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Первоначальный текст документа опубликован в издании
М.: Издательство стандартов, 1992.
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Документ утратил силу с 01.10.2025 в связи с изданием Приказа Росстандарта от 13.05.2025 N 399-ст. Взамен введен в действие ГОСТ 29296-2025.
С 01.07.2003 до вступления в силу технических регламентов акты федеральных органов исполнительной власти в сфере технического регулирования носят рекомендательный характер и подлежат обязательному исполнению только в части, соответствующей целям, указанным в п. 1 ст. 46 Федерального закона от 27.12.2002 N 184-ФЗ.
Изменение N 1 введено в действие с 01.07.2008 Приказом Ростехрегулирования от 29.11.2006 N 28-ст.
Название документа
"ГОСТ 29296-92. Профили прессованные прямоугольные неравнополочного таврового сечения из алюминиевых и магниевых сплавов. Сортамент"
(утв. Постановлением Госстандарта СССР от 05.02.1992 N 108)
(ред. от 29.11.2006)

"ГОСТ 29296-92. Профили прессованные прямоугольные неравнополочного таврового сечения из алюминиевых и магниевых сплавов. Сортамент"
(утв. Постановлением Госстандарта СССР от 05.02.1992 N 108)
(ред. от 29.11.2006)


Утвержден и введен в действие
Постановлением Госстандарта СССР
от 5 февраля 1992 г. N 108
ГОСУДАРСТВЕННЫЙ СТАНДАРТ СОЮЗА ССР
ПРОФИЛИ ПРЕССОВАННЫЕ ПРЯМОУГОЛЬНЫЕ НЕРАВНОПОЛОЧНОГО
ТАВРОВОГО СЕЧЕНИЯ ИЗ АЛЮМИНИЕВЫХ И МАГНИЕВЫХ СПЛАВОВ
СОРТАМЕНТ
Extruded rectangular unequishelf Т-section shapes
of aluminium and magnesium alloys. Dimensions
ГОСТ 29296-92
Список изменяющих документов
(в ред. Изменения N 1, введенного в действие
Приказом Ростехрегулирования от 29.11.2006 N 28-ст)
Группа В52
ОКП 18 1143
Дата введения
1 января 1993 года
ИНФОРМАЦИОННЫЕ ДАННЫЕ
1. Разработан и внесен Министерством авиационной промышленности СССР.
Разработчики: Г.С. Макаров, В.Ф. Николаев, В.К. Николаев.
2. Утвержден и введен в действие Постановлением Комитета стандартизации и метрологии СССР от 05.02.1992 N 108.
3. Периодичность проверки - 5 лет.
4. Введен впервые.
5. Ссылочные нормативно-технические документы
??????????????????????????????????????????????????????????????????
Обозначение НТД, на который дана ссылка ? Номер пункта
??????????????????????????????????????????????????????????????????
ГОСТ 8617-81 ? 1
ГОСТ 19657-84 ? 1
Настоящий стандарт устанавливает сортамент прессованных прямоугольных профилей неравнополочного таврового сечения из алюминия, алюминиевых и магниевых сплавов, изготовляемых методом горячего прессования.
Требования настоящего стандарта являются обязательными.
1. Номера профилей и их размеры должны соответствовать приведенным на чертеже и в табл. 1.
Таблица 1
??????????????????????????????????????????????????????????????????????????????????
Номер ? Размеры, мм ?Площадь?Диа-? Теоретическая
профи-? ?сече- ?метр? масса 1 м, кг
ля ????????????????????????????????????????????????ния, ?опи-?
? H ? B ? b ? S ? S ? S ? R ? R ?см2 ?сан-?
? ? ? ? ? 1 ? 2 ? ? 1 ? ?ной ????????????????
? ? ? ? ? ? ? ? ? ?ок- ?алюми- ?магни-
? ? ? ? ? ? ? ? ? ?руж-?ниевый ?евый
? ? ? ? ? ? ? ? ? ?нос-?сплав ?сплав
? ? ? ? ? ? ? ? ? ?ти, ? ?
? ? ? ? ? ? ? ? ? ?мм ? ?
??????????????????????????????????????????????????????????????????????????????????
421761?8,0 ?14,5 ?2,5 ?6,0 ?4,6 ?4,6 ?0,5 ?0,5 ?0,872 ?16 ?0,249 ?0,157
421275?8,0 ?25,0 ?3,0 ?16,0 ?4,0 ?1,6 ?- ?- ?1,568 ?25 ?0,447 ?0,282
420901?8,0 ?38,2 ?16,1 ?4,2 ?2,9 ?2,9 ?3,0 ?3,0 ?1,361 ?39 ?0,388 ?0,245
421762?9,0 ?40,0 ?15,0 ?2,0 ?2,0 ?2,0 ?- ?- ?0,940 ?40 ?0,268 ?0,169
421276?10,0 ?14,5 ?4,5 ?2,0 ?2,0 ?2,0 ?- ?- ?0,450 ?16 ?0,128 ?0,081
420902?10,0 ?27,0 ?6,25 ?1,5 ?1,5 ?1,5 ?2,0 ?2,0 ?0,550 ?27 ?0,157 ?0,099
420903?11,0 ?52,0 ?14,0 ?15,0 ?5,0 ?5,0 ?0,5 ?0,5 ?3,501 ?52 ?0,998 ?0,630
420904?12,0 ?22,0 ?6,25 ?1,5 ?1,5 ?1,5 ?2,0 ?2,0 ?0,505 ?22 ?0,144 ?0,091
420905?12,0 ?48,0 ?18,0 ?1,0 ?2,0 ?2,0 ?7,0 ?- ?1,165 ?48 ?0,332 ?0,210
420906?12,0 ?50,0 ?20,0 ?1,0 ?2,0 ?2,0 ?6,0 ?- ?1,177 ?50 ?0,336 ?0,212
420907?12,0 ?58,0 ?20,25?3,5 ?4,5 ?4,5 ?5,0 ?5,0 ?2,980 ?58 ?0,849 ?0,536
420908?12,0 ?130,0 ?28,0 ?52,0 ?5,0 ?5,0 ?8,0 ?8,0 ?10,415 ?130 ?2,968 ?1,875
420909?12,0 ?202,0 ?60,0 ?75,0 ?5,0 ?5,0 ?8,0 ?8,0 ?15,625 ?202 ?4,453 ?2,812
420910?13,0 ?19,0 ?5,0 ?1,5 ?2,0 ?2,0 ?0,5 ?0,5 ?0,546 ?20 ?0,156 ?0,098
420911?13,0 ?22,0 ?4,0 ?2,0 ?3,0 ?5,0 ?4,0 ?- ?0,974 ?23 ?0,278 ?0,175
420912?15,0 ?20,0 ?7,0 ?1,0 ?1,0 ?1,0 ?2,0 ?2,0 ?0,357 ?22 ?0,102 ?0,064
420913?15,0 ?22,0 ?6,25 ?1,5 ?1,5 ?1,5 ?2,0 ?2,0 ?0,550 ?24 ?0,157 ?0,099
420914?15,0 ?45,0 ?19,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?1,199 ?45 ?0,342 ?0,216
420915?15,0 ?48,0 ?18,0 ?1,2 ?1,2 ?1,2 ?2,0 ?2,0 ?0,759 ?48 ?0,216 ?0,137
421277?15,0 ?100,0 ?20,0 ?10,0 ?4,0 ?4,0 ?3,0 ?3,0 ?5,139 ?100 ?1,465 ?0,925
421985?15,0 ?102,0 ?20,0 ?10,0 ?6,0 ?6,0 ?3,0 ?3,0 ?7,059 ?102 ?2,012 ?1,271
421763?16,0 ?49,0 ?16,0 ?14,0 ?8,0 ?8,0 ?2,0 ?2,0 ?5,057 ?49 ?1,441 ?0,910
420916?17,0 ?31,0 ?14,55?0,9 ?0,9 ?0,9 ?2,0 ?2,0 ?0,441 ?31 ?0,126 ?0,079
421764?17,5 ?73,0 ?31,5 ?7,0 ?5,0 ?5,0 ?3,0 ?3,0 ?4,564 ?73 ?1,301 ?0,821
420917?18,0 ?8,0 ?2,0 ?1,2 ?1,5 ?1,5 ?1,0 ?- ?0,320 ?19 ?0,091 ?0,058
420918?18,0 ?10,0 ?2,0 ?1,2 ?1,5 ?1,5 ?1,0 ?1,0 ?0,352 ?20 ?0,100 ?0,063
421948?18,0 ?14,0 ?2,0 ?1,2 ?1,2 ?1,2 ?1,0 ?1,0 ?0,374 ?22 ?0,107 ?0,067
421278?18,0 ?28,0 ?3,0 ?4,2 ?3,0 ?3,0 ?- ?- ?1,470 ?31 ?0,419 ?0,265
420919?18,0 ?42,0 ?18,0 ?4,0 ?6,0 ?6,0 ?2,0 ?2,0 ?3,017 ?42 ?0,860 ?0,543
420920?18,0 ?45,0 ?17,0 ?8,0 ?8,0 ?8,0 ?0,5 ?0,5 ?4,401 ?45 ?1,254 ?0,792
