ГОСТ 19804.5-83
УДК 624.155.113:006.354 Группа Ж33
ГОСУДАРСТВЕННЫЙ СТАНДАРТ СОЮЗА ССР
CВАИ ПОЛЫЕ КРУГЛОГО СЕЧЕНИЯ И СВАИ-ОБОЛОЧКИ
ЖЕЛЕЗОБЕТОННЫЕ ЦЕЛЬНЫЕ С НЕНАПРЯГАЕМОЙ АРМАТУРОЙ
Конструкция и размеры
Reinforced concrete round hole piles and pile-shells.
Structure and dimensions
Дата введения 1983-07-01
РАЗРАБОТАН Министерством монтажных и специальных строительных работ СССР
Государственным комитетом СССР по делам строительства
ИСПОЛНИТЕЛИ
Ю.Г. Трофименков, канд. техн. наук (руководитель темы); В.К. Демидов; Г.М. Лешин; В.Ф. Соколова; Н.А. Ремезова; Э.В. Иванова; И.В. Лазарева, канд. техн. наук; Г.И. Бердичевский, д-р техн. наук; В.А. Якушин, канд. техн. наук; Б.В. Бахолдин,канд. техн. наук; Н.Н. Светликова
ВНЕСЕН Министерством монтажных и специальных строительных работ СССР
Зам. министра Л.Д. Солоденников
УТВЕРЖДЕН И ВВЕДЕН В ДЕЙСТВИЕ Постановлением Государственного комитета СССР по делам строительства от 23 декабря 1982 г. № 296
1. Настоящий стандарт распространяется на железобетонные цельные полые сваи диаметром от 400 до 800 мм, сваи-оболочки диаметром от 1000 до 1600 мм с ненапрягаемой продольной арматурой и устанавливает конструкцию и размеры полых свай круглого сечения, свай-оболочек и арматурных изделий к ним.
2. Железобетонные цельные полые сваи круглого сечения (в дальнейшем - сваи) и сваи-оболочки с ненапрягаемой продольной арматурой должны удовлетворять требованиям ГОСТ 19804.0-78 и настоящего стандарта.
3. Сваи изготовляют с закрытым нижним концом (с наконечником) или с открытым нижним концом (без наконечника). Сваи-оболочки изготовляют с открытым нижним концом.
4. Обозначения марок свай и свай-оболочек должны соответствовать указанным в ГОСТ 19804.0-78. Марки свай с наконечником имеют в конце цифрового обозначения строчную букву "н", например СК15-40н.
5. Форма, марки, номинальные размеры свай и свай-оболочек, а также проектные марки бетона по прочности на сжатие должны соответствовать указанным на черт.1, 2 и в табл.1.
6. Условия расчета и применения свай и свай-оболочек даны в справочном приложении.
Свая без наконечника и свая-оболочка
![Рисунок 1](data:image/jpg;base64,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)
1 - место строповки при выемке из опалубки и транспортировании (одинарная полоса);
2 - место строповки при подъеме на копер (двойная полоса)
Черт. 1
Свая с наконечником
![Рисунок 2](data:image/jpg;base64,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)
1 - место строповки при выемке из опалубки и транспортировании (одинарная полоса);
2 - место строповки при подъеме на копер (двойная полоса)
Черт. 2
Таблица 1
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Номинальные размеры, мм
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Проектная марка
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Объем бетона,
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Масса сваи
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Расход стали
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Марка сваи
и сваи-оболочки
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![Рисунок 3](data:image/jpg;base64,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![Рисунок 4](data:image/jpg;base64,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![Рисунок 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![Рисунок 6](data:image/jpg;base64,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![Рисунок 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![Рисунок 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![Рисунок 9](data:image/jpg;base64,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)
|
бетона по прочности на сжатие
|
(справочный), м3
|
и сваи-оболочки (справочная), т
|
на одну сваю,
сваю-оболочку, кг
|
1
|
2
|
3
|
4
|
5
|
6
|
7
|
8
|
9
|
10
|
11
|
12
|
CК4-40
СК4-40н
|
4000
|
-
|
-
|
![Рисунок 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|
|
|
|
|
0,32
0,34
|
0,80
0,85
|
19,2
19,6
|
CК5-40
СК5-40н
|
5000
|
|
|
|
|
|
|
|
0,40
0,42
|
1,00
1,05
|
22,2
22,6
|
CК6-40
СК6-40н
|
6000
|
1200
|
1800
|
![Рисунок 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|
|
|
|
|
0,48
0,50
|
1,21
1,26
|
25,2
25,6
|
CК7-40
СК7-40н
|
7000
|
1450
|
2100
|
![Рисунок 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|
400
|
240
|
80
|
М300
|
0,56
0,58
|
1,41
1,46
|
31,2
31,6
|
CК8-40
СК8-40н
|
8000
|
1650
|
2400
|
![Рисунок 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|
|
|
|
|
0,64
0,66
|
1,61
1,66
|
35,0
35,4
|
CК9-40
СК9-40н
|
9000
|
1900
|
2650
|
|
|
|
|
|
0,72
0,74
|
1,81
1,86
|
38,3
38,7
|
CК10-40
СК10-40н
|
10000
|
2100
|
2900
|
![Рисунок 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|
|
|
|
|
0,80
0,82
|
2,01
2,06
|
46,2
46,6
|
CК11-40
СК11-40н
|
11000
|
2300
|
3200
|
![Рисунок 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|
|
|
|
|
0,88
0,90
|
2,21
2,26
|
50,0
50,4
|
CК12-40
СК12-40н
|
12000
|
2500
|
3500
|
![Рисунок 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|
|
|
|
|
0,96
0,98
|
2,41
2,46
|
65,2
65,6
|
CК13-40
СК13-40н
|
13000
|
2700
|
3800
|
|
|
|
|
|
1,04
1,06
|
2,61
2,66
|
70,0
70,4
|
CК14-40
СК14-40н
|
14000
|
2900
|
4100
|
|
|
|
|
|
1,12
1,14
|
2,81
6,85
|
85,8
86,2
|
CК15-40
СК15-40н
|
15000
|
3100
|
4400
|
|
400
|
240
|
80
|
М300
|
1,20
1,22
|
3,01
3,06
|
91,5
91,9
|
CК16-40
СК16-40н
|
16000
|
3300
|
4700
|
![Рисунок 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|
|
|
|
|
1,29
1,31
|
3,22
3,27
|
109,6
110,0
|
CК17-40
СК17-40н
|
17000
|
3500
|
5000
|
|
|
|
|
|
1,37
1,39
|
3,42
3,47
|
140,7
141,1
|
CК18-40
СК18-40н
|
18000
|
3700
|
5300
|
![Рисунок 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|
|
|
|
|
1,45
1,47
|
3,62
3,67
|
148,5
148,9
|
CК4-50
СК4-50н
|
4000
|
-
|
-
|
![Рисунок 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|
500
|
340
|
|
|
0,42
0,45
|
1,06
1,14
|
26,0
25,9
|
CК5-50
СК5-50н
|
5000
|
-
|
-
|
![Рисунок 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|
|
|
|
|
0,53
0,56
|
1,32
1,40
|
29,8
29,7
|
CК6-50
СК6-50н
|
6000
|
1200
|
1800
|
![Рисунок 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)
|
|
|
|
|
0,63
0,66
|
1,58
1,66
|
33,8
33,7
|
CК7-50
СК7-50н
|
7000
|
1450
|
2100
|
![Рисунок 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|
|
|
|
|
0,74
0,77
|
1,85
1,93
|
37,7
37,6
|
CК8-50
СК8-50н
|
8000
|
1650
|
2400
|
![Рисунок 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GooooAKKKKACiiigAooooAqarqMOkaPe6ncK7Q2dvJcSLGAWKopYgZIGcD1r4MJyxPvX1/8Z9b/sT4X6oUuPJuL3bZxfJu37z869CBmMScnHsc4r4/oAKKKKAPqj9nqxuLT4avNNHtju7+WaE7gd6BUTPHT5kYc+npivV65j4d6N/YHw80LTik8ciWiySxzjDpJJ+8dSMDGGYjB5GOea6egAooooA+Mfitpn9k/FDxBb+b5vmXRud23bjzQJcdT034z3xnjpXHV7T+0fo32XxXperokCR31qYm2DDvJG3LNxz8roAck/LjjArxagAr239mzUpovFGs6WFTybiyW4diDuDRuFUDnGMStnjsPx8SrufhBrP9i/FDRZGecQ3Mps5FiP3/ADAVUMMjKhyjH/dzgkCgD7GooooAKKKKACiiigAooooAqarqMOkaPe6ncK7Q2dvJcSLGAWKopYgZIGcD1r4MJyxPvX1/8Z9b/sT4X6oUuPJuL3bZxfJu37z869CBmMScnHsc4r4/oAKKKKAPqj9nqxuLT4avNNHtju7+WaE7gd6BUTPHT5kYc+npivV65j4d6N/YHw80LTik8ciWiySxzjDpJJ+8dSMDGGYjB5GOea6egAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq99ZW+pafc2F3H5ltcxNDMm4jcjAhhkcjIJ6VYooA+CdQsbjTNSurC7j8u5tZnhlTcDtdSQRkcHkdqrV6r8e/C7aJ47OqxRotnq6eamxFULKoCyDAOSSdrliBkuepBNeVUAFeo/AXxF/Y3xDjsJZdttqsTW5DzbEEg+ZCR0ZsgoB1/eceh8uqS3uJrS5iubeV4Z4nDxyRsVZGByCCOQQe9AH33RXMeAPGNt448JW2rQ/LcD9zeRhCojnCguFyT8vII5PBGecgdPQAUUUUAFFFFABRRRQBkeKfEFv4V8Mahrd0N0dpEXCZI8xzwiZAONzFRnHGcmvhy4uJru5lubiV5p5nLySSMWZ2JySSeSSe9esfHD4jQ+KNTj0HSLlJ9HsX3ySogxNcDcCVbuig4BGASWPI2mvIqACiipLe3mu7mK2tonmnlcJHHGpZnYnAAA5JJ7UAe8/s26A3nax4jkVwoUWMDBl2sSQ8mR1yMRYPA+Y9e30FWB4J8Of8Il4M0vQzJ5klrF+9cNkGRiXfacD5dzNjIzjGea36ACiiigDzD47+Hf7a+HUt7FFuutLlW5UpDvcxn5ZFB6quCHJ6fu+fUfJ9fe99ZW+pafc2F3H5ltcxNDMm4jcjAhhkcjIJ6V8O+JdEm8N+JtS0afeWs7h4g7xmMyKD8r7T0DDDDk8EcmgDKoBwc+lFFAH3J4P19PFHg/StaVkLXVurS+WrKqyj5ZFAbnAcMO/TqetbdfNHwB8dR6Rq0nhW+bFtqUvmWshZVWOfbgg5wTvAUDk/MAAPmJr6XoAKKKKACiiigAoorE8W+J7Hwf4bu9Yv5ECxIRDEz7TPLg7Y14JySPQ4GSeAaAPDP2jvEX2jWtM8PQy5jtIjc3ASbIMj8KrIOjKq5BPOJewPPh1aGu61eeItdvdXv33XN3KZXwSQueirkkhQMADPAAFZ9ABXS/D/QF8T+PdG0iVUaCa4DTq7MoaJAXdcryCVVgMdyOR1rmq+hf2cvCk0MWoeK7gOizqbO1U5AdQwaR+RyNyqoIPUOCOBQB71RRRQAUUUUAeYfHfw7/AG18Opb2KLddaXKtypSHe5jPyyKD1VcEOT0/d8+o+T6+976yt9S0+5sLuPzLa5iaGZNxG5GBDDI5GQT0r4d8S6JN4b8Talo0+8tZ3DxB3jMZkUH5X2noGGGHJ4I5NAGVQDg59KKKAPuTwfr6eKPB+la0rIWurdWl8tWVVlHyyKA3OA4Yd+nU9a26+aPgD46j0jVpPCt82LbUpfMtZCyqsc+3BBzgneAoHJ+YAAfMTX0vQAUUUUAFFFFABRRWJ4t8T2Pg/wAN3esX8iBYkIhiZ9pnlwdsa8E5JHocDJPANAHhn7R3iL7RrWmeHoZcx2kRubgJNkGR+FVkHRlVcgnnEvYHnw6tDXdavPEWu3ur377rm7lMr4JIXPRVySQoGABngACs+gArpfh/oC+J/HujaRKqNBNcBp1dmUNEgLuuV5BKqwGO5HI61zVfQv7OXhSaGLUPFdwHRZ1NnaqcgOoYNI/I5G5VUEHqHBHAoA96ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4j4peBo/HPhKS3iGNStN09kwVcs4U/uyWxhX4B5HIUnO3FfG5GDg19/18+/HL4YTG4m8X6FaIYdm7UreFTuDZJM+OhBGN2AMY3HOWIAPAqKKKAOo8CeOtU8B64L+wPm28mFu7Rmwk6D+TDJw3bPcEg/XnhfxdovjDS0v9HvY5lKK0sJYCWAnPyyLnKnIPscZBI5r4brQ0bXdV8O6il/pF/PZXS4G+F8bhkHaw6MuQMqcg45FAH3fRXzx4Z/aPuIIobfxNpP2nbw95ZMFcgLwTEflLFhyQyjngcYPeab8efAd9btLcX11p7hyoiurR2YjA+b92HGOcdc8HjpQB6XRXnk/wAcfh9FbySJrbzOiFlijs5gzkD7o3IBk9OSB6kVx+tftJ6alvt0LQ7uadlYb75liWNsfKdqFi4znIyvTrzwAe3zzw2tvJcXEqQwxIXkkkYKqKBkkk8AAd6+dfjB8Yf7U+0eGfDNz/oHMd5fRt/x8esaH+56t/F0Hy/e8+8XfE7xT403RalfeTYtj/QbQGOH+HqMkvyoPzE4OcYrj6ACiiigAr3n9nzwK8l23jO9XbFFvgsUZWBZyMPKDwCoBZB1yS3QqM8H8MvhnfePtUMkhe20W3cC6ugOWPXy488FyO/RQcnqA319BBDa28dvbxJDBEgSOONQqooGAABwAB2oAkooooAKKKKACvBf2hPA7TRReMbGJB5KLDqOCqkjcFjkxjLHJ2k5JxswMAke9VXvrK31LT7mwu4/MtrmJoZk3EbkYEMMjkZBPSgD4IorsfiT4EuPAfiiWyCzyabN89lcyqP3qYGRkcblJwenY4AYVx1ABX0h8H/jD/a32fw14muf+JhxHZ3sh/4+fSNz/wA9PQ/xdD833vm+igD7/or5M8FfG3xH4Tt4NPukTVtLhQJHBO2ySJQDgJIATjJHDBsBQBtr1zRv2g/B2obU1Bb7S5PKDu00PmR7+Mopjyx6nBKjgdjxQB6vRXnk/wAcfh9FbySJrbzuiFlijs5gzkD7o3IBk9OSB6kVw+v/ALScAjaPw5ocjOUBE+osFCtnkeWhO4Y77xyenHIB7J4m8TaX4S0ObV9Xn8q3j4VV5eVz0RB3Y4/Qk4AJHyX8TPH83j/xILtYpLfTrZTFaQO5JC5yXYZwHbjOOwUZOMnD8Q+K9d8V3i3WuanPeSL9xXICR5AB2oMKudozgDOMmsegAooooA0dC0W88Ra7ZaRYJuubuURpkEhc9WbAJCgZJOOACa+39D0ez8P6HZaRYJstbSJYk4ALY6s2AAWJyScckk15v8Ffhx/wimjjXNTinj1u/iKtDL8v2eEsCF25+821WOeRwuAQc+r0AFFFFABRRRQAV4L+0J4HaaKLxjYxIPJRYdRwVUkbgscmMZY5O0nJONmBgEj3qq99ZW+pafc2F3H5ltcxNDMm4jcjAhhkcjIJ6UAfBFFdj8SfAlx4D8US2QWeTTZvnsrmVR+9TAyMjjcpOD07HADCuOoAK+kPg/8AGH+1vs/hrxNc/wDEw4js72Q/8fPpG5/56eh/i6H5vvfN9FAH3/RXyZ4K+NviPwnbwafdImraXCgSOCdtkkSgHASQAnGSOGDYCgDbXrmjftB+DtQ2pqC32lyeUHdpofMj38ZRTHlj1OCVHA7HigD1eivPJ/jj8PoreSRNbed0QssUdnMGcgfdG5AMnpyQPUiuH1/9pOARtH4c0ORnKAifUWChWzyPLQncMd945PTjkA9k8TeJtL8JaHNq+rz+Vbx8Kq8vK56Ig7scfoScAEj5L+Jnj+bx/wCJBdrFJb6dbKYrSB3JIXOS7DOA7cZx2CjJxk4fiHxXrviu8W61zU57yRfuK5ASPIAO1BhVztGcAZxk1j0AFFFFAGjoWi3niLXbLSLBN1zdyiNMgkLnqzYBIUDJJxwATX2/oej2fh/Q7LSLBNlraRLEnABbHVmwACxOSTjkkmvN/gr8OP8AhFNHGuanFPHrd/EVaGX5fs8JYELtz95tqsc8jhcAg59XoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD54+KfwRuEu5Nb8HWfmQSbnudNiwDEQCS0Q7qcfcHIJG0EHC+D19/wBcB4y+D/hfxh5tybb+ztTfLfbLRQu9juOZE+6+WbJPDHAG4UAfH9FeieK/gt4v8NXBNvYvrFmz7Y57CMyN1bG6MfMpwMnGVGQNxNed0AFFFFABRRRQAUUV2Hh34XeMfE/lyWOizxWr+WRdXY8mPY/RwWwXXHPyBuMeoyAcfXpPw3+EOqeOPK1K6f7DoQl2vMf9ZOBncIhjB5G0seAScbipFer+DfgDoWi+VeeIJf7Xvlw3k4K20bfKcbesmCGGW+Ug8pXr9AFPStKsdE0u303TbaO2s7dNkUSDhR/MknJJPJJJPJq5RRQAUUUUAFFFFABRRRQBkeJvDOl+LtDm0jV4PNt5OVZeHicdHQ9mGf1IOQSD8geOvAmqeA9cNjfjzbaTLWt4i4SdB/JhkZXtnuCCftaqeqaXY63pdxpupW0dzZ3CbJYnHDD+YIOCCOQQCORQB8GUV7p42/Z6vobie+8ITJcW7uWXTp32SRgkfKjscMBlj8xUgAcsa8b1nQtV8O6g9hq9hPZXK5+SZMbgCRuU9GXIOGGQccGgDPooooAKKKKACiiu08L/AAp8X+K3RrXS3tLR0VxeXwMMRV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|
