WSK
wsk · performance par kart
Karts suivis
136
au moins 20 tours
Le plus rapide
n° 388
-1.09 s / séance
Le plus lent
n° 275
+4.97 s / séance
Meilleur tour absolu
46.238
Classement des karts
Écart séance est l'indicateur principal. Le temps médian brut ne mesure pas le kart : il mélange les tracés, les formats de séance et le niveau des pilotes. Chaque tour est donc rapporté au temps médian de sa propre séance — même tracé, mêmes conditions, même moment — puis moyenné par kart. Une valeur positive signale un kart plus lent que les autres karts en piste au même moment.
Écart pilote est plus exigeant : il compare le tour au temps médian de son propre pilote. Il n'est calculable que pour les pilotes ayant conduit au moins deux karts, rares en location — la colonne « Comparables » indique sur combien de tours il repose. Quand les deux indicateurs concordent, le diagnostic est solide.
| # | Kart | Écart séance | Écart pilote | Comparables | Meilleur tour | Médian | Régularité | Tours | Séances | Pilotes | Dernière sortie |
|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 | 388 | -1.09 s | — | 0 | 48.698 | 51.069 | ±7.22 s | 135 | 12 | 1 | 01/11/2026 |
| 2 | 302 | -0.01 s | — | 0 | 48.433 | 50.417 | ±6.41 s | 191 | 21 | 2 | 01/11/2026 |
| 3 | 321 | +0.02 s | — | 0 | 48.539 | 49.982 | ±3.81 s | 302 | 24 | 2 | 01/11/2026 |
| 4 | 308 | +0.11 s | — | 0 | 48.349 | 50.163 | ±5.99 s | 279 | 27 | 2 | 01/11/2026 |
| 5 | 303 | +0.12 s | — | 0 | 48.340 | 49.429 | ±6.61 s | 183 | 19 | 1 | 01/11/2026 |
| 6 | 448 | +0.13 s | — | 0 | 54.301 | 54.807 | ±0.75 s | 20 | 3 | 1 | 27/09/2026 |
| 7 | 329 | +0.21 s | — | 0 | 48.234 | 52.392 | ±6.62 s | 127 | 15 | 2 | 01/11/2026 |
| 8 | 352 | +0.23 s | — | 0 | 48.211 | 49.356 | ±4.56 s | 298 | 26 | 2 | 01/11/2026 |
| 9 | 304 | +0.27 s | — | 0 | 48.396 | 50.329 | ±6.68 s | 199 | 19 | 1 | 01/11/2026 |
| 10 | 429 | +0.29 s | — | 0 | 54.342 | 54.834 | ±1.05 s | 20 | 3 | 1 | 27/09/2026 |
| 11 | 266 | +0.32 s | — | 0 | 46.532 | 54.221 | ±7.31 s | 131 | 12 | 3 | 01/11/2026 |
| 12 | 357 | +0.33 s | — | 0 | 49.059 | 1:03.244 | ±7.03 s | 86 | 9 | 1 | 01/11/2026 |
| 13 | 358 | +0.35 s | — | 0 | 48.555 | 1:00.186 | ±6.4 s | 132 | 11 | 1 | 01/11/2026 |
