ОПРЕДЕЛЕНИЕ ОПТИМАЛЬНОГО РАССТОЯНИЯ
МЕЖДУ ТЯГОВЫМИ ПОДСТАНЦИЯМИ ВВЕДИТЕ ИСХОДНЫЕ ДАННЫЕ
ВВЕДИТЕ ПРИЗНАК РОДА ТОКА М: М=0 ДЛЯ ПОСТОЯННОГО ТОКА, М=1 ДЛЯ ПЕРЕМЕННОГО ТОКА М= 1 КОЭФФИЦИЕНТЫ:
A= 436 ;B= .43 ;К(Т)= .41 ;К(Д)= 1.03 ;
К(ТС)= 1.03 ;К(МЭ)= .8 ;К(З)= 1.08 ;К(Н)= 1.15 ;
ЧИСЛО ТИПОВ ПОЕЗДОВ=6
СРЕДНЕСУТОЧНЫЕ РАЗМЕРЫ ДВИЖЕНИЯ И ЧИСЛО ЭЛЕМЕНТОВ ПУТИ ДЛЯ КАЖДОГО ТИПА ПОЕЗДА ? 60,400 ? 40,400 ? 20,400 ? 60,400 ? 20,400 ? 20,400
ДЛИНА ЭЛЕКТРОФИЦИРУЕМОГО УЧАСТКА (КМ)? 400 СОВОКУПНОСТЬ ПОПАРНЫХ ЗНАЧЕНИЙ ТОКА И ВРЕМЕНИ ХОДА ПО ЭЛЕМЕНТАМ ПУТИ ДЛЯ 1 -ГО ТИПА ПОЕЗДА ? 108,1.8 ? 117.07,0.9 ? 17.1,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 9.07,0.9 ? 9.07,0.9 ? 27.5,0.9 ? 28.8,0.9 ? 52.8,0.9 ? 105.87,0.9 ? 49.8,0.8 ? 12.6,0.8 ? 12.8,0.9 ? 112.56,1 ? 114.93,0.9 ? 72,0.8 ? 12.3,0.8 ? 12.6,0.8 ? 14.4,0.9 ? 108.3,0.9 ? 101.4,0.8 ? 27.3,0.8 ? 9.07,0.9 ? 9,0.8 ? 92.16,1 ? 96.3,0.8 ? 36.7,2.1 ? 232.8,1.1 ? 178.4,0.9 ? 129.87,0.9 ? 126.9,0.8 ? 16.5,0.8 ? 9,0.8 ? 99.84,1 ? 138.24,1 ? 126.4,0.9 ? 17.4,0.8 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9.07,0.9 ? 9,0.8 ? 9.07,0.9 ? 8.91,0.7 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9.07,0.9 ? 98.67,0.9 ? 138.24,1 ? 138,1 ? 141.36,1 ? 136.08,1 ? 42.4,0.9 ? 86.4,0.9 ? 96,0.8 ? 11.4,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 8.96,1.5 ? 8.96,1.5 ? 125.05,1.9 ? 122.13,0.9 ? 16.53,0.9 ? 9,0.8 ? 96.96,1 ? 121.87,0.9 ? 28.8,0.9 ? 79.5,0.8 ? 76.53,0.9 ? 8.91,0.7 ? 9,0.8 ? 63.9,0.8 ? 73.8,0.8 ? 93.3,0.9 ? 60.6,0.8 ? 65.1,0.8 ? 93.3,0.8 ? 24.6,0.8 ? 9.3,0.8 ? 78.67,0.9 ? 114.4,0.9 ? 94.5,0.8 ? 84.3,0.8 ? 16.5,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 11.73,0.9 ? 105.6,0.9 ? 73.8,0.8 ? 24.6,0.8 ? 25.07,0.9 ? 25.5,0.8 ? 26.4,0.9 ? 90.13,0.9 ? 102.93,0.9 ? 61.5,0.8 ? 52.35,1.6 ? 52.35,1.6 ? 111.16,1.9 ? 49.6,0.9 ? 84.8,0.9 ? 111.2,0.9 ? 114.93,0.9 ? 17.7,0.8 ? 9.07,0.9 ? 9.07,0.9 ? 85.86,0.9 ? 106.8,0.8 ? 84,0.8 ? 9.33,0.9 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 9.07,0.9 ? 9,0.8 ? 63.9,0.8 ? 92.1,0.8 ? 95.7,0.8 ? 98.7,0.8 ? 108,0.9 ? 111.2,0.9 ? 101.7,0.8 ? 55.8,0.8 ? 102.93,0.9 ? 107.7,0.8 ? 114.67,0.9 ? 129.12,1 ? 136.8,1 ? 137.76,1 ? 140.88,1 ? 128.4,1 ? 108.6,0.8 ? 60,0.9 ? 98.1,0.8 ? 108.27,0.9 ? 104.1,0.8 ? 53.85,1.6 ? 53.85,1.6 ? 121.09,2.2 ? 142.56,1 ? 106.67,0.9 ? 16.2,0.8 ? 63.6,0.8 ? 60.9,0.8 ? 9,0.8 ? 9.07,0.9 ? 9,0.8 ? 9.07,0.9 ? 93.87,0.9 ? 116.27,0.9 ? 16.53,0.9 ? 9,0.8 ? 80.8,0.9 ? 101.4,0.8 ? 99.6,0.8 ? 73.8,0.8 ? 9.3,0.8 ? 9,0.8 ? 9.6,0.9 ? 97.07,0.9 ? 73.5,0.8 ? 24.9,0.8 ? 9.33,0.9 ? 64.5,0.8 ? 72.9,0.8 ? 9,0.8 ? 84,0.9 ? 102.6,0.8 ? 27.3,0.8 ? 83.2,0.9 ? 118.67,0.9 ? 123.73,0.9 ? 115.73,0.9 ? 16.53,0.9 ? 9,0.8 ? 9,0.8 ? 8.96,1.5 ? 8.96,1.5 ? 107.6,1.8 ? 135.12,1 ? 139.68,1 ? 130.56,1 ? 31.5,0.8 ? 9,0.8 ? 9.07,0.9 ? 9,0.8 ? 9,0.8 ? 70.2,0.8 ? 124.8,1 ? 125.07,0.9 ? 16.8,0.9 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 63.6,0.8 ? 103.2,0.9 ? 109.87,0.9 ? 120.53,0.9 ? 132.4,1 ? 141.6,1 ? 144.96,1 ? 143.52,1 ? 142.9,1.1 ? 132.53,0.9 ? 115.47,0.9 ? 111.2,0.9 ? 117.07,0.9 ? 125.76,1 ? 130.08,1 ? 120.53,0.9 ? 17.4,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 8.96,1.5 ? 123.49,1.1 ? 120,1 ? 120,0.9 ? 73.8,0.8 ? 114,0.8 ? 85.5,0.8 ? 23.1,0.8 ? 12.3,0.8 ? 12.53,0.9 ? 12.6,0.8 ? 101.76,1 ? 104.7,0.8 ? 27.3,0.8 ? 9,0.8 ? 28.56,1 ? 117.07,0.9 ? 112.27,0.9 ? 105.3,0.8 ? 49.5,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 9.07,0.9 ? 9,0.8 ? 9.07,0.9 ? 9.07,0.9 ? 53.87,0.9 ? 102.88,0.9 ? 36.6,0.8 ? 25.2,0.8 ? 26.4,0.9 ? 41.07,0.9 ? 56,0.9 ? 53.07,0.9 ? 51.6,0.8 ? 51,0.8 ? 51.3,0.8 ? 51.73,0.9 ? 51.3,0.8 ? 51.25,1.7 ? 51.25,1.7 ? 111.16,1.9 ? 121.87,0.9 ? 102.3,0.8 ? 49.8,0.8 ? 86.13,0.9 ? 49.5,0.8 ? 9,0.8 ? 77.4,0.8 ? 100.8,0.8 ? 29.1,0.8 ? 12.53,0.9 ? 12.6,0.8 ? 12.8,0.9 ? 86.4,0.9 ? 100.27,0.9 ? 96,0.8 ? 45.3,0.8 ? 96,0.8 ? 16.8,0.8 ? 9,0.8 ? 9,0.8 ? 81.6,0.9 ? 106.2,0.8 ? 84.9,0.8 ? 9.3,0.8 ? 9,0.8 ? 53.1,0.8 ? 62.1,0.8 ? 9,0.8 ? 9.07,0.9 ? 9,0.8 ? 90.7,0.9 ? 93.33,0.9 ? 115.73,0.9 ? 113.6,0.9 ? 16.53,0.9 ? 8.91,0.7 ? 9,0.8 ? 9.03,1.7 ? 9.03,1.7 ? 111.16,1.9 ? 58.67,0.9 ? 9.07,0.9 ? 9.07,0.9 ? 9,0.8 ? 9.07,0.9 ? 39.12,1 ? 105.3,0.8 ? 61.2,0.8 ? 50.7,0.8 ? 42.3,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 29.1,0.8 ? 92.2,0.8 ? 16.5,0.8 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,1.6 ? 127.42,1.1 ? 120,1 ? 128.27,0.9 ? 104,0.9 ? 54.9,0.8 ? 24.9,0.8 ? 25.6,0.9 ? 26.4,0.9 ? 37.6,0.9 ? 57.87,0.9 ? 56.8,0.9 ? 55.2,0.9 ? 54.6,0.8 ? 54.93,0.9 ? 55.2,0.9 ? 54.93,0.9 ? 53.7,0.8 ? 52.8,0.9 ? 52.2,0.8 ? 51.6,0.8 ? 51.73,0.9 ? 52.8,0.8 ? 53.6,0.9 ? 54,0.8 ? 53.07,0.9 ? 52.2,0.8 ? 102.4,0.9 ? 61.2,0.8 ? 9,0.8 ? 77.4,0.8 ? 72.9,0.8 ? 9.07,0.9 ? 9,0.8 ? 9.6,0.9 ? 99.2,0.9 ? 104.8,0.9 ? 100.8,0.8 ? 38.4,0.8 ? 9,0.8 ? 9.07,1.8 ? 130.8,1.6 ? 130.8,1.6 ? 9.07,0.9