500
|
340
|
80
|
М300
|
0,84
0,87
|
2,11
2,19
|
41,9
41,8
|
CК9-50
СК9-50н
|
9000
|
1900
|
2650
|
![Рисунок 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|
|
|
|
|
0,95
0,98
|
2,37
2,45
|
45,7
45,6
|
CК10-50
СК10-50н
|
10000
|
2100
|
2900
|
![Рисунок 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)
|
|
|
|
|
1,06
1,09
|
2,64
2,72
|
54,1
54,0
|
CК11-50
СК11-50н
|
11000
|
2300
|
3200
|
![Рисунок 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)
|
|
|
|
|
1,16
1,19
|
2,90
2,98
|
58,4
58,3
|
CК12-50
СК12-50н
|
12000
|
2500
|
3500
|
|
|
|
|
|
1,27
1,30
|
3,16
3,24
|
74,0
73,9
|
CК13-50
СК13-50н
|
13000
|
2700
|
3800
|
![Рисунок 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)
|
|
|
|
|
1,37
1,40
|
3,43
3,51
|
79,3
79,2
|
CК14-50
СК14-50н
|
14000
|
2900
|
4100
|
![Рисунок 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)
|
|
|
|
|
1,48
1,51
|
3,69
3,77
|
95,6
95,5
|
CК15-50
СК15-50н
|
15000
|
3100
|
4400
|
![Рисунок 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|
500
|
340
|
80
|
М300
|
1,58
1,61
|
3,96
4,04
|
101,8
101,7
|
CК16-50
СК16-50н
|
16000
|
3300
|
4700
|
![Рисунок 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|
|
|
|
|
1,69
1,72
|
4,22
4,30
|
120,4
120,3
|
CК17-50
СК17-50н
|
17000
|
3500
|
5000
|
![Рисунок 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|
|
|
|
|
1,79
1,82
|
4,48
4,56
|
152,0
151,9
|
CК18-50
СК18-50н
|
18000
|
3700
|
5300
|
![Рисунок 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)
|
|
|
|
|
1,90
1,93
|
4,75
4,83
|
160,3
160,2
|
CК4-60
СК4-60н
|
4000
|
-
|
-
|
![Рисунок 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)
|
|
|
|
|
0,63
0,69
|
1,57
1,71
|
30,3
29,8
|
CК5-60
СК5-60н
|
5000
|
|
|
![Рисунок 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)
|
|
|
|
|
0,78
0,84
|
1,96
2,10
|
34,5
34,0
|
CК6-60
СК6-60н
|
6000
|
1200
|
1800
|
![Рисунок 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)
|
600
|
400
|
100
|
|
0,94
1,00
|
2,36
2,50
|
38,8
38,3
|
CК7-60
СК7-60н
|
7000
|
1450
|
2100
|
|
|
|
|
|
1,10
1,16
|
2,75
2,89
|
43,1
42,6
|
CК8-60
СК8-60н
|
8000
|
1650
|
2400
|
![Рисунок 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)
|
|
|
|
|
1,26
1,32
|
3,14
3,28
|
47,6
47,1
|
CК9-60
СК9-60н
|
9000
|
1900
|
2650
|
![Рисунок 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)
|
|
|
|
|
1,41
1,47
|
3,53
3,67
|
55,9
54,4
|
CК10-60
СК10-60н
|
10000
|
2100
|
2900
|
![Рисунок 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)
|
600
|
400
|
100
|
М300
|
1,57
1,63
|
3,92
4,06
|
70,1
69,9
|
CК11-60
СК11-60н
|
11000
|
2300
|
3200
|
![Рисунок 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)
|
|
|
|
|
1,73
1,76
|
4,32
4,46
|
75,7
75,2
|
CК12-60
СК12-60н
|
12000
|
2500
|
3500
|
![Рисунок 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)
|
|
|
|
|
1,88
1,94
|
4,71
4,85
|
90,8
90,3
|
CК13-60
СК13-60н
|
13000
|
2700
|
3800
|
![Рисунок 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)
|
|
|
|
|
2,04
2,10
|
5,10
5,24
|
97,3
96,8
|
CК14-60
СК14-60н
|
14000
|
2900
|
4100
|
|
|
|
|
|
2,20
2,26
|
5,50
5,64
|
117,9
117,4
|
CК15-60
СК15-60н
|
15000
|
3100
|
4400
|
![Рисунок 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)
|
600
|
400
|
|
М300
|
2,36
2,42
|
5,89
6,03
|
125,3
124,8
|
CК16-60
СК16-60н
|
16000
|
3300
|
4700
|
![Рисунок 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)
|
|
|
100
|
|
2,51
2,57
|
6,28
6,42
|
152,6
152,1
|
CК17-60
СК17-60н
|
17000
|
3500
|
5000
|
![Рисунок 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)
|
|
|
|
|
2,67
2,73
|
6,67
6,81
|
182,2
181,7
|
CК18-60
СК18-60н
|
18000
|
3700
|
5300
|
![Рисунок 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)
|
|
|
|
|
2,83
2,89
|
7,06
7,20
|
192,2
191,7
|
CК4-80
СК4-80н
|
4000
|
-
|
-
|
![Рисунок 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|
800
|
600
|
|
М400
|
0,88
1,01
|
2,20
2,53
|
45,6
43,6
|
CК5-80
СК5-80н
|
5000
|
|
|
![Рисунок 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|
|
|
|
|
1,10
1,23
|
2,75
3,08
|
51,8
49,8
|
CК6-80
СК6-80н
|
6000
|
|
|
|
|
|
|
|
1,32
1,45
|
3,30
3,63
|
57,8
55,8
|
CК7-80
СК7-80н
|
7000
|
-
|
-
|
![Рисунок 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|
|
|
|
|
1,54
1,67
|
3,85
4,18
|
64,0
62,0
|
CК8-80
СК8-80н
|
8000
|
|
|
![Рисунок 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|
|
|
|
|
1,76
1,89
|
4,40
4,73
|
86,9
84,9
|
CК9-80
СК9-80н
|
9000
|
1900
|
2650
|
|
800
|
600
|
100
|
М400
|
1,98
2,11
|
4,94
5,28
|
95,2
93,2
|
CК10-80
СК10-80н
|
10000
|
2100
|
2900
|
![Рисунок 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|
|
|
|
|
2,20
2,33
|
5,50
5,83
|
103,4
101,4
|
CК11-80
СК11-80н
|
11000
|
2300
|
3200
|
![Рисунок 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|
|
|
|
|
2,42
2,55
|
6,04
6,38
|
120,3
118,3
|
CК12-80
СК12-80н
|
12000
|
2500
|
3500
|
|
|
|
|
|
2,64
2,77
|
6,59
6,93
|
129,2
127,2
|
CО6-100
СО7-100
CО8-100
СО9-100
СО10-100
СО11-100
СО12-100
|
6000
7000
8000
9000
10000
11000
12000
|
-
|
-
|
-
|
1000
|
760
|
120
|
|
1,99
2,32
2,65
2,98
3,32
3,65
3,98
|
4,97
5,80
6,63
7,46
8,29
9,12
9,95
|
131,6
148,5
165,4
182,3
199,3
216,2
233,1
|
CО6-120
СО7-120
CО8-120
СО9-120
СО10-120
СО11-120
СО12-120
|
6000
7000
8000
9000
10000
11000
12000
|
-
|
-
|
-
|
1200
|
960
|
120
|
М400
|
2,44
2,85
3,26
3,66
4,07
4,48
4,88
|
6,10
7,12
8,14
9,16
10,17
11,19
12,21
|
140,1
156,7
173,2
189,7
206,3
222,8
239,4
|
CО6-160
СО7-160
CО8-160
СО9-160
СО10-160
СО11-160
СО12-160
|
6000
7000
8000
9000
10000
11000
12000
|
|
|
|
1600
|
1360
|
|
|
3,35
3,90
4,46
5,02
5,58
6,13
6,69
|
8,36
9,76
11,15
12,55
13,94
15,34
16,73
|
260,6
292,9
325,1
357,4
389,6
421,9
454,2
|
Примечание: Расход стали на одну сваю (сваю-оболочку) приведен при условии армирования проволокой класса B-I.
7. Марка бетона по прочности на сжатие принимается в соответствии с требованиями ГОСТ 19804.0-78 и настоящего стандарта.
8. Марки бетона по морозостойкости и водонепроницаемости устанавливаются в соответствии с требованиями ГОСТ 19804.0-78.
9. Обвалы бетона с внутренней поверхности с обнажением арматуры не допускаются.
10. В качестве крупного и мелкого заполнителей для бетона свай и свай-оболочек следует применять фракционированный щебень из естественного камня и гравия с размерами фракций 10-20 мм и природный обогащенный песок, отвечающие требованиям ГОСТ 10268-80.
Применение гравия в качестве крупного заполнителя не допускается.
11. Сваи и сваи-оболочки армируются пространственными каркасами. В качестве продольной арматуры следует применять горячекатаную арматурную сталь классов А-I и А-III по ГОСТ 5781-82.
Для поперечного армирования следует применять проволоку класса В-I или Вр-I диаметром 5 мм по ГОСТ 6727-80.
12. Арматурные каркасы следует изготовлять на навивочно-сварочных станках. Спираль следует приваривать к продольным стержням в каждом третьем пересечении или в каждом пересечении через два витка на третий.
На расстоянии 0,5 м от концов каркаса спираль должна быть приварена в каждом пересечении к продольным стержням.
Допускается изготовлять арматурные каркасы на специализированных стендах с обязательной контактной точечной сваркой пересечений продольной и поперечной арматуры.
13. Сваи без наконечника и сваи-оболочки следует армировать в соответствии с черт. 3, а сваи с наконечником - в соответствии с черт. 4. Арматурные каркасы следует изготовлять в соответствии с черт. 5.
Спецификация арматурных изделий и выборка стали на одну сваю и сваю-оболочку приведены в табл. 2 и 3, ведомость стержней и выборка стали на один каркас сваи и сваи-оболочки - в табл. 4 и 5.
14. Форма, номинальные размеры наконечников должны соответствовать указанным на черт. 6, 7 и в табл. 1. Марки каркасов наконечников приведены в табл. 2.
Для армирования наконечника свай следует применять арматурную сталь класса А-I по ГОСТ 5781-82 и листовую сталь по ГОСТ 19903-74.
Ведомость стержней и выборка стали на каркас наконечника приведены в табл. 6 и 7.
Арматурные выпуски наконечников следует скреплять с продольной арматурой сваи точечной сваркой или вязальной проволокой. Наконечник следует устанавливать по шаблону.
15. Концы сваи без наконечника и сваи-оболочки должны быть усилены спиралями из проволоки класса В-I или Вр-I диаметром 5 мм по ГОСТ 6727-80.
Марки, ведомость стержней и выборка стали на спирали приведены в табл. 8.
16. Все сварные соединения должны удовлетворять требованиям ГОСТ 14098-68, ГОСТ 10922-75 и СН 393-78.
Армирование сваи без наконечника и сваи-оболочки
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)
Черт. 3
Армирование сваи с наконечником
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)
Черт. 4
Арматурные каркасы К4-40
К12-160
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)
Черт. 5
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Наконечники свай СК4-40н СК12-80н
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Os853E1hTqu1teYEq9YqEbWwq3/jCK63LYBtXSivGq2as1UpzXnndapZi69kS9SZR9q2z19bBREXnW7Mlyk1LaY1QRNJQed9SWgNKoSxUF0RVCmnNkLQGYYKiWD2iowhpwaGwX1g0oLpUOUp52zrLF7JPdalynEKGlJCoN93rlW1FKCT5ssGRablu7ReViKg33To2qChWj5goOOT/lC+1G6m8bafFqvJuYL+g6ARL7bS8bu3HjaITYHTHluRla78wDvZtKu20NIpqXYeJ0jRRrWA5VXnDlcBcKerYjUzRCpY6StFLvmy/wEfJWsFSRymupg0qkblSlAsK6LC7kzFWlSL7kU9T0lH4GYxqxYV2WgKvryS9fxgre8dK8eyk4NhXeN+lWj2ir6SvegovdJ1Rslbp+1n4stXrE6GZaAV+nWd3+Jgqr9r7eGDRCvw6yo49JruTlvokXy8k6ygHNm/VSYtV5S37cUO8oKvUnZcV5Q2b1n3XmbcSFb2QrKGE3XmrYqu/sdOW4nfnrYqt/nLc0I7CvhsY+MTVMCwlWpu6Va7gL5qyqLAIA68MrKKkatmgtpL6EgWofdOU8kubw84rVVCOfaKzacTklUTZiDc8vnszdBwNZRMBShX6t+LpS9JMYkXtd2tE/mJmtKO8rhqKJxZ/zO9Kzjr3J2soxUW7blpwpYhNaSso/lilmJvqKmVQxr44Tt5xEm/GKOU4OY4AxS8VceInaAbNna8N10kLO9nuKmVQpodtip9dqm5/iFEKm7LuKcWHpXWgKX6qBLSmoIkK7S17qyDK6xZZKEblIAvjFS6WQXROOLSUGFC2VV42xZ9TZYNwUdFGKdUTM5OgrxRBmUaAZn6MLbfYxuVDwTv9jpaCJUpzwo/DNPKSL1+wxHV6BC2F+P11lMWoPyHCSBlHKfHSJ0XBd4bPcqUZn/aU4jisGvNJJab46VVRJJ3hs+69PLDCDsaLPyNMKbtvW0pWpzVf8z2FUqStM9M0XYlIVZ3rKfiUsKUjrpS69SeVwv63Mzc3WcHsIxdtpS7+I9mz9TYFMKq9SBRWt3lgrt5MlX2ZyAkKliv1aPZADrTxlwqeoASQ4vNodVErV1S5mqx4gMI6mOpYVYW6op1l5G2pwuLmSOVYtIi+4vHcryrUjlxmxNumhRKNVOhpxRZS1rx2VRnHlNz3qILHK3QEe4SULU9EXit+oZBJyoqtrACVuj2WMSbI/QQH3pEpo2IyU2gXCyr7Zs4nLlNElWfhZMX/ACk0IXXkLXKOKenT0NuntJ2OV577YFrSRimCPVs5mK3IasuU42glujek8OkRv/wV0jqP1lTxOndCqpWc/MtqQOEDC37Qv6dnNCnJ0Wil+KopQKFNkit7cTetypvO9IyOkoMKDpvZ91Z3QutK/OfjFbjt46AZ8HUvW3Wf86fXv+AQVILm39LDGCi5L5wh+dLDyJUdVwJQifj/KKb8pMq6PunNg7CveEKZK+YwpMqKn1p7/bSQnXDmavKUgAuubIGjbIVgZfLEg6Zxxf0cayniLCnwuEqpEvNAASl7cQAZo8+8/2YtMiTfjlQSrgCzfcJnIOwMv7UO559HKGmzzG2UUi3q+uNIR7lM1zIl6YTE15geub1Krf576UrIL6RKOjQv/he4XDWlpbCPtfp59D1bKHT6u9/gqPN6pph9p39Xv0Oals72o1f/SXfvfvZX14StGFXP8u6v1Qq+/Qe22Amh71bolKZ+00EfKRW+yWNyzHMJheT6xf4Llom19ji0pYQ1syr/8e9ltfvVfXQHRRHR3VQKf5/+Iccrfv0vxSM/zRReWc9mUR77qiMZKHy6+LHeBbBJyoEr4Vp5qOkKn5YKdRYJTlRu+NA01LuUO0l5wxf0h1rrkaYpV42idyF/msL/FfQCvz2ludQR5AaIthKaINo5No9itunmmEvF1rYoi7Ioi7Ioi7Ioi7Ioi/LDUv4P/yCxDODANU4AAAAASUVORK5CYII=)
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Каркасы наконечников КН40 КН80
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)
![image22.png](data:image/jpg;base64,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)
|
Черт. 6
|
Черт. 7
|
Таблица 2
Спецификация арматурных изделий на сваю и сваю-оболочку
|
|
|
|
|
Марка сваии сваи-оболочки
|
Арматурный каркас
|
Спираль головы
|
Каркас
наконечника
|
|
(1 шт.)
|
Марка
|
Количество
|
(1 шт.)