420921?18,0 ?76,0 ?34,0 ?2,0 ?2,0 ?1,5 ?2,0 ?2,0 ?1,687 ?76 ?0,481 ?0,304
420922?19,0 ?65,0 ?22,0 ?15,0 ?6,0 ?6,0 ?2,5 ?2,5 ?5,877 ?65 ?1,675 ?1,058
420923?20,0 ?30,0 ?3,0 ?3,0 ?3,0 ?3,0 ?- ?- ?1,410 ?34 ?0,402 ?0,254
420294?20,0 ?36,0 ?16,0 ?1,4 ?1,4 ?1,4 ?3,0 ?3,0 ?0,803 ?36 ?0,229 ?0,145
420925?20,0 ?40,0 ?16,0 ?1,2 ?1,2 ?1,2 ?2,0 ?2,0 ?0,723 ?40 ?0,206 ?0,130
420926?20,0 ?40,0 ?17,0 ?2,0 ?1,6 ?1,6 ?3,0 ?3,0 ?1,047 ?40 ?0,298 ?0,188
420927?20,0 ?43,0 ?19,4 ?1,2 ?1,2 ?1,2 ?2,0 ?2,0 ?0,759 ?43 ?0,216 ?0,137
420929?20,0 ?45,0 ?18,5 ?1,5 ?1,5 ?1,5 ?1,5 ?1,5 ?0,962 ?45 ?0,274 ?0,173
420930?20,0 ?50,0 ?19,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?1,399 ?50 ?0,399 ?0,252
420931?20,0 ?52,0 ?18,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?1,439 ?52 ?0,410 ?0,259
420932?20,0 ?64,0 ?26,0 ?8,0 ?2,0 ?5,0 ?5,0 ?5,0 ?3,607 ?64 ?1,028 ?0,649
421279?20,0,?80,0 ?20,0 ?2,5 ?2,5 ?2,5 ?3,0 ?3,0 ?2,476 ?80 ?0,706 ?0,446
420933?20,0 ?120,0 ?47,0 ?8,0 ?3,0 ?3,0 ?3,0 ?3,0 ?4,999 ?120 ?1,425 ?0,900
420934?20,8 ?43,8 ?19,4 ?2,0 ?2,0 ?2,0 ?2,6 ?2,6 ?1,281 ?44 ?0,365 ?0,231
421949?22,0 ?30,6 ?6,8 ?4,0 ?4,0 ?3,6 ?- ?- ?1,917 ?34 ?0,546 ?0,345
420935?22,0 ?44,0 ?17,0 ?3,0 ?2,0 ?2,0 ?2,0 ?2,0 ?1,497 ?44 ?0,427 ?0,269
420936?22,0 ?45,0 ?10,0 ?3,0 ?3,0 ?3,0 ?2,0 ?2,0 ?1,937 ?45 ?0,552 ?0,349
421766?22,0 ?47,0 ?10,0 ?2,5 ?2,5 ?3,0 ?3,0 ?3,0 ?1,751 ?47 ?0,449 ?0,315
420937?22,0 ?55,0 ?13,0 ?12,0 ?7,0 ?6,5 ?2,0 ?2,0 ?5,602 ?55 ?1,597 ?1,008
420938?22,0 ?61,5 ?26,0 ?3,0 ?3,0 ?6,0 ?3,0 ?3,0 ?3,234 ?62 ?0,922 ?0,582
421950?22,0 ?64,0 ?24,0 ?2,0 ?2,3 ?2,3 ?2,0 ?2,0 ?1,883 ?64 ?0,537 ?0,339
421767?22,0 ?64,0 ?10,0 ?2,5 ?2,5 ?3,0 ?3,0 ?3,0 ?2,176 ?64 ?0,620 ?0,392
421951?22,0 ?83,0 ?13,0 ?12,0 ?6,0 ?6,0 ?2,0 ?2,0 ?6,917 ?83 ?1,971 ?1,245
421280?22,0 ?140,0 ?6,0 ?10,0 ?7,0 ?5,0 ?- ?- ?11,180 ?140 ?3,186 ?2,012
421768?22,5 ?88,0 ?27,0 ?2,0 ?1,6 ?1,6 ?3,0 ?3,0 ?1,865 ?88 ?0,531 ?0,336
420940?23,0 ?52,0 ?25,0 ?1,5 ?2,0 ?2,0 ?2,0 ?2,0 ?1,372 ?52 ?0,391 ?0,247
421281?24,0 ?8,0 ?2,0 ?1,5 ?4,0 ?2,0 ?- ?- ?0,580 ?25 ?0,165 ?0,104
421769?24,0 ?30,0 ?4,0 ?1,5 ?4,0 ?1,0 ?3,0 ?3,0 ?1,419 ?36 ?0,404 ?0,255
421770?24,0 ?60,0 ?27,75?2,5 ?2,0 ?2,0 ?3,0 ?3,0 ?1,789 ?60 ?0,510 ?0,322
421282?24,0 ?89,0 ?35,0 ?3,0 ?3,0 ?3,0 ?3,0 ?3,0 ?3,339 ?89 ?0,952 ?0,601
420941?25,0 ?40,0 ?15,5 ?3,0 ?3,0 ?3,0 ?3,0 ?3,0 ?1,899 ?41 ?0,541 ?0,342
420942?25,0 ?45,0 ?7,0 ?2,5 ?2,5 ?2,5 ?1,0 ?1,0 ?1,692 ?47 ?0,482 ?0,305
420943?25,0 ?45,0 ?18,75?2,5 ?3,0 ?3,0 ?3,0 ?3,0 ?1,939 ?45 ?0,553 ?0,349
421986?25,0 ?45,0 ?17,0 ?3,0 ?3,0 ?3,0 ?4,0 ?4,0 ?2,079 ?45 ?0,592 ?0,374
420944?25,0 ?46,0 ?20,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?1,419 ?46 ?0,404 ?0,255
420945?25,0 ?50,5 ?15,0 ?2,5 ?3,0 ?1,5 ?3,0 ?3,0 ?1,879 ?51 ?0,535 ?0,338
420946?25,0 ?55,0 ?19,0 ?1,6 ?1,6 ?1,6 ?3,0 ?3,0 ?1,293 ?55 ?0,369 ?0,233
421772?25,0 ?55,0 ?26,0 ?2,5 ?3,0 ?3,0 ?3,0 ?3,0 ?2,239 ?55 ?0,638 ?0,403
421173?25,0 ?58,5 ?23,0 ?2,5 ?2,5 ?2,5 ?2,5 ?2,5 ?2,052 ?59 ?0,585 ?0,369
420947?25,0 ?61,0 ?22,0 ?2,0 ?2,0 ?2,0 ?2,0 ?2,0 ?1,697 ?61 ?0,484 ?0,305
420948?25,0 ?62,0 ?27,0 ?2,0 ?2,0 ?2,0 ?2,0 ?2,0 ?1,717 ?62 ?0,489 ?0,309
420949?25,0 ?62,5 ?28,0 ?4,0 ?5,0 ?4,0 ?6,0 ?3,0 ?3,742 ?63 ?1,066 ?0,673
420950?25,0 ?64,0 ?22,0 ?3,0 ?2,0 ?1,5 ?2,0 ?2,0 ?1,877 ?64 ?0,535 ?0,338
421774?25,0 ?65,0 ?27,5 ?2,5 ?5,0 ?3,0 ?4,0 ?4,0 ?3,269 ?65 ?0,932 ?0,588
421775?25,0 ?66,0 ?18,0 ?2,0 ?2,0 ?2,0 ?2,5 ?2,5 ?1,807 ?66 ?0,515 ?0,325
420951?25,0 ?70,0 ?18,0 ?5,0 ?3,0 ?3,0 ?1,5 ?1,5 ?3,210 ?70 ?0,915 ?0,578
421987?25,0 ?74,0 ?24,0 ?4,0 ?3,0 ?6,0 ?3,0 ?3,0 ?3,859 ?74 ?1,100 ?0,695
420952?25,0 ?78,5 ?26,0 ?2,3 ?2,3 ?2,3 ?4,0 ?4,0 ?2,396 ?79 ?0,683 ?0,431
420953?25,0 ?80,5 ?26,0 ?2,3 ?2,3 ?2,3 ?4,0 ?4,0 ?2,442 ?81 ?0,696 ?0,440
420954?25,0 ?85,0 ?37,0 ?8,0 ?5,0 ?3,5 ?3,0 ?3,0 ?5,334 ?85 ?1,520 ?0,960
420955?25,0 ?85,0 ?40,0 ?3,0 ?3,5 ?4,0 ?3,0 ?- ?3,839 ?85 ?1,094 ?0,691
420956?25,0 ?85,0 ?40,0 ?3,0 ?3,5 ?5,0 ?3,0 ?3,0 ?4,259 ?85 ?1,214 ?0,767
420957?25,0 ?103,0 ?48,0 ?2,0 ?2,0 ?1,5 ?3,0 ?3,0 ?2,319 ?103 ?0,661 ?0,417
420958?25,3 ?52,5 ?23,7 ?2,7 ?8,5 ?2,2 ?3,0 ?3,0 ?3,462 ?53 ?0,987 ?0,623
421283?26,0 ?6,0 ?2,0 ?1,5 ?18,0 ?18,0 ?- ?- ?1,200 ?26 ?0,342 ?0,216
421776?26,0 ?26,1 ?2,3 ?4,0 ?4,0 ?4,0 ?- ?- ?1,924 ?35 ?0,548 ?0,346
421777?26,0 ?27,6 ?3,9 ?4,0 ?4,0 ?4,0 ?- ?- ?1,984 ?36 ?0,565 ?0,357
420959?26,0 ?47,0 ?19,4 ?1,6 ?1,2 ?1,2 ?3,0 ?3,0 ?0,999 ?47 ?0,285 ?0,180
421778?26,0 ?57,0 ?27,0 ?2,0 ?7,0 ?7,0 ?3,0 ?3,0 ?4,409 ?57 ?1,256 ?0,794
420960?26,0 ?61,0 ?27,5 ?2,5 ?2,5 ?2,5 ?4,0 ?4,0 ?2,181 ?61 ?0,622 ?0,393
420961?26,0 ?61,0 ?28,0 ?2,0 ?2,5 ?2,4 ?4,0 ?4,0 ?2,036 ?61 ?0,580 ?0,366
420962?26,0 ?82,0 ?25,0 ?3,0 ?3,5 ?3,5 ?4,0 ?4,0 ?3,614 ?82 ?1,030 ?0,650
421988?26,5 ?36,5 ?8,7 ?4,8 ?2,7 ?2,7 ?4,0 ?4,0 ?2,197 ?40 ?0,626 ?0,395
421989?27,0 ?33,0 ?2,0 ?3,5 ?7,0 ?7,0 ?3,0 ?- ?3,029 ?41 ?0,863 ?0,545
420963?27,0 ?38,0 ?2,0 ?16,0 ?13,0 ?13,0 ?2,0 ?2,0 ?7,197 ?45 ?2,051 ?1,295
420964?27,0 ?45,0 ?20,5 ?2,5 ?2,0 ?3,5 ?3,0 ?3,0 ?1,871 ?46 ?0,533 ?0,337
420965?27,0 ?48,0 ?19,0 ?2,0 ?4,0 ?4,0 ?4,0 ?4,0 ?2,449 ?48 ?0,698 ?0,441
420966?27,0 ?53,0 ?20,0 ?3,0 ?2,0 ?3,5 ?3,0 ?5,0 ?2,183 ?53 ?0,622 ?0,393
420967?27,0 ?70,0 ?24,0 ?6,0 ?10,0 ?10,0 ?3,0 ?3,0 ?8,059 ?70 ?2,297 ?1,451
420968?27,0 ?70,0 ?24,0 ?6,0 ?15,0 ?15,0 ?3,0 ?3,0 ?11,259 ?70 ?3,209 ?2,027
411991?27,0 ?80,0 ?27,0 ?3,0 ?3,0 ?4,0 ?2,5 ?2,5 ?3,417 ?80 ?0,974 ?0,615
421780?28,0 ?32,0 ?14,7 ?2,3 ?3,5 ?3,5 ?6,0 ?6,0 ?1,838 ?37 ?0,524 ?0,331
420969?28,0 ?52,0 ?23,0 ?2,0 ?2,0 ?2,0 ?2,0 ?2,0 ?1,577 ?52 ?0,449 ?0,284
420970?28,0 ?52,0 ?21,0 ?3,0 ?3,0 ?3,0 ?3,0 ?3,0 ?2,349 ?52 ?0,669 ?0,423