ВВЕДЕННЫЕ ЗНАЧЕНИЯ: 1- 108, 2 2- 117, 1 3- 17, 1 4- 9, 1 5- 9, 1 6- 9, 1 7- 9, 1 8- 9, 1 9- 9, 1 10- 9, 1 11- 9, 1 12- 9, 1 13- 9, 1 14- 9, 1 15- 9, 1 16- 9, 1 17- 9, 1 18- 9, 1 19- 9, 1 20- 28, 1 21- 29, 1 22- 53, 1 23- 106, 1 24- 50, 1 25- 13, 1 26- 13, 1 27- 113, 1 28- 115, 1 29- 72, 1 30- 12, 1 31- 13, 1 32- 14, 1 33- 108, 1 34- 101, 1 35- 27, 1 36- 9, 1 37- 9, 1 38- 92, 1 39- 96, 1 40- 37, 2 41- 233, 1 42- 178, 1 43- 130, 1 44- 127, 1 45- 17, 1 46- 9, 1 47- 100, 1 48- 138, 1 49- 126, 1 50- 17, 1 51- 9, 1 52- 9, 1 53- 9, 1 54- 9, 1 55- 9, 1 56- 9, 1 57- 9, 1 58- 9, 1 59- 9, 1 60- 9, 1 61- 9, 1 62- 9, 1 63- 9, 1 64- 9, 1 65- 99, 1 66- 138, 1 67- 138, 1 68- 141, 1 69- 136, 1 70- 42, 1 71- 86, 1 72- 96, 1 73- 11, 1 74- 9, 1 75- 9, 1 76- 9, 1 77- 9, 2 78- 9, 2 79- 125, 2 80- 122, 1 81- 17, 1 82- 9, 1 83- 97, 1 84- 122, 1 85- 29, 1 86- 80, 1 87- 77, 1 88- 9, 1 89- 9, 1 90- 64, 1 91- 74, 1 92- 93, 1 93- 61, 1 94- 65, 1 95- 93, 1 96- 25, 1 97- 9, 1 98- 79, 1 99- 114, 1 100- 95, 1 101- 84, 1 102- 17, 1 103- 9, 1 104- 9, 1 105- 9, 1 106- 9, 1 107- 12, 1 108- 106, 1 109- 74, 1 110- 25, 1 111- 25, 1 112- 26, 1 113- 26, 1 114- 90, 1 115- 103, 1 116- 62, 1 117- 52, 2 118- 52, 2 119- 111, 2 120- 50, 1 121- 85, 1 122- 111, 1 123- 115, 1 124- 18, 1 125- 9, 1 126- 9, 1 127- 86, 1 128- 107, 1 129- 84, 1 130- 9, 1 131- 9, 1 132- 9, 1 133- 9, 1 134- 9, 1 135- 9, 1 136- 64, 1 137- 92, 1 138- 96, 1 139- 99, 1 140- 108, 1 141- 111, 1 142- 102, 1 143- 56, 1 144- 103, 1 145- 108, 1 146- 115, 1 147- 129, 1 148- 137, 1 149- 138, 1 150- 141, 1 151- 128, 1 152- 109, 1 153- 60, 1 154- 98, 1 155- 108, 1 156- 104, 1 157- 54, 2 158- 54, 2 159- 121, 2 160- 143, 1 161- 107, 1 162- 16, 1 163- 64, 1 164- 61, 1 165- 9, 1 166- 9, 1 167- 9, 1 168- 9, 1 169- 94, 1 170- 116, 1 171- 17, 1 172- 9, 1 173- 81, 1 174- 101, 1 175- 100, 1 176- 74, 1 177- 9, 1 178- 9, 1 179- 10, 1 180- 97, 1 181- 74, 1 182- 25, 1 183- 9, 1 184- 65, 1 185- 73, 1 186- 9, 1 187- 84, 1 188- 103, 1 189- 27, 1 190- 83, 1 191- 119, 1 192- 124, 1 193- 116, 1 194- 17, 1 195- 9, 1 196- 9, 1 197- 9, 2 198- 9, 2 199- 108, 2 200- 135, 1 201- 140, 1 202- 131, 1 203- 32, 1 204- 9, 1 205- 9, 1 206- 9, 1 207- 9, 1 208- 70, 1 209- 125, 1 210- 125, 1 211- 17, 1 212- 9, 1 213- 9, 1 214- 9, 1 215- 9, 1 216- 64, 1 217- 103, 1 218- 110, 1 219- 121, 1 220- 132, 1 221- 142, 1 222- 145, 1 223- 144, 1 224- 143, 1 225- 133, 1 226- 115, 1 227- 111, 1 228- 117, 1 229- 126, 1 230- 130, 1 231- 121, 1 232- 17, 1 233- 9, 1 234- 9, 1 235- 9, 1 236- 9, 1 237- 9, 2 238- 123, 1 239- 120, 1 240- 120, 1 241- 74, 1 242- 114, 1 243- 86, 1 244- 23, 1 245- 12, 1 246- 13, 1 247- 13, 1 248- 102, 1 249- 105, 1 250- 27, 1 251- 9, 1 252- 29, 1 253- 117, 1 254- 112, 1 255- 105, 1 256- 50, 1 257- 9, 1 258- 9, 1 259- 9, 1 260- 9, 1 261- 9, 1 262- 9, 1 263- 9, 1 264- 54, 1 265- 103, 1 266- 37, 1 267- 25, 1 268- 26, 1 269- 41, 1 270- 56, 1 271- 53, 1 272- 52, 1 273- 51, 1 274- 51, 1 275- 52, 1 276- 51, 1 277- 51, 2 278- 51, 2 279- 111, 2 280- 122, 1 281- 102, 1 282- 50, 1 283- 86, 1 284- 50, 1 285- 9, 1 286- 77, 1 287- 101, 1 288- 29, 1 289- 13, 1 290- 13, 1 291- 13, 1 292- 86, 1 293- 100, 1 294- 96, 1 295- 45, 1 296- 96, 1 297- 17, 1 298- 9, 1 299- 9, 1 300- 82, 1 301- 106, 1 302- 85, 1 303- 9, 1 304- 9, 1 305- 53, 1 306- 62, 1 307- 9, 1 308- 9, 1 309- 9, 1 310- 91, 1 311- 93, 1 312- 116, 1 313- 114, 1 314- 17, 1 315- 9, 1 316- 9, 1 317- 9, 2 318- 9, 2 319- 111, 2 320- 59, 1 321- 9, 1 322- 9, 1 323- 9, 1 324- 9, 1 325- 39, 1 326- 105, 1 327- 61, 1 328- 51, 1 329- 42, 1 330- 9, 1 331- 9, 1 332- 9, 1 333- 9, 1 334- 9, 1 335- 9, 1 336- 9, 1 337- 9, 1 338- 9, 1 339- 9, 1 340- 9, 1 341- 9, 1 342- 9, 1 343- 9, 1 344- 9, 1 345- 29, 1 346- 92, 1 347- 17, 1 348- 9, 1 349- 9, 1 350- 9, 1 351- 9, 1 352- 9, 1 353- 9, 1 354- 9, 1 355- 9, 1 356- 9, 1 357- 9, 2 358- 127, 1 359- 120, 1 360- 128, 1 361- 104, 1 362- 55, 1 363- 25, 1 364- 26, 1 365- 26, 1 366- 38, 1 367- 58, 1 368- 57, 1 369- 55, 1 370- 55, 1 371- 55, 1 372- 55, 1 373- 55, 1 374- 54, 1 375- 53, 1 376- 52, 1 377- 52, 1 378- 52, 1 379- 53, 1 380- 54, 1 381- 54, 1 382- 53, 1 383- 52, 1 384- 102, 1 385- 61, 1 386- 9, 1 387- 77, 1 388- 73, 1 389- 9, 1 390- 9, 1 391- 10, 1 392- 99, 1 393- 105, 1 394- 101, 1 395- 38, 1 396- 9, 1 397- 9, 2 398- 131, 2 399- 131, 2 400- 9, 1
ВВЕДИТЕ НОМЕР ПАРЫ ПРОПУЩЕННОГО ЭЛЕМЕНТА 0 - ЕСЛИ НЕТ ПРОПУСКА 0 ВВЕДИТЕ НОМЕР ОШИБОЧНОЙ ПАРЫ 0 -ЕСЛИ НЕТ ОШИБКИ 0
СОВОКУПНОСТЬ ПОПАРНЫХ ЗНАЧЕНИЙ ТОКА И ВРЕМЕНИ ХОДА ПО ЭЛЕМЕНТАМ ПУТИ ДЛЯ 2 -ГО ТИПА ПОЕЗДА ? 120,1.6 ? 102,0.8 ? 61.5,0.8 ? 42.3,0.8 ? 9,0.8 ? 9,0.8 ? 9.07,0.9 ? 9.07,0.9 ? 78.67,0.9 ? 105.3,0.8 ? 16.8,0.8 ? 9.07,0.9 ? 30.67,0.9 ? 17.07,0.9 ? 9.07,0.9 ? 78.67,0.9 ? 96.8,0.9 ? 11.4,0.8 ? 9,0.8 ? 9,0.9 ? 9.07,0.9 ? 87.73,0.9 ? 86.13,0.9 ? 24.6,0.8 ? 25.2,0.8 ? 25.6,0.9 ? 25.8,0.8 ? 25.87,0.9 ? 26.13,0.9 ? 26.93,0.9 ? 27.2,0.9 ? 44.53,0.9 ? 56,0.9 ? 54.4,0.9 ? 53.4,0.8 ? 52,0.9 ? 51,0.8 ? 50.1,0.8 ? 32.4,0.8 ? 131.28,0.2 ? 120,2 ? 152.16,1 ? 139.64,1.1 ? 135.84,1 ? 140.4,1 ? 144.48,1 ? 134.64,1 ? 117.87,0.9 ? 108.8,0.9 ? 109.5,0.8 ? 106.67,0.9 ? 61.8,0.8 ? 9,0.8 ? 72.26,0.9 ? 110.4,0.8 ? 110.67,0.9 ? 112.8,0.9 ? 110.13,0.9 ? 108.53,0.9 ? 109.8,0.8 ? 105.07,0.9 ? 100.5,0.8 ? 98.1,0.8 ? 97.87,0.9 ? 99.3,0.8 ? 97.2,0.8 ? 28.8,0.8 ? 96.53,0.9 ? 113.07,0.9 ? 85.2,0.8 ? 12.3,0.8 ? 12.6,0.8 ? 12.8,0.9 ? 101.52,1 ? 105.3,0.8 ? 98.4,0.8 ? 96.3,0.8 ? 98.1,0.8 ? 97.6,0.9 ? 133.95,1.6 ? 120,1.6 ? 106.93,0.9 ? 98.1,0.8 ? 105,0.8 ? 16.53,0.9 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 72.96,1 ? 106.5,0.8 ? 97.2,0.8 ? 16.5,0.8 ? 9,0.8 ? 84.27,0.9 ? 105.6,0.8 ? 15.73,0.9 ? 8.91,0.7 ? 9,0.8 ? 65.7,0.8 ? 106.67,0.9 ? 17.1,0.8 ? 9.07,0.9 ? 9,0.8 ? 9.07,0.9 ? 9.07,0.9 ? 89.33,0.9 ? 95.1,0.8 ? 24.6,0.8 ? 25.87,0.9 ? 26.4,0.9 ? 9.6,0.8 ? 9.6,0.9 ? 102.72,1 ? 17.4,0.8 ? 9.07,0.9 ? 17.87,0.9 ? 61.6,0.9 ? 108.8,0.9 ? 121.28,1.5 ? 128,1.5 ? 