|
1
|
2
|
3
|
4
|
5
|
СК4-40
|
К4-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК4-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК5-40
|
К5-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК5-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК6-40
|
К6-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК6-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК7-40
|
К7-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК7-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК8-40
|
К8-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК8-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК9-40
|
К9-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК9-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК10-40
|
К10-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК10-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК11-40
|
К11-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК11-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК12-40
|
К12-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК12-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК13-40
|
К13-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК13-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК14-40
|
К14-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК14-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК15-40
|
К15-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК15-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК16-40
|
К16-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК16-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК17-40
|
К17-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК17-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК18-40
|
К18-40
|
СГ40-1
СГ40-2
|
2
2
|
-
|
СК18-40н
|
|
СГ40-1
СГ40-2
|
1
1
|
КН40
|
СК4-50
|
К4-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК4-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК5-50
|
К5-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК5-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК6-50
|
К6-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК6-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК7-50
|
К7-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК7-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК8-50
|
К8-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК8-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК9-50
|
К9-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК9-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК10-50
|
К10-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК10-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК11-50
|
К11-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК11-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК12-50
|
К12-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК12-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК13-50
|
К13-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК13-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК14-50
|
К14-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК14-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК15-50
|
К15-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК15-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК16-50
|
К16-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК16-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК17-50
|
К17-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК17-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК18-50
|
К18-50
|
СГ50-1
СГ50-2
|
2
2
|
-
|
СК18-50н
|
|
СГ50-1
СГ50-2
|
1
1
|
КН50
|
СК4-60
|
К4-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК4-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК5-60
|
К5-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК5-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК6-60
|
К6-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК6-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК7-60
|
К7-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК7-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК8-60
|
К8-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК8-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК9-60
|
К9-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК9-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК10-60
|
К10-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК10-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК11-60
|
К11-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК11-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК12-60
|
К12-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК12-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК13-60
|
К13-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК13-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК14-60
|
К14-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК14-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК15-60
|
К15-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК15-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК16-60
|
К16-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК16-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК17-60
|
К17-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК17-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК18-60
|
К18-60
|
СГ60-1
СГ60-2
|
2
2
|
-
|
СК18-60н
|
|
СГ60-1
СГ60-2
|
1
1
|
КН60
|
СК4-80
|
К4-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК4-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СК5-80
|
К5-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК5-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СК6-80
|
К6-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК6-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СК7-80
|
К7-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК7-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СК8-80
|
К8-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК8-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СК9-80
|
К9-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК9-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СК10-80
|
К10-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК10-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СК11-80
|
К11-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК11-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СК12-80
|
К12-80
|
СГ80-1
СГ80-2
|
2
2
|
-
|
СК12-80н
|
|
СГ80-1
СГ80-2
|
1
1
|
КН80
|
СO6-100
|
К6-100
|
СГ100-1
СГ100-2
|
|
|
СO7-100
|
К7-100
|
СГ100-1
СГ100-2
|
|
|
СO8-100
|
К8-100
|
СГ100-1
СГ100-2
|
2
|
-
|
СO9-100
|
К9-100
|
СГ100-1
СГ100-2
|
|
|
СO10-100
|
К10-100
|
СГ100-1
СГ100-2
|
|
|
СO11-100
|
К11-100
|
СГ100-1
СГ100-2
|
|
|
СO12-100
|
К12-100
|
СГ100-1
СГ100-2
|
|
|
СO6-120
|
К6-120
|
СГ120-1
СГ120-2
|
|
|
СO7-120
|
К7-120
|
СГ120-1
СГ120-2
|
2
|
-
|
СO8-120
|
К8-120
|
СГ120-1
СГ120-2
|
|
|
СO9-120
|
К9-120
|
СГ120-1
СГ120-2
|
|
|
СO10-120
|
К10-120
|
СГ120-1
СГ120-2
|
|
|
СO11-120
|
К11-120
|
СГ120-1
СГ120-2
|
|
|
СO12-120
|
К12-120
|
СГ120-1
СГ120-2
|
|
|
СO6-160
|
К6-160
|
СГ160-1
СГ160-2
|
2
|
-
|
СO7-160
|
К7-160
|
СГ160-1
СГ160-2
|
|
|
СO8-160
|
К8-160
|
СГ160-1
СГ160-2
|
|
|
СO9-160
|
К9-160
|
СГ160-1
СГ160-2
|
|
|
СO10-160
|
К10-160
|
СГ160-1
СГ160-2
|
|
|
СO11-160
|
К11-160
|
СГ160-1
СГ160-2
|
|
|
СO12-160
|
К12-160
|
СГ160-1
СГ160-2
|
2
|
-
|
Таблица 3
Выборка стали на одну сваю и сваю-оболочку
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Марка сваи
|
Арматурная сталь
|
Листовая сталь
|
Всего масса
|
и сваи-оболочки
|
по ГОСТ 5781-82
|
по ГОСТ
6727-80,
|
по ГОСТ 19903-74
|
|
|
Класс А-I
|
Класс А-III
|
класс В-I
|
толщина
|
|
|
Диа-
|
Масса,
|
Диа-
|
Масса,
|
Итого,
|
Диа-
|
Масса,
|
Диа-
|
Масса,
|
1 мм
|
|
|
метр, мм
|
кг
|
метр, мм
|
кг
|
кг
|
метр, мм
|
кг
|
метр, мм
|
кг
|
кг
|
СК4-40
СК4-40н
СК5-40
СК5-40н
СК6-40
СК6-40н
СК7-40
СК7-40н
|
6
|
5,3
5,3
6,6
6,6
8,0
8,0
12,4
12,4
|
|
-
1,8
-
1,8
-
1,8
-
1,8
|
5,3
7,1
6,6
8,4
8,0
9,8
12,4
14,2
|
-
|
-
|
|
13,9
11,9
15,6
13,6
17,2
15,2
18,8
16,8
|
-
0,6
-
0,6
-
0,6
-
0,6
|
19,2
19,6
22,2
22,6
25,2
25,6
31,2
31,6
|
СК8-40
СК8-40н
СК9-40
СК9-40н
СК10-40
СК10-40н
СК11-40
СК11-40н
|
|
|
8
|
-
1,8
-
1,8
-
1,8
-
1,8
|
-
1,8
-
1,8
-
1,8
-
1,8
|
6
|
14,9
14,9
15,9
15,9
22,2
22,2
24,4
24,4
|
5
|
20,7
18,7
22,3
20,3
24,0
22,0
25,6
23,6
|
-
0,6
-
0,6
-
0,6
-
0,6
|
35,0
35,4
38,3
38,7
46,2
46,6
50,0
50,4
|
СК12-40
СК12-40н
СК13-40
СК13-40н
СК14-40
СК14-40н
СК15-40
СК15-40н
СК16-40
СК16-40н
|
-
|
-
|
|
-
1,8
-
1,8
-
1,8
-
1,8
-
1,8
|
-
1,8
-
1,8
-
1,8
-
1,8
-
1,8
|
8
|
37,9
37,9
41,0
41,0
55,2
55,2
59,2
59,2
75,7
75,7
|
|
27,3
25,3
29,0
27,0
30,6
28,6
32,3
30,3
33,9
31,9
|
-
0,6
-
0,6
-
0,6
-
0,6
-
0,6
|
65,2
65,6
70,0
70,4
85,8
86,2
91,5
91,9
109,6
110,0
|
СК17-40
СК17-40н
СК18-40
СК18-40н
|
|
|
|
-
1,8
-
1,8
|
-
1,8
-
1,8
|
10
|
104,8
104,8
110,9
110,9
|
|
35,9
33,9
37,6
35,6
|
-
0,6
-
0,6
|
140,7
141,1
148,5
148,9
|
СК4-50
СК4-50н
СК5-50
СК5-50н
СК6-50
СК6-50н
СК7-50
СК7-50н
|
6
|
7,1
7,1
8,8
8,8
10,6
10,6
12,4
12,4
|
8
|
-
2,0
-
2,0
-
2,0
-
2,0
|
7,1
9,1
8,8
10,8
10,6
12,6
12,4
14,4
|
-
|
-
|
5
|
18,9
15,9
21,0
18,0
23,2
20,2
25,3
22,3
|
-
0,9
-
0,9
-
0,9
-
0,9
|
26,0
25,9
29,8
29,7
33,8
33,7
37,7
37,6
|
СК8-50
СК8-50н
СК9-50
СК9-50н
СК10-50
СК10-50н
СК11-50
СК11-50н
|
|
|
|
-
2,0
-
2,0
-
2,0
-
2,0
|
-
2,0
-
2,0
-
2,0
-
2,0
|
6
|
14,3
14,3
15,9
15,9
22,2
22,2
24,4
24,4
|
|
27,6
24,6
29,7
26,7
31,9
28,9
34,0
31,0
|
-
0,9
-
0,9
-
0,9
-
0,9
|
41,9
41,8
45,7
45,6
54,1
54,0
58,4
58,3
|
СК12-50
СК12-50н
СК13-50
СК13-50н
СК14-50
СК14-50н
СК15-50
СК15-50н
СК16-50
СК16-50н
|
-
|
-
|
8
|
-
2,0
-
2,0
-
2,0
-
2,0
-
2,0
|
-
2,0
-
2,0
-
2,0
-
2,0
-
2,0
|
8
|
37,9
37,9
41,0
41,0
55,2
55,2
59,2
59,2
75,7
75,7
|
5
|
36,1
33,1
38,3
35,3
40,4
37,4
42,6
39,6
44,7
41,7
|
-
0,9
-
0,9
-
0,9
-
0,9
-
0,9
|
74,0
73,9
79,3
79,2
95,6
95,5
101,8
101,7
120,4
120,3
|
СК17-50
СК17-50н
СК18-50
СК18-50н
|
|
|
|
-
2,0
-
2,0
|
-
2,0
-
2,0
|
10
|
104,8
104,8
110,9
110,9
|
|
47,2
44,2
49,4
46,4
|
-
0,9
-
0,9
|
152,0
151,9
160,3
160,2
|
СК4-60
СК4-60н
СК5-60
СК5-60н
СК6-60
СК6-60н
СК7-60
СК7-60н
|
6
|
7,1
7,1
8,8
8,8
10,6
10,6
12,4
12,4
|
|
-
2,2
-
2,2
-
2,2
-
2,2
|
7,1
9,3
8,8
11,0
10,6
12,8
12,4
14,6
|
-
|
-
|
5
|
23,2
19,2
25,7
21,7
28,2
24,2
30,7
26,7
|
-
1,3
-
1,3
-
1,3
-
1,3
|
30,3
29,8
34,5
34,0
38,8
38,3
43,1
42,6
|
СК8-60
СК8-60н
СК9-60
СК9-60н
|
|
|
8
|
-
2,2
-
2,2
|
-
2,2
-
2,2
|
6
|
14,2
14,2
19,9
19,9
|
|
33,4
29,4
36,0
32,0
|
-
1,3
-
1,3
|
47,6
47,1
55,9
55,4
|
СК10-60
СК10-60н
СК11-60
СК11-60н
СК12-60
СК12-60н
СК13-60
СК13-60н
|
-
|
-
|
|
-
2,2
-
2,2
-
2,2
-
2,2
|
-
2,2
-
2,2
-
2,2
-
2,2
|
8
|
31,6
31,6
34,7
34,7
47,3
47,3
51,3
51,3
|
|
38,5
34,5
41,0
37,0
43,5
39,5
46,0
42,0
|
-
1,3
-
1,3
-
1,3
-
1,3
|
70,1
69,6
75,7
75,2
90,8
90,3
97,3
96,8
|
СК14-60
СК14-60н
СК15-60
СК15-60н
СК16-60
СК16-60н
СК17-60
СК17-60н
СК18-60
СК18-60н
|
|
|
|
-
2,2
-
2,2
-
2,2
-
2,2
-
2,2
|
-
2,2
-
2,2
-
2,2
-
2,2
-
2,2
|
10
|
69,0
69,0
73,9
73,9
98,6
98,6
125,7
125,7
133,1
133,1
|
5
|
48,9
44,9
51,4
47,4
54,0
50,0
56,5
52,5
59,1
55,1
|
-
1,3
-
1,3
-
1,3
-
1,3
-
1,3
|
117,9
117,4
125,3
124,8
152,6
152,1
182,2
181,7
192,2
191,7
|
СК4-80
СК4-80н
СК5-80
СК5-80н
СК6-80
СК6-80н
СК7-80
СК7-80н
|
6
|
10,6
10,6
13,3
13,3
15,9
15,9
18,6
18,6
|
8
|
-
2,7
-
2,7
-
2,7
-
2,7
|
10,6
13,3
13,3
16,0
15,9
18,6
18,6
21,3
|
-
|
-
|
|
35,0
28,1
38,5
31,6
41,9
35,0
45,4
38,5
|
-
2,2
-
2,2
-
2,2
-
2,2
|
45,6
43,6
51,8
49,8
57,8
55,8
64,0
62,0
|
СК8-80
СК8-80н
СК9-80
СК9-80н
СК10-80
СК10-80н
|
|
|
|
37,8
40,5
42,6
45,3
47,3
50,0
|
37,8
40,5
42,6
45,3
47,3
50,0
|
|
|
5
|
49,1
42,2
52,6
45,7
56,1
49,2
|
-
2,2
-
2,2
-
2,2
|
86,9
84,9
95,2
93,2
103,4
101,4
|
СК11-80
СК11-80н
СК12-80
СК12-80н
|
|
|
|
-
2,7
-
2,7
|
-
2,7
-
2,7
|
8
|
60,7
60,7
66,2
66,2
|
|
59,6
52,7
63,0
56,1
|
-
2,2
-
2,2
|
120,3
118,3
129,2
127,2
|
СО6-100
СО7-100
СО8-100
СО9-100
СО10-100
СО11-100
СО12-100
|
|
|
|
|
|
12
|
74,3
86,8
99,2
111,6
124,1
136,5
148,9
|
|
57,3
61,7
66,2
70,7
75,2
79,7
84,2
|
|
131,6
148,5
165,4
182,3
199,3
216,2
233,1
|
СО6-120
СО7-120
СО8-120
СО9-120
СО10-120
СО11-120
СО12-120
|
-
|
-
|
-
|
-
|
-
|
10
|
66,4
77,5
88,6
99,7
110,8
121,9
133,0
|
5
|
73,7
79,2
84,6
90,0
95,5
100,9
106,4
|
-
|
140,1
156,7
173,2
189,7
206,3
222,8
239,4
|
СО6-160
СО7-160
СО8-160
СО9-160
СО10-160
СО11-160
СО12-160
|
|
|
|
|
|
12
|
148,7
173,6
198,4
223,3
248,1
273,0
297,9
|
|
111,9
119,3
126,7
134,1
141,5
148,9
156,3
|
|
260,6
292,9
325,1
357,4
389,6
421,9
454,2
|
Таблица 4
Ведомость стержней на один каркас сваи и сваи-оболочки
|
|
|
|
|
|
|
|
Марка каркаса
|
Позиция
|
Эскиз
|
Диаметр, мм,
|
Размеры, мм
|
Количество
|
|
|
|
класс
|
-20
|
D1
|
