Пилоты Команды Трассы Гран При
Покруговка гран-при США 2004 (Индианаполис) с возможностью сравнения темпа пилотов
Таблица покруговых данных
Покруговые времена всех 73 кругов гран-при США 2004 года в гонках класса - Формула 1. Для более детального анализа вы можете посмотреть анимацию, диаграмму или покруговой график гонки. Для сравнения темпа двух гонщиков воспользуйтесь графиком внизу страницы.
| лучший круг гонки |
| лучший круг |
| пит-стоп |
| |
| SCH | BAR | PAB | SCH | COU | RAI | TRU | ALO | BUT | SAT | FIS | WEB | DA | PAN | HEI | BAU |
---|
1 | 1.38.803 | 1.37.479 | 1.59.173 | 1.46.206 | 1.51.000 | 1.43.558 | 1.53.646 | 1.40.030 | 1.45.339 | 1.41.852 | 2.00.135 | 1.49.405 | 2.48.379 | 1.48.308 | 1.55.311 | 1.56.563 | 2 | 2.10.155 | 2.10.245 | 2.08.718 | 2.13.085 | 2.11.783 | 2.10.787 | 2.11.075 | 2.10.178 | 2.10.422 | 2.10.917 | 2.09.483 | 2.12.081 | 1.44.596 | 2.12.011 | 2.10.432 | 2.09.927 | 3 | 2.05.270 | 2.05.493 | 2.02.217 | 2.00.813 | 2.01.746 | 2.03.725 | 2.00.690 | 2.05.336 | 2.03.656 | 2.03.863 | 2.01.685 | 2.01.304 | 2.03.332 | 2.01.282 | 2.00.758 | 2.02.096 | 4 | 2.02.138 | 2.01.608 | 2.01.230 | 2.02.162 | 2.02.373 | 2.01.552 | 2.02.695 | 2.01.699 | 2.01.277 | 2.01.624 | 2.02.626 | 2.03.182 | 1.38.321 | 2.03.755 | 2.02.855 | 2.01.658 | 5 | 1.54.732 | 1.56.260 | 1.46.394 | 1.50.632 | 1.47.466 | 1.52.464 | 1.46.838 | 1.54.287 | 1.51.925 | 1.53.740 | 1.43.900 | 1.48.187 | 1.45.038 | 1.48.445 | 1.46.979 | 1.47.437 | 6 | 1.11.421 | 1.12.256 | 1.12.764 | 1.13.614 | 1.13.602 | 1.13.756 | 1.13.828 | 1.12.780 | 1.13.573 | 1.12.846 | 1.14.272 | 1.14.273 | 1.14.274 | 1.13.377 | 1.14.013 | 1.16.090 | 7 | 1.10.434 | 1.10.399 | 1.12.463 | 1.12.371 | 1.12.807 | 1.11.945 | 1.12.769 | 1.11.551 | 1.12.153 | 1.11.747 | 1.12.990 | 1.12.728 | 1.31.110 | 1.12.490 | 1.14.331 | 1.14.938 | 8 | 1.10.412 | 1.10.575 | 1.12.515 | 1.11.982 | 1.12.501 | 1.12.012 | 1.12.740 | 1.11.236 | 1.11.942 | 1.11.273 | 1.13.759 | 1.12.515 | 1.12.872 | 1.12.074 | 1.13.959 | 1.14.224 | 9 | 1.10.628 | 1.11.026 | 1.13.266 | 1.12.413 | 1.13.131 | 1.12.415 | 1.13.247 | | 1.12.350 | 1.11.798 | 1.14.030 | 1.13.263 | 1.13.870 | 1.13.087 | 1.13.834 | 1.14.649 | 10 | 1.11.563 | 1.11.208 | 1.15.766 | | 1.15.464 | 1.11.780 | 1.14.360 | | 1.11.856 | 1.11.195 | 1.16.616 | 