94.93,0.9 ? 24.6,0.8 ? 24.9,0.8 ? 25.2,0.8 ? 25.87,0.9 ? 30.4,0.9 ? 111.2,0.9 ? 83.7,0.8 ? 24.3,0.8 ? 24.6,0.8 ? 25.07,0.9 ? 25.8,0.8 ? 26.4,0.9 ? 71.2,0.9 ? 108.53,0.9 ? 99.6,0.8 ? 61.5,0.8 ? 51,0.8 ? 50.1,0.8 ? 98.4,0.9 ? 99.9,0.8 ? 38.4,0.8 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9.07,0.9 ? 30.67,0.9 ? 29.07,0.9 ? 9,0.8 ? 43.47,0.9 ? 110.93,0.9 ? 99.3,0.8 ? 27,0.8 ? 9,0.8 ? 9,0.8 ? 9.07,0.9 ? 87.73,0.9 ? 137.79,1.7 ? 127.06,1.7 ? 128.64,1 ? 121.07,0.9 ? 132.48,1 ? 138.2,1 ? 144.24,1 ? 72.53,0.9 ? 9.07,0.9 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 8.91,0.7 ? 6,0.8 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 42.9,0.8 ? 120.27,0.9 ? 137.28,1 ? 129.36,1 ? 124.56,1 ? 43.2,0.9 ? 9,0.8 ? 9,0.8 ? 8.91,0.7 ? 89.87,0.9 ? 112,0.9 ? 92.1,0.8 ? 103.73,0.9 ? 16.53,0.9 ? 9,0.8 ? 8.91,0.7 ? 52.8,0.8 ? 129.3,1.6 ? 128,1.5 ? 139.92,1 ? 136.08,1 ? 127.47,0.9 ? 29.09,0.9 ? 9.07,0.9 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9.07,0.9 ? 9.07,0.9 ? 9,0.8 ? 60.96,1 ? 17.4,0.8 ? 88,0.9 ? 99.47,0.9 ? 13.8,0.8 ? 12.6,0.8 ? 12.8,0.9 ? 24.8,0.9 ? 120.24,1 ? 111.9,0.8 ? 16,0.9 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 90.4,0.9 ? 29.06,0.9 ? 9,0.8 ? 9,0.8 ? 40.08,1 ? 112.8,0.9 ? 100.5,0.8 ? 27.6,0.8 ? 9.3,0.8 ? 9.07,0.9 ? 91.47,0.9 ? 88.53,0.9 ? 9.6,0.7 ? 129.3,1.6 ? 128,1.5 ? 139.92,1 ? 136.08,1 ? 127.47,0.9 ? 29.07,0.9 ? 9.07,0.9 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9.07,0.9 ? 9.07,0.9 ? 9,0.8 ? 60.96,1 ? 17.4,0.8 ? 88,0.9 ? 99.47,0.9 ? 13.8,0.8 ? 12.6,0.8 ? 12.8,0.9 ? 24.8,0.9 ? 120.24,1 ? 111.9,0.8 ? 16,0.9 ? 9,0.8 ? 9,0.8 ? 9,0.8 ? 90.4,0.9 ? 29.07,0.9 ? 9,0.8 ? 9,0.8 ? 40.08,1 ? 112.8,0.9 ? 100.5,0.8 ? 27.6,0.8 ? 9.3,0.8 ? 9.07,0.9 ? 91.47,0.9 ? 88.53,0.9 ? 9.6,0.7 ? 120,1.5 ? 128,1.5 ? 61.5,0.8 ? 9,0.8 ? 9.07,0.9 ? 9,0.8 ? 9.07,0.9 ? 91.68,1 ? 101.4,0.8 ? 28.8,0.8 ? 12.6,0.8 ? 12.8,0.9 ? 65.07,0.9 ? 101.6,0.9 ? 50.4,0.8 ? 109.5,0.8 ? 115.2,0.9 ? 16.53,0.9 ? 9.07,0.9 ? 52.53,0.9 ? 12,0.8 ? 73.33,0.9 ? 108.3,0.8 ? 64.2,0.8 ? 9.3,0.8 ? 9.07,0.9 ? 9,0.8 ? 9,0.8 ? 9.07,0.9 ? 9.07,0.9 ? 102.13,0.9 ? 123.12,1 ? 17.4,0.8 ? 85.6,0.9 ? 16.53,0.9 ? 9,0.8 ? 8.91,0.7 ? 69.6,0.9 ? 72.9,0.8 ? 9,0.8 ? 128.97,1.9 ? 133.33,1.8 ? 156,1.1 ? 149.89,1.1 ? 144.72,1 ? 134.88,1 ? 120.27,0.9 ? 16.53,0.9 ? 79.8,0.8 ? 16.26,0.9 ? 8.91,0.7 ? 9,0.8 ? 8.91,0.7 ? 9,0.8 ? 9,0.8 ? 9.07,0.9 ? 43.2,0.9 ? 123.47,0.9 ? 136.8,1 ? 143.04,1 ? 142.91,1.1 ? 145.92,1 ? 149.76,1 ? 147.49,1.1 ? 144.24,1 ? 129.36,1 ? 106.2,0.8 ? 102.93,0.9 ? 113.6,0.9 ? 122.93,0.9 ? 136.08,1 ? 119.47,0.9 ? 16.8,0.8 ? 9,0.8 ? 8.91,0.7 ? 72.8,0.8 ? 107.2,0.9 ? 17.83,0.7 ? 9,0.8 ? 9,0.8 ? 136.08,1 ? 109.09,1.1 ? 83.88,1 ? 54.93,0.9 ? 104,0.9 ? 50.1,0.8 ? 50.7,0.8 ? 32.4,0.8 ? 12.3,0.8 ? 12.6,0.8 ? 19.73,0.9 ? 110.4,0.9 ? 91.5,0.8 ? 11.4,0.8 ? 9,0.8 ? 9,0.8 ? 9.07,0.9 ? 30.4,0.9 ? 107.4,0.8 ? 67.2,0.8 ? 51.2,0.9 ? 53.1,0.8 ? 53.07,0.9 ? 52.2,0.8 ? 104.27,0.9 ? 106.8,0.8 ? 116.27,0.9 ? 134.88,1 ? 139.2,1 ? 123.12,1 ? 112.53,0.9 ? 115.73,0.9 ? 120,0.9 ? 112.27,0.9 ? 93,0.8 ? 24.9,0.8 ? 106.93,0.9 ? 114.13,0.9 ? 103.2,0.8 ? 99.47,0.9 ? 195.84,1 ВВЕДЕННЫЕ ЗНАЧЕНИЯ :
1- 120, 2 2- 102, 1 3- 62, 1 4- 42, 1 5- 9, 1 6- 9, 1 7- 9, 1 8- 9, 1 9- 79, 1 10- 105, 1 11- 17, 1 12- 9, 1 13- 31, 1 14- 17, 1 15- 9, 1 16- 79, 1 17- 97, 1 18- 11, 1 19- 9, 1 20- 9, 1 21- 9, 1 22- 88, 1 23- 86, 1 24- 25, 1 25- 25, 1 26- 26, 1 27- 26, 1 28- 26, 1 29- 26, 1 30- 27, 1 31- 27, 1 32- 45, 1 33- 56, 1 34- 54, 1 35- 53, 1 36- 52, 1 37- 51, 1 38- 50, 1 39- 32, 1 40- 131, 0 41- 120, 2 42- 152, 1 43- 140, 1 44- 136, 1 45- 140, 1 46- 144, 1 47- 135, 1 48- 118, 1 49- 109, 1 50- 110, 1 51- 107, 1 52- 62, 1 53- 9, 1 54- 72, 1 55- 110, 1 56- 111, 1 57- 113, 1 58- 110, 1 59- 109, 1 60- 110, 1 61- 105, 1 62- 101, 1 63- 98, 1 64- 98, 1 65- 99, 1 66- 97, 1 67- 29, 1 68- 97, 1 69- 113, 1 70- 85, 1 71- 12, 1 72- 13, 1 73- 13, 1 74- 102, 1 75- 105, 1 76- 98, 1 77- 96, 1 78- 98, 1 79- 98, 1 80- 134, 2 81- 120, 2 82- 107, 1 83- 98, 1 84- 105, 1 85- 17, 1 86- 9, 1 87- 9, 1 88- 9, 1 89- 9, 1 90- 73, 1 91- 107, 1 92- 97, 1 93- 17, 1 94- 9, 1 95- 84, 1 96- 106, 1 97- 16, 1 98- 9, 1 99- 9, 1 100- 66, 1 101- 107, 1 102- 17, 1 103- 9, 1 104- 9, 1 105- 9, 1 106- 9, 1 107- 89, 1 108- 95, 1 109- 25, 1 110- 26, 1 111- 26, 1 112- 10, 1 113- 10, 1 114- 103, 1 115- 17, 1 116- 9, 1 117- 18, 1 118- 62, 1 119- 109, 1 120- 121, 2 121- 128, 2 122- 95, 1 123- 25, 1 124- 25, 1 125- 25, 1 126- 26, 1 127- 30, 1 128- 111, 1 129- 84, 1 130- 24, 1 131- 25, 1 132- 25, 1 133- 26, 1 134- 26, 1 135- 71, 1 136- 109, 1 137- 100, 1 138- 62, 1 139- 51, 1 140- 50, 1 141- 98, 1 142- 100, 1 143- 38, 1 144- 9, 1 145- 9, 1 146- 9, 1 147- 9, 1 148- 9, 1 149- 31, 1 150- 29, 1 151- 9, 1 152- 43, 1 153- 111, 1 154- 99, 1 155- 27, 1 156- 9, 1 157- 9, 1 158- 9, 1 159- 88, 1 160- 138, 2 161- 127, 2 162- 129, 1 163- 121, 1 164- 132, 1 165- 138, 1 166- 144, 1 167- 73, 1 168- 9, 1 169- 9, 1 170- 9, 1 171- 9, 1 172- 9, 1 173- 9, 1 174- 9, 1 175- 9, 1 176- 9, 1 177- 9, 1 178- 9, 1 179- 6, 1 180- 9, 1 181- 9, 1 182- 9, 1 183- 43, 1 184- 120, 1 185- 137, 1 186- 129, 1 187- 125, 1 188- 43, 1 189- 9, 1 190- 9, 1 191- 9, 1 192- 90, 1 193- 112, 1 194- 92, 1 195- 104, 1 196- 17, 1 197- 9, 1 198- 9, 1 199- 53, 1 200- 129, 2 201- 128, 2 202- 140, 1 203- 136, 1 204- 127, 1 205- 29, 1 206- 9, 1 207- 9, 1 208- 9, 1 209- 9, 1 210- 9, 