| 14 | 369 | +0.41 s | — | 0 | 48.413 | 1:00.151 | ±7.3 s | 151 | 13 | 1 | 01/11/2026 |
| 15 | 310 | +0.43 s | — | 0 | 48.393 | 49.935 | ±6.2 s | 272 | 24 | 1 | 01/11/2026 |
| 16 | 233 | +0.46 s | — | 0 | 46.282 | 48.053 | ±6.88 s | 217 | 19 | 1 | 01/11/2026 |
| 17 | 552 | +0.55 s | — | 0 | 54.320 | 54.786 | ±0.59 s | 20 | 3 | 1 | 27/09/2026 |
| 18 | 246 | +0.55 s | +3.05 s | 283 | 46.780 | 48.647 | ±6.12 s | 288 | 24 | 2 | 01/11/2026 |
| 19 | 360 | +0.56 s | — | 0 | 48.108 | 50.638 | ±6.04 s | 358 | 26 | 1 | 01/11/2026 |
| 20 | 365 | +0.59 s | +2.91 s | 107 | 48.422 | 54.187 | ±8.68 s | 123 | 14 | 2 | 01/11/2026 |
| 21 | 327 | +0.6 s | +0.9 s | 18 | 48.035 | 51.819 | ±5.8 s | 197 | 21 | 2 | 01/11/2026 |
| 22 | 339 | +0.61 s | — | 0 | 48.216 | 49.686 | ±5.45 s | 327 | 29 | 2 | 01/11/2026 |
| 23 | 323 | +0.63 s | — | 0 | 48.272 | 50.098 | ±6.4 s | 288 | 27 | 2 | 01/11/2026 |
| 24 | 356 | +0.64 s | — | 0 | 48.469 | 52.312 | ±6.91 s | 133 | 11 | 1 | 01/11/2026 |
| 25 | 257 | +0.66 s | — | 0 | 46.769 | 54.038 | ±7.38 s | 136 | 11 | 1 | 01/11/2026 |
| 26 | 347 | +0.69 s | — | 0 | 48.711 | 51.323 | ±6.59 s | 140 | 12 | 1 | 01/11/2026 |
| 27 | 367 | +0.72 s | — | 0 | 48.338 | 56.514 | ±7.96 s | 135 | 13 | 1 | 01/11/2026 |
| 28 | 444 | +0.72 s | — | 0 | 54.499 | 55.203 | ±1.4 s | 20 | 3 | 1 | 27/09/2026 |
| 29 | 326 | +0.73 s | +0.34 s | 16 | 48.052 | 49.984 | ±3.36 s | 102 | 11 | 2 | 25/10/2026 |
| 30 | 376 | +0.74 s | — | 0 | 48.344 | 1:01.434 | ±6.74 s | 131 | 11 | 1 | 01/11/2026 |
| 31 | 545 | +0.78 s | — | 0 | 53.821 | 54.229 | ±2.13 s | 20 | 3 | 1 | 27/09/2026 |
| 32 | 328 | +0.82 s | +2.18 s | 16 | 48.209 | 51.392 | ±6.52 s | 210 | 23 | 2 | 01/11/2026 |
| 33 | 244 | +0.82 s | — | 0 | 46.467 | 48.151 | ±7.33 s | 241 | 21 | 2 | 01/11/2026 |
| 34 | 370 | +0.85 s | — | 0 | 48.054 | 1:03.099 | ±7.83 s | 149 | 13 | 1 | 01/11/2026 |
| 35 | 319 | +0.86 s | — | 0 | 48.650 | 49.849 | ±6.47 s | 248 | 22 | 1 | 01/11/2026 |
| 36 | 236 | +0.87 s | — | 0 | 46.551 | 48.322 | ±6.88 s | 230 | 19 | 1 | 01/11/2026 |
| 37 | 269 | +0.89 s | — | 0 | 46.296 | 47.867 | ±6.5 s | 325 | 21 | 1 | 01/11/2026 |
| 38 | 375 | +0.9 s | +0.39 s | 17 | 48.440 | 55.154 | ±7.55 s | 131 | 15 | 2 | 01/11/2026 |
| 39 | 256 | +0.92 s | — | 0 | 46.721 | 49.174 | ±7.43 s | 186 | 15 | 2 | 01/11/2026 |