1.14.748 | 1.21.130 | 1.14.966 | 1.14.040 | 1.40.800 | 11 | 1.30.709 | 1.43.932 | 1.21.921 | | 1.48.166 | 1.37.366 | 1.35.735 | | 1.26.926 | 1.29.915 | 1.35.025 | 1.24.154 | 1.32.732 | 1.38.327 | 1.35.929 | 1.45.712 | 12 | 2.13.525 | 2.11.334 | 2.12.008 | | 2.01.856 | 2.08.318 | 2.06.402 | | 2.12.398 | 2.10.063 | 2.05.773 | 2.09.487 | 1.48.483 | 2.07.396 | 2.06.081 | 1.32.362 | 13 | 2.37.398 | 2.37.123 | 2.36.873 | | 2.37.168 | 2.35.886 | 2.36.925 | | 2.37.973 | 2.37.529 | 2.36.351 | 2.38.249 | 2.37.591 | 2.37.077 | 2.35.827 | 2.37.175 | 14 | 2.28.929 | 2.26.243 | 2.27.884 | | 2.25.774 | 2.28.108 | 2.26.617 | | 2.28.566 | 2.28.921 | 2.26.662 | 2.27.657 | 2.26.896 | 2.25.975 | 2.26.670 | 2.26.236 | 15 | 2.29.031 | 2.29.342 | 2.28.633 | | 2.27.176 | 2.29.378 | 2.28.255 | | 2.28.105 | 2.29.011 | 2.25.978 | 2.28.224 | 2.26.941 | 2.28.456 | 2.26.986 | 2.27.416 | 16 | 2.13.316 | 2.13.888 | 2.13.604 | | 2.15.400 | 2.13.612 | 2.14.424 | | 2.13.146 | 2.12.917 | 2.15.189 | 2.12.971 | 2.12.859 | 2.14.101 | 2.14.905 | 2.12.445 | 17 | 2.12.547 | 2.08.418 | 2.08.950 | | 2.05.961 | 2.08.856 | 2.07.985 | | 2.11.552 | 2.12.674 | 2.07.321 | 2.25.485 | 2.06.595 | 2.07.952 | 2.08.288 | 2.06.140 | 18 | 2.01.898 | 2.00.668 | 2.00.925 | | 2.00.611 | 2.01.109 | 2.00.308 | | 2.01.339 | 2.01.479 | 2.00.504 | 1.58.174 | | 2.00.166 | 1.59.921 | 1.59.300 | 19 | 1.51.087 | 1.49.441 | 1.50.174 | | 1.47.996 | 1.49.202 | 1.50.030 | | 1.50.556 | 1.51.330 | 1.49.338 | 1.48.877 | | 1.51.310 | 1.49.966 | 1.49.683 | 20 | 1.11.419 | 1.12.206 | 1.12.635 | | 1.13.720 | 1.12.986 | 1.14.163 | | 1.11.553 | 1.11.516 | 1.13.598 | 1.12.755 | | 1.12.833 | 1.13.550 | 1.15.338 | 21 | 1.11.005 | 1.12.466 | 1.11.674 | | 1.13.716 | 1.12.329 | 1.12.966 | | 1.11.235 | 1.11.061 | 1.13.583 | 1.12.689 | | 1.12.783 | 1.13.611 | 1.15.009 | 22 | 1.11.368 | 1.12.310 | 1.11.983 | | 1.13.607 | 1.12.217 | 1.12.652 | | 1.11.025 | 1.11.096 | 1.13.305 | 1.13.339 | | 1.12.883 | 1.13.250 | 1.14.360 | 23 | 1.11.500 | 1.12.397 | 1.12.292 | | 1.13.686 | 1.12.603 | 1.12.499 | | 1.11.348 | 1.11.381 | 1.14.098 | 1.14.030 | | 1.12.860 | 1.13.862 | 1.16.235 | 24 | 1.11.674 | 1.13.053 | 1.12.056 | | 1.13.789 | 1.12.508 | 1.12.507 | | 1.33.006 | 1.11.668 | 1.13.805 | 1.13.553 | | 1.12.716 | 1.14.150 | 1.14.878 | 25 | 