1 211- 9, 1 212- 9, 1 213- 61, 1 214- 17, 1 215- 88, 1 216- 99, 1 217- 14, 1 218- 13, 1 219- 13, 1 220- 25, 1 221- 120, 1 222- 112, 1 223- 16, 1 224- 9, 1 225- 9, 1 226- 9, 1 227- 90, 1 228- 29, 1 229- 9, 1 230- 9, 1 231- 40, 1 232- 113, 1 233- 101, 1 234- 28, 1 235- 9, 1 236- 9, 1 237- 91, 1 238- 89, 1 239- 10, 1 240- 129, 2 241- 128, 2 242- 140, 1 243- 136, 1 244- 127, 1 245- 29, 1 246- 9, 1 247- 9, 1 248- 9, 1 249- 9, 1 250- 9, 1 251- 9, 1 252- 9, 1 253- 61, 1 254- 17, 1 255- 88, 1 256- 99, 1 257- 14, 1 258- 13, 1 259- 13, 1 260- 25, 1 261- 120, 1 262- 112, 1 263- 16, 1 264- 9, 1 265- 9, 1 266- 9, 1 267- 90, 1 268- 29, 1 269- 9, 1 270- 9, 1 271- 40, 1 272- 113, 1 273- 101, 1 274- 28, 1 275- 9, 1 276- 9, 1 277- 91, 1 278- 89, 1 279- 10, 1 280- 120, 2 281- 128, 2 282- 62, 1 283- 9, 1 284- 9, 1 285- 9, 1 286- 9, 1 287- 92, 1 288- 101, 1 289- 29, 1 290- 13, 1 291- 13, 1 292- 65, 1 293- 102, 1 294- 50, 1 295- 110, 1 296- 115, 1 297- 17, 1 298- 9, 1 299- 53, 1 300- 12, 1 301- 73, 1 302- 108, 1 303- 64, 1 304- 9, 1 305- 9, 1 306- 9, 1 307- 9, 1 308- 9, 1 309- 9, 1 310- 102, 1 311- 123, 1 312- 17, 1 313- 86, 1 314- 17, 1 315- 9, 1 316- 9, 1 317- 70, 1 318- 73, 1 319- 9, 1 320- 129, 2 321- 133, 2 322- 156, 1 323- 150, 1 324- 145, 1 325- 135, 1 326- 120, 1 327- 17, 1 328- 80, 1 329- 16, 1 330- 9, 1 331- 9, 1 332- 9, 1 333- 9, 1 334- 9, 1 335- 9, 1 336- 43, 1 337- 123, 1 338- 137, 1 339- 143, 1 340- 143, 1 341- 146, 1 342- 150, 1 343- 147, 1 344- 144, 1 345- 129, 1 346- 106, 1 347- 103, 1 348- 114, 1 349- 123, 1 350- 136, 1 351- 119, 1 352- 17, 1 353- 9, 1 354- 9, 1 355- 73, 1 356- 107, 1 357- 18, 1 358- 9, 1 359- 9, 1 360- 136, 1 361- 109, 1 362- 84, 1 363- 55, 1 364- 104, 1 365- 50, 1 366- 51, 1 367- 32, 1 368- 12, 1 369- 13, 1 370- 20, 1 371- 110, 1 372- 92, 1 373- 11, 1 374- 9, 1 375- 9, 1 376- 9, 1 377- 30, 1 378- 107, 1 379- 67, 1 380- 51, 1 381- 53, 1 382- 53, 1 383- 52, 1 384- 104, 1 385- 107, 1 386- 116, 1 387- 135, 1 388- 139, 1 389- 123, 1 390- 113, 1 391- 116, 1 392- 120, 1 393- 112, 1 394- 93, 1 395- 25, 1 396- 107, 1 397- 114, 1 398- 103, 1 399- 99, 1 400- 196, 1 ВВЕДИТЕ НОМЕР ПАРЫ ПРОПУЩЕННОГО ЭЛЕМЕНТА 0 - ЕСЛИ НЕТ ПРОПУСКА 0 ВВЕДИТЕ НОМЕР ОШИБОЧНОЙ ПАРЫ 0 -ЕСЛИ НЕТ ОШИБКИ 0 СОВОКУПНОСТЬ ПОПАРНЫХ ЗНАЧЕНИЙ ТОКА И ВРЕМЕНИ ХОДА ПО ЭЛЕМЕНТАМ ПУТИ ДЛЯ 3 -ГО ТИПА ПОЕЗДА ? 240,0.9 ? 251.52,1 ? 34.8,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18.17,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 18.13,0.9 ? 18.13,0.9 ? 158.93,0.9 ? 214.13,0.9 ? 165,0.8 ? 49.2,0.8 ? 51.2,0.9 ? 227.47,0.9 ? 230.4,0.9 ? 198.9,0.8 ? 54.3,0.8 ? 18,0.8 ? 19.2,0.9 ? 204,0.9 ? 213.07,0.9 ? 122.7,0.8 ? 18,0.8 ? 18.13,0.9 ? 179.47,0.9 ? 211.5,0.8 ? 190.46,1.4 ? 288,1 ? 330.98,1.1 ? 288.72,1 ? 244.56,1 ? 34.2,0.8 ? 18,0.8 ? 188,0.9 ? 285.6,1 ? 268.08,1 ? 35.7,0.8 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18.13,0.9 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 216.72,1 ? 304.58,1.1 ? 306.48,1 ? 316.14,1.1 ? 301.31,1.1 ? 140.53,0.9 ? 177.6,0.9 ? 210.67,0.9 ? 34.63,0.7 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18.08,1.5 ? 275.76,1 ? 218.18,1.1 ? 264.24,1 ? 63.3,0.8 ? 18.13,0.9 ? 207.36,1 ? 264.48,1 ? 86.13,0.9 ? 173.33,0.9 ? 209.4,0.8 ? 32.7,0.8 ? 18.17,0. ? 18.17,0.7 ? 135.47,0.9 ? 196.5,0.8 ? 194.1,0.8 ? 123,0.8 ? 171.3,0.8 ? 198.93,0.9 ? 55.2,0.8 ? 18.9,0.8 ? 148.2,0.8 ? 235.92,1 ? 209.4,0.8 ? 196.8,0.8 ? 33.3,0.8 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18.13,0.9 ? 18,0.8 ? 60.8,0.9 ? 220.27,0.9 ? 197.4,0.8 ? 36.9,0.8 ? 25.07,0.9 ? 28.8,0.9 ? 221.33,0.9 ? 213,0.8 ? 199.47,0.9 ? 147.75,1.6 ? 229.44,1 ? 216,1 ? 129.36,1 ? 175.47,0.9 ? 235.73,0.9 ? 248.53,0.9 ? 84,0.9 ? 18.13,0.9 ? 18.13,0.9 ? 174.93,0.9 ? 223.2,0.8 ? 205.87,0.9 ? 111.3,0.8 ? 22.8,0.8 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 57.9,0.8 ? 198.3,0.8 ? 195.9,0.8 ? 207.2,0.9 ? 232.53,0.9 ? 242.13,0.9 ? 218.67,0.9 ? 201.9,0.8 ? 208.53,0.9 ? 224.4,0.8 ? 246.48,1 ? 285.12,1 ? 303.93,1.1 ? 306.72,1 ? 314.4,1.1 ? 283.92,1 ? 234.93,0.9 ? 203.73,0.9 ? 207.3,0.8 ? 222.67,0.9 ? 218.93,0.9 ? 154.05,1.6 ? 203.82,1.3 ? 240,1.2 ? 322.91,1.1 ? 233.87,0.9 ? 122.7,0.8 ? 136.53,0.9 ? 166.8,0.8 ? 24.9,0.8 ? 24.9,0.8 ? 25.07,0.9 ? 25.2,0.8 ? 199.2,0.9 ? 233.07,0.9 ? 33.6,0.9 ? 18,0.8 ? 166.93,0.9 ? 212.7,0.8 ? 212.8,0.9 ? 207.6,0.8 ? 33,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 109.33,0.9 ? 221.33,0.9 ? 32.53,0.9 ? 106.5,0.8 ? 188.1,0.8 ? 49.2,0.8 ? 196,0.9 ? 203.7,0.8 ? 78.9,0.8 ? 178.2,0.8 ? 244.08,1 ? 264.72,1 ? 250.4,0.9 ? 58.13,0.9 ? 18,0.8 ? 18,0.8 ? 18.08,1.5 ? 104.23,1.4 ? 144,1.5 ? 298.47,1.1 ? 311.28,1 ? 286.91,1.1 ? 94.8,0.8 ? 18.13,0.9 ? 18,0.8 ? 18.13,0.9 ? 18.17,0.7 ? 152.27,0.9 ? 264.72,1 ? 270.24,1 ? 92.7,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 57.9,0.8 ? 210.93,0.9 ? 230.93,0.9 ? 262.08,1 ? 293.76,1 ? 317.24,1.1 ? 324.44,1.1 ? 320.07,1.1 ? 318.72,1 ? 289.09,1.1 ? 249.33,0.9 ? 243.12,1 ? 258.67,0.9 ? 279.84,1 ? 288.87,1.1 ? 265.6,0.9 ? 59.2,0.9 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,1.6 ? 250.9,1.1 ? 240,1.1 ? 263.76,1 ? 206.1,0.8 ? 201,0.8 ? 201.07,0.9 ? 98.1,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 190.4,0.9 ? 223.73,0.9 ? 144.3,0.8 ? 18,0.8 ? 23.73,0.9 ? 234.24,1 ? 225.87,0.9 ? 170.1,0.8 ? 18.9,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 18,0.8 ? 