | May 28, 2026 | |
| 🏆 47 | | 8 | 20,242 | 33.5s | 94.00% | Jun 10, 2026 | |
| 🏆 48 | | 8 | 20,107 | 60.2s | 94.00% | Jun 3, 2026 | |
| 🏆 49 | | 8 | 20,034 | 21.7s | 93.00% | Jul 8, 2026 | |
| 🏆 50 | | 8 | 19,981 | 16.3s | 93.00% | Apr 26, 2026 | |
| 🏆 51 | | 8 | 19,944 | 43.9s | 93.00% | Jun 23, 2026 | |
| 🏆 52 | | 8 | 19,939 | 31.2s | 93.00% | Jun 17, 2026 | |
| 🏆 53 | | 8 | 19,917 | 42.4s | 93.00% | Jun 23, 2026 | |
| 🏆 54 | | 8 | 19,864 | 34.5s | 92.00% | Jun 8, 2026 | |
| 🏆 55 | | 8 | 19,669 | 30.0s | 91.00% | May 21, 2026 | |
| 🏆 56 | | 8 | 19,219 | 70.1s | 89.00% | Apr 24, 2026 | |
| 🏆 57 | | 8 | 19,100 | 34.7s | 89.00% | Jun 3, 2026 | |
| 🏆 58 | | 7 | 27,294 | 60.0s | 91.00% | Mar 26, 2026 | |
| 🏆 59 | | 7 | 25,968 | 48.0s | 87.00% | Apr 15, 2026 | |
| 🏆 60 | | 7 | 20,748 | 22.1s | 97.00% | Jun 3, 2026 | |
| 🏆 61 | | 7 | 20,728 | 22.0s | 96.00% | Jul 8, 2026 | |
| 🏆 62 | | 7 | 20,705 | 27.2s | 96.00% | Jun 10, 2026 | |
| 🏆 63 | | 7 | 20,546 | 48.3s | 96.00% | Apr 24, 2026 | |
| 🏆 64 | | 7 | 20,508 | 33.9s | 95.00% | Jun 17, 2026 | |
| 🏆 65 | | 7 | 20,469 | 27.7s | 95.00% | May 28, 2026 | |
| 🏆 66 | | 7 | 20,417 | 27.7s | 95.00% | May 9, 2026 | |
| 🏆 67 | | 7 | 20,289 | 30.0s | 94.00% | May 3, 2026 | |
| 🏆 68 | | 7 | 20,184 | 49.4s | 94.00% | Jun 23, 2026 | |
| 🏆 69 | | 7 | 20,153 | 37.3s | 94.00% | May 21, 2026 | |
| 🏆 70 | | 7 | 20,097 | 103.3s | 93.00% | Jun 7, 2026 | |
| 🏆 71 | | 7 | 19,885 | 17.4s | 92.00% | Apr 26, 2026 | |
| 🏆 72 | | 7 | 19,579 | 34.2s | 91.00% | Jun 3, 2026 | |
| 🏆 73 | | 7 | 19,494 | 39.3s | 91.00% | Jun 8, 2026 | |
| 🏆 74 | | 7 | 19,255 | 47.6s | 90.00% | Jun 23, 2026 | |
| 🏆 75 | | 6 | 28,491 | 31.0s | 95.00% | Feb 15, 2026 | |
| 🏆 76 | | 6 | 28,372 | 38.0s | 95.00% | Feb 26, 2026 | |
| 🏆 77 | | 6 | 27,895 | 44.0s | 93.00% | Mar 31, 2026 | |
| 🏆 78 | | 6 | 27,549 | 63.0s | 92.00% | Feb 19, 2026 | |
| 🏆 79 | | 6 | 27,256 | 54.0s | 91.00% | Mar 26, 2026 | |
| 🏆 80 | | 6 | 27,127 | 48.0s | 90.00% | Feb 11, 2026 | |
| 🏆 81 | | 6 | 24,946 | 69.0s | 83.00% | Apr 15, 2026 | |
| 🏆 82 | | 6 | 20,814 | 37.7s | 97.00% | Jun 17, 2026 | |
| 🏆 83 | | 6 | 20,727 | 72.2s | 96.00% | Jun 7, 2026 | |
| 🏆 84 | | 6 | 20,562 | 61.3s | 96.00% | May 9, 2026 | |