421285?28,0 ?55,0 ?10,0 ?16,0 ?18,0 ?10,0 ?3,0 ?3,0 ?10,739 ?56 ?3,061 ?1,933
420971?28,0 ?58,0 ?23,0 ?2,0 ?2,5 ?2,5 ?3,0 ?3,0 ?1,999 ?58 ?0,570 ?0,360
420972?28,0 ?60,0 ?28,0 ?2,0 ?5,0 ?5,0 ?2,0 ?2,0 ?3,477 ?60 ?0,991 ?0,626
420973?28,0 ?61,0 ?24,0 ?2,0 ?2,5 ?2,5 ?3,0 ?3,0 ?2,074 ?61 ?0,591 ?0,373
420974?28,0 ?71,0 ?31,25?3,5 ?3,5 ?4,5 ?5,0 ?5,0 ?3,762 ?71 ?1,072 ?0,677
420975?28,0 ?73,0 ?33,25?3,5 ?3,5 ?6,0 ?5,0 ?5,0 ?4,351 ?73 ?1,240 ?0,783
420976?28,0 ?84,0 ?22,0 ?2,3 ?2,3 ?2,3 ?4,0 ?4,0 ?2,592 ?84 ?0,739 ?0,467
421992?28,0 ?90,0 ?30,0 ?20,0 ?5,0 ?5,0 ?3,0 ?3,0 ?9,139 ?90 ?2,605 ?1,645
420978?28,0 ?127,0 ?47,0 ?22,0 ?5,0 ?3,5 ?5,0 ?3,0 ?10,778 ?127 ?3,072 ?1,940
420980?28,0 ?184,0 ?74,0 ?2,0 ?5,0 ?5,0 ?4,0 ?4,0 ?9,729 ?184 ?2,773 ?1,751
421935?29,0 ?45,0 ?21,0 ?1,5 ?3,0 ?3,0 ?3,0 ?3,0 ?1,779 ?46 ?0,507 ?0,320
420981?29,0 ?52,0 ?21,0 ?2,0 ?1,6 ?1,6 ?3,0 ?3,0 ?1,419 ?52 ?0,404 ?0,255
420982?29,0 ?52,0 ?21,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?1,619 ?52 ?0,461 ?0,291
421993?29,0 ?55,0 ?24,0 ?2,0 ?1,6 ?1,6 ?3,0 ?3,0 ?1,467 ?55 ?0,418 ?0,264
421781?29,0 ?65,0 ?27,0 ?2,0 ?6,5 ?6,5 ?3,5 ?3,5 ?4,708 ?65 ?1,342 ?0,847
420983?29,0 ?75,0 ?35,0 ?2,0 ?2,0 ?2,0 ?2,0 ?2,0 ?2,057 ?75 ?0,586 ?0,370
420984?29,0 ?79,0 ?20,0 ?1,6 ?1,6 ?1,6 ?3,0 ?3,0 ?1,741 ?79 ?0,496 ?0,313
420985?30,0 ?12,0 ?3,3 ?2,5 ?5,0 ?5,0 ?1,0 ?1,0 ?1,229 ?31 ?0,350 ?0,221
420986?30,0 ?14,0 ?4,0 ?2,5 ?5,0 ?5,0 ?1,0 ?1,0 ?1,329 ?32 ?0,379 ?0,239
421782?30,0 ?42,0 ?18,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?1,439 ?45 ?0,410 ?0,259
420987?30,0 ?42,0 ?11,0 ?18,0 ?11,0 ?15,0 ?5,0 ?5,0 ?8,587 ?46 ?2,447 ?1,546
420988?30,0 ?45,0 ?21,0 ?2,5 ?5,0 ?5,0 ?3,0 ?3,0 ?2,914 ?47 ?0,830 ?0,524
421994?30,0 ?50,0 ?19,0 ?2,0 ?2,0 ?2,0 ?2,0 ?2,0 ?1,577 ?51 ?0,449 ?0,284
421784?30,0 ?52,0 ?20,0 ?3,0 ?6,0 ?4,0 ?3,0 ?3,0 ?3,479 ?53 ?0,991 ?0,626
420990?30,0 ?53,0 ?24,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?1,659 ?53 ?0,473 ?0,299
420991?30,0 ?55,0 ?25,8 ?1,2 ?1,2 ?2,4 ?1,0 ?1,0 ?1,319 ?55 ?0,376 ?0,238
420992?30,0 ?56,0 ?26,25?1,5 ?3,0 ?3,0 ?3,0 ?4,0 ?2,139 ?56 ?0,610 ?0,385
420993?30,0 ?57,0 ?11,0 ?2,0 ?2,5 ?9,0 ?20,0?2,0 ?3,557 ?58 ?1,014 ?0,640
420994?30,0 ?57,0 ?11,0 ?2,0 ?3,5 ?9,0 ?20,0?2,0 ?3,997 ?58 ?1,139 ?0,719
420995?30,0 ?57,0 ?11,0 ?2,0 ?4,0 ?9,0 ?20,0?2,0 ?4,217 ?58 ?1,202 ?0,759
420996?30,0 ?57,0 ?11,0 ?2,0 ?5,0 ?9,0 ?20,0?2,0 ?4,657 ?58 ?1,327 ?0,838
420998?30,0 ?58,0 ?24,5 ?3,5 ?4,3 ?3,0 ?4,0 ?4,0 ?3,144 ?58 ?0,896 ?0,566
421786?30,0 ?60,0 ?22,5 ?2,5 ?2,5 ?2,5 ?4,0 ?4,0 ?2,256 ?60 ?0,643 ?0,406
421787?30,0 ?60,0 ?27,0 ?3,0 ?3,0 ?3,0 ?3,0 ?3,0 ?2,649 ?60 ?0,755 ?0,477
421955?30,0 ?62,5 ?27,75?2,5 ?3,0 ?3,0 ?2,0 ?2,0 ?2,567 ?62 ?0,732 ?0,462
421000?30,0 ?64,0 ?22,0 ?3,0 ?3,0 ?2,0 ?2,0 ?2,0 ?2,627 ?64 ?0,720 ?0,455
421001?30,0 ?65,0 ?25,25?3,5 ?3,0 ?3,0 ?5,0 ?5,0 ?3,002 ?65 ?0,856 ?0,540
421002?30,0 ?65,5 ?26,0 ?1,5 ?2,5 ?2,5 ?3,0 ?3,0 ?2,089 ?66 ?0,595 ?0,376
421788?30,0 ?66,0 ?29,0 ?5,0 ?12,0 ?12,0 ?6,0 ?6,0 ?8,975 ?66 ?2,558 ?1,615
421003?30,0 ?68,0 ?29,5 ?6,5 ?6,0 ?6,0 ?6,0 ?6,0 ?5,795 ?68 ?1,651 ?1,043
421004?30,0 ?68,0 ?30,5 ?2,5 ?11,0 ?11,0 ?3,0 ?3,0 ?7,994 ?68 ?2,278 ?1,439
421005?30,0 ?70,0 ?26,0 ?4,0 ?16,0 ?16,0 ?3,0 ?3,0 ?11,799 ?70 ?3,363 ?2,124
421006?30,0 ?70,0 ?32,0 ?5,0 ?5,0 ?5,0 ?2,0 ?2,0 ?4,767 ?70 ?1,359 ?0,858
421789?30,0 ?71,0 ?33,5 ?2,5 ?4,5 ?4,5 ?2,5 ?2,5 ?3,859 ?71 ?1,100 ?0,695
421007?30,0 ?71,0 ?32,5 ?3,5 ?6,5 ?4,0 ?3,0 ?3,0 ?4,664 ?71 ?1,329 ?0,839
421008?30,0 ?72,0 ?34,0 ?3,0 ?6,5 ?6,5 ?3,0 ?3,0 ?5,424 ?72 ?1,546 ?0,976
421009?30,0 ?73,0 ?11,0 ?2,0 ?6,7 ?10,7 ?20,0?2,0 ?6,664 ?73 ?1,899 ?1,200
421790?30,0 ?75,0, ?34,5 ?5,0 ?4,0 ?4,0 ?4,0 ?4,0 ?4,369 ?75 ?1,245 ?0,786
421791?30,0 ?76,0 ?30,0 ?5,0 ?4,0 ?4,0 ?3,0 ?3,0 ?4,379 ?76 ?1,248 ?0,788
421792?30,0 ?78,0 ?34,0 ?6,0 ?4,0 ?4,0 ?5,0 ?5,0 ?4,787 ?78 ?1,364 ?0,864
421944?30,0 ?78,0 ?21,0 ?8,0 ?12,0 ?12,0 ?5,0 ?5,0 ?10,907 ?78 ?3,109 ?1,963
421010?30,0 ?86,0 ?30,0 ?25,0 ?8,0 ?8,0 ?4,0 ?4,0 ?12,449 ?86 ?3,548 ?2,241
421011?30,0 ?86,0 ?36,0 ?2,5 ?2,5 ?2,5 ?3,0 ?3,0 ?2,876 ?86 ?0,820 ?0,518
421012?30,0 ?86,0 ?37,0 ?8,0 ?3,0 ?6,0 ?3,0 ?3,0 ?5,889 ?86 ?1,678 ?1,060
421995?30,0 ?115,0 ?45,0 ?4,0 ?7,0 ?7,0 ?5,0 ?5,0 ?9,077 ?115 ?2,587 ?1,634
421013?30,5 ?68,5 ?32,2 ?2,5 ?7,0 ?7,0 ?3,0 ?3,0 ?5,421 ?69 ?1,545 ?0,976
421793?30,5 ?75,0 ?29,0 ?5,0 ?11,5 ?11,5 ?6,0 ?6,0 ?9,730 ?75 ?2,773 ?1,751
421014?31,0 ?52,0 ?9,0 ?23,0 ?22,0 ?21,0 ?4,0 ?4,0 ?13,489 ?55 ?3,844 ?2,428
421015?31,0 ?56,0 ?23,0 ?3,0 ?13,5 ?13,5 ?3,0 ?3,0 ?8,124 ?56 ?2,315 ?1,462
421016?31,0 ?95,0 ?43,0 ?7,0 ?8,0 ?4,0 ?3,0 ?3,0 ?7,529 ?95 ?2,146 ?1,355
421017?32,0 ?48,5 ?21,8 ?2,4 ?2,4 ?2,4 ?3,5 ?3,5 ?1,927 ?50 ?0,549 ?0,347
421794?32,0 ?64,0 ?29,0 ?3,0 ?5,0 ?5,0 ?3,0 ?3,0 ?4,049 ?64 ?1,154 ?0,729
421018?32,0 ?68,0 ?31,0 ?5,0 ?7,0 ?7,0 ?5,0 ?5,0 ?6,117 ?68 ?1,743 ?1,101
421956?32,0 ?70,0 ?23,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?2,039 ?70 ?0,581 ?0,367
421795?32,0 ?70,0 ?33,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?2,039 ?70 ?0,581 ?0,367
421796?32,0 ?71,0 ?32,5 ?5,0 ?7,5 ?7,5 ?2,5 ?2,5 ?6,577 ?71 ?1,874 ?1,184
421019?32,0 ?95,0 ?33,0 ?2,0 ?7,5 ?7,5 ?3,0 ?3,0 ?7,654 ?95 ?2,181 ?1,378
421779?32,0 ?166,0 ?79,0 ?4,0 ?5,0 ?5,0 ?2,5 ?2,5 ?9,407 ?166 ?2,681 ?1,693
421797?32,5 ?85,0 ?39,0 ?5,0 ?21,5 ?14,5 ?5,0 ?5,0 ?16,202 ?85 ?4,618 ?2,916
421020?33,0 ?55,0 ?23,25?6,0 ?13,0 ?13,0 ?3,0 ?3,0 ?8,389 ?56 ?2,391 ?1,510
421021?33,0 ?70,0 ?20,0 ?2,5 ?10,0 ?2,5 ?2,5 ?2,5 ?6,102 ?70 ?1,739 ?1,098
421957?33,0 ?83,0 ?37,0 ?6,0 ?17,0 ?17,0 ?3,0 ?3,0 ?15,109 ?83 ?4,306 ?2,720