18.13,0.9 ? 18.13,0.9 ? 100.56,1 ? 216.3,0.8 ? 184.8,0.8 ? 100.2,0.8 ? 103.47,0.9 ? 105.3,0.8 ? 103.73,0.9 ? 101.4,0.8 ? 100.5,0.8 ? 101.1,0.8 ? 102.6,0.8 ? 104.53,0.9 ? 104.4,0.8 ? 105.88,1.7 ? 229.44,1 ? 216,1 ? 264.96,1 ? 217.87,0.9 ? 199.5,0.8 ? 193.5,0.8 ? 76.8,0.8 ? 18,0.8 ? 165.33,0.9 ? 211.2,0.8 ? 144.9,0.8 ? 24.9,0.9 ? 25.07,0.9 ? 25.6,0.9 ? 153.87,0.9 ? 210.93,0.9 ? 203.7,0.8 ? 200.7,0.8 ? 200.8,0.9 ? 33.9,0.8 ? 18,0.8 ? 18,0.8 ? 159.3,0.8 ? 221.07,0.9 ? 208,0.9 ? 34.97,0.7 ? 18,0.8 ? 129,0.8 ? 132.53,0.9 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 18,0.8 ? 193.2,1 ? 250.67,0.9 ? 242.4,0.9 ? 58.67,0.9 ? 18,0.8 ? 18,0.8 ? 18,1.6 ? 229.44,1 ? 216,1 ? 162.48,1 ? 18.13,0.9 ? 18,0.8 ? 18.13,0 ? 18.13,0.9 ? 85.07,0.9 ? 213.33,0.9 ? 181.2,0.8 ? 100.5,0.8 ? 93.3,0.8 ? 18.9,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 35.1,0.8 ? 113.1,0.8 ? 111.6,0.8 ? 23.4,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18.08,1.5 ? 239.6,1.2 ? 240,1.1 ? 286.08,1 ? 224.8,0.9 ? 203.4,0.8 ? 157.2,0.8 ? 86.7,0.8 ? 49.8,0.8 ? 51.47,0.9 ? 60.53,0.9 ? 223.2,0.9 ? 198.9,0.8 ? 111,0.8 ? 102.93,0.9 ? 105.9,0.8 ? 107.2,0.9 ? 106.8,0.8 ? 106.4,0.9 ? 106.2,0.8 ? 105.87,0.9 ? 106.8,0.8 ? 109.6,0.9 ? 112,0.9 ? 113.87,0.9 ? 112.27,0.9 ? 110.4,0.8 ? 221.07,0.9 ? 204.53,0.9 ? 36.9,0.8 ? 171.6,0.8 ? 166.2,0.8 ? 18.9,0.8 ? 18.13,0.9 ? 18.13,0.9 ? 181.6,0.9 ? 222.13,0.9 ? 215.4,0.8 ? 168.6,0.8 ? 18.67,0.9 ? 18.07,1.7 ? 252.8,1.8
ВВЕДЕННЫЕ ЗНАЧЕНИЯ: 1- 240, 1 2- 252, 1 3- 35, 1 4- 18, 1 5- 18, 1 6- 18, 1 7- 18, 1 8- 18, 1 9- 18, 1 10- 18, 1 11- 18, 1 12- 18, 1 13- 18, 1 14- 18, 1 15- 18, 1 16- 18, 1 17- 18, 1 18- 18, 1 19- 18, 1 20- 18, 1 21- 18, 1 22- 159, 1 23- 214, 1 24- 165, 1 25- 49, 1 26- 51, 1 27- 227, 1 28- 230, 1 29- 199, 1 30- 54, 1 31- 18, 1 32- 19, 1 33- 204, 1 34- 213, 1 35- 123, 1 36- 18, 1 37- 18, 1 38- 179, 1 39- 212, 1 40- 190, 1 41- 288, 1 42- 331, 1 43- 289, 1 44- 245, 1 45- 34, 1 46- 18, 1 47- 188, 1 48- 286, 1 49- 268, 1 50- 36, 1 51- 18, 1 52- 18, 1 53- 18, 1 54- 18, 1 55- 18, 1 56- 18, 1 57- 18, 1 58- 18, 1 59- 18, 1 60- 18, 1 61- 18, 1 62- 18, 1 63- 18, 1 64- 18, 1 65- 18, 1 66- 18, 1 67- 217, 1 68- 305, 1 69- 306, 1 70- 316, 1 71- 301, 1 72- 141, 1 73- 178, 1 74- 211, 1 75- 35, 1 76- 18, 1 77- 18, 1 78- 18, 1 79- 18, 2 80- 276, 1 81- 218, 1 82- 264, 1 83- 63, 1 84- 18, 1 85- 207, 1 86- 264, 1 87- 86, 1 88- 173, 1 89- 209, 1 90- 33, 1 91- 18, 0 92- 18, 1 93- 135, 1 94- 197, 1 95- 194, 1 96- 123, 1 97- 171, 1 98- 199, 1 99- 55, 1 100- 19, 1 101- 148, 1 102- 236, 1 103- 209, 1 104- 197, 1 105- 33, 1 106- 18, 1 107- 18, 1 108- 18, 1 109- 18, 1 110- 18, 1 111- 61, 1 112- 220, 1 113- 197, 1 114- 37, 1 115- 25, 1 116- 29, 1 117- 221, 1 118- 213, 1 119- 199, 1 120- 148, 2 121- 229, 1 122- 216, 1 123- 129, 1 124- 175, 1 125- 236, 1 126- 249, 1 127- 84, 1 128- 18, 1 129- 18, 1 130- 175, 1 131- 223, 1 132- 206, 1 133- 111, 1 134- 23, 1 135- 18, 1 136- 18, 1 137- 18, 1 138- 18, 1 139- 58, 1 140- 198, 1 141- 196, 1 142- 207, 1 143- 233, 1 144- 242, 1 145- 219, 1 146- 202, 1 147- 209, 1 148- 224, 1 149- 246, 1 150- 285, 1 151- 304, 1 152- 307, 1 153- 314, 1 154- 284, 1 155- 235, 1 156- 204, 1 157- 207, 1 158- 223, 1 159- 219, 1 160- 154, 2 161- 204, 1 162- 240, 1 163- 323, 1 164- 234, 1 165- 123, 1 166- 137, 1 167- 167, 1 168- 25, 1 169- 25, 1 170- 25, 1 171- 25, 1 172- 199, 1 173- 233, 1 174- 34, 1 175- 18, 1 176- 167, 1 177- 213, 1 178- 213, 1 179- 208, 1 180- 33, 1 181- 18, 1 182- 18, 1 183- 18, 1 184- 109, 1 185- 221, 1 186- 33, 1 187- 107, 1 188- 188, 1 189- 49, 1 190- 196, 1 191- 204, 1 192- 79, 1 193- 178, 1 194- 244, 1 195- 265, 1 196- 250, 1 197- 58, 1 198- 18, 1 199- 18, 1 200- 18, 2 201- 104, 1 202- 144, 2 203- 298, 1 204- 311, 1 205- 287, 1 206- 95, 1 207- 18, 1 208- 18, 1 209- 18, 1 210- 18, 1 211- 152, 1 212- 265, 1 213- 270, 1 214- 93, 1 215- 18, 1 216- 18, 1 217- 18, 1 218- 18, 1 219- 58, 1 220- 211, 1 221- 231, 1 222- 262, 1 223- 294, 1 224- 317, 1 225- 324, 1 226- 320, 1 227- 319, 1 228- 289, 1 229- 249, 1 230- 243, 1 231- 259, 1 232- 280, 1 233- 289, 1 234- 266, 1 235- 59, 1 236- 18, 1 237- 18, 1 238- 18, 1 239- 18, 1 240- 18, 2 241- 251, 1 242- 240, 1 243- 264, 1 244- 206, 1 245- 201, 1 246- 201, 1 247- 98, 1 248- 18, 1 249- 18, 1 250- 18, 1 251- 190, 1 252- 224, 1 253- 144, 1 254- 18, 1 255- 24, 1 256- 234, 1 257- 226, 1 258- 170, 1 259- 19, 1 260- 18, 1 261- 18, 1 262- 18, 1 263- 18, 1 264- 18, 1 265- 18, 1 266- 101, 1 267- 216, 1 268- 185, 1 269- 100, 1 270- 103, 1 271- 105, 1 272- 104, 1 273- 101, 1 274- 101, 1 275- 101, 1 276- 103, 1 277- 105, 1 278- 104, 1 279- 106, 2 280- 229, 1 281- 216, 1 282- 265, 1 283- 218, 1 284- 200, 1 285- 194, 1 286- 77, 1 287- 18, 1 288- 165, 1 289- 211, 1 290- 145, 1 291- 25, 1 292- 25, 1 293- 26, 1 294- 154, 1 295- 211, 1 296- 204, 1 297- 201, 1 298- 201, 1 299- 34, 1 300- 18, 1 301- 18, 1 302- 159, 1 303- 221, 1 304- 208, 1 305- 35, 1 306- 18, 1 307- 129, 1 308- 133, 1 309- 18, 1 310- 18, 1 311- 18, 1 312- 18, 1 313- 193, 1 314- 251, 1 315- 242, 1 316- 59, 1 317- 18, 1 318- 18, 1 319- 18, 2 320- 229, 1 321- 216, 1 322- 162, 1 323- 18, 1 324- 18, 1 325- 18, 0 326- 18, 1 327- 85, 1 328- 213, 1 329- 181, 1 330- 101, 1 331- 93, 1 332- 19, 1 333- 18, 1 334- 18, 1 335- 18, 1 336- 18, 1 337- 18, 1 338- 18, 1 339- 18, 1 340- 18, 1 341- 18, 1 342- 18, 