| 🏆 85 | | 6 | 20,395 | 39.5s | 95.00% | Jun 2, 2026 | |
| 🏆 86 | | 6 | 20,279 | 35.0s | 94.00% | Jun 10, 2026 | |
| 🏆 87 | | 6 | 20,241 | 42.9s | 94.00% | May 28, 2026 | |
| 🏆 88 | | 6 | 20,208 | 52.9s | 94.00% | Jul 8, 2026 | |
| 🏆 89 | | 6 | 20,184 | 58.5s | 94.00% | May 21, 2026 | |
| 🏆 90 | | 6 | 20,047 | 17.6s | 93.00% | Apr 26, 2026 | |
| 🏆 91 | | 6 | 20,000 | 35.2s | 93.00% | May 3, 2026 | |
| 🏆 92 | | 6 | 19,940 | 59.2s | 93.00% | Jun 23, 2026 | |
| 🏆 93 | | 6 | 19,751 | 40.6s | 92.00% | Jun 23, 2026 | |
| 🏆 94 | | 6 | 19,502 | 53.3s | 91.00% | Jun 3, 2026 | |
| 🏆 95 | | 6 | 18,906 | 43.6s | 88.00% | Jun 3, 2026 | |
| 🏆 96 | | 6 | 17,472 | 73.8s | 81.00% | Jul 1, 2026 | |
| 🏆 97 | | 5 | 28,492 | 34.0s | 95.00% | Feb 15, 2026 | |
| 🏆 98 | | 5 | 28,245 | 45.0s | 94.00% | Mar 26, 2026 | |
| 🏆 99 | | 5 | 27,841 | 51.0s | 93.00% | Feb 26, 2026 | |
| 🏆 100 | | 5 | 27,784 | 42.0s | 93.00% | Feb 11, 2026 | |
| 🏆 101 | | 5 | 27,689 | 45.0s | 92.00% | Feb 24, 2026 | |
| 🏆 102 | | 5 | 27,687 | 53.0s | 92.00% | Mar 31, 2026 | |
| 🏆 103 | | 5 | 27,194 | 34.0s | 91.00% | Mar 13, 2026 | |
| 🏆 104 | | 5 | 27,046 | 60.0s | 90.00% | Apr 15, 2026 | |
| 🏆 105 | | 5 | 26,616 | 89.0s | 89.00% | Feb 19, 2026 | |
| 🏆 106 | | 5 | 20,921 | 41.5s | 97.00% | May 9, 2026 | |
| 🏆 107 | | 5 | 20,777 | 17.2s | 97.00% | Apr 26, 2026 | |
| 🏆 108 | | 5 | 20,776 | 122.3s | 97.00% | Jun 7, 2026 | |
| 🏆 109 | | 5 | 20,758 | 32.1s | 97.00% | Jun 3, 2026 | |
| 🏆 110 | | 5 | 20,663 | 34.4s | 96.00% | Jul 8, 2026 | |
| 🏆 111 | | 5 | 20,589 | 32.3s | 96.00% | Jun 10, 2026 | |
| 🏆 112 | | 5 | 20,585 | 39.8s | 96.00% | Jun 23, 2026 | |
| 🏆 113 | | 5 | 20,567 | 30.7s | 96.00% | May 28, 2026 | |
| 🏆 114 | | 5 | 20,552 | 29.0s | 96.00% | May 3, 2026 | |
| 🏆 115 | | 5 | 20,502 | 19.9s | 95.00% | May 28, 2026 | |
| 🏆 116 | | 5 | 20,339 | 44.7s | 95.00% | Jun 17, 2026 | |
| 🏆 117 | | 5 | 20,288 | 46.0s | 94.00% | May 21, 2026 | |
| 🏆 118 | | 5 | 19,915 | 34.9s | 93.00% | Jun 23, 2026 | |
| 🏆 119 | | 5 | 19,770 | 69.3s | 92.00% | May 23, 2026 | |
| 🏆 120 | | 5 | 19,659 | 32.6s | 91.00% | Jun 2, 2026 | |
| 🏆 121 | | 5 | 19,399 | 51.2s | 90.00% | Jun 1, 2026 | |
| 🏆 122 | | 5 | 19,130 | 62.0s | 89.00% | Jul 1, 2026 | |
| 🏆 123 | | 5 | 19,007 | 33.6s | 88.00% | Jun 3, 2026 | |