421798?33,0 ?294,0 ?138,0?10,0 ?10,0 ?10,0 ?4,0 ?4,0 ?31,769 ?294 ?9,054 ?5,718
421958?34,0 ?31,0 ?3,0 ?3,0 ?4,0 ?4,0 ?- ?- ?2,140 ?44 ?0,610 ?0,385
421022?34,0 ?53,0 ?22,0 ?3,0 ?5,2 ?3,0 ?3,0 ?3,0 ?3,175 ?55 ?0,905 ?0,571
421799?34,0 ?55,0 ?23,5 ?3,0 ?6,5 ?6,5 ?3,0 ?3,0 ?4,439 ?56 ?1,265 ?0,799
421023?34,0 ?60,6 ?27,8 ?2,5 ?6,6 ?6,6 ?3,0 ?3,0 ?4,723 ?61 ?1,346 ?0,850
421996?34,0 ?78,0 ?34,0 ?4,0 ?4,0 ?3,0 ?3,0 ?3,0 ?4,019 ?78 ?1,145 ?0,723
421800?34,0 ?92,0 ?28,0 ?3,0 ?3,2 ?2,0 ?3,0 ?3,0 ?3,571 ?92 ?1,018 ?0,643
421801?34,5 ?71,0 ?15,5 ?3,0 ?2,0 ?4,0 ?4,0 ?4,0 ?2,774 ?72 ?0,790 ?0,499
421959?35,0 ?12,5 ?4,5 ?2,5 ?7,0 ?7,0 ?2,5 ?2,5 ?1,602 ?36 ?0,457 ?0,288
421024?35,0 ?37,0 ?16,0 ?3,0 ?2,5 ?2,5 ?4,0 ?4,0 ?1,969 ?45 ?0,561 ?0,354
421025?35,0 ?53,5 ?24,2 ?1,6 ?1,6 ?1,6 ?4,5 ?4,5 ?1,477 ?55 ?0,421 ?0,266
421286?35,0 ?54,0 ?23,0 ?2,0 ?2,5 ?2,5 ?3,0 ?3,0 ?2,039 ?56 ?0,581 ?0,367
421026?35,0 ?55,0 ?18,0 ?12,0 ?6,0 ?6,0 ?3,0 ?3,0 ?6,819 ?57 ?1,943 ?1,227
421785?35,0 ?57,0 ?18,5 ?2,5 ?1,5 ?10,5 ?4,0 ?4,0 ?3,426 ?59 ?0,976 ?0,617
420997?35,0 ?58,0 ?20,5 ?2,0 ?3,0 ?3,0 ?3,0 ?3,0 ?2,419 ?60 ?0,689 ?0,435
421997?35,0 ?59,0 ?26,0 ?4,0 ?8,0 ?8,0 ?3,0 ?3,0 ?5,839 ?60 ?1,664 ?1,051
421027?35,0 ?60,0 ?28,0 ?2,0 ?5,7 ?2,5 ?3,0 ?3,0 ?3,149 ?61 ?0,897 ?0,567
421960?35,0 ?60,0 ?25,5 ?4,5 ?3,5 ?3,5 ?3,0 ?3,0 ?3,556 ?61 ?1,013 ?0,640
421028?35,0 ?63,0 ?25,0 ?4,0 ?5,0 ?5,0 ?6,0 ?6,0 ?4,505 ?63 ?1,284 ?0,811
421029?35,0 ?64,0 ?26,0 ?6,5 ?2,0 ?8,0 ?6,0 ?6,0 ?5,140 ?64 ?1,465 ?0,925
421802?35,0 ?64,0 ?21,5 ?6,5 ?5,0 ?5,0 ?2,0 ?2,0 ?5,167 ?65 ?1,473 ?0,930
421030?35,0 ?65,0 ?25,25?3,5 ?4,5 ?4,5 ?5,0 ?5,0 ?4,100 ?65 ?1,168 ?0,738
421031?35,0 ?65,0 ?25,35?3,5 ?4,5 ?2,5 ?5,0 ?3,0 ?3,557 ?65 ?1,014 ?0,640
421032?35,0 ?67,0 ?27,25?3,5 ?6,5 ?6,5 ?3,5 ?3,5 ?5,405 ?67 ?1,540 ?0,973
421033?35,0 ?70,0 ?32,5 ?3,5 ?8,0 ?8,0 ?5,0 ?5,0 ?6,652 ?70 ?1,896 ?1,197
421803?35,0 ?83,0 ?21,0 ?8,0 ?4,0 ?4,0 ?5,0 ?5,0 ?5,907 ?83 ?1,684 ?1,063
421034?35,0 ?86,0 ?35,0 ?10,0 ?3,0 ?8,0 ?3,0 ?3,0 ?7,569 ?86 ?2,157 ?1,362
421035?35,0 ?87,0 ?35,0 ?9,0 ?5,0 ?6,0 ?3,0 ?3,0 ?7,439 ?87 ?2,120 ?1,339
421036?35,0 ?92,0 ?39,0 ?6,0 ?3,5 ?4,0 ?3,0 ?6,0 ?5,402 ?92 ?1,539 ?0,972
421037?36,0 ?54,0 ?24,7 ?2,6 ?3,0 ?3,0 ?3,0 ?3,0 ?2,517 ?56 ?0,717 ?0,453
421804?36,0 ?56,0 ?26,0 ?2,5 ?3,0 ?3,0 ?3,0 ?3,0 ?2,544 ?58 ?0,725 ?0,458
421805?36,0 ?63,0 ?15,0 ?6,5 ?5,0 ?5,0 ?2,0 ?2,0 ?5,182 ?65 ?1,477 ?0,933
421038?36,0 ?76,0 ?28,0 ?3,0 ?4,0 ?4,0 ?3,0 ?3,0 ?4,039 ?76 ?1,151 ?0,727
421287?36,0 ?106,0 ?41,0 ?10,0 ?4,0 ?4,0 ?5,0 ?5,0 ?7,547 ?106 ?2,151 ?1,359
421039?36,2 ?55,3 ?24,0 ?2,5 ?2,5 ?3,5 ?3,0 ?3,0 ?2,264 ?57 ?0,645 ?0,407
421040?37,0 ?55,0 ?23,5 ?3,0 ?3,0 ?3,0 ?3,0 ?3,0 ?2,709 ?58 ?0,772 ?0,488
421041?37,0 ?60,0 ?25,5 ?4,0 ?5,0 ?5,0 ?6,0 ?6,0 ?4,435 ?61 ?1,264 ?0,798
421288?37,0 ?74,0 ?32,0 ?4,0 ?5,0 ?3,0 ?3,0 ?3,0 ?4,379 ?74 ?1,248 ?0,788
421289?37,0 ?75,0 ?32,5 ?8,0 ?5,0 ?5,0 ?2,5 ?2,5 ?6,337 ?75 ?1,806 ?1,141
421962?38,0 ?46,0 ?17,0 ?2,6 ?2,5 ?2,5 ?3,0 ?3,0 ?2,076 ?52 ?0,592 ?0,374
421806?38,0 ?53,0 ?17,0 ?2,5 ?2,5 ?2,5 ?3,0 ?3,0 ?2,251 ?57 ?0,642 ?0,405
421807?38,0 ?55,0 ?17,0 ?12,0 ?7,0 ?7,0 ?3,0 ?3,0 ?7,609 ?59 ?2,168 ?1,370
421808?38,0 ?56,0 ?24,0 ?2,0 ?4,5 ?4,5 ?3,0 ?3,0 ?3,229 ?59 ?0,920 ?0,581
421809?38,0 ?58,0 ?24,0 ?2,0 ?5,0 ?5,0 ?3,0 ?3,0 ?3,599 ?60 ?1,026 ?0,648
421998?38,0 ?60,0 ?28,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?1,959 ?62 ?0,558 ?0,353
421042?38,0 ?62,0 ?27,0 ?6,5 ?5,0 ?2,5 ?3,0 ?3,0 ?4,609 ?63 ?1,313 ?0,830
421810?38,0 ?63,0 ?28,0 ?2,0 ?6,5 ?4,0 ?3,0 ?3,0 ?4,064 ?64 ?1,158 ?0,731
411811?38,0 ?64,0 ?29,0 ?3,0 ?4,5 ?4,5 ?3,0 ?3,0 ?3,924 ?65 ?1,118 ?0,706
421290?38,0 ?66,0 ?25,0 ?2,0 ?3,0 ?3,0 ?3,0 ?3,0 ?2,719 ?67 ?0,775 ?0,489
421812?38,0 ?66,0 ?24,0 ?7,0 ?8,0 ?8,0 ?4,0 ?4,0 ?7,449 ?67 ?2,123 ?1,341
421043?38,0 ?74,0 ?23,0 ?3,0 ?2,0 ?3,0 ?3,0 ?6,0 ?2,887 ?74 ?0,823 ?0,520
421999?38,0 ?76,0 ?30,0 ?5,0 ?10,0 ?4,5 ?3,0 ?3,0 ?7,389 ?76 ?2,106 ?1,330
422000?38,0 ?100,0 ?45,0 ?5,0 ?5,0 ?4,0 ?5,0 ?5,0 ?6,307 ?100 ?1,798 ?1,135
421291?39,0 ?59,0 ?22,5 ?2,5 ?10,0 ?10,0 ?5,0 ?5,0 ?6,732 ?62 ?1,919 ?1,212
421292?39,0 ?90,0 ?40,0 ?3,0 ?3,0 ?5,0 ?3,0 ?3,0 ?4,619 ?90 ?1,316 ?0,831
421813?40,0 ?38,0 ?17,5 ?2,5 ?10,0 ?10,0 ?5,0 ?5,0 ?4,657 ?49 ?1,327 ?0,838
421044?40,0 ?39,0 ?15,0 ?2,0 ?2,0 ?2,0 ?1,0 ?1,0 ?1,544 ?50 ?0,440 ?0,278
421045?40,0 ?40,0 ?15,5 ?5,0 ?5,0 ?5,0 ?4,5 ?4,5 ?3,837 ?50 ?1,094 ?0,691
421046?40,0 ?48,0 ?22,0 ?3,0 ?9,0 ?5,0 ?3,0 ?4,0 ?4,424 ?54 ?1,261 ?0,796
421047?40,0 ?50,0 ?22,5 ?2,5 ?5,0 ?5,0 ?5,0 ?5,0 ?3,482 ?56 ?0,992 ?0,627
421048?40,0 ?52,0 ?22,5 ?5,0 ?8,3 ?5,0 ?4,0 ?4,0 ?5,227 ?57 ?1,490 ?0,941
421049?40,0 ?54,0 ?22,0 ?3,0 ?3,0 ?3,0 ?3,0 ?3,0 ?2,769 ?58 ?0,789 ?0,498
421050?40,0 ?54,0 ?22,0 ?5,0 ?6,0 ?6,0 ?4,0 ?4,0 ?5,009 ?58 ?1,427 ?0,902
421051?40,0 ?60,0 ?25,0 ?3,5 ?4,5 ?4,5 ?4,0 ?4,0 ?4,011 ?63 ?1,143 ?0,722
421937?40,0 ?65,0 ?30,0 ?2,0 ?4,0 ?4,0 ?3,0 ?3,0 ?3,359 ?66 ?0,957 ?0,605
421814?40,0 ?65,0 ?27,5 ?2,5 ?4,0 ?4,0 ?3,0 ?3,0 ?3,539 ?67 ?1,009 ?0,637
421052?40,0 ?65,0 ?30,0 ?2,5 ?4,0 ?4,0 ?3,0 ?3,0 ?3,539 ?66 ?1,009 ?0,637
421053?40,0 ?65,0 ?30,5 ?2,5 ?5,0 ?5,0 ?6,0 ?6,0 ?4,280 ?66 ?1,220 ?0,770
421054?40,0 ?66,0 ?21,0 ?4,0 ?3,0 ?3,0 ?6,0 ?3,0 ?3,557 ?68 ?1,014 ?0,640
422001?40,0 ?67,0 ?27,0 ?5,0 ?4,0 ?4,0 ?4,0 ?4,0 ?4,549 ?68 ?1,296 ?0,819
421055?40,0 ?70,0 ?25,0 ?10,0 ?4,0 ?2,0 ?5,0 ?3,0 ?5,973 ?71 ?1,702 ?1,075
421056?40,0 ?80,0 ?37,0 ?2,0 ?5,0 ?5,0 ?5,0 ?3,0 ?4,773 ?85 ?1,360 ?0,859
421816?40,0 ?71,0 ?29,0 ?12,0 ?12,0 ?12,0 ?6,0 ?6,0 ?12,035 ?72 ?3,430 ?2,166