1.11.438 | 1.12.471 | 1.12.155 | | 1.13.980 | 1.12.387 | 1.12.423 | | 1.14.502 | 1.31.752 | 1.14.239 | 1.13.983 | | 1.12.667 | 1.14.415 | 1.15.410 | 26 | 1.11.405 | 1.12.406 | 1.12.164 | | 1.15.645 | 1.12.567 | 1.12.600 | | 1.13.469 | 1.17.032 | 1.15.348 | 1.15.662 | | 1.13.156 | 1.15.321 | 1.14.963 | 27 | 1.11.700 | 1.12.312 | 1.11.885 | | 1.14.905 | 1.12.367 | 1.12.537 | | | 1.14.371 | 1.14.364 | 1.16.054 | | 1.14.951 | 1.14.335 | 1.15.067 | 28 | 1.11.664 | 1.12.303 | 1.11.860 | | 1.14.245 | 1.12.244 | 1.12.303 | | | 1.13.966 | 1.14.203 | 1.13.603 | | 1.12.901 | 1.14.150 | 1.15.048 | 29 | 1.11.946 | 1.12.319 | 1.11.884 | | 1.14.413 | 1.32.671 | 1.12.648 | | | 1.13.735 | 1.14.616 | 1.13.798 | | 1.12.449 | 1.14.467 | 1.15.133 | 30 | 1.11.485 | 1.12.016 | 1.12.274 | | 1.14.107 | 1.17.879 | 1.12.255 | | | 1.11.095 | 1.14.556 | 1.14.116 | | 1.12.332 | 1.14.609 | 1.15.020 | 31 | 1.11.894 | 1.12.004 | 1.11.847 | | 1.14.452 | 1.13.731 | 1.12.309 | | | 1.11.203 | 1.13.978 | 1.14.560 | | 1.13.361 | 1.14.207 | 1.14.803 | 32 | 1.11.947 | 1.11.875 | 1.11.944 | | 1.14.289 | 1.13.330 | 1.12.134 | | | 1.11.202 | 1.13.928 | 1.13.999 | | 1.12.455 | 1.13.696 | 1.14.869 | 33 | 1.11.631 | 1.11.626 | 1.11.528 | | 1.13.667 | 1.13.786 | 1.12.247 | | | 1.11.304 | 1.13.938 | 1.13.703 | | 1.12.320 | 1.13.819 | 1.15.015 | 34 | 1.11.408 | 1.11.583 | 1.11.426 | | 1.13.714 | 1.41.843 | 1.12.198 | | | 1.11.269 | 1.13.499 | 1.13.804 | | 1.13.107 | 1.13.409 | 1.14.780 | 35 | 1.11.481 | 1.11.948 | 1.32.790 | | 1.13.141 | 1.17.457 | 1.12.075 | | | 1.11.282 | 1.13.539 | 1.13.246 | | 1.12.076 | 1.13.104 | 1.14.971 | 36 | 1.11.196 | 1.11.391 | 1.15.512 | | 1.12.912 | 1.12.921 | 1.11.993 | | | 1.11.224 | 1.12.807 | 1.13.248 | | 1.12.017 | 1.13.176 | 1.15.424 | 37 | 1.11.194 | 1.11.471 | 1.11.255 | | 1.12.925 | 1.12.596 | 1.11.786 | | | 1.11.084 | 1.13.183 | 1.13.241 | | 1.11.929 | 1.13.095 | 1.38.665 | 38 | 1.11.445 | 1.11.849 | 1.11.375 | | 1.13.264 | 1.12.275 | 1.11.572 | | | 1.11.649 | 1.13.119 | 1.12.933 | | 1.12.687 | 1.37.419 | 1.22.474 | 39 | 1.10.849 | 1.11.384 | 1.12.045 | | 1.13.091 | 1.12.560 | 1.11.450 | | | 1.11.847 | 1.13.168 | 1.13.031 | | 1.11.888 | 1.18.288 | 1.14.097 | 40 | 1.11.005 | 1.11.424 | 1.12.749 | | 1.12.584 | 1.13.572 | 1.11.399 | | | 1.12.386 | 1.12.266 | 1.12.658 | | 1.13.317 | 1.13.718 | 1.14.646 | 41 | 1.10.700 | 1.11.189 | 1.12.107 | | 1.12.279 | 1.12.843 | 1.11.499 | | | 1.10.842 | 1.12.146 | 1.12.504 | | 1.11.924 | 1.14.791 | 1.14.613 | 42 | 1.32.950 | 1.11.015 | 1.12.035 | | 1.12.242 | 1.12.711 | 1.13.024 | | | 1.10.784 | 1.12.447 | 1.12.300 | | 1.11.685 | 1.15.162 | 1.14.814 | 43 | 1.17.873 | 1.10.747 | 1.12.339 | | 1.12.214 | 1.12.449 | 1.11.380 | | | 1.10.926 | 1.12.311 | 1.12.461 | | 1.11.936 | 1.22.216 | 1.14.775 | 44 | 1.12.482 | 1.10.727 | 1.12.432 | | 1.12.155 | 1.12.140 | 1.11.453 | | | 1.10.773 | 1.12.129 | 1.12.168 | | 1.11.588 | | 1.15.824 | 45 | 1.12.406 | 1.10.683 | 1.12.266 | | 1.12.291 | 1.11.809 | 1.11.187 | | | 1.32.801 | 1.12.207 | 1.12.421 | | 1.12.130 | | 1.18.373 | 46 | 1.12.469 | 1.10.451 | 1.11.803 | | 1.12.290 | 1.11.948 | 1.31.087 | | | 1.15.069 | 1.12.370 | 1.12.140 | | 1.10.933 | | 1.14.933 | 47 | 1.11.908 | 1.10.574 | 1.11.999 | | 1.33.714 | 1.11.955 | 1.15.840 | | | 1.10.727 | 1.12.164 | 1.12.140 | | 1.32.191 | | 1.16.298 | 48 | 1.12.098 | 1.10.496 | 1.12.075 | | 1.17.586 | 1.12.319 | 1.11.605 | | | 1.10.939 | 2.22.284 | 1.12.315 | | 1.15.510 | | 1.15.193 | 49 | 1.12.009 | 1.11.307 | 1.12.004 | | 1.13.596 | 1.11.899 | 1.11.619 | | | 1.10.979 | 1.18.598 | 1.12.280 | | 1.11.795 | | 1.14.870 | 50 | 1.11.840 | 1.31.004 | 1.11.761 | | 1.14.055 | 1.11.815 | 1.11.579 | | | 1.11.342 | 1.12.252 | 1.12.362 | | 1.11.946 | | 1.14.778 | 51 | 1.12.488 | 1.16.194 | 1.11.910 | | 1.15.724 | 1.12.981 | 1.11.944 | | | 1.11.386 | 1.12.221 | 1.31.639 | | 1.12.162 | | 1.14.882 | 52 | 1.12.681 | 1.12.766 | 1.12.030 | | 1.14.293 | 1.11.917 | 1.12.135 | | | 1.11.650 | 1.12.809 | 1.16.034 | | 1.12.305 | | 1.15.784 | 53 | 1.12.217 | 1.12.388 | 1.11.726 | | 1.18.693 | 1.11.924 | 1.12.109 | | | 1.11.838 | 1.13.006 | 1.15.192 | | 1.12.558 | | 1.15.863 | 54 | 1.12.432 | 1.12.362 | 1.11.617 | | 1.37.843 | 1.11.824 | 1.12.176 | | | 1.11.906 | 1.13.126 | 1.12.457 | | 1.12.468 | | 1.16.773 | 55 | 1.12.060 | 1.12.204 | 1.11.461 | | 1.16.973 | 1.11.837 | 1.11.993 | | | 1.11.775 | 1.13.803 | 1.12.251 | | 1.12.262 | | 1.39.666 | 56 | 1.12.310 | 1.12.337 | 1.12.009 | | 1.12.312 | 1.11.734 | 1.12.216 | | | 1.11.890 | 1.13.674 | 1.12.568 | | 1.12.812 | | 1.20.118 | 57 | 1.12.230 | 1.12.462 | 1.31.129 | | 1.12.790 | 1.12.215 | 1.12.218 | | | 1.11.979 | 1.13.782 | 1.12.629 | | 1.12.348 | | 1.15.714 | 58 | 1.12.052 | 1.12.387 | | | 1.13.672 | 1.12.423 | 1.12.217 | | | 1.11.746 | 1.13.586 | 1.14.015 | | 1.12.604 | | 1.14.289 | 59 | 1.11.986 | 1.11.940 | | | 1.12.878 | 1.11.248 | 1.12.119 | | | 1.11.803 | 1.13.291 | 1.12.466 | | 1.13.091 | | 1.18.419 | 60 | 1.12.005 | 1.11.918 | | | 1.13.881 | 1.36.450 | 1.11.806 | | | 1.11.801 | 1.14.829 | 1.20.959 | | 1.12.314 | | 1.15.946 | 61 | 1.12.131 | 1.12.290 | | | 1.13.687 | 1.16.486 | 1.15.032 | | | 1.12.861 | 1.14.009 | | | 1.13.567 | | 1.16.169 | 62 | 1.11.928 | 1.12.520 | | | 1.13.499 | 1.12.287 | 1.23.348 | | | 1.15.358 | 1.13.429 | | | 1.12.707 | | 1.18.064 | 63 | 1.12.148 | 1.12.285 | | | 1.13.394 | 1.12.080 | 1.12.511 | | | 1.12.361 | 1.14.078 | | | 1.12.606 | | 1.15.989 | 64 | 1.11.945 | 1.12.134 | | | 1.13.301 | 1.12.292 | 1.12.349 | | | 1.12.068 | 1.23.555 | | | 1.12.491 | | 1.15.673 | 65 | 1.12.313 | 1.12.289 | | | 1.13.570 | 1.12.397 | 1.12.206 | | | 1.12.020 | 2.01.236 | | | 1.13.974 | | 1.15.810 | 66 | 1.12.084 | 1.12.221 | | | 1.13.404 | 1.12.414 | 1.12.698 | | | 1.11.834 | | | | 1.12.631 | | 1.16.450 | 67 | 1.11.992 | 1.12.841 | | | 1.13.401 | 1.12.382 | 1.12.051 | | | 1.11.654 | | | | 1.12.420 | | 1.16.172 | 68 | 1.11.839 | 1.12.662 | | | 1.13.695 | 1.13.594 | 1.12.530 | | | 1.11.739 | | | | 1.12.244 | | 1.17.390 | 69 | 1.12.686 | 1.12.096 | | | 1.13.634 | 1.14.460 | 1.13.651 | | | 1.12.206 | | | | 1.12.219 | | 1.15.210 | 70 | 1.11.996 | 1.11.884 | | | 1.13.148 | 1.12.945 | 1.12.470 | | | 1.11.770 | | | | 1.12.023 | | 1.14.942 | 71 | 1.11.753 | 1.12.206 | | | 1.13.214 | 1.12.900 | 1.12.612 | | | 1.11.579 | | | | 1.12.133 | | | 72 | 1.11.380 | 1.11.321 | | | 1.13.271 | 1.14.374 | 1.12.309 | | | 1.11.251 | | | | 1.11.744 | | | 73 | 1.11.873 | 1.11.212 | | | | | 1.12.200 | | | 1.14.476 | | | | 1.11.884 | | |
Сокращения: SCH - Михаэль Шумахер, BAR - Рубенс Баррикелло, PAB - Хуан-Пабло Монтойя, SCH - Ральф Шумахер, COU - Дэвид Култхард, RAI - Кими Райкконен, TRU - Ярно Трулли, ALO - Фернандо Алонсо, BUT - Дженсон Баттон, SAT - Такума Сато, FIS - Джанкарло Физикелла, WEB - Марк Уэббер, DA - Кристиано да Матта, PAN - Оливье Панис, HEI - Ник Хайдфельд, BAU - Жолт Баумгартнер |