1 343- 18, 1 344- 18, 1 345- 18, 1 346- 18, 1 347- 35, 1 348- 113, 1 349- 112, 1 350- 23, 1 351- 18, 1 352- 18, 1 353- 18, 1 354- 18, 1 355- 18, 1 356- 18, 1 357- 18, 1 358- 18, 1 359- 18, 2 360- 240, 1 361- 240, 1 362- 286, 1 363- 225, 1 364- 203, 1 365- 157, 1 366- 87, 1 367- 50, 1 368- 51, 1 369- 61, 1 370- 223, 1 371- 199, 1 372- 111, 1 373- 103, 1 374- 106, 1 375- 107, 1 376- 107, 1 377- 106, 1 378- 106, 1 379- 106, 1 380- 107, 1 381- 110, 1 382- 112, 1 383- 114, 1 384- 112, 1 385- 110, 1 386- 221, 1 387- 205, 1 388- 37, 1 389- 172, 1 390- 166, 1 391- 19, 1 392- 18, 1 393- 18, 1 394- 182, 1 395- 222, 1 396- 215, 1 397- 169, 1 398- 19, 1 399- 18, 2 400- 253, 2 ВВЕДИТЕ НОМЕР ПАРЫ ПРОПУЩЕННОГО ЭЛЕМЕНТА 0 - ЕСЛИ НЕТ ПРОПУСКА 0 ВВЕДИТЕ НОМЕР ОШИБОЧНОЙ ПАРЫ 0 -ЕСЛИ НЕТ ОШИБКИ 0 СОВОКУПНОСТЬ ПОПАРНЫХ ЗНАЧЕНИЙ ТОКА И ВРЕМЕНИ ХОДА ПО ЭЛЕМЕНТАМ ПУТИ ДЛЯ 4 -ГО ТИПА ПОЕЗДА ? 240,1.8 ? 220.8,0.9 ? 203.1,0.8 ? 121.2,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 134.13,0.9 ? 218.93,0.9 ? 33.9,0.8 ? 18.13,0.9 ? 111.47,0.9 ? 33.6,0.9 ? 18.13,0.9 ? 157.87,0.9 ? 209.87,0.9 ? 76.2,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 132.53,0.9 ? 211.2,0.9 ? 146.1,0.8 ? 49.5,0.8 ? 50.4,0.9 ? 51,0.8 ? 51.47,0.9 ? 52.2,0.8 ? 53.6,0.9 ? 54.4,0.9 ? 171.73,0.9 ? 190.93,0.9 ? 49.5,0.8 ? 51,0.8 ? 51.73,0.9 ? 52.8,0.9 ? 53.6,0.9 ? 54.4,0.9 ? 240.41,2.3 ? 240,2.2 ? 358.4,1.2 ? 317.67,1.1 ? 303.93,1.1 ? 313.92,1 ? 322.91,1.1 ? 296.95,1.1 ? 257.6,0.9 ? 237.36,1 ? 240.27,0.9 ? 233.87,0.9 ? 209.1,0.8 ? 33,0.8 ? 145.87,0.9 ? 229.6,0.9 ? 235.47,0.9 ? 243.73,0.9 ? 239.04,1 ? 236.27,0.9 ? 239.73,0.9 ? 229.07,0.9 ? 218.67,0.9 ? 213.3,0.8 ? 213.07,0.9 ? 216.8,0.9 ? 212.1,0.8 ? 199.2,0.9 ? 207,0.8 ? 222.4,0.9 ? 203.1,0.8 ? 36.9,0.8 ? 25.07,0.9 ? 28.8,0.9 ? 221.87,0.9 ? 218.93,0.9 ? 206.7,0.8 ? 204.6,0.8 ? 210.4,0.9 ? 210.9,0.8 ? 247.73,1.8 ? 253.33,1.8 ? 234.4,0.9 ? 213.33,0.9 ? 232.8,0.9 ? 84.8,0.9 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 188,0.9 ? 219.2,0.9 ? 202.2,0.8 ? 33.3,0.8 ? 18.13,0.9 ? 180,0.9 ? 226.4,0.9 ? 34.2,0.8 ? 18,0.8 ? 18,0.8 ? 167.47,0.9 ? 226.67,0.9 ? 35.1,0.8 ? 18.13,0.9 ? 18.13,03 ? 18.13,0.9 ? 61.07,0.9 ? 225.33,0.9 ? 201,0.8 ? 55.5,0.8 ? 51.73,0.9 ? 53.33,0.9 ? 18.93,0.9 ? 18,0.8 ? 190.56,1 ? 33.33,0.9 ? 18.93,0.9 ? 117.07,0.9 ? 119.4,0.8 ? 217.87,0.9 ? 265.2,1.6 ? 240,1.7 ? 216.3,0.8 ? 175.2,0.9 ? 55.2,0.8 ? 49.5,0.8 ? 51,0.8 ? 52.8,0.9 ? 197.33,0.9 ? 206.67,0.9 ? 98.1,0.8 ? 18,0.8 ? 18,0.8 ? 18.93,0.9 ? 197.87,0.9 ? 209.33,0.9 ? 203.4,0.8 ? 197.1,0.8 ? 192.6,0.8 ? 90.6,0.8 ? 49.6,0.9 ? 197.1,0.8 ? 213.87,0.9 ? 186.9,0.8 ? 22.5,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 23.73,0.9 ? 28.27,0.9 ? 18.13,0.9 ? 169.68,1 ? 222.9,0.8 ? 205.33,0.9 ? 120.9,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 108.53,0.9 ? 272.74,1.95 ? 246.15,1.95 ? 293.04,1 ? 271.92,1 ? 299.56,1 ? 311.76,1 ? 324.22,1.1 ? 191.52,1 ? 18.13,0.9 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 86.1,0.8 ? 249.6,0.9 ? 298.69,1.1 ? 284.88,1 ? 274.8,1 ? 144.53,0.9 ? 18.13,0.9 ? 18.17,0.7 ? 18,0.8 ? 194.88,1 ? 240.8,0.9 ? 210.6,0.8 ? 22.67,0.9 ? 59.2,0.9 ? 18,0.8 ? 18,0.8 ? 150.67,0.9 ? 260.7,1.6 ? 282.35,1.7 ? 312.22,1.1 ? 302.4,1 ? 280.32,1 ? 111.47,0.9 ? 18.13,0.9 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18.13,0.9 ? 18.13,0.9 ? 18.13,0.9 ? 134.93,0.9 ? 33.33,0.9 ? 181.33,0.9 ? 222.3,0.8 ? 151.47,0.9 ? 49.8,0.8 ? 50.7,0.8 ? 51.2,0.9 ? 218.4,0.9 ? 224.8,0.9 ? 33.9,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 189.6,0.9 ? 84.8,0.9 ? 18,0.9 ? 18.13,0.9 ? 88.27,0.9 ? 234.93,0.9 ? 211.2,0.9 ? 195,0.8 ? 32.7,0.8 ? 18,0.8 ? 61.87,0.9 ? 220,0.9 ? 33,0.8 ? 223.5,1.6 ? 282.35,1.7 ? 33.87,0.8 ? 18.13,0.9 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 18,0.8 ? 18.13,0.9 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 130.2,0.8 ? 204.53,0.9 ? 199.5,0.8 ? 209.1,0.8 ? 217.07,0.9 ? 203.7,0.8 ? 111.3,0.8 ? 22.13,0.9 ? 18,0.8 ? 18,0.8 ? 176.8,0.9 ? 224.53,0.9 ? 34.8,0.8 ? 18,0.8 ? 18,0.8 ? 82.5,0.8 ? 211.2,0.8 ? 216.9,1.6 ? 282.35,1.7 ? 204.3,0.8 ? 36.9,0.8 ? 24.9,0.8 ? 25.07,0.9 ? 25.33,0.9 ? 133.6,0.9 ? 216,0.8 ? 169.6,0.8 ? 49.5,0.8 ? 50.7,0.8 ? 52.27,0.9 ? 53.6,0.9 ? 201.6,0.9 ? 252.24,1 ? 265.07,0.9 ? 59.47,0.9 ? 102,1 ? 214.8,0.8 ? 33,0.8 ? 163.47,0.9 ? 238.4,0.9 ? 205.3,0.9 ? 33,0.8 ? 18,0.8 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 18,0.8 ? 52,1 ? 209.52,1 ? 258.24,1 ? 33.87,0.9 ? 181.07,0.9 ? 63,0.8 ? 18,0.8 ? 18,0.8 ? 164.8,0.9 ? 190.8,0.8 ? 49.87,0.9 ? 274.47,2.2 ? 218.18,2.2 ? 365.2,1.2 ? 345.82,1.1 ? 323.78,1.1 ? 298.25,1.1 ? 264,0.9 ? 58.4,0.9 ? 175.2,0.9 ? 33.33,0.9 ? 18,0.8 ? 18.7,0.7 ? 18,0.8 ? 18.17,0.7 ? 18,0.8 ? 18,0.8 ? 18.13,0.9 ? 224.4,1 ? 312.87,1.1 ? 322.91,1.1 ? 319.64,1.1 ? 326.84,1.1 ? 335.56,1.1 ? 329.45,1.1 ? 321.38,1. ? 285.84,1 ? 228,0.9 ? 220.53,0.9 ? 247.2,0.9 ? 273.84,1 ? 306.33,1.1 ? 260.16,1 ? 34.5,0.8 ? 18.17,0.7 ? 18,0.8 ? 126.13,0.9 ? 223.2,0.9 ? 34.2,0.8 ? 18.17,0.7 ? 18,0.8 ? 262,1.2 ? 200,1.2 ? 243.12,1 ? 100.27,0.9 ? 194.13,0.9 ? 179.7,0.8 ? 149.33,0.9 ? 22.2,0.8 ? 22.2,0.8 ? 22.5,0.8 ? 96,1 ? 220.8,0.8 ? 200.8,0.9 ? 34.97,0.7 ? 18,0.8 ? 18.13,0.9 ? 18.13,0.9 ? 155.47,0.9 ? 206.7,0.8 ? 145.2,0.8 ? 102.93,0.9 ? 107.7,0.8 ? 108.8,0.9 ? 108,0.9 ? 219.3,0.8 ? 228.27,0.9 ? 256.08,1 ? 303.12,1 ? 311.13,1.1 ? 271.44,1 ? 246.4,0.9 ? 255.84,1 ? 