421293?40,0 ?75,0 ?35,0 ?2,0 ?4,0 ?4,0 ?3,0 ?3,0 ?3,759 ?75 ?1,071 ?0,677
421057?40,0 ?77,0 ?32,0 ?10,0 ?4,0 ?2,0 ?5,0 ?3,0 ?6,113 ?77 ?1,742 ?1,100
421058?40,0 ?79,0 ?35,0 ?3,0 ?9,0 ?9,0 ?3,0 ?3,0 ?8,079 ?79 ?2,302 ?1,454
421059?40,0 ?86,0 ?33,0 ?12,0 ?3,0 ?8,0 ?3,0 ?3,0 ?8,709 ?86 ?2,482 ?1,568
421060?40,0 ?86,0 ?34,0 ?9,0 ?8,0 ?6,0 ?3,0 ?3,0 ?9,119 ?86 ?2,599 ?1,641
421817?40,0 ?87,0 ?30,0 ?12,0 ?8,0 ?5,0 ?3,0 ?3,0 ?9,939 ?87 ?2,833 ?1,789
421061?40,0 ?88,0 ?35,0 ?9,0 ?3,5 ?5,0 ?3,5 ?3,5 ?6,943 ?88 ?1,979 ?1,250
421062?40,0 ?90,0 ?37,0 ?15,0 ?8,0 ?10,0 ?4,0 ?4,0 ?12,809 ?90 ?3,650 ?2,306
421063?40,0 ?170,0 ?76,0 ?8,0 ?8,0 ?8,0 ?12,0?12,0?16,778 ?170 ?4,782 ?3,020
421064?40,2 ?56,0 ?26,25?1,5 ?3,0 ?3,0 ?3,0 ?4,0 ?2,292 ?60 ?0,653 ?0,412
421065?41,0 ?45,0 ?18,25?3,5 ?4,5 ?4,5 ?5,0 ?3,0 ?3,375 ?54 ?0,962 ?0,608
421066?41,0 ?45,0 ?20,5 ?3,5 ?4,0 ?4,0 ?3,0 ?3,0 ?3,134 ?53 ?0,893 ?0,564
421067?41,0 ?54,0 ?22,5 ?3,5 ?6,5 ?6,5 ?4,0 ?4,0 ?4,786 ?59 ?1,364 ?0,862
421068?41,0 ?63,0 ?23,25?3,5 ?4,5 ?4,5 ?5,0 ?5,0 ?4,220 ?66 ?1,203 ?0,760
421069?41,0 ?65,0 ?25,35?3,5 ?4,5 ?4,5 ?5,0 ?5,0 ?4,310 ?67 ?1,228 ?0,776
421938?41,0 ?67,0 ?31,0 ?2,0 ?4,0 ?4,0 ?3,0 ?3,0 ?3,459 ?68 ?0,986 ?0,623
421294?41,0 ?92,0 ?33,0 ?12,0 ?16,0 ?16,0 ?1,0 ?1,0 ?17,724 ?92 ?5,051 ?3,190
422002?41,3 ?47,0 ?15,7 ?12,8 ?3,5 ?4,6 ?4,0 ?4,0 ?6,725 ?55 ?1,917 ?1,210
421818?41,5 ?49,0 ?11,0 ?22,0 ?11,5 ?22,0 ?5,0 ?5,0 ?13,497 ?58 ?3,847 ?2,430
421070?41,5 ?64,0 ?21,0 ?2,0 ?1,5 ?2,5 ?3,0 ?3,0 ?2,009 ?67 ?0,572 ?0,362
421965?41,5 ?70,0 ?25,0 ?12,0 ?9,5 ?9,5 ?5,0 ?5,0 ?10,597 ?71 ?3,020 ?1,908
421071?42,0 ?10,0 ?1,25 ?5,0 ?28,0 ?28,0 ?2,0 ?2,0 ?3,517 ?43 ?1,002 ?0,633
421295?42,0 ?32,0 ?9,5 ?6,5 ?14,0 ?14,0 ?3,0 ?3,0 ?6,339 ?49 ?1,807 ?1,141
422003?42,0 ?56,0 ?26,0 ?2,5 ?6,0 ?13,5 ?12,0?2,5 ?6,532 ?61 ?1,862 ?1,176
421819?42,0 ?58,5 ?22,0 ?4,0 ?5,0 ?5,0 ?6,0 ?6,0 ?4,560 ?63 ?1,299 ?0,821
421072?42,0 ?63,0 ?23,25?3,5 ?6,5 ?6,5 ?3,5 ?3,5 ?5,390 ?66 ?1,536 ?0,970
421820?42,0 ?64,0 ?29,0 ?3,0 ?6,0 ?6,0 ?3,0 ?3,0 ?4,959 ?66 ?1,413 ?0,893
421073?42,0 ?66,0 ?26,0 ?2,0 ?6,0 ?6,0 ?5,0 ?3,0 ?4,753 ?68 ?1,355 ?0,856
421074?42,0 ?66,0 ?26,0 ?10,0 ?6,0 ?8,0 ?6,0 ?6,0 ?8,235 ?68 ?2,347 ?1,482
422004?42,0 ?78,0 ?28,0 ?2,0 ?2,0 ?2,0 ?2,5 ?2,5 ?2,387 ?78 ?0,680 ?0,430
421821?42,0 ?82,0 ?36,0 ?3,0 ?3,0 ?5,0 ?3,0 ?3,0 ?4,389 ?82 ?1,251 ?0,790
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421075?42,0 ?90,0 ?20,0 ?9,0 ?14,0 ?14,0 ?8,0 ?5,0 ?15,311 ?90 ?4,364 ?2,756
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421848?50,0 ?80,0 ?34,0 ?6,0 ?15,0 ?6,0 ?5,0 ?5,0 ?11,147 ?82 ?3,177 ?2,007
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421852?52,0 ?28,0 ?3,0 ?3,0 ?3,5 ?3,5 ?0,5 ?0,5 ?2,436 ?58 ?0,694 ?0,438
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421855?53,0 ?70,0 ?15,0 ?39,0 ?19,0 ?19,0 ?1,0 ?1,0 ?26,564 ?79 ?7,571 ?4,782
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421856?54,0 ?85,0 ?35,0 ?3,5 ?6,0 ?7,0 ?3,0 ?3,0 ?7,169 ?88 ?2,043 ?1,290
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421134?55,0 ?97,5 ?45,0 ?5,0 ?8,0 ?8,0 ?4,0 ?4,0 ?10,219 ?98 ?2,912 ?1,839
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421137?56,0 ?77,0 ?34,0 ?7,0 ?17,0 ?17,0 ?5,0 ?5,0 ?15,927 ?83 ?4,539 ?2,867
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421119?56,0 ?100,0 ?20,0 ?30,0 ?16,0 ?5,0 ?5,0 ?4,0 ?25,888 ?104 ?7,378 ?4,660
421140?57,0 ?93,0 ?20,0 ?30,0 ?11,0 ?11,0 ?3,0 ?3,0 ?24,069 ?98 ?6,860 ?4,332
421933?57,0 ?97,0 ?35,0 ?5,0 ?17,0 ?17,0 ?6,0 ?6,0 ?18,645 ?99 ?5,314 ?3,356
421861?58,0 ?65,0 ?28,0 ?2,0 ?2,0 ?2,0 ?3,0 ?3,0 ?2,459 ?76 ?0,701 ?0,443
421141?58,0 ?82,0 ?30,0 ?12,0 ?13,0 ?10,0 ?8,0 ?5,0 ?15,351 ?88 ?4,375 ?2,763
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421862?58,0 ?120,0 ?27,0 ?22,0 ?10,0 ?10,0 ?3,0 ?3,0 ?22,599 ?121 ?6,441 ?4,068
421142?60,0 ?37,0 ?16,0 ?2,0 ?2,4 ?3,0 ?3,0 ?3,0 ?2,175 ?66 ?0,620 ?0,391
421143?60,0 ?50,0 ?23,5 ?1,5 ?4,0 ?4,0 ?3,5 ?3,5 ?2,893 ?70 ?0,824 ?0,521
422008?60,0 ?52,0 ?21,5 ?4,5 ?5,0 ?5,0 ?5,0 ?5,0 ?5,182 ?71 ?1,477 ?0,933
421144?60,0 ?54,0 ?19,0 ?6,0 ?20,0 ?20,0 ?5,0 ?5,0 ?13,307 ?73 ?3,793 ?2,395
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421145?60,0 ?74,0 ?28,0 ?12,0 ?9,0 ?9,0 ?10,0?10,0?13,210 ?83 ?3,765 ?2,378
421147?60,0 ?80,0 ?20,0 ?3,9 ?3,5 ?3,5 ?4,0 ?4,0 ?5,072 ?89 ?1,446 ?0,913
421148?60,0 ?90,0 ?41,0 ?4,0 ?10,0 ?10,0 ?4,0 ?4,0 ?11,069 ?94 ?3,155 ?1,992
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421149?60,0 ?97,0 ?42,0 ?5,0 ?5,0 ?5,0 ?5,0 ?5,0 ?7,707 ?99 ?2,197 ?1,387
421150?60,0 ?98,0 ?40,0 ?8,0 ?12,5 ?12,5 ?5,0 ?5,0 ?16,157 ?100 ?4,605 ?2,908
421972?60,0 ?100,0 ?45,0 ?6,5 ?20,0 ?20,0 ?4,0 ?4,0 ?22,669 ?102 ?6,461 ?4,080
421151?60,0 ?110,0 ?45,0 ?16,0 ?12,0 ?6,0 ?5,0 ?5,0 ?18,287 ?111 ?5,212 ?3,292
421152?60,0 ?127,0 ?47,0 ?25,0 ?8,0 ?8,0 ?6,0 ?6,0 ?23,315 ?127 ?6,645 ?4,197
421866?61,0 ?111,0 ?50,5 ?6,0 ?17,0 ?17,0 ?5,0 ?6,0 ?21,617 ?112 ?6,161 ?3,891
422009?62,0 ?53,0 ?25,0 ?2,0 ?3,0 ?3,0 ?3,0 ?3,0 ?2,809 ?73 ?0,800 ?0,506
421154?62,0 ?55,0 ?23,5 ?3,0 ?5,0 ?5,0 ?5,0 ?5,0 ?4,567 ?74 ?1,302 ?0,822
421868?62,0 ?55,0 ?23,0 ?4,0 ?6,1 ?6,1 ?3,0 ?3,0 ?5,630 ?74 ?1,604 ?1,013
421155?62,0 ?60,0 ?25,5 ?4,0 ?3,0 ?3,0 ?6,0 ?6,0 ?4,315 ?77 ?1,230 ?0,777
421156?62,0 ?75,0 ?35,0 ?2,5 ?2,5 ?2,5 ?5,0 ?5,0 ?3,470 ?85 ?0,989 ?0,625
421157?62,0 ?90,0 ?41,0 ?4,0 ?6,0 ?6,0 ?10,0?10,0?8,069 ?95 ?2,300 ?1,452
421158?62,0 ?96,0 ?29,0 ?2,0 ?6,0 ?6,0 ?3,0 ?3,0 ?6,919 ?101 ?1,972 ?1,245
421869?62,0 ?145,0 ?45,0 ?30,0 ?8,0 ?8,0 ?3,0 ?3,0 ?27,839 ?145 ?7,934 ?5,011