| 🏆 124 | | 5 | 18,006 | 125.0s | 84.00% | May 17, 2026 | |
| 🏆 125 | | 5 | 17,890 | 50.6s | 83.00% | Jun 8, 2026 | |
| 🏆 126 | | 4 | 28,079 | 41.0s | 94.00% | Mar 27, 2026 | |
| 🏆 127 | | 4 | 27,886 | 32.0s | 93.00% | Mar 13, 2026 | |
| 🏆 128 | | 4 | 27,828 | 57.0s | 93.00% | Feb 15, 2026 | |
| 🏆 129 | | 4 | 27,823 | 45.0s | 93.00% | Mar 26, 2026 | |
| 🏆 130 | | 4 | 27,777 | 52.0s | 93.00% | Feb 26, 2026 | |
| 🏆 131 | | 4 | 27,683 | 47.0s | 92.00% | Mar 31, 2026 | |
| 🏆 132 | | 4 | 27,025 | 43.0s | 90.00% | Feb 11, 2026 | |
| 🏆 133 | | 4 | 25,186 | 90.0s | 84.00% | Mar 12, 2026 | |
| 🏆 134 | | 4 | 25,131 | 38.0s | 84.00% | Apr 15, 2026 | |
| 🏆 135 | | 4 | 23,741 | 82.0s | 79.00% | Feb 24, 2026 | |
| 🏆 136 | | 4 | 20,576 | 110.6s | 96.00% | Jun 7, 2026 | |
| 🏆 137 | | 4 | 20,545 | 25.2s | 96.00% | Jun 3, 2026 | |
| 🏆 138 | | 4 | 20,539 | 33.2s | 96.00% | May 28, 2026 | |
| 🏆 139 | | 4 | 20,524 | 36.9s | 95.00% | Jul 8, 2026 | |
| 🏆 140 | | 4 | 20,478 | 83.7s | 95.00% | Jun 5, 2026 | |
| 🏆 141 | | 4 | 20,464 | 44.7s | 95.00% | May 28, 2026 | |
| 🏆 142 | | 4 | 20,461 | 52.8s | 95.00% | May 9, 2026 | |
| 🏆 143 | | 4 | 20,454 | 34.5s | 95.00% | Apr 30, 2026 | |
| 🏆 144 | | 4 | 20,434 | 40.1s | 95.00% | May 12, 2026 | |
| 🏆 145 | | 4 | 20,359 | 45.1s | 95.00% | Jun 23, 2026 | |
| 🏆 146 | | 4 | 20,358 | 45.8s | 95.00% | Jun 1, 2026 | |
| 🏆 147 | | 4 | 20,093 | 16.8s | 93.00% | Apr 26, 2026 | |
| 🏆 148 | | 4 | 20,079 | 65.2s | 93.00% | May 17, 2026 | |
| 🏆 149 | | 4 | 20,017 | 41.6s | 93.00% | May 3, 2026 | |
| 🏆 150 | | 4 | 19,974 | 46.3s | 93.00% | May 21, 2026 | |
| 🏆 151 | | 4 | 19,914 | 120.5s | 93.00% | May 31, 2026 | |
| 🏆 152 | | 4 | 19,912 | 80.2s | 93.00% | Apr 30, 2026 | |
| 🏆 153 | | 4 | 19,872 | 30.9s | 92.00% | Jun 23, 2026 | |
| 🏆 154 | | 4 | 19,860 | 31.2s | 92.00% | Jun 10, 2026 | |
| 🏆 155 | | 4 | 19,837 | 42.0s | 92.00% | Jun 2, 2026 | |
| 🏆 156 | | 4 | 19,811 | 42.2s | 92.00% | Jun 8, 2026 | |
| 🏆 157 | | 4 | 19,577 | 197.4s | 91.00% | Jun 20, 2026 | |
| 🏆 158 | | 4 | 19,462 | 45.2s | 91.00% | Jul 1, 2026 | |
| 🏆 159 | | 4 | 19,373 | 47.2s | 90.00% | Jun 3, 2026 | |
| 🏆 160 | | 4 | 19,348 | 20.4s | 90.00% | May 28, 2026 | |
| 🏆 161 | | 4 | 19,262 | 30.2s | 90.00% | Jun 17, 2026 | |