| 40 | 346 | +0.94 s | — | 0 | 48.391 | 50.496 | ±5.76 s | 117 | 11 | 1 | 01/11/2026 |
| 41 | 294 | +0.94 s | — | 0 | 46.772 | 53.015 | ±8.44 s | 173 | 13 | 1 | 01/11/2026 |
| 42 | 240 | +0.96 s | — | 0 | 46.539 | 48.339 | ±6.89 s | 296 | 24 | 2 | 01/11/2026 |
| 43 | 314 | +0.97 s | — | 0 | 48.356 | 50.146 | ±7.71 s | 248 | 23 | 1 | 01/11/2026 |
| 44 | 316 | +1.02 s | — | 0 | 48.343 | 50.931 | ±7.26 s | 169 | 18 | 1 | 01/11/2026 |
| 45 | 238 | +1.04 s | — | 0 | 46.798 | 49.307 | ±6.35 s | 215 | 18 | 2 | 01/11/2026 |
| 46 | 361 | +1.05 s | +2.84 s | 182 | 48.763 | 54.736 | ±7.57 s | 198 | 19 | 2 | 01/11/2026 |
| 47 | 243 | +1.05 s | — | 0 | 46.393 | 48.002 | ±7.24 s | 248 | 21 | 2 | 01/11/2026 |
| 48 | 267 | +1.08 s | — | 0 | 46.453 | 48.752 | ±6.68 s | 327 | 25 | 1 | 01/11/2026 |
| 49 | 270 | +1.09 s | — | 0 | 46.532 | 50.334 | ±7.79 s | 205 | 16 | 1 | 01/11/2026 |
| 50 | 234 | +1.13 s | — | 0 | 46.701 | 48.446 | ±7.09 s | 219 | 20 | 2 | 01/11/2026 |
| 51 | 372 | +1.14 s | — | 0 | 48.752 | 59.036 | ±8.41 s | 122 | 11 | 1 | 01/11/2026 |
| 52 | 657 | +1.16 s | — | 0 | 54.283 | 55.198 | ±1.05 s | 20 | 3 | 1 | 27/09/2026 |
| 53 | 315 | +1.17 s | — | 0 | 48.305 | 52.741 | ±6.85 s | 196 | 21 | 3 | 01/11/2026 |
| 54 | 306 | +1.17 s | — | 0 | 48.399 | 51.422 | ±7.08 s | 187 | 19 | 1 | 01/11/2026 |
| 55 | 738 | +1.18 s | — | 0 | 52.349 | 52.980 | ±3.35 s | 20 | 3 | 1 | 27/09/2026 |
| 56 | 330 | +1.2 s | — | 0 | 47.915 | 49.682 | ±6.36 s | 210 | 20 | 1 | 01/11/2026 |
| 57 | 373 | +1.21 s | — | 0 | 48.130 | 59.957 | ±8.23 s | 139 | 13 | 1 | 01/11/2026 |
| 58 | 309 | +1.22 s | — | 0 | 48.111 | 51.800 | ±8.33 s | 200 | 20 | 2 | 01/11/2026 |
| 59 | 206 | +1.23 s | — | 0 | 46.825 | 49.312 | ±7.8 s | 144 | 12 | 1 | 01/11/2026 |
| 60 | 325 | +1.24 s | — | 0 | 48.225 | 52.597 | ±7.7 s | 219 | 22 | 2 | 01/11/2026 |
| 61 | 587 | +1.24 s | — | 0 | 54.329 | 54.827 | ±1.73 s | 20 | 3 | 1 | 27/09/2026 |
| 62 | 271 | +1.24 s | — | 0 | 46.574 | 48.631 | ±6.18 s | 343 | 25 | 1 | 01/11/2026 |
| 63 | 363 | +1.25 s | — | 0 | 48.913 | 1:00.907 | ±7.12 s | 128 | 11 | 1 | 01/11/2026 |
| 64 | 364 | +1.26 s | — | 0 | 48.149 | 55.588 | ±8.23 s | 123 | 14 | 2 | 01/11/2026 |