421870?62,0 ?167,0 ?75,5 ?6,0 ?19,0 ?19,0 ?5,0 ?5,0 ?34,417 ?167 ?9,809 ?6,195
421871?63,0 ?57,0 ?25,0 ?2,0 ?5,0 ?5,0 ?3,0 ?3,0 ?4,049 ?76 ?1,154 ?0,729
421872?63,0 ?78,0 ?26,0 ?2,0 ?6,5 ?6,5 ?3,0 ?3,0 ?6,239 ?88 ?1,778 ?1,123
422010?63,0 ?80,0 ?38,0 ?3,0 ?3,0 ?3,0 ?3,0 ?3,0 ?4,239 ?88 ?1,208 ?0,763
421873?63,0 ?82,0 ?39,0 ?3,0 ?3,0 ?3,0 ?3,0 ?3,0 ?4,299 ?90 ?1,225 ?0,774
421159?64,0 ?44,0 ?19,0 ?5,0 ?4,0 ?4,0 ?4,5 ?4,5 ?4,847 ?72 ?1,381 ?0,872
421160?64,0 ?55,0 ?18,5 ?4,0 ?4,0 ?4,0 ?4,0 ?4,0 ?4,669 ?77 ?1,331 ?0,840
421874?64,0 ?103,0 ?49,0 ?3,0 ?10,0 ?10,0 ?4,0 ?4,0 ?11,989 ?105 ?3,417 ?2,158
421161?65,0 ?50,0 ?22,5 ?2,0 ?4,0 ?4,0 ?3,0 ?4,5 ?3,283 ?75 ?0,936 ?0,591
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421163?65,0 ?52,0 ?20,5 ?4,0 ?3,0 ?3,0 ?6,0 ?6,0 ?4,195 ?76 ?1,195 ?0,755
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421926?150,0?100,0 ?40,0 ?16,0 ?25,0 ?25,0 ?8,0 ?8,0 ?45,275 ?167 ?12,903 ?8,149
421927?150,0?150,0 ?68,0 ?6,0 ?16,0 ?16,0 ?5,0 ?5,0 ?32,147 ?188 ?9,162 ?5,787
421928?155,0?88,0 ?36,5 ?7,0 ?24,0 ?24,0 ?8,0 ?8,0 ?30,565 ?168 ?8,711 ?5,502
421929?155,0?210,0 ?95,0 ?10,0 ?10,0 ?10,0 ?12,0?12,0?36,118 ?226 ?10,294 ?6,501
421930?156,0?95,0 ?42,0 ?10,0 ?23,0 ?23,0 ?8,0 ?8,0 ?35,425 ?171 ?10,096 ?6,376
421263?158,0?140,0 ?37,0 ?8,0 ?8,0 ?15,0 ?15,0?8,0 ?26,410 ?194 ?7,527 ?4,754
421931?160,0?68,0 ?5,0 ?30,0 ?18,0 ?18,0 ?8,0 ?8,0 ?55,115 ?172 ?15,708 ?9,921
422015?163,0?265,0 ?92,0 ?66,0 ?45,0 ?45,0 ?10,0?10,0?197,559?273 ?56,304 ?35,561
421264?170,0?58,0 ?25,0 ?4,0 ?6,0 ?6,0 ?5,0 ?5,0 ?10,147 ?175 ?2,892 ?1,827
421265?172,0?75,0 ?31,0 ?8,0 ?10,0 ?10,0 ?10,0?10,0?20,889 ?180 ?5,953 ?3,760
421979?180,0?230,0 ?95,0 ?35,0 ?115,0?125,0?10,0?10,0?297,179?254 ?84,696 ?53,492
421266?184,0?150,0 ?51,0 ?16,0 ?24,0 ?24,0 ?5,0 ?5,0 ?61,707 ?217 ?17,587 ?11,107
421267?197,0?84,0 ?33,0 ?10,0 ?10,0 ?10,0 ?5,0 ?5,0 ?27,207 ?206 ?7,754 ?4,897
421932?205,0?108,0 ?47,0 ?12,0 ?23,0 ?23,0 ?10,0?10,0?47,109 ?219 ?13,426 ?8,480
421268?205,0?847,0 ?134,0?40,0 ?64,0 ?68,0 ?30,0?15,0?606,255?847 ?172,783?109,126
421269?226,0?1008,0?271,0?45,0 ?73,0 ?90,0 ?30,0?15,0?853,175?1008?243,155?153,572
421270?235,0?280,0 ?85,0 ?100,0?150,0?45,0 ?15,0?15,0?416,716?325 ?118,764?75,009
421271?254,0?80,0 ?5,0 ?9,5 ?13,0 ?13,0 ?20,0?20,0?35,012 ?265 ?9,978 ?6,302
421272?265,0?285,0 ?122,5?35,0 ?36,0 ?36,0 ?6,0 ?6,0 ?182,905?342 ?52,128 ?32,923
421273?370,0?263,0 ?107,0?25,0 ?100,0?100,0?20,0?20,0?332,217?418 ?94,682 ?59,799
421274?390,0?320,0 ?135,0?30,0 ?110,0?110,0?20,0?20,0?437,717?457 ?124,749?79,789
421981?428,0?138,0 ?44,0 ?25,0 ?88,0 ?88,0 ?10,0?10,0?206,869?441 ?58,958 ?37,236
421982?437,0?161,0 ?58,0 ?28,0 ?97,0 ?97,0 ?10,0?10,0?251,799?453 ?71,763 ?45,324
421983?472,0?161,0 ?58,0 ?28,0 ?116,0?116,0?10,0?10,0?286,869?487 ?81,758 ?51,636
421984?490,0?161,0 ?58,0 ?28,0 ?125,0?125,0?10,0?10,0?303,879?504 ?86,606 ?54,698
422023?14,0 ?43,0 ?17,5 ?2,0 ?3,0 ?5,0 ? 0,5?0,5 ? 1,861 ? 43 ?0,530 ?0,335
(позиция введена Изменением N 2, введенным в действие Приказом
Ростехрегулирования от 29.11.2006 N 28-ст)
422018?23,0 ?28,0 ?12,0 ?2,0 ?3,0 ?2,0 ? - ? - ? 1,120 ? 31 ?0,319 ?0,202
(позиция введена Изменением N 2, введенным в действие Приказом
Ростехрегулирования от 29.11.2006 N 28-ст)
422020?25,0 ?88,0 ?33,0 ?2,3 ?2,3 ?2,3 ? 4,0?4,0 ? 2,615 ? 88 ?0,745 ?0,471
(позиция введена Изменением N 2, введенным в действие Приказом
Ростехрегулирования от 29.11.2006 N 28-ст)
422022?84,0 ?140,0 ?52,0 ?20,0 ?21,0 ?35,0 ? 5,0?5,0 ?49,388 ? 142?14,076 ?8,890
(позиция введена Изменением N 2, введенным в действие Приказом
Ростехрегулирования от 29.11.2006 N 28-ст)
Примечания. 1. Значения радиусов скругления R и R, не приведенные в таблице, должны соответствовать требованиям ГОСТ 8617, 19657.
2. Радиусы притупления острых кромок () должны соответствовать требованиям ГОСТ 8617; 19657.
2. Теоретическая масса 1 м профиля из алюминиевых сплавов вычислена по номинальным размерам по плотности 2,85 г/см3, что соответствует плотности алюминиевого сплава марки В95.
Теоретическая масса 1 м профиля из магниевых сплавов вычислена по номинальным размерам при плотности 1,80 г/см3, что соответствует плотности магниевого сплава МА14.
3. Переводные коэффициенты для вычисления приближенной теоретической массы 1 м профиля из алюминиевых и магниевых сплавов приведены в Приложении 1.
4. Соответствие номеров профилей ранее действующим обозначениям приведено в Приложении 2.
Приложение 1
Справочное
1. Переводные коэффициенты для вычисления приближенной теоретической массы 1 м профиля из алюминия и алюминиевых сплавов.
Алюминий всех марок - 0,950
Сплавы марок АМц - 0,958
АМцС - 0,958
АМг2 - 0,940
АМг3 - 0,937
АМг5 - 0,930
АМг6 - 0,926
1561 - 0,930
Д1 - 0,982
Д16 - 0,976
Д16ч - 0,976
Д19ч - 0,968
Д20 - 0,996
АВ - 0,947
К48-2пч - 0,972
К48-2 - 0,972
АД31 - 0,950
АД33 - 0,951
АД35 - 0,954
1915 - 0,972
1920 - 0,954
1925 - 0,972
1935 - 0,977
19854 - 0,948
1980 - 0,968
АД31Е - 0,950
ВД1 - 0,982
АВД1-1 - 0,982
АКМ - 0,970
М-40 - 0,965
АК4 - 0,970
АК6 - 0,962
АК4-1 - 0,982
АК4-1ч - 0,982
ВАД1 - 0,968
ВД17 - 0,965
2. Переводные коэффициенты для вычисления приближенной теоретической массы 1 м профиля из магниевых сплавов.
Сплавы марок МА1 - 0,978
МА2 - 0,989
МА2-1 - 0,990
МА2-1-пч - 0,990
МА8 - 0,989
МА12 - 0,989
Приложение 2
Справочное
Таблица 2
??????????????????????????????????????????????????????????????????
Номер ? Обозначение ? Обозначение профиля по чертежам
профиля? профиля по ?
? каталогу 1966 г. ?
??????????????????????????????????????????????????????????????????