| 🏆 162 | | 4 | 18,731 | 149.3s | 87.00% | May 23, 2026 | |
| 🏆 163 | | 4 | 16,401 | 90.2s | 76.00% | May 31, 2026 | |
| 🏆 164 | | 3 | 28,276 | 41.0s | 94.00% | Mar 27, 2026 | |
| 🏆 165 | | 3 | 28,261 | 35.0s | 94.00% | Mar 13, 2026 | |
| 🏆 166 | | 3 | 28,066 | 49.0s | 94.00% | Mar 26, 2026 | |
| 🏆 167 | | 3 | 27,577 | 47.0s | 92.00% | Apr 15, 2026 | |
| 🏆 168 | | 3 | 27,323 | 68.0s | 91.00% | Mar 31, 2026 | |
| 🏆 169 | | 3 | 26,712 | 60.0s | 89.00% | Apr 17, 2026 | |
| 🏆 170 | | 3 | 26,696 | 69.0s | 89.00% | Feb 24, 2026 | |
| 🏆 171 | | 3 | 26,408 | 73.0s | 88.00% | Feb 26, 2026 | |
| 🏆 172 | | 3 | 26,336 | 25.0s | 88.00% | Mar 3, 2026 | |
| 🏆 173 | | 3 | 25,302 | 37.0s | 84.00% | Feb 11, 2026 | |
| 🏆 174 | | 3 | 25,027 | 125.0s | 83.00% | Apr 19, 2026 | |
| 🏆 175 | | 3 | 24,342 | 58.0s | 81.00% | Feb 24, 2026 | |
| 🏆 176 | | 3 | 23,377 | 138.0s | 78.00% | Mar 12, 2026 | |
| 🏆 177 | | 3 | 21,156 | 59.4s | 98.00% | Jun 19, 2026 | |
| 🏆 178 | | 3 | 20,863 | 50.1s | 97.00% | Jun 23, 2026 | |
| 🏆 179 | | 3 | 20,852 | 34.2s | 97.00% | Jul 8, 2026 | |
| 🏆 180 | | 3 | 20,850 | 30.4s | 97.00% | May 24, 2026 | |
| 🏆 181 | | 3 | 20,846 | 52.1s | 97.00% | May 23, 2026 | |
| 🏆 182 | | 3 | 20,822 | 67.2s | 97.00% | May 12, 2026 | |
| 🏆 183 | | 3 | 20,813 | 42.2s | 97.00% | Jul 3, 2026 | |
| 🏆 184 | | 3 | 20,796 | 36.3s | 97.00% | May 28, 2026 | |
| 🏆 185 | | 3 | 20,769 | 71.1s | 97.00% | Jun 5, 2026 | |
| 🏆 186 | | 3 | 20,752 | 57.9s | 97.00% | May 14, 2026 | |
| 🏆 187 | | 3 | 20,737 | 31.8s | 96.00% | Jun 17, 2026 | |
| 🏆 188 | | 3 | 20,712 | 39.0s | 96.00% | May 28, 2026 | |
| 🏆 189 | | 3 | 20,692 | 63.0s | 96.00% | Jul 4, 2026 | |
| 🏆 190 | | 3 | 20,581 | 44.1s | 96.00% | May 21, 2026 | |
| 🏆 191 | | 3 | 20,576 | 56.3s | 96.00% | Jun 1, 2026 | |
| 🏆 192 | | 3 | 20,532 | 102.5s | 95.00% | May 19, 2026 | |
| 🏆 193 | | 3 | 20,530 | 32.8s | 95.00% | May 3, 2026 | |
| 🏆 194 | | 3 | 20,528 | 51.3s | 95.00% | Jun 2, 2026 | |
| 🏆 195 | | 3 | 20,517 | 40.7s | 95.00% | May 2, 2026 | |
| 🏆 196 | | 3 | 20,467 | 32.8s | 95.00% | May 9, 2026 | |
| 🏆 197 | | 3 | 20,384 | 40.7s | 95.00% | May 23, 2026 | |
| 🏆 198 | | 3 | 20,255 | 36.1s | 94.00% | Jun 10, 2026 | |
| 🏆 199 | | 3 | 20,251 | 103.4s | 94.00% | May 8, 2026 | |
| 🏆 200 | | 3 | 20,244 | 22.0s | 94.00% | Apr 26, 2026 | |
| 🏆 201 | | 3 | 20,218 | 41.2s | 94.00% | Apr 23, 2026 | |
| 🏆 202 | | 3 | 20,196 | 31.7s | 94.00% | Jun 3, 2026 | |
| 🏆 203 | | 3 | 20,181 | 40.8s | 94.00% | May 28, 2026 | |
| 🏆 204 | | 3 | 20,152 | 55.3s | 94.00% | Jun 23, 2026 | |
| 🏆 205 | | 3 | 19,908 | 59.5s | 93.00% | May 31, 2026 | |
| 🏆 206 | | 3 | 19,755 | 34.7s | 92.00% | Apr 30, 2026 | |
| 🏆 207 | | 3 | 19,737 | 32.7s | 92.00% | Jun 1, 2026 | |
| 🏆 208 | | 3 | 19,646 | 55.2s | 91.00% | Jun 23, 2026 | |
| 🏆 209 | | 3 | 19,478 | 54.7s | 91.00% | Jun 1, 2026 | |
| 🏆 210 | | 3 | 19,403 | 26.3s | 90.00% | May 11, 2026 | |
| 🏆 211 | | 3 | 19,376 | 41.3s | 90.00% | Jun 23, 2026 | |
| 🏆 212 | | 3 | 18,918 | 39.1s | 88.00% | Jun 3, 2026 | |
| 🏆 213 | | 3 | 18,873 | 55.0s | 88.00% | Jun 8, 2026 | |
| 🏆 214 | | 2 | 27,929 | 38.0s | 93.00% | Mar 27, 2026 | |
| 🏆 215 | | 2 | 27,614 | 45.0s | 92.00% | Feb 6, 2026 | |
| 🏆 216 | | 2 | 27,526 | 59.0s | 92.00% | Apr 18, 2026 | |
| 🏆 217 | | 2 | 27,352 | 47.0s | 91.00% | Mar 26, 2026 | |
| 🏆 218 | | 2 | 27,336 | 43.0s | 91.00% | Mar 27, 2026 | |
| 🏆 219 | | 2 | 27,078 | 68.0s | 90.00% | Mar 2, 2026 | |
| 🏆 220 | | 2 | 27,054 | 44.0s | 90.00% | Apr 15, 2026 | |
| 🏆 221 | | 2 | 26,884 | 48.0s | 90.00% | Mar 25, 2026 | |
| 🏆 222 | | 2 | 26,791 | 58.0s | 89.00% | Mar 27, 2026 | |
| 🏆 223 | | 2 | 26,732 | 66.0s | 89.00% | Apr 15, 2026 | |
| 🏆 224 | | 2 | 26,491 | 55.0s | 88.00% | Mar 19, 2026 | |
| 🏆 225 | | 2 | 26,019 | 51.0s | 87.00% | Feb 24, 2026 | |
| 🏆 226 | | 2 | 25,916 | 40.0s | 86.00% | Feb 11, 2026 | |
| 🏆 227 | | 2 | 23,583 | 35.0s | 79.00% | Mar 13, 2026 | |
| 🏆 228 | | 2 | 21,104 | 69.9s | 98.00% | Apr 29, 2026 | |
| 🏆 229 | | 2 | 21,006 | 37.0s | 98.00% | Jul 3, 2026 | |
| 🏆 230 | | 2 | 20,913 | 58.0s | 97.00% | May 23, 2026 | |
| 🏆 231 | | 2 | 20,910 | 41.5s | 97.00% | May 28, 2026 | |
| 🏆 232 | | 2 | 20,839 | 50.3s | 97.00% | Jun 19, 2026 | |
| 🏆 233 | | 2 | 20,799 | 57.9s | 97.00% | Jun 23, 2026 | |
| 🏆 234 | | 2 | 20,787 | 59.3s | 97.00% | Jun 10, 2026 | |
| 🏆 235 | | 2 | 20,779 | 43.7s | 97.00% | May 28, 2026 | |
| 🏆 236 | | 2 | 20,749 | 50.5s | 97.00% | May 24, 2026 | |
| 🏆 237 | | 2 | 20,747 | 46.4s | 96.00% | May 2, 2026 | |