![Рисунок 68](data:image/jpg;base64,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)
|
|
К4-40
|
1
2
|
|
6АI
5BI
|
3980
64690
|
-
337
|
171
-
|
6
1
|
К5-40
|
1
2
|
![image25.png](data:image/jpg;base64,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)
|
6АI
5BI
|
4980
75320
|
-
337
|
171
-
|
6
1
|
К6-40
|
1
2
|
|
6АI
5BI
|
5980
85950
|
-
337
|
171
-
|
6
1
|
К7-40
|
1
2
|
|
6АI
5BI
|
6980
96570
|
-
337
|
128
-
|
8
1
|
К8-40
|
1
2
|
|
6АIII
5BI
|
7980
108470
|
-
337
|
129
-
|
8
1
|
К9-40
|
1
2
|
|
6АIII
5BI
|
8980
119220
|
-
337
|
129
-
|
8
1
|
К10-40
|
1
2
|
|
6АIII
5BI
|
9980
129980
|
-
337
|
129
-
|
10
1
|
К11-40
|
1
2
|
|
6АIII
5BI
|
10980
140730
|
-
337
|
129
-
|
10
1
|
К12-40
|
1
2
|
|
8АIII
5BI
|
11980
151480
|
-
341
|
128
-
|
8
1
|
К13-40
|
1
2
|
|
8АIII
5BI
|
12980
162240
|
-
341
|
129
-
|
8
1
|
К14-40
|
1
2
|
|
8АIII
5BI
|
13980
172990
|
-
341
|
103
-
|
10
1
|
К15-40
|
1
2
|
|
8АIII
5BI
|
14980
183750
|
-
341
|
103
-
|
10
1
|
К16-40
|
1
2
|
|
8АIII
5BI
|
15980
194500
|
-
341
|
86
-
|
12
1
|
К17-40
|
1
2
|
|
10АIII
5BI
|
16980
207640
|
-
345
|
104
-
|
10
1
|
К18-40
|
1
2
|
|
10АIII
5BI
|
17980
218520
|
-
345
|
104
-
|
10
1
|
К4-50
|
1
2
|
|
6АI
5BI
|
3980
83810
|
-
437
|
167
-
|
8
1
|
К5-50
|
1
2
|
|
6АI
5BI
|
4980
97570
|
-
437
|
167
-
|
8
1
|
К6-50
|
1
2
|
|
6АI
5BI
|
5980
111330
|
-
437
|
167
-
|
8
1
|
К7-50
|
1
2
|
|
6АI
5BI
|
6980
125080
|
-
437
|
167
-
|
8
1
|
К8-50
|
1
2
|
|
6АI
5BI
|
7980
140110
|
-
437
|
168
-
|
8
1
|
К9-50
|
1
2
|
|
6АIII
5BI
|
8980
153990
|
-
437
|
168
-
|
8
1
|
К10-50
|
1
2
|
|
6АIII
5BI
|
9980
167880
|
-
437
|
168
-
|
10
1
|
К11-50
|
1
2
|
|
6АIII
5BI
|
10980
181760
|
-
437
|
168
-
|
10
1
|
К12-50
|
1
2
|
|
8АIII
5BI
|
11980
195640
|
-
441
|
168
-
|
8
1
|
К13-50
|
1
2
|
|
8АIII
5BI
|
12980
209530
|
-
441
|
168
-
|
8
1
|
К14-50
|
1
2
|
|
8АIII
5BI
|
13980
223410
|
-
441
|
134
-
|
10
1
|
К15-50
|
1
2
|
|
8АIII
5BI
|
14980
237290
|
-
441
|
134
-
|
10
1
|
К16-50
|
1
2
|
|
8АIII
5BI
|
15980
251180
|
-
441
|
112
-
|
12
1
|
К17-50
|
1
2
|
|
10АIII
5BI
|
16980
267450
|
-
445
|
135
-
|
10
1
|
К18-50
|
1
2
|
|
10АIII
5BI
|
17980
281460
|
-
445
|
135
-
|
10
1
|
К4-60
|
1
2
|
|
6АI
5BI
|
3980
99120
|
-
517
|
199
-
|
8
1
|
К5-60
|
1
2
|
|
6АI
5BI
|
4980
115380
|
-
517
|
199
-
|
8
1
|
К6-60
|
1
2
|
|
6АI
5BI
|
5980
131650
|
-
517
|
199
-
|
8
1
|
К7-60
|
1
2
|
|
6АI
5BI
|
6980
147910
|
-
517
|
159
-
|
8
1
|
К8-60
|
1
2
|
|
6АIII
5BI
|
7980
165440
|
-
517
|
199
-
|
8
1
|
К9-60
|
1
2
|
|
6АIII
5BI
|
8980
181830
|
-
517
|
160
-
|
10
1
|
К10-60
|
1
2
|
|
8АIII
5BI
|
9980
198220
|
-
521
|
160
-
|
8
1
|
К11-60
|
1
2
|
|
8АIII
5BI
|
10980
214610
|
-
521
|
160
-
|
8
1
|
К12-60
|
1
2
|
|
8АIII
5BI
|
11980
231000
|
-
521
|
160
-
|
10
1
|
К13-60
|
1
2
|
|
8АIII
5BI
|
12980
247390
|
-
521
|
160
-
|
10
1
|
К14-60
|
1
2
|
|
10АIII
5BI
|
13980
265800
|
-
525
|
200
-
|
8
1
|
К15-60
|
1
2
|
|
10АIII
5BI
|
14980
282320
|
-
525
|
200
-
|
8
1
|
К16-60
|
1
2
|
|
10АIII
5BI
|
15980
298830
|
-
525
|
160
-
|
10
1
|
К17-60
|
1
2
|
|
10АIII
5BI
|
16980
315350
|
-
525
|
133
-
|
12
1
|
К18-60
|
1
2
|
|
10АIII
5BI
|
17980
331920
|
-
525
|
133
-
|
12
1
|
К4-80
|
1
2
|
|
6АI
5BI
|
3980
137400
|
-
717
|
185
-
|
12
1
|
К5-80
|
1
2
|
|
6АI
5BI
|
4980
159940
|
-
717
|
185
-
|
12
1
|
К6-80
|
1
2
|
|
6АI
5BI
|
5980
182470
|
-
717
|
185
-
|
12
1
|
К7-80
|
1
2
|
|
6АI
5BI
|
6980
205010
|
-
717
|
185
-
|
12
1
|
К8-80
|
1
2
|
|
8АI
5BI
|
7980
228810
|
-
721
|
185
-
|
12
1
|
К9-80
|
1
2
|
|
8АI
5BI
|
8980
251470
|
-
721
|
185
-
|
12
1
|
К10-80
|
1
2
|
|
8АI
5BI
|
9980
274130
|
-
721
|
185
-
|
12
1
|
К11-80
|
1
2
|
|
8АIII
5BI
|
10980
296800
|
-
721
|
159
-
|
14
1
|
К12-80
|
1
2
|
|
8АIII
5BI
|
11980
319460
|
-
721
|
159
-
|
14
1
|
К6-100
|
1
2
|
|
12АIII
5BI
|
5980
236370
|
-
897
|
205
-
|
14
1
|
К7-100
|
1
2
|
|
12АIII
5BI
|
6980
265550
|
-
897
|
205
-
|
14
1
|
К8-100
|
1
2
|
|
12АIII
5BI
|
7980
294740
|
-
897
|
205
-
|
14
1
|
К9-100
|
1
2
|
|
12АIII
5BI
|
8980
323930
|
-
897
|
205
-
|
14
1
|
К10-100
|
1
2
|
|
12АIII
5BI
|
9980
353120
|
-
897
|
205
-
|
14
1
|
К11-100
|
1
2
|
|
12АIII
5BI
|
10980
382310
|
-
897
|
205
-
|
14
1
|
К12-100
|
1
2
|
|
12АIII
5BI
|
11980
411490
|
-
897
|
205
-
|
14
1
|
К6-120
|
1
2
|
|
10АIII
5BI
|
5980
286200
|
-
1093
|
194
-
|
18
1
|
К7-120
|
1
2
|
|
10АIII
5BI
|
6980
321540
|
-
1093
|
194
-
|
18
1
|
К8-120
|
1
2
|
|
10АIII
5BI
|
7980
356880
|
-
1093
|
194
-
|
18
1
|
К9-120
|
1
2
|
|
10АIII
5BI
|
8980
392220
|
-
1093
|
194
-
|
18
1
|
К10-120
|
1
2
|
|
10АIII
5BI
|
9980
407560
|
-
1093
|
194
-
|
18
1
|
К11-120
|
1
2
|
|
10АIII
5BI
|
10980
462900
|
-
1093
|
194
-
|
18
1
|
К12-120
|
1
2
|
|
10АIII
5BI
|
11980
498240
|
-
1093
|
194
-
|
18
1
|
К6-160
|
1
2
|
|
12АIII
5BI
|
5980
388940
|
-
1497
|
170
-
|
28
1
|
К7-160
|
1
2
|
|
12АIII
5BI
|
6980
436960
|
-
1497
|
170
-
|
28
1
|
К8-160
|
1
2
|
|
12АIII
5BI
|
7980
484980
|
-
1497
|
170
-
|
28
1
|
К9-160
|
1
2
|
|
12АIII
5BI
|
8980
533000
|
-
1497
|
170
-
|
28
1
|
К10-160
|
1
2
|
|
12АIII
5BI
|
9980
581020
|
-
1497
|
170
-
|
28
1
|
К11-160
|
1
2
|
|
12АIII
5BI
|
10980
629040
|
-
1497
|
170
-
|
28
1
|
К12-160
|
1
2
|
|
12АIII
5BI
|
11980
677060
|
-
1497
|
170
-
|
28
1
|
Примечание. Размеры каркасов сваи и сваи-оболочки обозначены на черт. 5
Таблица 5
Выборка стали на один каркас сваи и сваи-оболочки
|
|
|
|
|
|
|
|
|
Арматурная сталь
|
|
Марка каркаса
|
по ГОСТ 5781-82
|
по ГОСТ
6727-80,
|
Всего
масса,
|
|
Класс А-I
|
Класс А-III
|
класс В-I
|
кг
|
|
Диаметр, мм
|
Масса,
кг
|
Диаметр,
мм
|
Масса,
кг
|
Диаметр,
мм
|
Масса,
кг
|
|
1
|
2
|
3
|
4
|
5
|
6
|
7
|
8
|
К4-40
К5-40
К6-40
К7-40
|
6
|
5,3
6,6
8,0
12,4
|
-
|
-
|
|
9,9
11,6
13,2
14,8
|
15,2
18,2
21,2
27,2
|
К8-40
К9-40
К10-40
К11-40
|
|
|
6
|
14,3
15,9
22,2
24,4
|
5
|
16,7
18,3
20,0
21,6
|
31,0
34,1
42,2
46,0
|
К12-40
К13-40
К14-40
К15-40
К16-40
|
-
|
-
|
-
|
37,9
41,0
55,2
59,2
75,7
|
|
23,3
25,0
26,6
28,3
29,9
|
61,2
66,0
81,8
87,5
105,6
|
К17-40
К18-40
|
|
|
10
|
104,8
110,9
|
|
31,9
33,6
|
136,7
144,5
|
К4-50
К5-50
К6-50
К7-50
|
6
|
7,1
8,8
10,6
12,4
|
-
|
-
|
|
12,9
15,0
17,2
19,3
|
20,0
23,8
27,8
31,7
|
К8-50
К9-50
К10-50
К11-50
|
|
|
6
|
14,3
15,9
22,2
24,4
|
5
|
21,6
23,7
25,9
28,0
|
35,9
39,6
48,1
52,4
|
К12-50
К13-50
К14-50
К15-50
К16-50
|
-
|
-
|
8
|
37,9
41,0
55,2
59,2
75,7
|
|
30,1
32,3
34,4
36,6
38,7
|
68,0
73,3
89,6
95,8
114,4
|
К17-50
К18-50
|
|
|
10
|
104,8
110,9
|
|
41,2
43,4
|
146,0
154,3
|
К4-60
К5-60
К6-60
К7-60
|
6
|
7,1
8,8
10,6
12,4
|
-
|
-
|
|
15,2
17,7
20,2
22,7
|
22,3
26,5
30,8
35,1
|
К8-60
К9-60
|
|
|
6
|
14,2
19,9
|
|
25,4
28,0
|
39,6
47,9
|
К10-60
К11-60
К12-60
К13-60
|
-
|
-
|
8
|
31,6
34,7
47,3
51,3
|
|
30,5
33,0
35,5
38,0
|
62,1
67,7
82,8
89,3
|
К14-60
К15-60
К16-60
К17-60
К18-60
|
|
|
10
|
69,0
73,9
98,6
125,7
133,1
|
|
40,9
43,4
46,0
48,5
51,1
|
109,9
117,3
144,6
174,2
184,2
|
К4-80
К5-80
К6-80
К7-80
|
6
|
10,6
13,3
15,9
18,6
|
-
|
-
|
|
21,2
24,7
28,1
31,6
|
31,8
38,0
44,0
50,2
|
К8-80
К9-80
К10-80
|
8
|
37,8
42,6
47,3
|
|
|
|
35,3
38,8
42,3
|
73,1
81,4
89,6
|
К11-80
К12-80
|
|
|
8
|
60,7
66,2
|
|
45,8
49,2
|
106,5
115,4
|
К6-100
К7-100
К8-100
К9-100
К10-100
К11-100
К12-100
|
|
|
12
|
74,3
86,8
99,2
111,6
124,1
136,5
148,9
|
5
|
36,5
40,9
45,4
49,9
54,4
58,9
63,4
|
110,8
127,7
144,6
161,5
178,5
195,4
212,3
|
К6-120
К7-120
К8-120
К9-120
К10-120
К11-120
К12-120
|
-
|
-
|
10
|
66,4
77,5
88,6
99,7
110,8
121,9
133,0
|
|
44,1
49,6
55,0
60,4
65,9
71,3
76,8
|
110,5
127,1
143,6
160,1
176,7
193,2
209,8
|
К6-160
К7-160
К8-160
К9-160
К10-160
К11-160
К12-160
|
|
|
12
|
148,7
173,6
198,4
223,3
248,1
278,0
297,9
|
5
|
59,9
67,3
74,7
82,1
89,5
96,9
104,3
|
208,6
240,9
273,1
305,4
337,6
369,9
402,2
|
Таблица 6
Ведомость стержней на один каркас наконечника
|
|
|
|
|
|
|
|
|
|
|
|
Марка каркаса
|
Позиция
|
Эскиз
|
Диаметр, мм,
|
Размеры, мм
|
Длина , мм
|
Количество
|
наконечника
|
|
|
класс
|
![Рисунок 69](data:image/jpg;base64,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![Рисунок 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![Рисунок 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![Рисунок 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![Рисунок 73](data:image/jpg;base64,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![Рисунок 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3
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![image32.png](data:image/jpg;base64,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)
|
8АI
8АI
-
|
150
-
-
|
170
-
-
|
310
-
-
|
190
-
-
|
-
148
-
|
-
-
223
|
1932
592
-
|
2
1
1
|
КН50
|
1
2
3
|
![image33.png](data:image/jpg;base64,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)
|
8АI
8АI
-
|
200
-
-
|
220
-
-
|
410
-
-
|
238
-
-
|
-
183
-
|
-
-
279
|
2154
732
-
|
2
1
1
|
КН60
|
1
2
3
|
![image34.png](data:image/jpg;base64,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)
|
8АI
8АI
-
|
250
-
-
|
270
-
-
|
490
-
-
|
288
-
-
|
-
225
-
|
-
-
335
|
2371
900
-
|
2
1
1
|
КН80
|
1
2
3
|
|
8АI
8АI
-
|
350
-
-
|
370
-
-
|
690
-
-
|
388
-
-
|
-
298
-
|
-
-
446
|
2818
1192
-
|
2
1
1
|
Таблица 7
Выборка стали на каркас наконечника
|
|
|
|
Марка каркаса
|
Арматурная сталь по
ГОСТ 5781-82, диаметр
8 мм, класс А-I
|
Листовая сталь по
ГОСТ 19903-74,
толщина 1 мм
|
Всего масса
|
|
кг
|
КН40
КН50
КН60
КН80
|
1,8
2,0
2,2
2,7
|
0,6
0,9
1,3
2,2
|
2,4
2,9
3,5
4,9
|
Таблица 8
Ведомость стержней и выборка стали на спираль головы
|
|
|
|
|
|
|
Марка
спирали
|
Эскиз
|
Диаметр,
мм,
класс
|
Длина
заготовки , мм
|
D2, мм
|
Количество витков
|
Масса,
кг
|
СГ40-1
СГ40-2
|
|
|
7450
5100
|
395
270
|
6
|
1,2
0,8
|
СГ50-1
СГ50-2
|
|
|
10890
8140
|
495
370
|
7
|
1,7
1,3
|
СГ60-1
СГ60-2
|
![Рисунок 76](data:image/jpg;base64,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)
|
5BI
|
14950
10810
|
595
430
|
8
|
2,3
1,7
|
СГ80-1
СГ80-2
|
|
|
24970
19790
|
795
630
|
10
|
3,8
3,1
|
СГ100-1
СГ100-2
|
|
|
37500
29770
|
995
790
|
12
|
5,8
4,6
|
СГ120-1
СГ120-2
|
|
|
52540
43530
|
1195
990
|
14
|
8,1
6,7
|
СГ160-1
СГ160-2
|
|
|
90150
78570
|
1595
1390
|
18
|
13,9
12,1
|
18. Подъем свай и свай-оболочек следует производить захватами в местах, отмеченных на поверхности свай и свай-оболочек краской: в виде одинарной полосы - при транспортировании и выемке из опалубки на расстоянии
от торца, в виде двойной полосы - при подъеме на копер на расстоянии
от торца. Отметки наносят на двух противоположных сторонах поверхности свай и свай-оболочек, длина отметки должна быть не менее 10 см для полых свай и 20 см для свай-оболочек. Разметку мест захвата производят в соответствии с черт. 1, 2 и табл.1. Краски должны быть несмываемыми. Конструкции захвата должны удовлетворять требованиям техники безопасности.
Сваи и сваи-оболочки, для которых не указаны места подъема при транспортировании и выемке из опалубки, разрешается поднимать за торцы при помощи захватов специальной конструкции.
При складировании и транспортировании прокладки под такие сваи и сваи-оболочки следует располагать на расстоянии 0,5 м от торцов.
19. Сваи длиной 6 м и более должны быть испытаны на раскрытие трещин путем укладки их на две опоры, расположенные по схеме, указанной на черт. 8.
Схема испытания свай
![image39.png](data:image/jpg;base64,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)
Черт. 8
После укладки сваи на две опоры через 10 мин производят осмотр ее верхней поверхности над опорами. Сваю считают выдержавшей испытание, если ширина раскрытия трещин не превышает 0,2 мм. Ширину раскрытия трещин измеряют с точностью до 0,05 мм.
Сваи-оболочки, изготовленные по чертежам, приведенным в настоящем стандарте, на раскрытие трещин не испытывают.
ПРИЛОЖЕНИЕ
Справочное
УСЛОВИЯ РАСЧЕТА ПРИМЕНЕНИЯ СВАЙ И СВАЙ-ОБОЛОЧЕК
1. Сваи и сваи-оболочки, предусмотренные настоящим стандартом, рассчитаны на изгиб от усилий, возникающих при подъеме на копер за одну точку, расположенную от торца на расстоянии, равном 0,294 длины цилиндрической части сваи и сваи-оболочки, по прочности и по кратковременному раскрытию трещин до
=0,3 мм. Коэффициент перегрузки к нагрузке от собственного веса не учитывают.
Коэффициент динамичности принят равным:
1,5 - при расчете по прочности;
1,25 - при расчете по раскрытию трещин.
2. Сваи-оболочки рассчитаны также на вибропогружение. Рекомендуемые марки вибропогружателей приведены в таблице
|
|
|
Размеры свай-оболочек
|
Марки вибропогружателя
|
Наружный диаметр,
мм
|
Длина, м
|
|
1000
|
|
ВП-3М
|
1200
|
6-12
|
|
1600
|
|
ВУ-1,6
|
3. При проектировании свайных фундаментов сваи и сваи-оболочки должны быть рассчитаны по прочности и раскрытию трещин на нагрузки, передаваемые на сваю или сваю-оболочку в строительный и эксплуатационный периоды. При этом допустимую ширину раскрытия трещин принимают в соответствии с требованиями СНиП II-21-75.