| 65 | 291 | +1.26 s | — | 0 | 46.436 | 47.620 | ±3.86 s | 87 | 8 | 1 | 25/10/2026 |
| 66 | 355 | +1.26 s | — | 0 | 48.256 | 49.840 | ±5.98 s | 326 | 29 | 3 | 01/11/2026 |
| 67 | 229 | +1.27 s | — | 0 | 46.308 | 47.814 | ±7.86 s | 241 | 20 | 1 | 01/11/2026 |
| 68 | 207 | +1.28 s | — | 0 | 46.430 | 48.264 | ±6.14 s | 122 | 11 | 1 | 01/11/2026 |
| 69 | 312 | +1.29 s | +2.8 s | 130 | 48.491 | 54.270 | ±7.72 s | 146 | 15 | 2 | 01/11/2026 |
| 70 | 242 | +1.29 s | — | 0 | 46.378 | 48.700 | ±7.04 s | 286 | 22 | 2 | 01/11/2026 |
| 71 | 245 | +1.3 s | — | 0 | 46.440 | 48.623 | ±6.71 s | 284 | 25 | 2 | 01/11/2026 |
| 72 | 333 | +1.32 s | +1.5 s | 143 | 48.898 | 53.739 | ±6.43 s | 160 | 15 | 2 | 01/11/2026 |
| 73 | 379 | +1.32 s | — | 0 | 48.760 | 1:00.627 | ±7.61 s | 142 | 14 | 2 | 01/11/2026 |
| 74 | 273 | +1.33 s | +3.46 s | 300 | 46.651 | 49.236 | ±6.91 s | 300 | 24 | 1 | 01/11/2026 |
| 75 | 349 | +1.33 s | +1.64 s | 140 | 48.682 | 52.072 | ±6.28 s | 140 | 12 | 1 | 01/11/2026 |
| 76 | 305 | +1.34 s | — | 0 | 48.649 | 51.482 | ±6.44 s | 250 | 25 | 2 | 01/11/2026 |
| 77 | 353 | +1.34 s | — | 0 | 48.284 | 49.787 | ±6.15 s | 309 | 26 | 2 | 01/11/2026 |
| 78 | 202 | +1.35 s | — | 0 | 46.891 | 49.380 | ±6.71 s | 122 | 12 | 2 | 01/11/2026 |
| 79 | 377 | +1.35 s | — | 0 | 48.729 | 1:00.929 | ±6.57 s | 143 | 14 | 2 | 01/11/2026 |
| 80 | 255 | +1.35 s | — | 0 | 46.272 | 48.361 | ±7.68 s | 243 | 20 | 1 | 01/11/2026 |
| 81 | 274 | +1.39 s | — | 0 | 46.787 | 48.778 | ±7.2 s | 328 | 26 | 2 | 01/11/2026 |
| 82 | 232 | +1.41 s | — | 0 | 46.808 | 48.498 | ±7.04 s | 255 | 19 | 1 | 01/11/2026 |
| 83 | 598 | +1.41 s | — | 0 | 53.899 | 54.352 | ±3.31 s | 20 | 3 | 1 | 27/09/2026 |
| 84 | 354 | +1.47 s | — | 0 | 48.353 | 49.801 | ±6.36 s | 309 | 26 | 3 | 01/11/2026 |
| 85 | 254 | +1.49 s | — | 0 | 47.099 | 49.728 | ±6.46 s | 313 | 25 | 2 | 01/11/2026 |
| 86 | 350 | +1.49 s | — | 0 | 48.403 | 49.650 | ±6.66 s | 221 | 21 | 2 | 01/11/2026 |
| 87 | 268 | +1.51 s | — | 0 | 46.596 | 53.147 | ±9.0 s | 159 | 13 | 1 | 01/11/2026 |
| 88 | 331 | +1.51 s | — | 0 | 48.063 | 49.628 | ±6.71 s | 183 | 21 | 1 | 01/11/2026 |
| 89 | 345 | +1.52 s | +2.15 s | 124 | 48.558 | 51.366 | ±7.73 s | 174 | 15 | 2 | 01/11/2026 |