| 🏆 238 | | 2 | 20,724 | 48.4s | 96.00% | Jun 2, 2026 | |
| 🏆 239 | | 2 | 20,684 | 44.6s | 96.00% | Apr 30, 2026 | |
| 🏆 240 | | 2 | 20,668 | 41.4s | 96.00% | May 31, 2026 | |
| 🏆 241 | | 2 | 20,650 | 42.8s | 96.00% | Jun 15, 2026 | |
| 🏆 242 | | 2 | 20,643 | 34.3s | 96.00% | Jun 10, 2026 | |
| 🏆 243 | | 2 | 20,611 | 76.6s | 96.00% | Jun 5, 2026 | |
| 🏆 244 | | 2 | 20,610 | 52.2s | 96.00% | Apr 29, 2026 | |
| 🏆 245 | | 2 | 20,592 | 132.3s | 96.00% | Jun 7, 2026 | |
| 🏆 246 | | 2 | 20,583 | 60.8s | 96.00% | May 9, 2026 | |
| 🏆 247 | | 2 | 20,583 | 127.7s | 96.00% | Jun 6, 2026 | |
| 🏆 248 | | 2 | 20,569 | 101.0s | 96.00% | Jun 23, 2026 | |
| 🏆 249 | | 2 | 20,544 | 99.3s | 96.00% | May 14, 2026 | |
| 🏆 250 | | 2 | 20,537 | 49.1s | 96.00% | May 21, 2026 | |
| 🏆 251 | | 2 | 20,526 | 49.6s | 95.00% | Jul 4, 2026 | |
| 🏆 252 | | 2 | 20,507 | 42.9s | 95.00% | Jun 1, 2026 | |
| 🏆 253 | | 2 | 20,481 | 52.0s | 95.00% | Jun 4, 2026 | |
| 🏆 254 | | 2 | 20,434 | 41.5s | 95.00% | Jun 23, 2026 | |
| 🏆 255 | | 2 | 20,401 | 89.0s | 95.00% | Jun 1, 2026 | |
| 🏆 256 | | 2 | 20,356 | 40.1s | 95.00% | May 28, 2026 | |
| 🏆 257 | | 2 | 20,331 | 26.5s | 95.00% | Jun 1, 2026 | |
| 🏆 258 | | 2 | 20,288 | 42.4s | 94.00% | May 12, 2026 | |
| 🏆 259 | | 2 | 20,271 | 34.2s | 94.00% | May 3, 2026 | |
| 🏆 260 | | 2 | 20,269 | 138.8s | 94.00% | May 31, 2026 | |
| 🏆 261 | | 2 | 20,245 | 36.0s | 94.00% | Jul 8, 2026 | |
| 🏆 262 | | 2 | 20,245 | 61.0s | 94.00% | May 21, 2026 | |
| 🏆 263 | | 2 | 20,203 | 100.7s | 94.00% | Jun 13, 2026 | |
| 🏆 264 | | 1 | 28,386 | 33.0s | 95.00% | Apr 18, 2026 | |
| 🏆 265 | | 1 | 28,159 | 44.0s | 94.00% | Mar 2, 2026 | |
| 🏆 266 | | 1 | 27,923 | 54.0s | 93.00% | Mar 27, 2026 | |
| 🏆 267 | | 1 | 27,863 | 38.0s | 93.00% | Apr 15, 2026 | |
| 🏆 268 | | 1 | 27,712 | 59.0s | 92.00% | Feb 22, 2026 | |
| 🏆 269 | | 1 | 27,689 | 42.0s | 92.00% | Mar 27, 2026 | |
| 🏆 270 | | 1 | 27,620 | 60.0s | 92.00% | Mar 27, 2026 | |
| 🏆 271 | | 1 | 27,540 | 52.0s | 92.00% | Apr 1, 2026 | |
| 🏆 272 | | 1 | 27,485 | 63.0s | 92.00% | Mar 26, 2026 | |
| 🏆 273 | | 1 | 27,425 | 61.0s | 91.00% | Apr 15, 2026 | |
| 🏆 274 | | 1 | 27,360 | 45.0s | 91.00% | Mar 19, 2026 | |
| 🏆 275 | | 1 | 27,305 | 29.0s | 91.00% | Mar 16, 2026 | |