420901 ?П152-2 ?С652
420902 ?П152-4 ?ПС9-37, С1381
420903 ?П178 ?ПС630
420904 ?П152-6 ?С640, ПК11431
420905 ?- ?ПС885-709, ПС885-709Г
420906 ?- ?НП1450-1
420907 ?- ?ПК17491
420908 ?П156-12 ?С68-1, ПП639-1
420909 ?П156-18 ?С68-2
420910 ?П152-8 ?АПР24, ПК308-4, ПС9-4
420911 ?- ?ПК17688
420912 ?П152-10 ?ПВ1546, НП1280-1, ПС5-105
420913 ?П152-11 ?С641, ПК11426
420914 ?- ?С1687, ПК16992
420915 ?- ?ПК17300
420916 ?- ?ПК16903
420917 ?П152-13 ?ПВ1049
420918 ?П152-15 ?ПК12339
420919 ?П152-17 ?С835
420920 ?П152-12 ?ПК2-333
420921 ?- ?С1295
420922 ?- ?ПК14564
420923 ?- ?ПК15978
420924 ?П152-14 ?ПК308-1, ПС9-1
420825 ?П152-16 ?С62-1
420926 ?- ?С1359, ПК15408
420927 ?П152-18 ?ПА66, ПК308-10, ПК308-2, ПС9-2
420929 ?- ?С1311-1, ПК15127-3
420930 ?- ?ПК16309
420931 ?- ?ПК16210
420932 ?П152-20 ?ПС9-20
420933 ?П152-22 ?С89, ПС9-43, ПК319-10
420934 ?- ?ПК18325
420935 ?П152-24 ?ПС5-90, ПК502
420936 ?П152-25 ?ПКО760
420937 ?- ?ПК15958-2, С2060-2
420938 ?- ?ПК17615
420940 ?- ?ПК18327
420941 ?- ?С1462, ПК15027
420942 ?П152-27 ?ПС885-350
420943 ?- ?ПК16311
420944 ?- ?ПК16299
420945 ?П152-26 ?ПК308-12, ПП360-2
420946 ?П152-30 ?ПК327-2, ПК327-2В, НП569-1
420947 ?П152-32 ?ПК319-29
420948 ?- ?С1031-5, ПК14044-2
420949 ?П152-34 ?ПС9-34
420950 ?- ?С1413, ПК15702
420951 ?П152-36 ?ПА44
420952 ?П152-38 ?С62-6, ПК319-11, ПС9-38, ПК319-11А,
? ?С62-6А
420953 ?П152-40 ?С62-4А
420954 ?- ?С1178-3
420955 ?- ?С1178-5
420956 ?- ?С1178-2
420957 ?- ?ПС5-163
420958 ?П152-41 ?С651
420959 ?П152-42 ?С425
420960 ?- ?ПК16219
420961 ?- ?ПК16216
420962 ?П152-44 ?ПК319-37
420963 ?- ?ПК12123
420964 ?- ?ПК18326
420965 ?- ?ПК16461
420966 ?- ?ПК17671
420967 ?П152-46 ?С508-1, С2049, ПК2-306
420968 ?П152-48 ?С508-2, ПК2-307
420969 ?- ?С1031-4, НП1469-1
420970 ?П152-49 ?ПК12932
420971 ?- ?ПК17112
420972 ?П152-50 ?НП555-1
420973 ?- ?ПК17113
420974 ?П152-51 ?С683
420975 ?- ?ПК14747
420976 ?П152-52 ?С992, ПК319-12, НП344-1
420978 ?П152-54 ?ПС9-24
420980 ?- ?ПК16502
420981 ?П152-56 ?С1406, ПК302-8, НП656-3
420982 ?П152-58 ?ПК302-6, НП656-1, ПК 12896
420983 ?- ?С1031-2, ПК14033
420984 ?П152-64 ?С62-5, ПК319-13, ПП318-11, ПС5-143,
? ?ПК319-13А
420985 ?П152-66 ?С172, ПК1581
420986 ?П152-68 ?С530, ПК9991
420987 ?П154 ?С134
420988 ?- ?С1053-1, ПК14183
420990 ?П152-70 ?НП790-1, ПК301-154
420991 ?П152-72 ?НП520-1
420992 ?- ?ПК16136А
420993 ?- ?С1655, ПК16804
420994 ?- ?С1653, ПК16801
420995 ?- ?С744, ПС87-2
420996 ?- ?С1041, ПК14138
420997 ?- ?ПК16840
420998 ?П152-74 ?ПС9-29
421000 ?- ?ПК15127-5
421001 ?П152-76 ?ПК319-30
421002 ?- ?ПК17502
421003 ?П152-78 ?ПК319-14, ПП318-7
421004 ?П152-79 ?ПК12660
421005 ?П152-80 ?С508-3
421006 ?П152-82 ?ПВ248, ПВ1791
421007 ?- ?ПК17495, С1842
421008 ?- ?ПК14889
421009 ?- ?С1455, ПК15996
421010 ?П152-84 ?С85
421011 ?- ?ПК17426
421012 ?- ?С1263, ПК15117
421013 ?П152-85 ?С649
421014 ?- ?ПК15565
421015 ?П152-87 ?С650
421016 ?П152-86 ?С960, НП347-1, ПС9-40, ПК308-16
421017 ?П152-88 ?НП257-1-2, ПК308-11
421018 ?П152-89 ?ПК11808
421019 ?П152-91 ?ПК12461
421020 ?П152-101 ?ПК12650
421021 ?- ?ПК18157
421022 ?- ?ПК16465
421023 ?П152-90 ?ПК301-255
421024 ?- ?ПК13350
421025 ?- ?ПК14914
421026 ?П152-92 ?ПС9-19
421027 ?- ?С1054, ПК14182
421028 ?- ?ПК18297
421029 ?П152-94 ?ПС9-17
421030 ?П152-96 ?С279
421031 ?П152-98 ?С286А
421032 ?- ?ПК17118
421033 ?- ?ПК14890
421034 ?- ?С1177-2
421035 ?П152-100 ?НП348-1, ПК308-14
421036 ?П152-104 ?ПС9-21
421037 ?- ?ПК15868
421038 ?- ?ПК18301
421039 ?П152-105 ?С653
421040 ?- ?ПК14121
421041 ?П152-106 ?НП505-1
421042 ?П152-108 ?ПС9-33
421043 ?П152-110 ?ПК308-5, ПП360-1, ПС9-5
421044 ?- ?ПК18150
421045 ?П152-112 ?ПК301-199
421046 ?П152-114 ?С593, ПК302-26
421047 ?- ?ПК14888
421048 ?П152-115 ?ПК12663
421049 ?П152-116 ?ПК319-16, ПП318-3
421050 ?П152-117 ?ПК12114
421051 ?П152-118 ?ПС9-11
421052 ?- ?С1634, ПК16576
421053 ?П152-120 ?ПК301-201
421054 ?П152-122 ?ПП318-8, ПС9-39, ПК319-18
421055 ?П152-124 ?ПК319-6, ПС455-5
421056 ?- ?ПК17501
421057 ?П152-126 ?ПС455-6
421058 ?П152-128 ?С79, С1428, ПК319-19
421059 ?П152-130 ?С1177-3, ПК319-20
421060 ?- ?НП353-1
421061 ?П152-132 ?ПП360-4
421062 ?- ?ПК13950
421063 ?П152-134 ?ПК301-214, ПС885-400
421064 ?П152-136 ?ПК552-2
421065 ?- ?ПК17490
421066 ?- ?ПК12724
421067 ?- ?ПК12579
421068 ?П152-138 ?ПК302-9, НП656-4
421069 ?П152-140 ?С284
421070 ?П152-142 ?ПК308-23-24
421071 ?- ?НП565-1
421072 ?- ?ПК17994
421073 ?- ?ПК14892
421074 ?П152-144 ?ПС9-16
421075 ?П152-145 ?ПК13537
421076 ?П152-146 ?ПС9-26
421077 ?П152-148 ?ПС9-25
421078 ?П152-150 ?ПС9-30
421079 ?П152-152 ?ПС455-3, ПП360-5, ПК319-4
421080 ?- ?ПК12427
481081 ?П152-154 ?ПС9-32
421082 ?П152-155 ?ПВ1269, ПК13509
421083 ?П152-156 ?ПС9-18
421084 ?П152-158 ?ПС9-35
421085 ?П152-160 ?ПК308-22
421086 ?П152-162 ?ПК302-12
421087 ?П152-164 ?ПС9-31
421088 ?П152-165 ?ПК13232
421089 ?- ?С1087-2
421090 ?П152-166 ?ПК301-112
421091 ?- ?ПК15434
421092 ?П152-168 ?ПК319-21, ПС9-12
421093 ?П152-170 ?С1102, ПК319-5, С369, ПС455-4
421094 ?П152-171 ?ПК301-281
421095 ?П152-173 ?ПК0860
421096 ?- ?С1053-2
421097 ?- ?ПК14916
421098 ?П152-175 ?С781, ПК12215
421099 ?П152-172 ?ПА129, ПК308-17, ПК2783
421100 ?- ?ПК12436
421101 ?- ?ПК17425
421102 ?- ?ПК14878
421103 ?- ?ПК17853
421104 ?- ?ПК14132
421105 ?П152-174 ?ПК302-19, ПС9-36, С849
421106 ?- ?ПК14877
421107 ?П152-176 ?ПК319-22, ПС9-13
421108 ?- ?ПК17421
421109 ?- ?ПК15326
421110 ?П152-178 ?НП656-6
421111 ?П152-180 ?ПК301-195
421112 ?П152-182 ?ПК302-11
421113 ?- ?ПК16467
421114 ?П152-183 ?ПК11708
421115 ?П152-184 ?ПП360-3
421116 ?П152-186 ?С1559, ПК301-114
421117 ?П152-188 ?С1558, ПК301-113
421118 ?П152-190 ?ПК301-202, ПК301-115
421119 ?- ?ПК15297
421120 ?П152-191 ?ПК11691
421121 ?- ?С1504, ПК15972
421122 ?П152-192 ?ПК4126
421123 ?П152-194 ?ПС9-9
421124 ?П152-196 ?С77
421125 ?П152-198 ?ПА130, ПК308-18
421126 ?- ?ПК16518
421127 ?- ?ПК15159
421128 ?- ?ПК15952
421129 ?- ?ПК14859
421130 ?П152-200 ?ПК301-194А, ПК301-194
421131 ?П152-201 ?ПК13192
421132 ?- ?С1608
421133 ?П152-202 ?ПК302-13
421134 ?- ?ПК15290
421135 ?П152-204 ?ПК319-3, ПС455-2
421136 ?- ?ПК18018
421137 ?П152-206, П152-207?ПК0689, ПК302-24
421138 ?П152-208 ?ПС9-27
421139 ?П152-210 ?ПС455-1
421140 ?- ?С1519, ПК16036
421141 ?П152-211 ?ПК12100
421142 ?П152-213 ?ПК13476
421143 ?П152-212 ?ПК552-1
421144 ?П152-214 ?ПК319-36
421145 ?П152-216 ?НП174-1
421146 ?П152-218 ?ПС9-3
421147 ?- ?ПК16513
421148 ?П152-219 ?С763, ПК0744-4, ПК12144
421149 ?П152-220 ?С366, ПК302-10, НП656-5, ПС5-94
421150 ?- ?ПК16984
421151 ?- ?ПК16503
421152 ?П152-222 ?ПК355, ПС9-10
421154 ?П152-225 ?ПК11449
421155 ?П152-224 ?ПС9-15
421156 ?П152-227 ?ПК12184
421157 ?П152-226 ?С962, ПК319-24, ПП318-5
421158 ?- ?ПК16045
421159 ?П152-228 ?С267
421160 ?- ?ПС885-631
421161 ?П152-230 ?ПК553-2
421162 ?П152-232 ?ПК553-1
421163 ?П152-233 ?ПК13548
421164 ?П152-234 ?ПК302-22
421165 ?- ?ПК17367
421166 ?- ?ПК15026
421167 ?П152-235 ?ПК13157
421168 ?- ?ПК16707
421169 ?- ?ПК18294
421170 ?- ?ПК12584
421171 ?П152-236 ?С273, С273А
421172 ?П152-237 ?ПК308-26
421173 ?П152-239 ?ПК9522
421174 ?- ?ПК15279
421175 ?П152-241 ?ПК13183
421176 ?- ?ПК18073
421178 ?П152-243 ?ПК302-25
421179 ?П152-245 ?ПК12058-2, С1177-1
421180 ?- ?ПК18293
421181 ?- ?ПК15281
421182 ?П152-242 ?ПК301-157
421183 ?- ?ПК15278
421184 ?- ?ПК15811
421185 ?- ?ПК16677
421186 ?П152-244 ?ПА128, С771, ПК475, ПС5-100
421187 ?- ?С1087-3
421188 ?- ?ПК16322
421189 ?П152-247 ?ПК11974
421190 ?- ?ПК18014
421191 ?П152-246 ?ПК1239-2
421192 ?П75 ?ПВ1107, ПВ828А, ПВ806А
421193 ?- ?ПК13755
421194 ?- ?ПК13754
421195 ?П152-248 ?ПС9-28