| 90 | 351 | +1.54 s | — | 0 | 48.080 | 49.694 | ±6.6 s | 210 | 22 | 3 | 01/11/2026 |
| 91 | 272 | +1.55 s | — | 0 | 46.345 | 48.555 | ±7.39 s | 307 | 24 | 1 | 01/11/2026 |
| 92 | 223 | +1.58 s | — | 0 | 46.884 | 48.778 | ±7.0 s | 170 | 15 | 2 | 01/11/2026 |
| 93 | 205 | +1.64 s | — | 0 | 46.422 | 48.182 | ±8.83 s | 91 | 8 | 1 | 31/10/2026 |
| 94 | 228 | +1.65 s | — | 0 | 46.265 | 48.335 | ±6.64 s | 305 | 24 | 1 | 01/11/2026 |
| 95 | 313 | +1.66 s | — | 0 | 48.562 | 51.519 | ±7.18 s | 229 | 22 | 1 | 01/11/2026 |
| 96 | 390 | +1.75 s | — | 0 | 48.884 | 1:01.219 | ±7.5 s | 140 | 14 | 2 | 01/11/2026 |
| 97 | 371 | +1.77 s | — | 0 | 48.266 | 1:02.222 | ±10.31 s | 145 | 13 | 1 | 01/11/2026 |
| 98 | 265 | +1.81 s | — | 0 | 47.189 | 49.299 | ±4.21 s | 83 | 5 | 1 | 24/10/2026 |
| 99 | 374 | +1.82 s | — | 0 | 48.367 | 1:00.275 | ±9.96 s | 145 | 13 | 1 | 01/11/2026 |
| 100 | 359 | +1.82 s | — | 0 | 48.038 | 55.177 | ±9.68 s | 153 | 17 | 3 | 01/11/2026 |
| 101 | 307 | +1.83 s | — | 0 | 48.760 | 52.267 | ±6.91 s | 220 | 22 | 2 | 01/11/2026 |
| 102 | 259 | +1.83 s | — | 0 | 46.943 | 49.150 | ±7.27 s | 306 | 24 | 2 | 01/11/2026 |
| 103 | 343 | +1.84 s | +2.02 s | 166 | 48.615 | 50.993 | ±6.72 s | 166 | 15 | 1 | 01/11/2026 |
| 104 | 332 | +1.86 s | — | 0 | 48.275 | 49.605 | ±6.17 s | 202 | 22 | 2 | 01/11/2026 |
| 105 | 344 | +1.88 s | — | 0 | 48.058 | 49.758 | ±7.45 s | 194 | 19 | 1 | 01/11/2026 |
| 106 | 378 | +1.89 s | — | 0 | 49.197 | 1:02.803 | ±7.04 s | 125 | 14 | 2 | 01/11/2026 |
| 107 | 258 | +1.91 s | — | 0 | 46.431 | 48.127 | ±4.84 s | 58 | 4 | 1 | 30/10/2026 |
| 108 | 322 | +1.97 s | — | 0 | 48.876 | 55.758 | ±8.02 s | 127 | 12 | 1 | 01/11/2026 |
| 109 | 362 | +2.0 s | — | 0 | 48.716 | 1:01.517 | ±7.93 s | 108 | 12 | 1 | 01/11/2026 |
| 110 | 260 | +2.02 s | — | 0 | 46.794 | 49.152 | ±7.54 s | 247 | 21 | 2 | 01/11/2026 |
| 111 | 324 | +2.05 s | +3.22 s | 12 | 48.274 | 53.023 | ±7.71 s | 203 | 22 | 2 | 01/11/2026 |
| 112 | 230 | +2.05 s | — | 0 | 46.464 | 48.226 | ±7.23 s | 233 | 21 | 1 | 01/11/2026 |
| 113 | 342 | +2.07 s | +2.03 s | 126 | 48.821 | 50.784 | ±6.62 s | 126 | 12 | 1 | 01/11/2026 |
| 114 | 214 | +2.11 s | — | 0 | 46.694 | 48.589 | ±7.62 s | 204 | 19 | 3 | 01/11/2026 |