266.4,1 ? 247.47,0.9 ? 213.33,0.9 ? 198.9,0.8 ? 213.33,0.9 ? 228.8,0.9 ? 213.3,0.8 ? 209.6,0.9 ВВЕДЕННЫЕ ЗНАЧЕНИЯ : 1- 240, 2 2- 221, 1 3- 203, 1 4- 121, 1 5- 18, 1 6- 18, 1 7- 18, 1 8- 18, 1 9- 134, 1 10- 219, 1 11- 34, 1 12- 18, 1 13- 111, 1 14- 34, 1 15- 18, 1 16- 158, 1 17- 210, 1 18- 76, 1 19- 18, 1 20- 18, 1 21- 18, 1 22- 133, 1 23- 211, 1 24- 146, 1 25- 50, 1 26- 50, 1 27- 51, 1 28- 51, 1 29- 52, 1 30- 54, 1 31- 54, 1 32- 172, 1 33- 191, 1 34- 50, 1 35- 51, 1 36- 52, 1 37- 53, 1 38- 54, 1 39- 54, 1 40- 240, 2 41- 240, 2 42- 358, 1 43- 318, 1 44- 304, 1 45- 314, 1 46- 323, 1 47- 297, 1 48- 258, 1 49- 237, 1 50- 240, 1 51- 234, 1 52- 209, 1 53- 33, 1 54- 146, 1 55- 230, 1 56- 235, 1 57- 244, 1 58- 239, 1 59- 236, 1 60- 240, 1 61- 229, 1 62- 219, 1 63- 213, 1 64- 213, 1 65- 217, 1 66- 212, 1 67- 199, 1 68- 207, 1 69- 222, 1 70- 203, 1 71- 37, 1 72- 25, 1 73- 29, 1 74- 222, 1 75- 219, 1 76- 207, 1 77- 205, 1 78- 210, 1 79- 211, 1 80- 248, 2 81- 253, 2 82- 234, 1 83- 213, 1 84- 233, 1 85- 85, 1 86- 18, 1 87- 18, 1 88- 18, 1 89- 18, 1 90- 188, 1 91- 219, 1 92- 202, 1 93- 33, 1 94- 18, 1 95- 180, 1 96- 226, 1 97- 34, 1 98- 18, 1 99- 18, 1 100- 167, 1 101- 227, 1 102- 35, 1 103- 18, 1 104- 18, 3 105- 18, 1 106- 61, 1 107- 225, 1 108- 201, 1 109- 56, 1 110- 52, 1 111- 53, 1 112- 19, 1 113- 18, 1 114- 191, 1 115- 33, 1 116- 19, 1 117- 117, 1 118- 119, 1 119- 218, 1 120- 265, 2 121- 240, 2 122- 216, 1 123- 175, 1 124- 55, 1 125- 50, 1 126- 51, 1 127- 53, 1 128- 197, 1 129- 207, 1 130- 98, 1 131- 18, 1 132- 18, 1 133- 19, 1 134- 198, 1 135- 209, 1 136- 203, 1 137- 197, 1 138- 193, 1 139- 91, 1 140- 50, 1 141- 197, 1 142- 214, 1 143- 187, 1 144- 23, 1 145- 18, 1 146- 18, 1 147- 18, 1 148- 18, 1 149- 24, 1 150- 28, 1 151- 18, 1 152- 170, 1 153- 223, 1 154- 205, 1 155- 121, 1 156- 18, 1 157- 18, 1 158- 18, 1 159- 109, 1 160- 273, 2 161- 246, 2 162- 293, 1 163- 272, 1 164- 300, 1 165- 312, 1 166- 324, 1 167- 192, 1 168- 18, 1 169- 18, 1 170- 18, 1 171- 18, 1 172- 18, 1 173- 18, 1 174- 18, 1 175- 18, 1 176- 18, 1 177- 18, 1 178- 18, 1 179- 18, 1 180- 18, 1 181- 18, 1 182- 18, 1 183- 86, 1 184- 250, 1 185- 299, 1 186- 285, 1 187- 275, 1 188- 145, 1 189- 18, 1 190- 18, 1 191- 18, 1 192- 195, 1 193- 241, 1 194- 211, 1 195- 23, 1 196- 59, 1 197- 18, 1 198- 18, 1 199- 151, 1 200- 261, 2 201- 282, 2 202- 312, 1 203- 302, 1 204- 280, 1 205- 111, 1 206- 18, 1 207- 18, 1 208- 18, 1 209- 18, 1 210- 18, 1 211- 18, 1 212- 18, 1 213- 135, 1 214- 33, 1 215- 181, 1 216- 222, 1 217- 151, 1 218- 50, 1 219- 51, 1 220- 51, 1 221- 218, 1 222- 225, 1 223- 34, 1 224- 18, 1 225- 18, 1 226- 18, 1 227- 190, 1 228- 85, 1 229- 18, 1 230- 18, 1 231- 88, 1 232- 235, 1 233- 211, 1 234- 195, 1 235- 33, 1 236- 18, 1 237- 62, 1 238- 220, 1 239- 33, 1 240- 224, 2 241- 282, 2 242- 34, 1 243- 18, 1 244- 18, 1 245- 18, 1 246- 18, 1 247- 18, 1 248- 18, 1 249- 18, 1 250- 18, 1 251- 18, 1 252- 18, 1 253- 18, 1 254- 18, 1 255- 18, 1 256- 18, 1 257- 18, 1 258- 18, 1 259- 18, 1 260- 18, 1 261- 18, 1 262- 18, 1 263- 130, 1 264- 205, 1 265- 200, 1 266- 209, 1 267- 217, 1 268- 204, 1 269- 111, 1 270- 22, 1 271- 18, 1 272- 18, 1 273- 177, 1 274- 225, 1 275- 35, 1 276- 18, 1 277- 18, 1 278- 83, 1 279- 211, 1 280- 217, 2 281- 282, 2 282- 204, 1 283- 37, 1 284- 25, 1 285- 25, 1 286- 25, 1 287- 134, 1 288- 216, 1 289- 170, 1 290- 50, 1 291- 51, 1 292- 52, 1 293- 54, 1 294- 202, 1 295- 252, 1 296- 265, 1 297- 59, 1 298- 102, 1 299- 215, 1 300- 33, 1 301- 163, 1 302- 238, 1 303- 205, 1 304- 33, 1 305- 18, 1 306- 18, 1 307- 18, 1 308- 18, 1 309- 18, 1 310- 52, 1 311- 210, 1 312- 258, 1 313- 34, 1 314- 181, 1 315- 63, 1 316- 18, 1 317- 18, 1 318- 165, 1 319- 191, 1 320- 50, 1 321- 274, 2 322- 218, 2 323- 365, 1 324- 346, 1 325- 324, 1 326- 298, 1 327- 264, 1 328- 58, 1 329- 175, 1 330- 33, 1 331- 18, 1 332- 19, 1 333- 18, 1 334- 18, 1 335- 18, 1 336- 18, 1 337- 18, 1 338- 224, 1 339- 313, 1 340- 323, 1 341- 320, 1 342- 327, 1 343- 336, 1 344- 329, 1 345- 321, 1 346- 286, 1 347- 228, 1 348- 221, 1 349- 247, 1 350- 274, 1 351- 306, 1 352- 260, 1 353- 35, 1 354- 18, 1 355- 18, 1 356- 126, 1 357- 223, 1 358- 34, 1 359- 18, 1 360- 18, 1 361- 262, 1 362- 200, 1 363- 243, 1 364- 100, 1 365- 194, 1 366- 180, 1 367- 149, 1 368- 22, 1 369- 22, 1 370- 23, 1 371- 96, 1 372- 221, 1 373- 201, 1 374- 35, 1 375- 18, 1 376- 18, 1 377- 18, 1 378- 155, 1 379- 207, 1 380- 145, 1 381- 103, 1 382- 108, 1 383- 109, 1 384- 108, 1 385- 219, 1 386- 228, 1 387- 256, 1 388- 303, 1 389- 311, 1 390- 271, 1 391- 246, 1 392- 256, 1 393- 266, 1 394- 247, 1 395- 213, 1 396- 199, 1 397- 213, 1 398- 229, 1 399- 213, 1 400- 210, 1 ВВЕДИТЕ НОМЕР ПАРЫ ПРОПУЩЕННОГО ЭЛЕМЕНТА 0 - ЕСЛИ НЕТ ПРОПУСКА 0 ВВЕДИТЕ НОМЕР ОШИБОЧНОЙ ПАРЫ 0 -ЕСЛИ НЕТ ОШИБКИ 0 СОВОКУПНОСТЬ ПОПАРНЫХ ЗНАЧЕНИЙ ТОКА И ВРЕМЕНИ ХОДА ПО ЭЛЕМЕНТАМ ПУТИ ДЛЯ 5 -ГО ТИПА ПОЕЗДА ? 457.6,0.9 ? 371.04,1 ? 51.9,0.8 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 26.93,0.9 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 26.93,0.9 ? 27,0.8 ? 26.93,0.9 ? 26.93,0.9 ? 238.4,0.9 ? 322.13,0.9 ? 275.1,0.8 ? 73.8,0.8 ? 76.53,0.9 ? 339.47,0.9 ? 345.87,0.9 ? 299.4,0.8 ? 81.6,0.8 ? 27,0.8 ? 28.53,0.9 ? 307.47,0.9 ? 321.6,0.9 ? 217.5,0.8 ? 27,0.8 ? 26.93,0.9 ? 266.67,0.9 ? 316.2,0.8 ? 489.6,1.2 ? 200,1.2 ? 506.84,1.1 ? 437.89,1.1 ? 374.67,0.9 ? 51.6,0.8 ? 