| 🏆 276 | | 1 | 27,259 | 38.0s | 91.00% | Mar 25, 2026 | |
| 🏆 277 | | 1 | 27,090 | 29.0s | 90.00% | Mar 3, 2026 | |
| 🏆 278 | | 1 | 26,951 | 69.0s | 90.00% | Mar 29, 2026 | |
| 🏆 279 | | 1 | 26,232 | 60.0s | 87.00% | Apr 14, 2026 | |
| 🏆 280 | | 1 | 26,047 | 47.0s | 87.00% | Apr 9, 2026 | |
| 🏆 281 | | 1 | 25,819 | 93.0s | 86.00% | Mar 18, 2026 | |
| 🏆 282 | | 1 | 25,803 | 63.0s | 86.00% | Feb 24, 2026 | |
| 🏆 283 | | 1 | 24,937 | 36.0s | 83.00% | Feb 11, 2026 | |
| 🏆 284 | | 1 | 24,342 | 47.0s | 81.00% | Apr 16, 2026 | |
| 🏆 285 | | 1 | 23,238 | 49.0s | 77.00% | Mar 3, 2026 | |
| 🏆 286 | | 1 | 23,122 | 118.0s | 77.00% | Apr 6, 2026 | |
| 🏆 287 | | 1 | 22,631 | 65.0s | 75.00% | Mar 31, 2026 | |
| 🏆 288 | | 1 | 21,292 | 30.4s | 99.00% | Jun 15, 2026 | |
| 🏆 289 | | 1 | 21,132 | 55.3s | 98.00% | Jun 10, 2026 | |
| 🏆 290 | | 1 | 21,114 | 40.0s | 98.00% | Jul 7, 2026 | |
| 🏆 291 | | 1 | 21,073 | 41.3s | 98.00% | May 28, 2026 | |
| 🏆 292 | | 1 | 21,055 | 85.8s | 98.00% | Apr 29, 2026 | |
| 🏆 293 | | 1 | 21,025 | 40.9s | 98.00% | Jul 3, 2026 | |
| 🏆 294 | | 1 | 21,023 | 63.5s | 98.00% | Jun 19, 2026 | |
| 🏆 295 | | 1 | 20,984 | 38.5s | 98.00% | May 31, 2026 | |
| 🏆 296 | | 1 | 20,931 | 32.7s | 97.00% | May 19, 2026 | |
| 🏆 297 | | 1 | 20,853 | 42.5s | 97.00% | May 24, 2026 | |
| 🏆 298 | | 1 | 20,820 | 28.8s | 97.00% | May 15, 2026 | |
| 🏆 299 | | 1 | 20,806 | 52.8s | 97.00% | May 28, 2026 | |
| 🏆 300 | | 1 | 20,805 | 35.1s | 97.00% | May 21, 2026 | |
| 🏆 301 | | 1 | 20,805 | 43.6s | 97.00% | Jun 13, 2026 | |
| 🏆 302 | | 1 | 20,802 | 36.2s | 97.00% | Apr 30, 2026 | |
| 🏆 303 | | 1 | 20,779 | 36.0s | 97.00% | May 11, 2026 | |
| 🏆 304 | | 1 | 20,773 | 58.9s | 97.00% | Jul 8, 2026 | |
| 🏆 305 | | 1 | 20,760 | 81.8s | 97.00% | May 14, 2026 | |
| 🏆 306 | | 1 | 20,759 | 126.3s | 97.00% | Jun 21, 2026 | |
| 🏆 307 | | 1 | 20,741 | 58.4s | 96.00% | May 19, 2026 | |
| 🏆 308 | | 1 | 20,727 | 73.7s | 96.00% | Jun 13, 2026 | |
| 🏆 309 | | 1 | 20,725 | 54.4s | 96.00% | Jun 23, 2026 | |
| 🏆 310 | | 1 | 20,700 | 86.2s | 96.00% | May 8, 2026 | |
| 🏆 311 | | 1 | 20,697 | 49.3s | 96.00% | May 26, 2026 | |
| 🏆 312 | | 1 | 20,682 | 50.9s | 96.00% | May 19, 2026 | |
| 🏆 313 | | 1 | 20,679 | 51.4s | 96.00% | Apr 21, 2026 |