| 115 | 231 | +2.21 s | — | 0 | 46.617 | 48.552 | ±7.58 s | 210 | 18 | 1 | 01/11/2026 |
| 116 | 264 | +2.24 s | — | 0 | 46.878 | 49.426 | ±7.37 s | 278 | 21 | 2 | 01/11/2026 |
| 117 | 239 | +2.4 s | — | 0 | 46.238 | 48.379 | ±5.23 s | 154 | 13 | 2 | 25/10/2026 |
| 118 | 263 | +2.42 s | — | 0 | 46.843 | 53.641 | ±8.58 s | 138 | 12 | 2 | 01/11/2026 |
| 119 | 262 | +2.52 s | — | 0 | 46.296 | 47.865 | ±5.31 s | 124 | 9 | 1 | 25/10/2026 |
| 120 | 208 | +2.61 s | — | 0 | 46.800 | 50.443 | ±8.07 s | 158 | 15 | 2 | 01/11/2026 |
| 121 | 261 | +2.72 s | — | 0 | 46.522 | 48.726 | ±19.47 s | 244 | 21 | 2 | 01/11/2026 |
| 122 | 248 | +2.75 s | — | 0 | 47.210 | 1:01.620 | ±7.33 s | 148 | 10 | 1 | 01/11/2026 |
| 123 | 241 | +2.92 s | — | 0 | 46.790 | 1:00.243 | ±7.26 s | 139 | 11 | 1 | 01/11/2026 |
| 124 | 247 | +3.02 s | — | 0 | 47.026 | 1:00.804 | ±6.88 s | 133 | 11 | 2 | 01/11/2026 |
| 125 | 226 | +3.2 s | — | 0 | 46.899 | 49.485 | ±18.28 s | 145 | 12 | 1 | 01/11/2026 |
| 126 | 249 | +3.2 s | — | 0 | 46.983 | 56.385 | ±7.69 s | 116 | 9 | 1 | 01/11/2026 |
| 127 | 250 | +3.21 s | — | 0 | 46.950 | 1:01.132 | ±7.61 s | 145 | 10 | 1 | 01/11/2026 |
| 128 | 211 | +3.28 s | — | 0 | 47.202 | 51.992 | ±7.8 s | 161 | 14 | 2 | 01/11/2026 |
| 129 | 235 | +3.42 s | — | 0 | 46.874 | 54.566 | ±8.85 s | 148 | 15 | 1 | 01/11/2026 |
| 130 | 237 | +3.46 s | — | 0 | 47.298 | 52.123 | ±8.65 s | 213 | 19 | 2 | 01/11/2026 |
| 131 | 251 | +3.63 s | — | 0 | 46.857 | 1:01.536 | ±9.01 s | 130 | 10 | 1 | 01/11/2026 |
| 132 | 252 | +3.67 s | — | 0 | 47.195 | 1:02.474 | ±7.35 s | 111 | 10 | 1 | 01/11/2026 |
| 133 | 227 | +3.7 s | — | 0 | 46.758 | 55.400 | ±8.7 s | 132 | 10 | 1 | 01/11/2026 |
| 134 | 253 | +3.86 s | — | 0 | 47.311 | 1:00.914 | ±7.39 s | 139 | 11 | 2 | 01/11/2026 |
| 135 | 299 | +4.27 s | -3.14 s | 106 | 46.787 | 1:05.200 | ±8.74 s | 106 | 11 | 1 | 01/11/2026 |
| 136 | 275 | +4.97 s | — | 0 | 46.938 | 1:06.126 | ±9.73 s | 59 | 5 | 1 | 01/11/2026 |
Un écart de quelques centièmes n'est pas un signal : il faut plusieurs dizaines
de tours comparables et un écart de l'ordre de la demi-seconde avant de
soupçonner un kart. La colonne « Régularité » complète le diagnostic — un kart
irrégulier use ses pneus ou cale par intermittence, sans forcément être lent en
moyenne.