27,0.8 ? 300.48,1 ? 442.08,1 ? 409.44,1 ? 50.67,0.9 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 322.8,1 ? 457.96,1.1 ? 463.44,1 ? 479.13,1.1 ? 456.65,1.1 ? 212.53,0.9 ? 268.27,0.9 ? 318.67,0.9 ? 49.2,0.8 ? 27.09,0.7 ? 27,0.8 ? 27.09,0.7 ? 27,1.6 ? 294.96,1 ? 436.36,1.1 ? 401.52,1 ? 87.73,0.9 ? 27,0.8 ? 308.88,1 ? 397.2,1 ? 129.6,0.9 ? 261.07,0.9 ? 316.2,0.8 ? 49.2,0.8 ? 27,0.8 ? 193.5,0.8 ? 293.5,0.8 ? 294.6,0.8 ? 197.33,0.9 ? 356.8,0.8 ? 300.3,0.8 ? 135.9,0.8 ? 28.2,0.8 ? 167.4,0.8 ? 333.07,0.9 ? 305.1,0.8 ? 290.4,0.8 ? 47.2,0.9 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 26.93,0.9 ? 163.2,0.9 ? 321.33,0.9 ? 274.8,0.8 ? 41.4,0.8 ? 37.5,0.8 ? 38.13,0.9 ? 308.27,0.9 ? 323.73,0.9 ? 301.2,0.8 ? 224.4,1.6 ? 423.93,1.1 ? 240,1 ? 195.73,0.9 ? 264.27,0.9 ? 356,0.9 ? 376.32,1 ? 127.2,0.9 ? 26.93,0.9 ? 27,0.8 ? 264.27,0.9 ? 337.07,0.9 ? 310.67,0.9 ? 200.7,0.8 ? 34.2,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 55.89,0.7 ? 168.27,0.9 ? 314.4,0.8 ? 327.73,0.9 ? 3636.2,0.9 ? 372.24,1 ? 333.07,0.9 ? 306.6,0.8 ? 316.53,0.9 ? 341.6,0.9 ? 373.33,0.9 ? 431.04,1 ? 460.58,1.1 ? 465.82,1.1 ? 477.12,1 ? 426.54,1.1 ? 353.8,0.9 ? 308.4,0.8 ? 318.13,0.9 ? 343.2,0.9 ? 335.2,0.9 ? 249.9,1.6 ? 261.78,1.3 ? 400,1.2 ? 494.4,1.1 ? 356,0.9 ? 197.07,0.9 ? 191.1,0.8 ? 249.3,0.8 ? 37.2,0.8 ? 37.5,0.8 ? 37.6,0.9 ? 37.8,0.8 ? 299.2,0.9 ? 350.88,1 ? 53.4,0.8 ? 536,0.9 ? 246.9,0.8 ? 325.33,0.9 ? 323.47,0.9 ? 315,0.8 ? 49.8,0.8 ? 27,0.8 ? 27,0.8 ? 26.93,0.9 ? 198.93,0.9 ? 328,0.9 ? 51.3,0.8 ? 206.4,0.9 ? 281.7,0.8 ? 73.8,0.8 ? 291.3,0.8 ? 303.73,0.9 ? 114,0.8 ? 240,0.8 ? 372,1 ? 402.48,1 ? 380,0.9 ? 87.73,0.9 ? 27,0.8 ? 27,0.8 ? 27.04,1.5 ? 399.92,0.95 ? 252.63,0.95 ? 451.85,1.1 ? 472.08,1 ? 434.84,1.1 ? 130.4,0.9 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 230.93,0.9 ? 401.52,1 ? 408.72,1 ? 127.47,0.9 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 52.5,0.8 ? 319.47,0.9 ? 350.13,0.9 ? 397.68,1 ? 445.68,1 ? 481.53,1.1 ? 492.22,1.1 ? 485.45,1.1 ? 483.49,1.1 ? 441.36,1 ? 377.76,1 ? 365.07,0.9 ? 390,1 ? 423.84,1 ? 438.48,1 ? 400.56,1 ? 88.8,0.9 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,1.6 ? 291.71,1.1 ? 480,1 ? 404.4,1 ? 313.5,0.8 ? 305.87,0.8 ? 307.5,0.8 ? 181.8,0.8 ? 27,0.8 ? 26.93,0.9 ? 27,0.8 ? 290.88,1 ? 333.6,0.9 ? 216.3,0.8 ? 27,0.8 ? 35.47,0.9 ? 350.93,0.9 ? 363.6,1 ? 341.33,0.9 ? 283.2,0.8 ? 33.9,0.8 ? 27,0.8 ? 27,0.8 ? 27.12,1 ? 107.2,0.9 ? 178.5,0.8 ? 166.4,0.9 ? 160.8,0.8 ? 161.4,0.8 ? 161.7,0.8 ? 164.1,0.8 ? 168.53,0.9 ? 170.4,0.8 ? 166.93,0.9 ? 162.3,0.8 ? 160.2,0.8 ? 160.8,0.8 ? 163.2,0.8 ? 165.6,0.8 ? 165.33,0.9 ? 166.95,1.6 ? 423.93,1.1 ? 240,1 ? 393.07,0.9 ? 329.3,0.9 ? 301.8,0.8 ? 292.8,0.8 ? 148.5,0.8 ? 27,0.8 ? 246.13,0.9 ? 314.67,0.9 ? 216.3,0.8 ? 27,0.8 ? 27,0.8 ? 26.93,0.9 ? 243.6,1 ? 316.2,0.8 ? 307.5,0.8 ? 301.87,0.9 ? 301.2,0.8 ? 50.7,0.9 ? 27,0.8 ? 27,0.8 ? 248.8,0.9 ? 333.6,0.9 ? 316.8,0.8 ? 49.5,0.8 ? 27,0.8 ? 195,0.8 ? 253.2,0.8 ? 28.2,0.8 ? 26.93,0.9 ? 27,0.8 ? 26.93,0.9 ? 281.87,0.9 ? 363.36,1 ? 366.13,0.9 ? 96.3,0.8 ? 27,0.8 ? 26.93,0.9 ? 26.97,1.7 ? 423.93,1.1 ? 240,1 ? 226.93,0.9 ? 26.93,0.9 ? 26.93,0.9 ? 26.93,0.9 ? 26.93,0.9 ? 164.27,0.9 ? 317.87,0.9 ? 271.2,0.8 ? 150.6,0.8 ? 141,0.8 ? 28.2,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 191.1,0.8 ? 299.7,0.8 ? 114.6,0.8 ? 27,0.8 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27.09,0.7 ? 27,0.8 ? 27,0.8 ? 27.04,1.5 ? 278.4,1.2 ? 436.36,1.1 ? 440.88,1 ? 342.13,0.9 ? 307.2,0.9 ? 253.2,0.8 ? 110.7,0.8 ? 74.7,0.8 ? 77.6,0.9 ? 121.87,0.9 ? 333,0.8 ? 298.4,0.9 ? 150.3,0.8 ? 155.1,0.8 ? 159.73,0.9 ? 162,0.8 ? 161.33,0.9 ? 160.8,0.8 ? 160.27,0.9 ? 159.9,0.8 ? 161.6,0.9 ? 165.87,0.9 ? 169.33,0.9 ? 172.27,0.9 ? 169.87,0.9 ? 166.93,0.9 ? 36.3,0.8 ? 310.4,0.9 ? 86.7,0.8 ? 255.9,0.8 ? 249,0.8 ? 28.2,0.8 ? 26.93,0.9 ? 26.93,0.9 ? 272.53,0.9 ? 334.4,0.9 ? 325.2,0.8 ? 230.13,0.9 ? 27,0.8 ? 26.96,1.7 ? 26.96,1.7 ВВЕДЕННЫЕ ЗНАЧЕНИЯ : 1- 458, 1 2- 371, 1 3- 52, 1 4- 27, 1 5- 27, 1 6- 27, 1 7- 27, 1 8- 27, 1 9- 27, 1 10- 27, 1 11- 27, 1 12- 27, 1 13- 27, 1 14- 27, 1 15- 27, 1 1 6- 27, 1 17- 27, 1 18- 27, 1 19- 27, 1 20- 27, 1 21- 27, 1 22- 238, 1 23- 322, 1 24- 275, 1 25- 74, 1 26- 77, 1 27- 339, 1 28- 346, 1 29- 299, 1 30- 82, 1 31- 27, 1 32- 29, 1 33- 307, 1 34- 322, 1 35- 218, 1 36- 27, 1 37- 27, 1 38- 267, 1 39- 316, 1 40- 490, 1 41- 200, 1 42- 507, 1 43- 438, 1 44- 375, 1 45- 52, 1 46- 27, 1 47- 300, 1 48- 442, 1 49- 409, 1 50- 51, 1 51- 27, 1 52- 27, 1 53- 27, 1 54- 27, 1 55- 27, 1 56- 27, 1 57- 27, 1 58- 27, 1 59- 27, 1 60- 27, 1 61- 27, 1 62- 27, 1 63- 27, 1 64- 27, 1 65- 27, 1 66- 27, 1 67- 323, 1 68- 458, 1 69- 463, 1 70- 479, 1 71- 457, 1 72- 213, 1 73- 268, 1 74- 319, 1 75- 49, 1 76- 27, 1 77- 27, 1 78- 27, 1 79- 27, 2 80- 295, 1 81- 436, 1 82- 402, 1 83- 88, 1 84- 27, 1 85- 309, 1 86- 397, 1 87- 130, 1 88- 261, 1 89- 316, 1 90- 49, 1 91- 27, 1 92- 194, 1 93- 294, 1 94- 295, 1 95- 197, 1 96- 357, 1 97- 300, 1 98- 136, 1 99- 28, 1 100- 167, 1 101- 333, 1 102- 305, 1 103- 290, 1 104- 47, 1 105- 27, 1 106- 27, 1 107- 27, 1 108- 27, 1 109- 27, 1 110- 163, 1 111- 321, 1 112- 275, 1 113- 41, 1 114- 38, 1 115- 38, 1 116- 308, 1 117- 324, 1 118- 301, 1 119- 224, 2 120- 424, 1 121- 240, 1 122- 196, 1 123- 264, 1 124- 356, 1 125- 376, 1 126- 127, 1 127- 2
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