4. При проверке свай и свай-оболочек по прочности и раскрытию трещин до
= 0,3 мм на внецентренное сжатие от эксплуатационных нагрузок М и N допускается пользоваться графиками, приведенными на черт. 1 - 5 настоящего приложения.
На графиках приняты обозначения: N - нормальная сила, тс и М - изгибающий момент относительно оси сваи или сваи-оболочки, тсм, передаваемые на сваю или сваю-оболочку при эксплуатации здания и сооружения. Предполагается, что свая или свая-оболочка по всей длине находится в грунте, и ее продольный изгиб не учитывают.
5. После выбора длины и сечения сваи и сваи-оболочки (по геологическим условиям) устанавливают класс, диаметр и количество стержней продольной арматуры в соответствии с настоящим стандартом.
6. Если точка с координатами M и N лежит ниже кривой, соответствующей принятому армированию сваи или сваи-оболочки, то выбранная свая или свая-оболочка удовлетворяет расчету по прочности и раскрытию трещин на эксплуатационные нагрузки М и N, если точка лежит выше - не удовлетворяет.
Сваи диаметром 400 мм. Бетон М 300
![Рисунок 81](data:image/jpg;base64,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)
Черт. 1
Сваи диаметром 500 мм. Бетон М 300
![Рисунок 82](data:image/jpg;base64,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)
Черт. 2
Сваи диаметром 600 мм. Бетон М 300
![Рисунок 83](data:image/jpg;base64,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)
Черт. 3
Сваи диаметром 800 мм. Бетон М 400
![Рисунок 84](data:image/jpg;base64,iVBORw0KGgoAAAANSUhEUgAAAWIAAAEACAAAAACsCyP3AAAABGdBTUEAALGOfPtRkwAAAAlwSFlzAAAOxAAADsQBlSsOGwAAVn9JREFUeF7tvQdgXNXRNjx3V1q1Ve/Fliz33nDH2BgDptkUYwjN9NBCQgklgcALoYYESEJCDb2ZXk0zuICNMcYF9yrZVrfKqmvb/efcu7vavfPIrA38eb/vYxJk6dzT7pxz5sw8M+dcTadf6OflgO3nrf6X2ol+YfHPPgt+YfEvLP7ZOfCzN/B/xSxu+tnZ9GMa6Gbxcz+mmv9u2bT/bvM/0HqIxU/Oj+Osmva/urf/R3YuxOL7yE2UT0//H/kW/6s7HWJxwwKit6vp/P9+b/3//S78pD0IsTjv9MO0U56e/5NWfmiVtRxasf+1pbSAAX3KsZd5Y/X7n9wW6Ol9u0tjbaXNnpqhvknvZg+uTvKvm51D3+ZmVHW4h8avGhRbl9+Yva2xPWfF8Naq2GNqqpwj/Xu1jIxOas6h5kpv76XHb9Iyy3RHb/2NCem22Lr1/Tf5bNk7+tY2lLSm1qZ2tHr61m0ty0rLWp247+xtr83VGpqdHVr8PkdubEuTo7Irwe5bfqK9wevu7axuzdjv95M3oTW5esS2TE9dUvHGjv259jJKHLK5LTbNxSIup5Zya6Li8v/viEGQxea/pw37H7Ob476NqruHnCkjfux7RP23U6qLUuyOmmEn3Beoa5Q2uME/qmp/gavps7MaXLmrKoiGVyTuowH78/PGfvbrb1+e03fJkqJjk7Mb37vCn1G/Jz23rVeKfeCztx79u7i2iqojei0u7huvPV071H12/uB15QWuPSOpIS1WJ3MnD77wIXf94AvqBr1Fxj+0y/xTz7gj8Ev4P2Yek1oazH9jfCLjvVfJsuFFg0+zQRN2mVZxkUzL/4HeBR4fvzO6oqC2nzApIIt3T1eD00Z9AmPkuBUM1tiwNGe6+ccgabv4OmXZJFBdtkzjQRb0doZMq5NJVaCF9QnR5Tv4iXkwJQIcuuYLVSgp9IbVvIwFtYK0vTLNM1SmlYKiDpnWFC/TGgtlWj+ZVAZaqPMdDCt+rrw9GdDTo2MnuWS+DmO4IokFqqCNMsl5uUyrAYuiQ2abBN6kLxjFwOr7ufgJ6u2JxStB3kuiK197rMjXrCxHC3WB2lyPy0TPGJm2XyY1ZMq0PsBWBaPzM7O7JxbPBO2+DtKA8NzkEfkctaCoV6Y5AE8c00U+N+BTq2yVVmTJJsCa+C+xGDWLVjtgcWlwz+yuIx4IxY4U2Ya3WaZ9vUyOGEJSmmTRDrR79MzQFY1E/wg8Pp7/fU87pTvz9m30+aGNBZ7FPlp7aNWpUrE7RVm07cQAKw7MREpKFtV1gPpiQYdzFh3UW0z+jq642igxVlvI+tX9TzCiEIDGPh4wUDtK08DW84NNRLI4OOp2Orjxj2jGNUG0iiyqhl6ycw2pMm2fLJzQGyyAGTIt5uQffP+wDBodRf/+jBMate/oN0Rb1l9MrFj+0chyrFMn/RQd9O8Hm4hksTOUvwCUBBtKJci2Ra6MGNA1pIzFgFmSJJW2xhjZbGeZTDs4QKnwRLoj+SiWQaUvX5QzM42mNWuD7UR3G326oei++2jLD7ITZsBmDO0B6b1lWjMw22Y3i3yNINvukbK6HSDfLJmtdrJM2zdOpiVHZwQGctE35npRP/WBF/Gspad0fUZhpeqUTZ+pz+5/SDYfsmy5IpTcBRJrQdr43ZLFebJze46Raesi2b7916Gd8/fhmRs0WXQ1SEt8KzpT3sylXmVNDv8kequa9Cn8yzbd0PF1fW+B4njUHO4Iz9mT0tYkp/xusAqABkC27aGMQb3MkyvL1gBd2RvatNznaJrW/7FQm3/RtHGhOuxAtm8Eae1yR0UbqlnvCerHqERGDpbQKXnf0pnsAepPR76qKy9Fr0qNYaQrohUUkUYqHBkXGrC3QeJekKbtF3VuK5LNLJgq0x4aY6YdF3yXmQt0Xr/6vlfMhOvMxxU2WfSfJTItFrxc9FNR7+Lifzer8Ot1z7275oOop3F4RtxiPUp+v5ds4WOQBspWABZ/vEhW9+RZnGZiPIM+DDwOClTXZJVcqFJ3gib+MURWB2THQaz2Q+InKNQtKL5Wb7BU05QNB9AYxpAT5TpZBUxZUHh/t6oSqqNoiqzOcxpt0xQCV6tvDs7kloDMSvlKX0VUoR2GV2smsPhAh0F/6ViWST9IfY+aMG78hdFKivB8IRZPuVElTyM6nf9Zj6q6Y6tMLQSyDZioXgBmPgMkW/VpeQOJztX1cKAzLdTsYbp+Aa3W5q0aL3uymvWrKAjAoLQ1tDu1tnnaOzra27u8be3N7l3le97a89TXbzz++j2vfPyHa+cOjD00/3xgZvuNtfeq2k/X6vqHSFBc9bhcBTcC9QmU/Rwg/C/dLatTPpf7LcnkiUyYxXlGy6JXHi/TkAqUIrOBpJ9KSKh6grN4yKUKjn+NaCONJNqLVqPvAzlL2GUmCJgZuWtktu1HijTtNhqh/96abLEzFurTaY2cTsOmyiaAoMgGOtChzc0oloyZJeDKqirQOxN0coxdceHzvPbXjxw/SKvMj8nIr3VkpDhK97eQa/IxzYt32LMT9gwcsEQfVd3Wr5Dqskf6vycfL9HqzJC6xVWRkRZGD16rl2ckLc9jKH3NwMRPCoZ9NrDXlHscramj1jXm+AbvjOvf6Mv64ETujvvjeke7K3VMS6LdtbV3Zuu+6ht08tu+T2/aQn3rKoZ835KUMPOYDUR9v/Et2Kx5YyrrcxM6bM7kB+mR9xN1V17hnorKrBavrSZrzNa1pVM21qbXDW3Yk17f1i/l6y9W/MG0LCIp4QAAJ/sWfzSZS+IMVc8VOr2kp73Pfz5HefFkZ8UV6K4/ukU1sN2gjWGVx5tBuMNC8ykwQolJid3mc0JxaVp+oPUj1L/jUyiGctihYqeEwSmUGE9JFJNFiYkpvYpiCwsYA0jKpkzqe0JCZlpuSVx2in4Wl5IyIKDuUANzf4DxeDPnqiLWZbwOPZ3/vv21acMPWXYEW1y0jFL0RUoUK9l/DRB2+vxPZSvnPh+VBLxyu8x28uaINOPlH7w9Mt9sB40K+aRiY3q9YD5+nD2moxgPC89886VR9QQpbU6j5Jmkn5f3hOIHd4UFO02nBOMP9fBKqj5kFgdl8YzD2Uf0Kce0jVc6lw1B6NvAlG4DShDAgXlaCCqIcHvy/OW3WdLtz2w4hfWod920dhf1zpyUxsU93r1s8vXl3xqKWeDcybpFQ3etO0wYMpwqgRPpK9mRdhNVfOVEerbqqtFEl8VdSx9ywm8V3PadKVkecQP7NNr1HBqcdfzb23MY+GA6RpkAVjpto0yb8zeRVgOW4plfggUQlsQQ1kT1Z8xzHD6gfjF7X8RCqyWsujXXGMn6YWartxPdFqpkvDS9EEb1nexdU4xRiVq+/1JP4+8bPYf0ldRL/XHNQ9Sq68sOwiYUb4rLDjkOsHjYVzLxuPdEWr0SXhaav0amjdsQSmNVfKnxR/YC820V/cZ8bAWf/m5y2aC1od90/cQK0cQ68HIbpO3dmqRKthoiwmy98/YU9Sv//1Ynyw9dn3YX4Ee0SRgGmoA8oc1AuU+TdsbO4XIBNQCAl0KCIu410k2Va5DCjdJZaGxjdMCsxhpFwJxnS1orUc9G6kWkBSDrpG9Es6mTZE880uulGZ27kAWkNpzYNLmY4m93PUN0E1HTnXMMb9oS1kQOmTCLVyPwOQ0EQ+yUEQ3tQM3cXi47qAW1A80dUqQajqEFWhP9Xe8fyt8he/gVa3fl2tHGAPyRCg838m5jdd5C1cAIrJUaf4Nhel68jlWU77Ucoj5H1Ogcoardt582PvjC0kHMetJQJEy0TIfTPf9hkDysXCYOUypeJH3zBBAKoDpjeRrrsiT09AS1eiJxZK/a1i007gldOfSM1LLAL3m7paD4syz6/QSRVlsQ7ZI/tHw4iq7gtKAnNmykilfmiXEr/mCYNe3D5X8W2c57To54QOHX6OFuXSClhUossPT9L/L0slDx1/m0ciLRo79WDxwetQrsbQJ+2vTKHaLog/fK+E2NBu+Jczn8XeNathTr9v52V1y8x13cGtcS0zV0d2JBfdwYb9q+vCkl0U7byHyYxclvGsswkpLaZFrJduH5/VeaUvAjafa7sqiDQ1bVGrz57uCzjxl+CNleZ74aXuSvfcL87aQtV1J2JvuXjeznvEj/uWD0QjEBPvnkAdHs+4tF2s5+TzVtmbQjpqMoqTV2qW1g9tc5y7yJtCNvbd6YJXN2DuzyJ2mp7m+aZz18aCwWm64ButiWgzUBoGGdLSIr/fVGWbZbFHQ/U+j7Eg5cCKUoRKHN/Ove0MtoYTFTl7D6ZJDD/EXhgcYvrOwWAO3hH/+UPXnzFpG2df6hCYBoS4nNxNhe/TBCUAUVWEla/NVyz1b7tCDWBDZMo7euCjxYpLVTMxnAzTyNN/OL9hmv4N8xk3+6K17hPekJp2YaE0kmNjqcGzf21sk6IVd4GsAeNko54UPe9kOcsKhYD7476B6XopgSIkw0o4GE6bIdYGZRA60aTktPDmTWZtLTxh5Gt2mv0bxa/ckAOFGrFI/YgjNa9WUss5s0bQQHOgRbYDNaMwA7vZQ0wbzdabInXtZGLFQZmBOriR54p/tZffevPTv8ohoJON1pIUhGVkpwZYdl/+syWRZ5x/N4xBQeov67WHFJSQBdAVtPhlfw3M3hf7Hfw+BoNwX/4ukc8LOFnv3mEtmT+feKtI/NclMNwT5J1xePDQAVKpWU+yuyxWgFRDBfD7MYhNvgAZNKcNVSmRO1Yq+mjUoJUCr/k3SJIXFKtVQq1i8Kr6AzQgSw3+MJfqpdGcoSFBYss6++PrLlFqDIe8ImZyB3ZZH6ZfWynXSCfm41TZ++mt6iX/XSlS1zLam94BmAgEY1f8WECJsa38qh4tACSSBt7ssyGzhf8GRoLj4SmiRqs7cWfuRF0CrnuzWUbBYinRd5pA/m6u6tNJT5TBOECafLjCVbZBrP6v+8IejkNJRqIoUR3nP6wc7c8Pw9zGLga8sF8dDGGFtoHwDkpCPk3YuDM8N5JaPURh3a9bRabJ/udtlE73XT6E5tReBBcB7P1mn5r8IzN4OoOZKOWq+xTsaepHpwDsdLpt7HnuK8U2/5C9EFk0kd4br5/oOYszIrHB9yRTdjdTA9p3Dcg5WEhabiSI1M34cm7jGqb7LoNW/K2C/VqoI9g7nZ/DkhgOCY2K9JR6+U1Z3J6IeFLjeAa+rU9TEX8i+xxMjTBZ/otEZXVtBA9ezHTGJc2vSVWohtKEmJMqmfivCwkNVE5V3rKAPy4nf4zMirzJo9uhElEUm3AD6ZWB4vjZsCeZUiEEzrLg5i8PTf/1u0MGWv0RNdP5nuPFnXORLzVp1GD1Iy4ybddo2uJ8/4USzG1p22dIKj1dliS6K2JLfD7aD6mNQFZxiLuDne0y1F3p3TaQ8D0QyPnbZ4mspneu/2Fen0bUL10TeeVJvqcLgcLZnuNsdRT19ECc/P/XSm0mrnvfp+Rq9eJzAG/t3otaM/So3bH7NiUvruggZPU8qA/Q2jJ6W/u6to56eTEpP9ZTXJrWOa93YOm/NXh90xdIMCNHTfB0vXO/915Bbav2Zb66LdHOz1zLL3R1aN2NJ15D/sM7/IaumMVLmahNA65cESc3E/eutZO983f23IvPtmhoZ4wyBaNT6tSar/0YuOHlgcfQUHndNoMTazOsYIeBvfub5XinGwJlkFoDligOjtqYkkh1KQUzu7KC1HiUxnq9M5lK3qnNqUZq6OQZDcNi11X1LR9pKEwkznt3GjXY0LJbMmGkE6PyOhNeCmplAyiyiT1hxtzeo1lld7pZneacSAcVLQzA3Lfn5EUSL2wXlL2aYwPBz6S0RHmhmALJpiCpLICkJ/8YIJnMZUM9qsgwKBcVAIjpe1ze5xCPmBRmf2GT7t0TsvluWiTYGzuD4LLIx182Q00O5+8kgAcIvXXBx+jE+jw1gWfzEjiPnEd9HXZmB99YxN4nWPfEJA0o0Dug3yMxaYmsk7N22IoS0cSmTY1Gb300NWYHetmku4Fs/Y8sT6PSd/VjlnS4m3cs8Ou2d8RfHOXtudqalL22nJoHv+MKFgxFWTOcTkUAmNRQPa2Y4HsdRfB0HfsFpAhODeeWHP2UQwJ5t5jvchXtjBpzsOl705TPq9F4Sfz/3EdMw/n6aq/Cgwj83+o7cYfKA1Ee28PLh8UC+WPhoewFOBlGxMkyMLps7uMMhXo1EMCr6n0TEGJK39jh4JgQsJIBxODz8WbLY2zIAlAnS0m7ax76+JwZIXaNaLKpV53R2LbOkgcK3/CN9yVPMaslhaClxXLxBduR2cEwOosq8bt9do6Bo2lGfTAIVLdGkcsdAdPtgB7HZdxgx0RhjBfEb/dQcleKnr7H/TOWrbYx5/q9TmAYAD0n7+gv36PytBFrdeC9r8TPg32FU7UmYErru0UKBlEfXhYCnbbtL/xadHZ8TTCxGBcmBR7JLbgvvjyFZ18pS5ZnPk0mXv0UBDT2FDgh0eynL4Ydp6zg/n+VE5IIu/XQDqHApO1LovFBkrwE5Zb2xDTLMqaJeKo+OzKouSSfuC9LPDK9goXChEidJ57bEebdWpz3WGQnviu2RWodNtT1N0GOQysDp/FEuthbGg2Afa8IGjiPoOkTGNPbZW2hKQttd/rOSkRmewSj/gZI3mW4ZjjzzFSPVyZDcJ5z3L8DKj0ZM2B272KKMLrwsPUg52Sb7vZ3N+UobKyiCLkXuDyoA7ryEs4ilQd9Io2Yi32Ehb+leTw0eokxsczKQ/Y8k6FsiiBIkq9RUgZRzX+6hR2aArTR4Xt9LfkK9F4lbdcYk/E6shi+MME9hCzylXmYX8EpHdy5LASpVGWETDNOLNRqNz2WNXp7WOkhJlO7jdAsQIV3IFVnqKLn/DSPtnwNmU1O3/C88rjmd28e778xJkcZM82c0OMwMKiySPXMUtQONrMvSzTHo4gzk8ih3+r3NECHi1RcADB1TFDSAEpfIwmmu66hgeMubxjc8FZEZ4l91CBfrXkJ+XwT1crrsDnHShs0Hk/FrZvcLuQJ7AQze5lKDQaPbV/KOIWXvi6XSKufVHUh5bfFYC6HMB0MYWPfel6VtlFZnU0WU+MhKYz+E1NotFsRht7T8p1+EsRuA7fckglpWypH3frqJTI8hBM5lPGh3+Dv+4mmWB9gFtfDMRhDDVMHesBEaiaI/MZl8x5YXgrNVpv1K6Vfy5VYP0iUXxPvA+/KQcxldEc1yipNpPZZpLbncacJlvmUasZyzjF578MH2nMIQhVCF91yxKJIGAw/XAJ7cphs4+vJvHTz1GtMlrbK4RJMOhM25RHtmfkwKzuEXTel1AXo7gVo19ZwTqWGi14UW09DhNJDWCbO5jPt3KyoRGY76il9kgViMIlAcqNzWPCJJxD5QKJl4KK3LL0oMcXU2XMcLfTzXUHRSuql0mNO+kF6At+xPyPMDi5AEz9w2g2AcnrVK7dT8kKQpDp2a7my+XL5sY+U5G3pSjj+GwCY1KVtMjZ1GpsUa2ID4FTZSwFwSGQTMAGraqLYDXlDlrxyzmX2bxOmEz75ZwbnVaVbRH5eUZPyF3jaqCsnjrpy/cTFt+t1wdbjR8sIJaAN+TZezre8Bs6bOEHkwfoyzaP11F55mXrvQ29v9ISbsKWDcA8khfDLpnjBv/MENhp51F2nYOauGUu8JN9BTrOumUoSs/NYuDgN8rHMnAlPGM+jkI3UaRBSA85Tu0kBucnEmii5SlrOscCb01kH82qO4cmVaVKtMeBWEEQa9fyGc6j8gMbecQie4qNlpvaPhR7vvoQM0QJL/gjPdOpI+OMybD9CX5VfEFu5ythdo+RhRymuKbM2Nq+KBY5sD9O+35Dd7GwUWrR8fbOp+nKYP2pRcv7JXcnrUmb2rsf37lv53+si2l7ruTlicPXZRJLndbxtzrGIC/6zOizx9gD9251VsLC6euqfiULi73bWjMOu/Tlr7uvJovco4tS/ho3sSFmwtSd41uik3eWjtL/6jPppT+39hdzi5PWhN1R4YOaKtM4qi7EPiv4mhTR25wJNtHseF46ht9q03F4dQ3zRlZgCLeApO1H2MAiQfhzQrN8fjOGau9V2xqSBy51He41rkzO/7ST5r7+3OSj7UsgwCLPbGkreEAMVOVKKo6d9eE5WWDmmuHNeyKLS5q9Ta1d22n/JbYeL3Vnd3qivMlxRRs0RObe8dk+F2+roahVYUVNTn9viztqKJxq/2xCXpL34rOsSkr4vWZb5DPxiLy9w1PcaRf8aqMtgGVrs6srVc5vinaa7OVvjM1U99UvD5jnK3uheOqfHnta3yD9+amF27o9DRctXP17il9PJ7By2PbNe+IDk+LN7+r9M+3Ji7Nine2rP/9B/031F3YtLNqSsKFVJDm7yjoPGbZcrptQdbk9WOT+VD3zKP8WaPev5NO/+uSnaM+Oimv5Z6PX8ja0y/O1tWxMmcM6faak/QVl6a+vcXR2pW7Oyft08Sx/taERE/u7U+/OLQ14fP8uqKBG3cd6W/3ZMcvvPE+5/7S+NiG1G32wR/Htu3MSqlzfzgvafzmhWM21PnTMwuzX3VlUGwVMSMjyJjsv+dFHN/tJkj9DiyBKG8eWPsHa1miRazvqeNA9HX3Mw6dEnQFSFOBmRZiv7ug7uD3P6m4NEV/CwoNVpKD+f9ilUUqXgBE665BXQHN9gNpDstlqOZ2N5ve0K6l66h687vqTxfQ7akEbANAyVpQZl0ndOfOoxmdmHkFvRK2fUsNlUMqZBP7l8o0FJm7KoS1/0/mClMNY81TU4ATPTE7FAO0w6KNv8Pxcw+CEwFSuSN/8GxKeIck0simpTXRHIabhvCsUiAEz2WezXz8TRDyhA2T2e5ZFZnGijZLnyd1dvVEHCpDx+dBbEmteWI2gtAMC+8dmVv3zQ9xjJxZcABHBBp0zdzIqk7nQJiXwCm2u14VrfriAFNCbsewZ9aTtxbGmRcTkDzDhp2NgO2nfRHRE3am6UdyKDx7r2+LeIBCdYCC0hlxCteswcImIy0i8sv0k14+V2f81SzCZ5uMf8/+bSSf+vl1ffm1knePyTNB3mLAYhBwpudb9DELRhEwV8PcmUA8HDBpYKQBfTbpm7+gq74YSCtvjyiHZBHY2CuBdVcNvKgR4NN2msVWcdt4+iQlYIvofBZUUbxlJ9rB+/CWJvBCMnjBLsEC8oNrD6nOEq0IYSCFKFgJNKCO0AvqjMio0VYaQnETZtB8CwKJMERg8NmBNdIKYvgjUOp+b1NaO9nZWGZOn2J0scvktS0SfTHCNlzAnbVOcmAPeFkbSLOYUz19KQw0moIOgIIBam0O43omjR6gke78hu59JnIw/EgVBeprLDA0s0BapOk55ym+NyFPRcfq9LYRWe/4p8HjVZHYaLZyHdYDCHGfxIY6wGTX0RZo9Y7hWQzePwawuA6U5gizEF3TQN9lMiJTT3ZWUiOoHdnoYBYjzA/gm9Y7Pi98hLR7LlAt/p3M5XPlXGVbd7EvIIwePUuNAoBBnBJpcQJosBI5Oa3rDrMY1LYPoG9u4JRO6PZdtjxE+siGk//NRw0EV5zgSgV0sKkZyCy0nqwC64oTiAxn428OC4jj1+K+OpbisyIyLlZ4X22atTAHKElPQOiOn7DcMUhQWGvDLAYlU4AA9ANkaGn3SawU2vP5enrrfA6Jli+BDhUDB3QC8A9HssmsWgBm7PQ387GcuMr4pZM+of6Rjv8lKjamo4/sXa1cUF7gR0VXqwqnbPQslv1obDtKJm4PzbECSul1FOlPPSsz8X1r5SAVhD51Am/rt6AoX81hIZ2ajNAgHt9HTPWFEesFkYLCUAj2AitovZwUqWWyWS/YjLtKLPkwi0GQR5PMmW5bKVvNCEbr/qOKXBpfT3Ix5YHJnogiyYDc0WWEFLyoD6y702mgKdy+oIAV+hE7/8N73GWcJEwByk3cUPFm5cCdkwfUxxSr8YlZDDw8HDomaC/Q5AqCePnVpJ9GE47TKLsKxGA1ou0O+PifA/MEhaAARwBz05So0xk8Nn459iQVA9BNjxtSqAMg/EmyPj9wyrbJkSCvdbQRi9GOTQ1g2jWA8d9unK5X7odr1r1JX5/M2wkrpYIcIqLHcB0LGgs6iPoMtIL1L50aYO2LTjIjFN6l36wPa6LjNPVH3GDZLAiHtKjURpkNIF9zNBoFmDgcXh0pxYwWlgAto80UMhOp8G+jSH/xHZaAXcBf5AHCI07GuVIhcPKjnRIsgHUnc/DKKKM3LfQp425Mx6uL/kK0xtA5hgATDdieCBuLT5ejU2DVeNGMgAegqwGq5gSDkWKYLV+vpH2FbFidQ88RVQJozAVU70bgRNoJ4mFBNvmmbG18z8O77ivj0T6GERWtmBfukzZwONoUbiyhisy0jvPls0agjAiVErHYZJyF0SlAZxmjvGMWMqXeJDrm/Mq4NzW6nANG8oELsgBMnRwQhHYCiP4FMsb0B0aSzgtFD/jyCt81Wdv46u+6eewxwYSKM2VZMJ+8gFVjTes8gsTKRiw2dyLLkwIzLC+CssE6MSzP3mQf8WyvTjanGIenNYYJG0nqkkArxTTJtFXPy7RPZBLS4xpHcb5dAY6eNMf8IGXXg92xFWtNYeVaLusDOPAIYGcvk7oixYttASB0yGiVvYg+RU0WFDYRfQ0/d06ru+1HtWeFn9GJJb/9rkkdW22D15dWD2ukcp8v+cMRJ54Re2+Cqz4tvcJTuDlmUJezOd5dct72F5P83saUFLfmc8dSvOZzNM3dEu8aSR9du+nwZRptT6+uju/b9e+Ls9JWeVL22/2OLsqxLTkuq+FvcX+s91W3HVZfEe9O8buzamLjM9766oWV8e7k1ti2OF92e7vWkdmedEPRn3a2O9w+h8+me+JHrbel2spPXmZ3aZ0xMTFej609zh8T05H1/RXrq/lUgx7XbmtP91OlIyMxbvIzhe2+lGSWUrWru3IHPHst7egc9n7p4Dfm0tbm3Iquwv5PXrTOX5U/5q65A/ZtibW7srPL2rOaMzw2Sh20KKEzR2+2d7pb+rZrfBq4vff1m5Ztb2uPjWmPdTjaY+xtiW5H9m8+K9/URfFJLQ635tXctpiYLue1vd+1jBCYxeiWPjTZ9d/wZc5WYgz8EjqVF4JeQAGs+7OPZbauyBszzQyvyHyv1cg0cCpYBx8ZzAyUDMLyp7FTz0Dop5nXpeuBm0b5UK4gUN3iLTJb47MybX3w1HDwEZLFwKAieuq3cvX4gBXIASlP0BuppF9bSX81i+w0DdkIenW1TNuu0EcLfSPLNgBLZi1Ai4I1bQyI49dpxZ+NtMVU8YX6NwCTbQRiAeiFq4HIXgVk6tuvWepDLDaAait9BA5ZxvHRGCsVUil/Kaf5cXowBP6MLZHZ0IetOgG+Ey/5iT51k46imgOtDnkw5Pq41UzSaQb/XNdk/tUQ+De8kwAHNq3tSMqxHOxRT0vMeKRuQiwG1g7Ryex9sxJAValFo7vobbpEoyOD2ZcBnKUOsL0dzJN9MqgvCSD3wYtMw3uYGLRSf5dOpsn5P8HHzyumf2gCcKSlyTcDRzFWAWNpFFjwmdYIVsRi5JCilWtlR/wMygL6A+87T3LwT/DRUOBEmQNWdpF1/LmCJGnNI4XHBw6iOELv1kCPG3jNn5IUtMl0ziBea2t+ZXYw0pIx27OeieKkHAC1XhCaRt1ssFtnAGIxwhnJDrTxRjCwvFc+yx+evyTMdEHOkXdCA9DdOfQNmy4pPDqAPb55txxqV/e7dQViYFsDLhDazCGMXwdMmEi0zDTOQHU7gBFwGUjbYWVp1NtdTKN8CTA7e9FxrONXjqWLu4VoDpidfmAY14PluVgaAe1AKPYHmm3YrHM8GRDHCTTdfA3GjoOwBgxDlS87WJyw4I0c2PL191nK9mxAWzKmsCVspTYxi1/bRx9qvIF8R090Z14JJE9Zt3MklDEJOJuOkGCeDWyy9WDahSMAHPTDEXUMNNCSgJV6Jhv5SFCYaQC4awdG+m4gPHJMVKSbEIurALhBZeEoYKB8+1or0+dR7GXUKz09wpUUD+ZJJ8DQnaAzXrl42sGMrQY8idAKdHYNEDtRdbrc7PPLJSvelpMmmFImH3VmyDS+SEjQ7i1RsLgJTAnKBvpJ9lxLbYmUkv4Y8SHQCAnqBJ7lcZZ4DlVRG0DfvHK4VdyrlYA7kyJ126VKVFRo7JEOSLB3AxEWkM9gPcWCddcBNqOtXZb+oVmchlptAJvnZxZE+u8dKu7jXzxZIjAzF8A8+aMWglrBsvNJIZMJVuwqIBQjdZapdzFv03T6zUTGshXdDM6MhboEnCiVwM7qAJMia6ZlRSEWx4MGaBdAVVstGX/L67CCLteIo+HDaA/weiwAunIncKwkSN6hr6WPLJEjZmmV+7RCNbCCVr6jMn+1okidEsYE1p04w8AlnWCirJ0ahaDwg72T4oB1e1gkEHwC+8pYJWa39F0RrfiBFEPH7vJAgAT4WO7u8MMbgYa2lklWrbUk+WmyEbxSRyerf+Im7o305IVlbwaLAp3i8kvDiPafFAWLa4BbhZJ+L1/CFQGhdn3InxKgW9jksBgH3wG82AvYeT+A5LvkUkwGYtwGdGUrIq3dx5dfMmVdQhwEtJfjEWuVXEY4ix9s0GBgqQZosk4r0hAQFHcPuoIbDwj0IoCzEF8YKqhhenhSPD3CJupzGrGGFEHDgXscOXNOAy+2Su5tnUDfr5ArVkZg3BBw0jye9TLRfpbF2UezMy8WOAcSwCTTwI6SCJz8U3yWfdFkccEft/77JtqRaE6/CjSw1cAvPXlZGCv/xB9pOoIPFHK8toXFhgi0UCmQ97WgiRb5EhrQ98plcBlQANYZsUEc7kpT6KVx/MsntFA5RgR1pMk0J9iMvwEzRb/T8moGi9dWVeq0nY7LNqevFwT50Brg4/1nSVhP7uTANf6Ki3k2NIIGADHmAgF3O8EsTpIGtKtMvn+sVRklQqGfAQM68+tz6J9GCISPRQVYnhUgtMLwmFkoE5Tlm6UiyWDxKD1/Ob1BOzhaRpENoZnXAoV/YpgEHEPz7fGk3wE64gKzOOsMmXGCmlgWKpZ6cdY5MlvGySKtEEx2VhQMBkzIpOlG5IntXEoBvBuKegzeTLNqDyqPFcwJOpa07f2OXKxrrUpbuem+mAJbkTPDXZFQsi1hrC8jc9H01t8fe8EXIze25e2Jnbx1a5/sjUPXnVtzWZ+r41qyyvmCytHfPE4Xti6g85/hC7w8cY7EbXm99O0D9zjrOzs9e/lgW2qzntGa77ftt7UcVlWRWfA9Q1f56/K8na00tixP35RXzefqEo9aWUslzlqnU9s+ZHef9LKYpG8zR7sGOvbGdeVO/Lzv5xPdO+P0z1JvWL2uV9c4W7/X1g2O21w0dcMSfxd/56zNn1dt8xsfWjAvizwAHfnFOTHc1YOiKVbLGJYuLl+kwOgwCrC4dDPrW7MWal3KXHng9z/cR87mZI+xM7Ab8YWX0z1fGX+e93y3pHCm7y0YvLNsanJZ7P62pj55mTsySyrGNGubD7+330R7+daBY1z72jOrKkvdnd7D616n07+w1yTmOLZl2TuP2MYAdYyziQrTY9dQcaXHFt/er7WzyeH1B44qJvDlHnVj9tTO31Dtr6I+vsrcgo1pzUl6bWrHsAbPgM4V6c6EurGfFZzQ2F6SUdliH7GjfM/2BfPoxdr64ovv/FPSf3Y39Ns3eslDtPThmLl1Dq+nZde41TH9lh/RkvLYhtfbmjozPe5VO4/aPXb72iFFtvgbP34srXfmnpoB/q1rph7t2r4stTTtz9kn+htiC1fVHpayaVuOL6tx4tZ+z35iBVYND5M6bGKsF+OjWeegw0ljLKfJVMY+Ic/VcrpUf4Aa2FsEvlEO7hDUwYdH9T+tl56wvsCxdqpMAydidPAV6I3qC2CBqwiDLzmWzG8vhFMXOMQDbtvUTwO9GzrIkmjI4l9REblSOqqmmkoiiHHiVKCNmpaoosn0mPd6Sh9L8WADQBZkDfAEuQA2ArbxbQAYqJbw826gF7F4Gn8aqUi2zX8LYhXf8stb6VuADYKQCWoA2kilNbzQeP1X+FOCaRSft9oE+rpA9A5teVOKniVrAmlDeZQSaVEhpa4pk9nQSRwvUHfi0mRZ4ESSX5dg54hU5dFE2cSBea+nvcnK29xrrqRQlJ4oXAB8d2CwqRUg3CkRwZ/8RgaL657993nKot9kuri+Ba8q9kmVMYhI7ttELy3zkKOSmoI+x3BmIU/QTmDdcyCEIKDv+0EAY6c0s0Au8igzo0bFEm5i47nOVM14UZjBbd1UDxAUFJvf7bvqLttibdhgcdZ5lz2rVl9A3YhDqkjZYfL9UwKDyN83pCNo+VRGr+qAJQdEDMWXyOoqAFwEGLWvSRYFQgHETJlnZx2Pc0AYT1O+QdqoyO/hNRhJTmBAgngr8oK3bbMCgUhO9goGuoe36weC0mPOsVPZSXArjX+b6G7yIseaZAnVA2+zF4Av5XIJ+JfK+pqlZxGtHbchni7J3DuNm4o/0ow69sbcYr1CKAYGp8pmq8FatFmnO2JxHAIQuqy+a25wvwHJt7zF8bt/ptfuVzfd7QKKPIhzJgcQlbnZ8iXUNQsWQlMnQdqewIAO+nj301KF1XxOn6oFkU538vdbIxrh66ajIoc0KqnTCoQiFrdeiuq/UCY6z1dpfek8Gkynn0PZCrQEUgysOmoDchdhI2A6HQYEz4dSoCQAB+yewCJ+h+86ZvqE2UuVLMb1wKGm4CvGgNmJeGIrkanFVggJsXiL4Um0Elh4bTdxptfq6NltW+iGZYwNEmWoeWGhOqACpQK5m2ZVd/BMWpom0zvkwnOiFgL62eybDdFw9HwaYx5/UFB3GBUDJzfqjAMMRZVVaCMWpwKIzjhObKVsJXjn0UM0kDZNYFyQqRFgvukALRg5UlbnLMc8taSWgT5Pkft9FwPCVkoNHnW4u5CU6+MZvlbScHG/TxFXPe4A8wlpKG2gja4rLa0iFvsAgsqqp+yxEoDsm/nt3XRyp58MzFoHyxOdHVlrTJ5IWo2Etsw2EAieerlTGliAhWJDaftM18ea4EZXFmGAZILZibT7GtCVUdEcp+lai2YTCsJmpe2fDLn+kd4aw65dRa0Ao/KCBbAbMCAXafeyKwVAPtcWinwourC1OwRjsRErMWpggMfFpwculzbq6QIeaIQseYDSJiaPDcjJeKiy/Avw3aVUy1kLKf5hYzozpQBB0RsEOfhBBMJI5B6T22cnCIfjCCorpYHBruke7GlntynlL6QSLAg/p62BGEk07ZAMEF1BNyqUAFUECgqWwbW8Gx9PK38XDGFrB5M9F4WlgEmxHcii7g9yh16xHCzZEesFB74GQUMZYSL7BePWP7onWDAUYMEJ6dIng6QdJYEJKiAPNA67kGRXd9VKslM/RlXmvEIDA0rYBAbbrLQBbJ/1IC0V+QxZ17bQHqUbWihOxmEPB911hmMPbkNG3JRJS4ycv7HR6cEiz0vsAQoxO5zGloZRnqrBiJsgQCQnx8/+qDfpD/eEFlwT2LJQQMe+NNnGGwgGkILHBsR4l7RaXjc8R5FUH86o2BMN5u6n6WYmH70ezI3WNrJGdLA+yToYiMWDg6pNRP+AY81eR0vZ2tdvIpbFJtUCQREDph0KEUT3MSgwwconIO73GRpjJMmJTZ4IPr0XZG5ALJgXrygaIpHLFrTd1QEnv+gHYnEHmLBEcs/mHmVMpeoSPip/dbDiXDB3kNxJBHAhf3ZREABkjgfZhkqQ6gYwJ5Iju6Lu+2VvnqPTBGWunB3k8USptiZLVJllNjRcLS+BDoUNQKCSfPtgSuDL7z1ngE/sia3sN2pM4buU8uI8ns4Wyq2ho753Dbenx+zJyOm1Y0biooH1e9+5rfe/jqrp8z3f+Tg55js9fUtH//eTZqxJ3JKSnZpd1tu/KzevV1mVcyGNTEza2Bjnyd8zuG2nct3Z1U7k8CAwKKI/Y4wJm22sjLhug/D6B0Svi5paVY4k/gxz3YaU+mbKyNgRN6Oivm/b6iNrbQ2l+qA+AxOO9ziwYynSFVJEQ1NsaRMmZmm9+7IaRjZ7ftIkvm6fbUz+f84JWqKTHJnFavlPtJHapfvR8BKjS8mGHRozKFNdGmFOo1IO4B5dRFosG6UxFMdekT7zlB1jkW3jjjzIMTq47LFqf8mg+JEcrmLLH5wSm032+Gl/5O45zWOlirjD9n7Gb1nHpmey+LBPcbDmG9cvnvLSom4vcNYsxFPkptPACTM9WbqpeIfgSVJhC6/j4ikyH/oK9BDg9ZoHzudx3daTd2eCb88Vm3f4RZDVh8YPf32dJY+PRu7jWzlDl2oGfpn3L/C2oMeAeytoKfLdWQYoG+mAMo1jom3P0fjb/RwHFKIn+8jRBuAb+cCehSAKnvpWUT5jumyiWMLP+4F2n2EN37L1XlfE3XspKIRnGb9sR5/nQko7mNoTRXQR2u5qgetShua7GY9rnE8fPtF91op7dwPwPwTlYbgq7EPYMNDGQHUFwJ9hk7ZCbWj9d4/IDoGD8rCy/vSrIppj5OL4K453yzsChD4FOhyhWEB7ZL5lBkDdGWhA1ovQ+Ou9lJ2bQfNOVH3qplxg3QfHOhxbsYKqqoY+AMwEqpIdGNDA/dAGdJYkGeb1gXEIpJwvXDHoJRW1mdxkwG+RVGb+GbGFIONOFIQs/lA2gJqs5b3t8q/pzPBnW8D4Ay+yvLiNK3FIuAwhSNUAQGhsFx187S3Z533Wol46fhr9hf5muyEgKn41hE/k0btN0XCghzzWWQFZHI1ZmM3QxB566nxLlGAmsLPdYLUjyVYveYdMqhqQWJMp3vdoYECJBcBVvUY30MjW+4LfwdqoztwdJhF+5KfCX0Wxdg9yE4UgWAru2U8fNFPMqPK/Rb7b95Pl2JYCVK0FuEIXRefOqeWAEysNkHipZ7rMNhLYmdw57Sgn42OXm/l/zfO5l6m6hROIJMWHRQSsCFmMwEz1qZcwGsM+xcn00QS6JrIn4JO6QiVQJXqDaTwEeK/BYrQB3vmlB3o3GNh2YI3VxTmJzdlBTlKzpdP4qFuYDRLsAISBkCy2Ki14qoPoUsuIra3nEwcbM1Z5V1h4sB7Ex4CoJHR20LBtoqBE4JRJlZD0RInRUTPwrC7JqGHTSd2CdR3/5IX0Bmn/lm4vP1CBwlH8YMflckKzOA7ITsurz2BX3kCKuzlwwKr7aSmYiWisNwFe5kgJiDg+A4xEh0xrk+KZdgNFpi42cSYf2Sa6PbDjncq/S1g1BcFA4M1kRxCLkdcr8l1faaSUT7Zx6JKIX5kKAEnEObZbBOVJCYhYXFMlUxskFvEeEBR9APpS10Wf0pOsCN1WwrqFIq5rimjCiUA1AHDLViNZHBiptejNwkfxV+y7PZau98vPJLyhXBKWAQcL23K002xvKVjaoCerQFqSnCrDgCHTH8BlXtaBv+MQLHV8/waz6jMZmLFSKwLVwCxeJ0pGdi2gNsi9g8uFqRSMDs9/lUYmkTQDa1WFFu1DRd5YCQQ5EDqODoTCRICXgrVzBNDut4JFm8vzbnQfdZiUd3BzWr4c043OBzvejlwy4MXypRhH4IYPJBrB3QFi3ZwXEwt2mc/eKNO6P2vS/awQXKtEK2RZ8GWn7ftltqEy6U3rxx84y8lPy3yP/lqlme/Cd1QaGe6Xr7YWAWZRpYUNa4p2vTkqScgTHLbsHqCEkx6i8/8HiZOZwKGP4J1OIKAnI1VBNvKQVYvhLHukB9oB0NFWoN1uNWb798YE/tZ0mRKjINZtOzq/Il9RIQwjk8UPai4a2UJ/LTP+akN7YJiF+ns+cHUNzbAYHSYv5oAlC4INaCBAEKQRDK838QEPdIvcKdORJgvk80sG5DGsQCnEY/uZKhLrgNssY4t0Nok9MYQkNA+Dmx9fy4fP+KDFPYHdAHSkmaH0AJ3DsvZuuuxeehMoaP8WOkZYrEJYr13A9NghXat8dkZQLx4Kq/86TSj8tC1NFt0C1s45pmjn4/H8czutVH/sWXw80NtEfcB1Bb7DYbC4Oe4VrvpRuikwyYHvLsVcQYpe5BMhf6SjN/3xFIDH7AXuUbQXI4yi72jxEgij0Fm5tZrafcPbaDeElQ1gFIVHSLZPCOye75EKC9hksLaunaPHIkcXrDpZF6dIEMD03f3m5oIpDGqf/YJRSiuyiKy4sEueJ7Ir8cpHU3WXn+74U9+dthF6vXNgV+LmtjvXLe6YYftH6vzkrZ3VBWmdjqZW2zbNNbDSXTdnXTvHSeadWL5tT5p/5JY+bZ0xi3oP/UinHC0/29Hno4Hu5nifc+d2KnAntZbuSRzc1OpMaPW0ZZZ8//3w/G/jiqqGuOJzl8UNrsyM29JcT5PbRu/vqPXl7B62tyLe03/8jvjX5q9zZXam2uz1lGyftLUitbyzqy7TlhCX5qus5jN9QQp9Ii+cPTZ/vLkqCqt9/FE9h8bqTm8ex+M/75y6IaGta6h7Y2J+Q30ve3v/5ipf36aMPFesuyzNPnjr6uvaXCUd2qa9R/ZduTt1RnV2xsg7+bUsZOygvDPOmq4PDmyQbyyfNGtedrZdMxbCFAPFTaOC3jHZJ0yYcmwxpc81LiQ52zz0ExB5MUrnTmRfnzlKXMCcgSkD2XFhksoRkEGJpCWnvzzCcO/1dhaPVcFRaWRTf4ZP3B/GhdQqHOiwB78BHWgphPYcnslVjrGXzh7Vb2DffkfSxH9OOH2eM2fw0DkTT+iTTOONeBbjEhh7xhjuYZ/eaXyZXQmfCue/1NFdfju7mpkpAAcPvlf4v/lUZFVaDK5e/5zuZ6/WLdPMp2lSs9H1oMPscZqmv0H64aog0FmOccnC2aA+dJ5uQJPMCL4T9da7MptTJm0GX9Qb8a3Md5fxWTFF6fR3/jmUHtOTyvTQAb3gU3RTJ2CAd5y1CUMWv2CnD1lP+fN7wSkIxicYKXMpLabT/uH+kn10CEItBdFASKCi+ZkLNiOAPu4xomwjCUTlLFErzULJxmYWSS+F7PGddDVv1hsYzhzKFuT4PLopLGcdwigAn9o2WBMNFldvp2Pe0bTEwJpvBB3pRt77MxZ/VS5/ngpeltEc5bYA8BgaCczbbkUm1PNaEA/mkqYsulVjOuDTXU3BmhMuUh4PtqK1KoXIVRHj9CGSNz8D/nKSTUw8g8V/v41i78g9K4iSH4V0wIAKMIEVxoW0pkkJ1lDfwhprWytbBug7eUHhusAeHq6AAV3ZDiA0u5zG7cCLuhBArS0hKRv/pHGbGzN2rxGIPoqv9QtRF7CpEJMlqmqw+Df8363VLwZLxCHcxnTAXfhNKfWnZ040ILY0MMX8wAoCi52vk5b92xOYY2G97AIYxUggi8ZJpG0UgDL2glm8U21sAWowbnNjr4qhtq6hj7o9kXpUrlDEdGTIfQidKEbpp7nxHTS00oDY0MDmAyUYVdcIXjZFdiauTHZ62PkyLVUyAN3zPuQoWXRFTXdaeiGdwZbeMDId9U8YAJxJEEMH2r3sCGIxgZVotjOW/3cq3T5LGfH8/VSwZ20AgASyZOMRYA5ijqU1Qs8/L/lULrdULwiGKQAyqyJ8sPfRAjWN7aaj5uJcujbYFtxjQHXy/SGLEQxkNPUdfbvjrcvm1fNZO6ZYFIa9TL4/6h0CM6cA1BsYmrnAbj9Mtjpshkwzb9+OpNmGbhyk1wxdf0HAfC7ni64DFCWWqb7bayHI4p58aGP4COMI+vekgHqRA2z01LPlS6CYGSk72SkJTjsB6LoXCOBi14WV+BtagpL7y7TWCERmrsGQRcQn3ZjiigOXS6vb3aKjkuhYHCadggWM11pDm/azThLqPNBGU9X5RguhGYv6uxds2mAUm4CWsVKK9r1gASQA0ZYRubSNm+erBwQ862X0eKCnSLlHL9EpMDQ4iwGLVcFhLP2zSR8UAvrA9PwSyFgE+aDetYMtUCJo5AHqs6NJVJiYJtuoA9XFRJrGg07iiHTXuy8GfORPBi/Aaoeckk04RMA6LDhKllRs2kjl75Gza6vhE++B2sGURYcCwzSlUE01wKEJVKViMLJOqT+aUdmRlMk2qZXyLOvuXb7Lf3/5WQPNrewiajZHz4NACsA9r9CfEIvTgWXMMuEIZu1saumPPnMZ6vdJgCdoFgOhSA7wFmDa1QAh2yQ1/hTpRCMHEONtVifCItLYCt4SuLTuMnUUXREyoMGISYGCWIzu96HUXcto+6vUj68EOxCNAAc7YmRYJ60HlWRGrgDjnUB1sSANcL05hPB1N5UCEO7dVt/FDCftYL34RvPzsP9W6jFTKkJkgLiXmwdiMbrTnVxKTzuTtifSlwdi8YK1crwrQeyP1W+j6nRHzgDjL2AF81e0Bcm4B2oHDhMbUFAShPHJgojjjK+b/JnRzEq6VP0DP1wOOCGlGGLxEOQw4dr0P9Dwnd7uMA40n1t5sK1rBW3G9ibZvQ1SyLiBkrESWItA390BYm43AjdiprTbTjNu3f2tqRyPT+H7NsT49zjNOsVoIxZbIgSDtcXxYdb14+k/odpBgBgVmqZnBE0F/XGDPdAjJSXwIpIbRGaCFjLAjPUCgbpHBsi8nqOwxnkXGBcqcDCDMiebowQzdSGLEItTALzDjXQ+SrdVN9AFPQ6getAO7CygKNBIADXJLUsdMhJUAtRxoGTUgNgicLaZItx+gcZ2G5/W+Y95oQKfaGIndVaUinGymCeIxV2z/jTv+nPPOWb+7fde8eVTj7vK63bRFawTX06X5YfHxCPMN/53kicoGgxYKLQfSAXwYgPQ6pGtDj9Jpm0D6Nvaj2S+hbT4K0493DyE/rQCxzPRLAaoL3D8A6dPjhUHwrMazebocx5wLRzcwyiNgoOrlMPaFPSPQiUOUNGwqWybWQidHk2qFtjYX24gvtCzPtd7w3302aCO/nxl/KbS8kGv9010r0zVmlqS+ibsGOQu77yw+KKx+/p41iUevme77tS97XnZWue8a4tXT6W49IqkolWZ/rTktDXbjp/1ocNV56s5rWVr8WeZoxIHLu+9v2vW0vz6xvjdkz0ZruTvHP4ae+1w+9G/HVTjiXUPadpRtGL44D5f2py9H/r6Ktf09X2rs5Pq8jOWl3ir5+ytP/34OUU7SxvabJ66rozYitkbqhwPDbngy+zi5vbM2pzW5OT2ljx/7RG/Gn3z8vzEFNdXpba2HKd7w8jGQtvv9HfWjCvc3O5oLqiqTbfV6Ccuzn2g/bsa0hsyZi6i+zRn3PDxdMveZ68jf4cnodOjs8e6Vkv0x9sa35w6sL22KzfGpmvuven5K0qGZyxYgz3QkXyf4BZTmxGRXLqaI50ingDv4B1gVaSCtFFRpg2T+VzXyDQQ+vbSJ5Zslbp+IfiQ4T2vy+pO5yuzjZdLM1+xmo5FvuDo0tAiyxT7072Mv9fQw5OUvhhGQLl3Ad8lQtUQcAWANnZWCmoFZT1Stq+40VKSMdUv18rqYsFWmbCMLxRXKlujqbjlTvkYgZnIY1YeFUax/DtrR26mzhR6k6HQWRFPgCds3xr5EmAkOGhCkg6MJZBtK1DavNJsSwFMaQTn6XYDNbuhRn3cWO2+k5QbhMfGjAKxEEIG5E2VaBbnWdn0CKMgzXRKXI/fwehuegrgHTp3h3rXBPgJFOO6ZpkvTSLhjUAvHgZijrMAMuJgRUY3psFyww1CrKoCVRH0l7wi5hqx2GV9h6toewbpPJJXokoj0prGySwAymFMCeQDmixwwDjHyqLN0hOSD3RKF6guFxip2xSWmEWP8c9bTVHxHxGp2AMrCkU6YnGVZRY/S/QWW5lTTWPnwFQFDmIg3x2y0OIAvgNa8wEIKUtiyMkAcs0CPq4WkJajEPM6uox/3mHcUeniCPqBO6wGPpLFssOIxTFGjG03nU8v/Tk1lc17dKLAUiU6dYKWGAcfCkoCdgbonxNIABVzYCFwGSx1AvSlDOjyTqPLvyXlsH6C3RCsHt9C22qtLwKxHPESiMXzIm3AN1noN3c1V9GrPzSF+Tm6IFfFBFrJBeCyDACrAbjMv05WB2asA7jlG8AWEIccUAafHjI+n3pxAotjY0sQAA/SMmqEFYhY/EZTxDucRkun0bds5syLgsXjT5aZAJsoGcyAamAZp8nqCk6VaT6JIKmTSFZKBrI4E6AlgYsfl5jBxqZSgQi4AmtEGmKxLeK9WADzJ4eG+viSrSjo+4dlJhTlkQwCBDqB5ztytI26bUB4pkkcZCOQTy7UAtgWy038/YhMFX2VNEt9Ntqdpb5kYyHwEsnCE4JYPHR0eE1z6bFxpH/U1S8qKADhW+gMRzKYALmgBZBU9rYcxcFSLUCfi+4FPKvFAcdReKV5gYX3nRGcuZAdpuyTsqUwGPaDFCe2BcS3nbeFVbTSm/42h7Edx2EqgoDrqutimQ2BlGVAk4sDLwuEjA5E4BqpK5WCKfYxwEYHA9CvPYD+9B5gnFxayPOXRUyD8jL9EDlEs4jF7vCOnEXxC2kbWw9A9QIaZR+A76HtDn0sVAPWItjuM1HoC9gpwUj0B7Y3I7WCmoPmyFYjoGFWAS3mDc9+lAKOf4CsztbARyeMUh9oWqBT48P2tZd3sQtoKJ0IKwYQauximRMJ8TSgoJVtl2UBvuEol9kSpcdoC5CxGW7pSEaRL93T6XNDAFcwRM8T+zMFHP8ASS9q9yw+cfKf+IocRe4wq/UsSuygDbVsjKBoCNlcE1ieewEmLz7NwFV5gA4AjOXsc2SzHhm+cQJQn7duEo5F2oXCK0PbB3s/lJU0lPop3p3Fv4QTAK50YY+HCYpTfxv4sMfOiJFQrZ1Ap9mAGAOyIxtELxwHZGwh0GRLwcwGfOoCPs7hcnqN2iRHYgRg5wCw8eZ1K0EdHMWnTicY2vOLfGgsnIDFLz+7E8bi6zMvN4uP+uOSb5c+8dSzj331zXEM4rMF+S0de6bZSDitiRCK/lY1k3beL18M3cy+DCByNuXMsRBYFH1APFgtq1UWGvCorC2tSaYlg423/7RQvvizje8Bv2Qm1EUqbsCCBqBS93EdvSDwla/bw/oRz9qlObmkHJfd7eELWBEZlWyLDowA9R98EtprD7YWc88NaGwI1TaeZyTGDssaMiqjJ8eSbtPpZttdRt5THa8EOvFrFZeo7kfV/fa9MU3GfrqjRLHcV8ahK9pqT3PC4Z/2dQTUzR3FsWdNmxHTWDjv6jHLBlT0K/oksyWxOKXXi3O3pq1IcNu+Oqk9hnJ2euyzYjPnTI/LTW/siHVsSjhut2/jEUvHpZww6fYlezuKye/YlB07qLxZa+/qd/kT7LXSm1uKdH92/Za0mMbepfd//+u4jC3J2S6PFtPoi3O2NWvpWxLzbC0ZcU2tjqRmn89hT2rr+6j/1jUDDhvqvjE+x9VZct+YKY6mzIf7n577vcfeqNlKbfo+Lb5Drz7lH1tu25G4353YmtJis7taNSfVjX9m4MCGVHdCfW2fdkf25/vo0grn0ioaV1yX8xpff9Xe2HtrnzXJLRkNNHl5UtvUjamV2W2NsYZw4WOUPTmWbmYPCu0yB2DK3OBAKI3jS30qDdb1JOAJAgfqPv9I5isERY8FaaeDc3eo2SNk2bNAdffKtAvAPQtPXS3znbY1PC14kcKDKjHCt3ZQlyUcxt9jiw+YEolB/fQ9SvQz+LFM3VaNgDsQhLcBnHVBemwa+wGtlMxTxEqg2TJgBL0kkbvl78ra1rwt05o3y7SyiF3h3oAAvkZlNHGLAIGdUlYW3O5O/WzYF0FF4uuggj6bzz4vpLk0GZ0SM0SIIDtAKVuAwu+LCP83q9FLZH0oHhYoKIdLE+WbNFlbCwCfhgGnTHGEUXljgrpfLKHAYO4RduMmLJPAZtwzi/l25unBpy2TzN94tvjYW/eGgqWjJoA06kC53QxWwGbQY8BibYzsTJu0grYDlRJFTbmBmumPNHpdiqsdgfX5vXGf20EQMqBnBcbwSJbEL/BnAsY7ejhKAHCrAlBhpgrqtNAwYHxrAFYEEJIXOF+qZA9LAbydDuzsbcAwyo6ERmJnGFDFw8Y0HlwSOpwQHZ8Ri3eZ78V3y/hpwguv08qpPZyv6ZKSsgGMhg+gmdVCufVScXQGZCvw3TmlboaUqyKLP0e95mYg2pstvVtE21jZutr8UPtXoSM2h87idDP493iexMVP/88B6kmTBnkpCHxwgtU+SPj4YkgD7nZg8FWALcAtxX3acbLnLWDnnQk8tSnWSfEkO5bUDaaX8M+CE6IBNbsbR7NY32g8/4IncdnGHRyuoUi5sazUS5ojdjQkLln0e/BidmDeAqQpE+xPHgk1JYHadGDxukDYWpcVzr/IqGzuRGOrez8aUPPALJ5g9FcFNm7iq0cnpxm5gcWP7rPrnCnZORIgkv2BcofufgYDa34SIJJ6SUGRDiIuM5ErFKBnpULfMefZCnOrO9P4zjET8L/IvqFZvDhT5Xuf/xtMtwVvDADOe3JJvHDfs7INvgxGUCJY7chPAVgci07syIMNuwD2UAkwZORGXbPW2m7sAOMihaONC4Re5i/yGISYInqMWOxXm8Kt/J9O73aqyCNFQKPUPVICZDdJpqwAWyDQ2cgrRTvgMF0JRHaeMSsiCOhiVAhmbB8QcDRdivatxuUFn5hBdnMROwKtC98VYnHKIs79F6PEnFDYDtD3XcbARlIMeLM2IO28YCquATIb8Djc7RV8XCcXCvIYZgE1Y+1a2UZfoHloBsb1u8AZ6Z5ng5gAiMU2NqSX8czT6QFlMJoEZGdamlRuy5+QHe4PNE8HcMrFRxf+btzVZKF8ad3EG3pM5HYZC/RiH3D87zID2SJIN06QP0h8Tyxpz4LLwsBsMJKgRsHpJyukn6XF4mBBdLAlUS73fcBsbwEYehHAVVuji8yrQYaQVB9iBqiuRyp9DaskH6YCzaMaCdlYYwJ/YXw8+jzqYlkSlf0MWZy2mSrZCthAezsDd0hypWCsqVPaFOkAVgYyhlYCv28JcHEArtvB6OyXbr8uoO81A/fmXqArd40WQ9FI7nQVTzG9hP7BDz+OHvNGs5i34qlEHGI5NSwUE8VvpUwWAxkP8nWBva0Q7PdbwBwDItsHzJF8ad2gNysEhmH1KDmz/TIfIx4NKp6CXdJs5ZnfQUdAm5z/qCPZifez4/sbWl8eFlCMdg9/nGhllNzaaTwIpMiRniAae1hP4iwiPX+yzJYsVwr6JntepHfTqCcZ9M4jlTu1nMYQC5/Yk2gC//4Miw1gyIBvOSMWJ7bfyDWNPJ6VA23CMSfNvXT22wNP1iZ9vvKdjY9v2fhJt4nc8LfOltqdNW17qyqqKmra1YckHnmZr4W1oJybpNJK+58x+RQufzpQlKxkZ8LLMq1cBkPkNcls2W/LtCzAKEOMR5LGa2c1X1vKdzdP/oa1hvncWXWVoZWkKEInli5XjsUpq1mYT1zv470lp9Z0mrDkWCbr/MGUWcDM+sFCB5MhB8h1VN6B9pPoG7L7FBuCdzAktlMha1lxNi3e7/HHJftonK28lz277GOrUYVYzCfA6Oa76fCvssI0cM5YZ0Xmtdtu53nId6S1h4bzws0ruspTKpYd0zF2zePXd9nT6tadfeyZfZekJ/tKlzYNrstOH7FKK3HFnjfp3H2etPxPSypK6pLa9k3vSErKOibjyvydrpa8jsTkRndbRf9Ge9zgq86vTLXVZtrr0/V2b15HnZaQu3Ppec1dsW53ki8uLqGiK8c3/oM+i9uP673Mrk4Wd6V5bGnutgTf95VHe9PiWzWPPSXWWVXQ0BYzqfb+7BMp0ae5yV7drCV4axO0vaVrXSe4mhtSC9o8elJSY8yebIrNeaekuMsX79ZtHp/uTqzbM9TFIbJxWqcxxTJG5bm2lnsK/VVpTcqlnW7RSXvy3YX7qs7jenSd7YAIB5Zfurj6yaSdT8i0+cCx9me+ldJK0zbKtBxQdoRMu+cLmdZLJt3+F5n2cYFMe54PkFnJ4EbjvIjkEtA74c9DspiRLA5IHBJ5xUEOMO/3Sptqx7dy5e0BjqXVQZMmLHsWMG+BDPhuvWyiSxrVG0HRHcBP93TQUAtT8r55TzZhgE9pkTg/2u9ESajaqA9Q767g77WEUS1SHyWWw1EtgvKBKzQexJv4gHkD+gf0XQIh3AnAQmkBKrotaBiG6YKfgR4jgwc5ftXrR3QRsbhYYR0nBz6yF2RYHtju+0p9Jx/YBZ1yu6cE4OOLARgFsLNLwUg0St4Bo40SwCxGLp3x0+VEicrbHCgWobljQTGUNqyntyOaaQC2wt7PRU8SAZvKwegUAX/eLmSkS/DBAxSDcukdAtAw7Qeu9Hyg8feLLvQrOm0EsVhZVOeZ9ks3+XnvDFKQ27kSHE8AyzhdwYAWsgFc3SmtYHRXJdgUqK9kMcCeyAmCFYGtSF3ReRF78BpbXxWMhGL7GrbCIyg9DAcNyge38stGUiPYi4oGy0aSQbh2EfDxpUoJgEz5JAmNINa5Ilem0a2wqRPq5o6SqCZoD17jKFjMW/Eo9ihFUh0AEEiCmQDJoWYwi6+TQAuVj5IvViiXGdBPiK8nj4ZipdhhdVeWbMyLprYo8yBBkZS/dB27siMJzBPqlMuzAWBZBQAF4IhzQZ3AFbZJMgWhJZkZojY0xRqkD4FyQat5YBajVREVkxGLh1VNk2XjGKe3kkv2pArM2CQgs/oVyupyQERDjtRQkKpQIb2IwDlIeQDNrwS7R5xyXFoI6YqHzGIl/sSu7QKqwpFyKPoAdqIPHl4CELkOoCtH5wihbCmggLpHGoCfK4CJYnpMoqBovI1oFitLSbRhB0qbNWiGy6UASL4TBFe1gEmWB7ZFM6QjgtAsTpTTUwdx4ungdZFAObGHOEnRF+CVFHkQi1mcSgYg3q2WyxO5QjP+LvlUCzaZ3SBWA2i3yIkygH1q1oUNll0SmHWDgJDdBpzcUcxpnAWxGO0nlAVGe7Ccdh3gJXzHAxaDPbs/iLcANlUTeJNE4LsDIssGhMLONFlfA5DZh6xkhLM4L0kzwqCWoEtDtwBVfpTE2p3AausEwVVp38sX2x6dkx8dFKmSXkRk8PYGfnQNuL3GgI0XbBTRTewwFveveYoD4pnSjJAXC6UAs/VTOe3iQLZOKU8oBcx2qXhR4CRgRF+Q5bVD2iO1Eaqi6SzuACZ6H2PGRjqT5Y0HMF79oFm847kzTRGMLFQaB9bOIMmnNrA/JYL9uUP5vywUEwg8+oGeI9d6U39RKPKgoDmnG4EBvd543cg5v2FEdNyLKlf3LG6ic+lhwyKOF58s5EQA71Gl5NMgMIt7gdiaAQAaigFGNdgBQFQGzZfrSX1OzUp5IBqof5rMNxBsUch+isoc6XYsvTZPp5FOZdT9WcWzRUc21j7DfFMxdt5jErx6jDeuy2/XvRwpovv4Y3LO1mStS4/t1Cjeb0/0d3id+ymtI6VXrW5zx7Yk5O2L81J77g7K0imhw5/cGRPra49Lqo+NdbUm9qtJ8sbpORXujnjdp8fZaB/lOLoyvI0OX66vzW7XcipyixfQjOLK/d4+Hmrz8G2Cbc2pHfv3zojZpcX62Sec3JbU7vfZbTFlNKQ5sYNxaVubJyFB17sSMzu3dkyr7syv7Uop3brfl5egefXYI15suLysITOvrTJ3WsUuZ1Fnf1/2/l//7fC+G/rt3pOYWZSSsXg60dpRWwdJzWv1YT377h64rS3Ireub+g/9qNVW489u02pSfe32/em29C3N/jy/O8HridW3O1Nc6XG2mmE1Lb4Cxi5KvPWJmqOlLaeaYvtuC9P5lUMyxpvpBftYQjRaO+vZAFWIbvT/a7l6ZrHmiXngRhAZ8l/r6iE0XJ9JXR4n8WmY/UETKPQLqK42h94ZWRJ4EHTx7mwZRb7mdPpqaNqe6kEfDm1LHPR1pi3/qy9H2Nu2luz1eoa7tuXqWlNTaosrvzm+oqPT505zJLTZGhPiGu1JtbefamkptMr3Z99ypzbn7UN4r1+KHJgD3YJUbawIOvm/gIPeqLYl8KKHXDC8ru6tUz9x1v+lHJZ3UIRxAEAv3U8PdWgiRitMO3lv4cFN2G/OUsdBDotFIdVhNbHxNLufOiLx+qUgujeiydOyxp3OEbfOC3vuiKkUP2IItON+FU2HNz9ygB3zlRPP+MNqah+u1MrHkHcmmhZEnslPRSSBYIvoklQofbl+JP988kAFnKQv5zwv6pfyz90956SLzYtfdXWMIq6nfPxstDrqrcJozJ+QZrKWoyuL166/xj8H9tisqmOyWZNh0cOMqueX6Oqs0jM6w1J85r4n+nSorv+aI9S+Cs/QUyd/mM29/qryUJVOdx4g80xaoCfdo+deq65TpmsP8K663svoDI3QjyrtId9R6jsf+hWkn0n6n/gicG4dUTG9zyM7m5Z9UKvTcD32QC/Zj/SrSX+M9CzST6G94dV5A3+s+dvh9I5OV/xztj6MtqQcoDZz5AdF9unQWczfH9L1O1WdrQdgsdFoHfP3LfVLS085u+gqY1ryLKDVOj3Vc42LqvT8OfoLpJ8zGX4lWZW89m6+XIM5e9btbP3oevGUnqt7nBbq1E//C+/0d+nTI7nRGSpG1+kj6Vdq/G/Ub+mZZWfx2z5H1js/Dp3FV7BHUh9xqv7nA1Zx0rn6f0hfy2/Qh1vv+VWPXqKe8YjxfIL3hweK1j5gPE6/W++v6316rFBdUN60+1zSJ5vVdfTU8u10lHpefJFOrh7X4110q/7UEKIaF2cdW9zzUjS+P2V9fOgs1vUlc3X6VJ9xG2rSE0hM2aXPK9DP5qa9em7oKhFZIq5M17kM7eoVoz9zoKW4x3hM+iPz+eeOHt72XrOGJm72ev22nqs79nt9GudR9V3XV1+FMz6n63ZThH1mjP/bPbF4DFfFiMFPxmJefLfpLx54yun6DpWBV375zh/IyY8HrdavN4Ziyvge58mcx3Q9daj+BOdboH/RE+/uUA/GPqIf6+xQzf6652nn5pk7faKa63SMzvIbEadmvljJ2wiHEsw/0KJVbZEMJT3kWUznc9/zSL8otefVz58gsHGz4x8lvS/pl/DvPdFdw3W9QPsrbzf0CkuVnihTfXCBHPvoeZ3m6PSfHvLx5qTetopWbaI7rovcwyKKGEoEX+jDqpG6o3gPqq+SLnmVN8NU/fecdZPOqkoPdIbBYvG9+AOJvQOxTtf5tM1NOh9BO/AYnbZc53Gn7bq6A+4AFdJLujrcznseY8booh+zLDc3SecYfqeun8iugx4qvIFm0rv606yz6zqDoXN6bvctoq91fQwN0fWqvjGX44wceXaefg43/bmh3cFx4JJfqYFVr/qTCQr9MxVw/clpBx6I7qc9iU0zxwHYENlAtfqzQf146bYemq7W39avCz1bGG0He863aTc/m5/Os8DVj1WKHmiFIZ3a5VN0EEFYK78k/BgOIA/0j6nvl7KCA7+w+GefFLbdP3sT/683oLmjC9/6SZDT/zeZfejb3S9Mj3LGHDqLo2zgl2y/bHc/+xz4/wB0Xyv6hPY97wAAAABJRU5ErkJggg==)
Черт. 4
Сваи-оболочки диаметром 1000, 1200, 1600 мм. Бетон М 400
![Рисунок 85](data:image/jpg;base64,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)
Черт. 5