421196 ?П152-250 ?ПК301-151
421198 ?- ?ПК17982
421199 ?П152-253 ?ПК11347
421200 ?П152-254 ?ПК1239-3
421201 ?- ?ПК16476-2
421202 ?- ?С1064
421203 ?- ?ПК16043
421204 ?П152-256 ?ПС5-50, ПВ578, ПА-82
421205 ?- ?ПК13285
421206 ?- ?ПК17697-5
421207 ?- ?ПД35-3
421208 ?- ?ПК16716
421211 ?П152-258 ?ПК301-153
421212 ?П152-260 ?ПК308-6, ПС9-6
421213 ?П152-262 ?ПК9356
421214 ?П152-263 ?ПК-12279-1
421215 ?П152-264 ?ПК11200
421216 ?П152-266 ?ПС782-3
421217 ?П152-268 ?ПК319-25, ПП318-4, ПС9-44
421218 ?П152-270 ?ПС605, ПК1242
421219 ?П152-272 ?ПС5-91, ПК503
421220 ?П152-273 ?ПК12530
421221 ?- ?ПК18358
421222 ?- ?ПК16476-1
421223 ?- ?ПК18298
421224 ?- ?ПК18296
421225 ?- ?ПК16410
421226 ?- ?ПК1613
421227 ?П152-275 ?НП1227-1, ПА244
421228 ?- ?С1087-4
421229 ?- ?ПК14558
421230 ?- ?ПК15676
421231 ?- ?ПК12583
421232 ?- ?С1053-4
421233 ?- ?ПК15537
421234 ?П152-274 ?ПК11194
421235 ?П152-277 ?ПК13252
421236 ?- ?ПК18392
421237 ?П152-276 ?ПП138-12
421238 ?П152-279 ?ПК301-288
421239 ?П152-278 ?ПК319-34
421240 ?П152-280 ?С1515, ПК319-7, ПП473-1, С93, ПА69
421241 ?П152-282 ?ПС782-5
421242 ?П152-284 ?ПК302-17
421243 ?П152-285 ?ПК308-27
421244 ?П152-286 ?ПК301-197
421245 ?- ?ПК17614
421246 ?- ?ПК13756
421247 ?П152-287 ?ПК11727
421248 ?П152-288 ?С62-2, ПК319-26
421249 ?П152-289 ?ПК0751
421250 ?П152-290 ?ПС5-99, НП1210-1
421251 ?П152-292 ?С1193, ПС9-14
421252 ?П152-294 ?С62-3
421253 ?П152-296 ?ПК550
421254 ?П152-298 ?ПК11063
421255 ?П152-300 ?ПА230
421256 ?П152-302 ?ПК319-1, ПК319-1А, ПК319-1Б, ПС532
421257 ?П152-304 ?ПА168
421258 ?П152-305 ?ПК12371
421259 ?- ?С1500, ПК15968
421260 ?П152-307 ?С1262-1, ПК0744-2А, ПК0744-2
421261 ?П152-306 ?ПК308-7, ПС9-7
421262 ?- ?ПК17697-3
421263 ?П152-308 ?ПК2-313
421264 ?- ?ПК13874
421265 ?П152-310 ?С83
421266 ?- ?НП1426-1
421267 ?- ?ПК17838
421268 ?П152-312 ?ПК0407
421269 ?П152-314 ?ПК0408
421270 ?П152-316 ?ПВ309
421271 ?- ?ПК14346-2
421272 ?- ?ПК17697-4
421273 ?- ?ПК0229
421274 ?П195 ?ПК0297
421275 ?- ?ПК8003
421276 ?- ?ПВ1796
421277 ?- ?ПК19368
421278 ?- ?ПК8005
421279 ?- ?ПК4852
421280 ?- ?ПК8180
421281 ?- ?НП1706
421282 ?- ?ПК2827
421283 ?- ?ПВ1930, ПК7080
421284 ?- ?ПК8684
421285 ?- ?ПК19883
421286 ?- ?ПК8114-1
421287 ?- ?ПК8287
421288 ?- ?ПК8113
421289 ?- ?ПК2881
421290 ?- ?ПК8115-3
421291 ?- ?ПК2833
421292 ?- ?ПК8110
421293 ?- ?ПК19952
421294 ?- ?ПК8193
421295 ?- ?ПК4703
421296 ?- ?ПК4544
421297 ?- ?ПК8251
421298 ?- ?ПК18874
421299 ?- ?С2147, ПК19992
421300 ?- ?ПК17940
211301 ?- ?ПК4610
421761 ?- ?ПК15674
421762 ?- ?БК346
421763 ?- ?ПК18695
421764 ?- ?ПК17717
421766 ?- ?ПК18801
421767 ?- ?ПК18800
421768 ?- ?ПК2988
421769 ?- ?ПК2894
421770 ?- ?ПК3009
421772 ?- ?ПК17942
421773 ?- ?С2078, ПК18984
421774 ?- ?ПК2648
421775 ?- ?ПК8434
421776 ?- ?ПК01288
421777 ?- ?ПК01287
421778 ?- ?ПК4219
421779 ?- ?ПК8132
421780 ?- ?ПК4624
421781 ?- ?ПК8853
421782 ?- ?ПК4174
421784 ?- ?ПК19473
421785 ?- ?ПК4608
421786 ?- ?ПК19208
421787 ?- ?ПК8106
421788 ?- ?ПК4637
421789 ?- ?ПК2590
421790 ?- ?ПК19838
421791 ?- ?ПК19039
421792 ?- ?ПК19041
421793 ?- ?ПК4829
421794 ?- ?ПК8120
421795 ?- ?С1735, ПК17315
421796 ?- ?С2068, ПК19245
421797 ?- ?ПК8076
421798 ?- ?ПК2712
421799 ?- ?ПК2828
421800 ?- ?ПК2929
421801 ?- ?ПК18557
421802 ?- ?ПК3032
421803 ?- ?ПК19038
421804 ?- ?ПК8121
421805 ?- ?ПК19495
421806 ?- ?С2104, ПК19625
421807 ?- ?ПК2322
421808 ?- ?ПК8119
421809 ?- ?ПК8325
421810 ?- ?ПК19956
421811 ?- ?ПК19960
421812 ?- ?ПК4825
421813 ?- ?ПК19213
421814 ?- ?ПК19955
421816 ?- ?ПК4814
421817 ?- ?ПК2805
421818 ?- ?ПК8347
421819 ?- ?ПК18873
421820 ?- ?ПК19958
421821 ?- ?ПК2831
421822 ?- ?ПК2181
421823 ?- ?ПК8329
421824 ?- ?ПК18616
421825 ?- ?ПК19367-1
421826 ?- ?ПК2076
421827 ?- ?ПК19951
421828 ?- ?ПК8022
421929 ?- ?ПК18383
421830 ?- ?ПК4676
421831 ?- ?ПК8288
421832 ?- ?ПК3179
421833 ?- ?НП1923
421834 ?- ?ПК4724
421835 ?- ?ПК8295
421836 ?- ?ПК19387
421837 ?- ?ПК8240
421838 ?- ?ПК18803
421839 ?- ?ПК8109
421840 ?- ?ПК2830
421841 ?- ?НП1731
421842 ?- ?ПК4704
421843 ?- ?ПК2965
421844 ?- ?ПК2806
421845 ?- ?ПК2875
421846 ?- ?ПК2807
421847 ?- ?ПК2621
421848 ?- ?ПК17918
421849 ?- ?ПК2520
421850 ?- ?ПК3182
421851 ?- ?ПК4824
421852 ?- ?ПК19697
421853 ?- ?ПК19628, С2107
421854 ?- ?ПК4861
421855 ?- ?ПК19937
421856 ?- ?ПК8317
421857 ?- ?ПК19197
421858 ?- ?ПК2622
421859 ?- ?ПК19212
421860 ?- ?ПК19037
421861 ?- ?ПК19950
421862 ?- ?ПК8073
421864 ?- ?ПК2618
421865 ?- ?ПК2647
421866 ?- ?ПК3150
421868 ?- ?ПК18808
421869 ?- ?ПК19389
421870 ?- ?ПК3149
421871 ?- ?ПК19953
421872 ?- ?ПК19961
421873 ?- ?ПК2667
421874 ?- ?ПК8551
421875 ?- ?ПК19954
421876 ?- ?ПК8328
421877 ?- ?ПК2088
421878 ?- ?ПК19357
421879 ?- ?ПК8112
421880 ?- ?ПК2892
421881 ?- ?ПК2708
421882 ?- ?ПК2529
421883 ?- ?ПК8571
421884 ?- ?ПК2024
421885 ?- ?ПК2359
421886 ?- ?ПД35-4
421887 ?- ?ПК4613
421888 ?- ?ПК18751
421889 ?- ?ПК8770
421890 ?- ?ПК2035
421891 ?- ?ПК12279
421893 ?- ?ПК8542
421894 ?- ?ПК18807
421895 ?- ?ПК2609
421896 ?- ?ПК19959
421897 ?- ?ПК19483
421898 ?- ?ПК2361
421899 ?- ?ПК4166
421902 ?- ?ПК18802
421903 ?- ?ПА244-1
421904 ?- ?ПК4021
421905 ?- ?ПК2396
421906 ?- ?ПК8686
421907 ?- ?ПК19574
421908 ?- ?ПК18105
421909 ?- ?ПК2365
421910 ?- ?ПК19587
421912 ?- ?ПК8375
421913 ?- ?ПК16717
421914 ?- ?ПК8545
421915 ?- ?ПК19549
421916 ?- ?ПК19550
421917 ?- ?ПК18247
421918 ?- ?ПК2999
421919 ?- ?ПК8107
421920 ?- ?ПК2801
421921 ?- ?ПК8550
421922 ?- ?ПК8692
421923 ?- ?ПК2009
421924 ?- ?ПК2523
421925 ?- ?ПК8553
421926 ?- ?ПК8568
421927 ?- ?ПК8549
421928 ?- ?ПК18104
421929 ?- ?ПК2328
421930 ?- ?ПК8546
421931 ?- ?ПК2340
421932 ?- ?ПК8556
421933 ?- ?ПК19151
421935 ?- ?ПК18338
421937 ?- ?С1759
421938 ?- ?С2040, ПК19091
421940 ?- ?ПК3090
421941 ?- ?ПК3091
421942 ?- ?ПК3089
421943 ?- ?ПК3088
421944 ?- ?ПК18035, С1896
421945 ?- ?ПК8017
421947 ?- ?ПК8187
421948 ?- ?ПС1050Д
421949 ?- ?ПС885-1063
421950 ?- ?С1978, ПК18258
421951 ?- ?С2060-11, ПК15958-1
421952 ?- ?ПА244-1
421955 ?- ?ПК3059
421956 ?- ?С1734, ПК17314
421957 ?- ?ПК3253
421958 ?- ?ПК3002
421959 ?- ?С1913, ПК18112
421960 ?- ?С1757
421962 ?- ?С2067, ПК19243
421965 ?- ?ПК18746
421966 ?- ?С1802, ПК17651
421967 ?- ?С1798, ПК17646
421968 ?- ?ПК13354
421969 ?- ?ПК19210
421970 ?- ?ПК4863
421971 ?- ?ПК8667
421972 ?- ?ПК18744
421973 ?- ?ПК12279-2
421974 ?- ?ПК8490
421975 ?- ?ПК8160
421976 ?- ?ПК2779
421977 ?- ?ПК19369
421979 ?- ?ПК2159
421981 ?- ?ПФ86
421982 ?- ?ПК2743-1
421983 ?- ?ПК2743-3
421984 ?- ?ПК2743-2
421985 ?- ?ПК4178
421986 ?- ?ПК4184
421987 ?- ?ПК4170
421988 ?- ?ПК4407
421989 ?- ?ПВ1303, ПК13761
421991 ?- ?ПК4069
421992 ?- ?ПК4097
421993 ?- ?ПК4338
421994 ?- ?ПК4337
421995 ?- ?ПК4519
421996 ?- ?ПК4500
421997 ?- ?ПК4497
421998 ?- ?ПК4393
421999 ?- ?ПК4536
422000 ?- ?ПК4507
422001 ?- ?ПК4277
422002 ?- ?ПК4400
422003 ?- ?ПК4325
422004 ?- ?ПК4394
422005 ?- ?ПК4268
422006 ?- ?ПК4498
422007 ?- ?ПК4502
422008 ?- ?ПК4503
422009 ?- ?ПК8115-1
422010 ?- ?ПК4121
422011 ?- ?ПК8115-2
422012 ?- ?ПК8115-4
422013 ?- ?ПК3292
422014 ?- ?ПК3289
422015 ?- ?ПФ143
422017 ?- ?ПК8114-3
422018 ?- ?ПК02094
(позиция введена Изменением N 2, введенным в действие Приказом
Ростехрегулирования от 29.11.2006 N 28-ст)
422020 ?- ?ОПР519
(позиция введена Изменением N 2, введенным в действие Приказом
Ростехрегулирования от 29.11.2006 N 28-ст)
422022 ?- ?ОПР367
(позиция введена Изменением N 2, введенным в действие Приказом
Ростехрегулирования от 29.11.2006 N 28-ст)
422023 ?- ?ПК01623
(позиция введена Изменением N 2, введенным в действие Приказом
Ростехрегулирования от 29.11.2006 N 28-ст)


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