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	<title>Дренажные системы и водоотведение &#8212; Компания «Актаустрой»</title>
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		<title>Какие ошибки допускают при проектировании дренажа</title>
		<link>https://aktaustroi.kz/kakie-oshibki-dopuskayut-pri-proektirovanii-drenazha/</link>
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		<pubDate>Thu, 30 Jan 2025 18:16:29 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
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					<description><![CDATA[Организация отвода воды требует точности и предвидения, однако часто в процессе работы возникают просчеты, которые влияют на эффективность всей системы. Первостепенное значение имеет верная оценка уровня грунтовых вод, что позволяет определить необходимую глубину заложения дренажных труб. Нередко делается недооценка этого показателя, что приводит к чрезмерному увлажнению территории и возможному повреждению конструкций на участке. Важна также[...]]]></description>
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
6Y9K6GigDnV8NyAOPtLfOdxwxBHBGB6Dnp7CiTw3JKZd9xxJ6cYwCB2/2v0ro6KAMS90SS8nEryBSI/LwrHphh6f7X6VDF4emjlic3RbZKJCW5JI245x6LiuhooASloooAKKKKACiiigAooooAKKKKACiiigAooooApanZfb7ZYDt27wzZ64B6A9s9PpWbJoMkiujPEUZ2fG3nJDAZOOcbuPoK36SgDnpfDksiuvngbmzn1+919T83X0Apx8Pzhg6XTK4OQdxwOQeB26V0FFAGHDok8d7FdPceY6HcdxI3H8BxTJtAkllkkMqZZywyMjkk/N/e64HpW/RQBz7eH5SJAJ1O9duX+Y9uSe5449Mmkm8OyypIv2kjzM5ycgck8DHHXt6V0NFAHPz+HmlbKzFBkHbvJGfmz+rE+1Nk8OSSBgblwGzkbz33cdOB8/6e9dFRQBj2WkSWl00+9G3sCwbnHLHj0+9WvS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUFz/AKsfWp6guf8AVj60Ey2Ftv8Aj2i/3B/Kpqhtv+PaL/cH8qmoGtgooooGFFFFABRRRQAUUUUAFFFFABSUtMkjWRcOMigB1FU5oEXiOEk+uTx+vJqOOy3thgyqO+45/wA+/wCVAGhRUH2SBV+5wPc1VkhDHKwMB1Ayf15/T86ANGlrP+yeTGZstvT5gAx/H68fhVncyfKGDFvu54/M96AJ6KrrLvkG1+Mdhwx54zTVmYIXJGDwO4B78+lAFqiq4dyzEEEqP9WCKa8wLgFio9AOSfQnt9D1oAtUVUlln+VVXY5IzxuH0/z0pftLYJIAz0HX/wDXQBZoqtds0drgtlmIXPTvz+marx2wlbgMOeTuPH69fbt9aANGiqz20UajbEzHoBuP6nNVvsrO2NjDPcsQMfn/APXPtQBpUVXSyhVcEMx7ksaettEjBlXBHuaAJqKSloAKKKKACiiigAopKMjNAC1DcQ+fC0e7Gcc/jUtFAnqZ4spwTiULjG0jPIGP8KU2Vxz/AKQDnqSD7/41fop8zJ5EUVsZQ6Hz8hW3dOatbHHSU/iAakoIyMUN3GopEf74f3G/MUb3H3oj/wABINJ9nT+9L/38b/Gj7On96X/v43+NIdhfOUfeDr9VNU31m1j87O8iHG4jHckDv146Vb+zp/el/wC/jf41VXT7VLzHlZyC4yxOGzyfqc0ALJqsERmDq48hQ0nT5c9O/X2pW1SFWdWR1KJ5jZx8q+/NSDT7TAxAnDbh9fX60x7WwTIdIly24hjjn1+tAxo1WFmUbHBaPzecDC8cnnjrSJq9vJt2q/zR+bzgYX1PPFKYNNbcCIDvILfMOSOnf2FSGxsyrEwoVY7mPrjufyoAjTVYJDEFSTMqF06fdHfrwKRNWgk8nYjnzifL6fNjOT16cdakFlZTKzCKN1cYY5zu+tMe2tmZ9tp5uRtcg9R6cnnqaAEXV7d1jZVciRyiYx8xHXHPT3oXVoHEZVZGEjmNMY+Yjrjnp70v2axZWLwBcLtYMCCF9PpQlvbNKA1qEymFJPJUdvb6UAS2l9FdvIsQb92cEnGM+1WapWdjbC2jYRAZUdCenYVL9itv+eK/rQBYpFdWJAPI61AbG2x/qVpLa1hjVtsYHzHn8aegtSzS0lLSGFFFFACVTt9QhuL64tEOZIMZ9/8A9VWZQ5jYRkB8HaT0BrmNK0e7t9akkF0haEgyHB+cMMmpk2mrG1OEJRk5O1tjq6Kindo4WZQpYdAzYH51nrrluiKZ1ZGwdwAzggkY9e1UYmrRVD+17YMA4eMEkBmHHHXpQNWt8jcHVDjDkDHOcf8AoJoAv0VQt9UhuLsQR85BOfp/Sk/teAfeSUDqSQOBxz1/2hQBoUVnJrVowBJdd3TK9en+IpE1q1do0w4aRtqgjqaANKikpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqC5/wBWPrU9QXP+rH1oJlsLbf8AHtF/uD+VTVDbf8e0X+4P5VNQNbBRRRQMKKKKACiiigAooooAKKKKACiiigBKKWigApKWigCpcyEkx8Bcc89fr7fqaoPesiJA6hSgK5cDkjjoe2PStbygZN55x0Hp71nX9ks9yzSyMsar5nyHB6YOP0oApy6jdRjY88ThuCpXn9OKnTUWEQUSpuIPXnB6Y9cU/wDsyVoNiyKoI9OQPTp09qj/ALJEQDTEtt/iB4UfQYwPpQBDJqF9FtZtkoYfKyx8/h7VPBqUcsK73LMeSCvQccc4yf5UxdNeaR2bMiE8kPjcfUVHNYxRS+Ysoidjh8g/L9fXt3oAkXVZHHlpGsezgAnjOeMmoTqc8RZJvKOT823Gc/l16etXotIjI3PO8hP8Q9x+NPSwFtL5iOzcYBcA4+vGcfyoAqWt3NeSokihFQF+Tz6cE/j9K2IWjKBU4AHTpis5StxcPKiD5sLwOeBz9ev0rTKK2CRyOh70CGxzRyg7HDY9KfkVTeyJKLuBVEx05PP6UiaflB5krFiPmHYnBH9f0qrIm8uxeBzS01FCIFHQDFOqSwooooAKKKKACiiigBKozwTfaXmjIA2jnqRwelXqKadhNXKHlXhUOJMPx8u7igxXxYEyqPUA9fp6Vfoo5ieRGe0N9lf3wOOpBx2FP8m6FuF8zMm/O7OOKkuUuGkUwuFUDkZ6nNRLDdrIuZsoCCcnJPTP9aq5NrPqNWG953Sdc4w/T/PNOEV6xy8gXA6Ke9Dw3hkYrMApYnr0GeBTY4btkBaQqcDgt346/rQK3kxyRXgkiLyAqD8xz1/CrW2UdHU/VcVXihu1KtJMD8w3D2x2q5UsuKIt0o6xg/RqgnlZZlIjcMUYDjPPGKuVDPhZYGPZiP8Ax00iim8kUSweU+wSEK56cev19/er0cUSj5EUD1AqA+VI++OBpCe/RT+fBpux0/glRR/zzk3AfgaBlwov90flVN1U3KwxDEbf6wDpxz/+v605ucKkk0uRnAIAx7mhoZnCbUSLbwMMcgH8KAEuG8qf5CE3rhj6cgA/zqUXFtEgUSpgDoDmokYwSFHCMCPmKgkk9hz171MAk0Uke3yyQVYdxmgCs0yXEyyxHIj/AIe7c88e1SvKjzq0bq2yNycHOOlSIEuIR5iKSOCCOhHWon/dx3MYOQseQT15B4/SgCe3G23jHog/lUtIowoHoKWgBKjh6N/vH+dSVHD0b/eP86BdSWiiigYUUUUAJWdaOp1m/AYE4j4z7GtKsDTdAls9Xe8a4Dp82AM5OfWpd7qxrT5bSu7aG66LIhR1DKeCCMg1ELO2BBEEQI4HyDipqWqMislhaIGAt48M245UHmntbQMu1oYyvHBUY4//AFn86mooAhFtCAQsSLnrhce1RJptnHKsiW8asowMDgdP14q3RQBCLWBVKiGMKe20Ui2luowsEYHsgqeigBKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKguf9WPrU9QXP8Aqx9aCZbC23/HtF/uD+VTVDbf8e0X+4P5VNQNbBRRRQMKKKKACiiigApKWkNAFMX2HIePjnbtOSeT/hS/2lb8nLY55x16/wCFU2+zoyMIIgq4yO5BJ/wqb7baglhD97PYZPH9auy7GPO+5KdSgXO7cMHHSlbUYFBzu46jHTr/AIVCt1al9qW+STj7o56f1NPjlgmZENuBkZGQDjgmiyXQak31JVvY3SVlDHyvvDvSG/iU4ZXXtyKiNxsYp5MYG4qR6jI/X5qSWS2ikYNGQPMyzZHXrz7UWDmfccuooMmRCoJ+Ud8Zxmr1U4TFOGYW65IDjIHf19+KseY46xN+BBqWVFvqPdtqFsZwPXFZ+4vOjtyM7X9MN/LnHv3q40gKkMrrkd1zUbmE27Ro4BI4zwc+tIq4+BwsO12AMfysT7dD+VRSTPdZigX5OjyNwPoPWjzEuCjxxpI+0HJPC5psYuYXWLdEVYErkHI+poGGJbXA8xNhzjK8Dvj1H60wfaGnadbc5K7CpOAR680+RpHLFoll8sHgHC5xzkmo455y4WB4pRt3bd+cfjQBEUuImLQW00JP8MbKyH8D/SrkeZkJmmPyj5kUbcfXvTftkowBb727qrcj6g1HNIzRSO+EkKhApBGAT196AJLSLyYhIoyXG4r6Z5wP8KtqwZcjkVXtckux+nI/z+VTbMPuBxnqPWgQ+is8XE8WwENIzLuII5HPbFN+33Of+PYngn7p5quVk86NKlqhFcXMlwFeEouSD6d8fyq9SasUncWiiikMKKKKACiiigBKakiPnYwbBwcHOKcaoNYSsxIlVckH5VI6U0S21si/RVD7Hc5A88BR3Gc9v8P1pRYsFwszA4xuHU8EUWXcXM+xdZgoySAB3NL1qh9inIAa5O0H07Zp72cjBAJj8qBcHPPvRZdw5n2LlN8xN+zcN3XGeaorZS7mzIMduvPt9Kkgs2ikL+b1HJHXoP04osu4Xl2LlFR7ZR0dW/3h/hRvkH3os/7rZpFXJarX6eZAozj51/nUnnoPvbl/3hTLl1a2cowOMHg+hzQMBeRDKyOqOvDKT0pj6hAp2qxdvQDA/OoJD5dpE0fyyKQkmOvPXP8AOr8aoqgRgBe2KAKME6WqlciQE5JBxjj3qwszXC5j+RO7nGfwH+NWKpThZLhEjx8x2yEdx1x+lACW0sKsxwxYE8hSeP8A69PjeRpJJEi3Z45OMAdvrzRdsUkUpwwUhiOw45/DrT0uLdFCxtuA4AUE0AMMjI7sFCEjLI54PuCM1FK0gRjMgBnwowenoP1NLPMssgJ/dmPkB+MnIOPbpRcTR3D24jOf3gJ46UAX6WkpaAEqv9oigVvMcL8xP61YrMuZGWQqshUZJOCARz255ppXIk7ammDkZpaan3Fyc8dadSLCiiigAqNZEZ2RWBZcbh6UsjlI2YKWwM4HU1zOlS3661JJLby4lOJRj7uelaQhzJvsZVKvJJK251NFRTzLbwtK4JC9h1J7Cq41KFSyzhoXUkMrDOMDOcjjoazNS7RVQajaFsecBzjJBAPTv+I/OlN/bCTYZcHpkg46469OvFAFqiqov4GuVgVwWYkDnuM8foaQ6lahiplwQcH5T/nHB5oAt0VUXUrN/u3Cdcfy/wARSf2nZ/8APcDLbQCCMn0oAuUUgpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqC5/1Y+tT1Bc/6sfWgmWwtt/x7Rf7g/lU1Q23/AB7Rf7g/lU1A1sFFFFAwooooAKKKKACkpaKAIPssGSfKUknOSO9SeWhOdi5+lPoouKyGeWmQdq8cjikESK5cKAxGM1JRQOw0opOSoyDnp3pDGhJJVST1OKdS0AMVFUkqME9adS0UAJVa7cgBexHPv/n8zVqmFFLhiMkdPagDPgVbZJDMibA+WyACM9P/ANXt3p0/lkmSDJAUKCjd2I6fQfzqS5PlXsUhVmVlYYAz8w6H8t1RdYWUKUDMHRVBAyOSAfegViW3jjlyDuMaHasb+3UkVYeCJxgoOOhAwR9KqCC3GVIVVkO5JMA5z1BJo+zrCAZFhK568g/p1oGNkMonVxs3xN5ZOeXB6ZH5U58Xd5EFJCBN59fp7dqEt4xImIlV2k8zpyqjp/SmACGaVI84GFyTz/8AWHIGf60AaKqFUKowB0Apaj81F+UHcR2XmgNIxHyhV9zk0CuSYGc0VnQXshADKXZjj0AJ6D9Kc99IiktCCQCcAnnr/h+tVysnnRfpaz11IleYW3dgOh5pyXkn2cSGJiS+3njjGc0uVhzovUVmnUnG7EBbGcYz+FOGoOS3+jtxngde/wDh+tPlYe0iaFFV7a4FwpO0qVOCDVipKTuFFFFAxKRiFUk9BTqZKnmRMm4ruGMjqKAIY7yF+pKE9A/B7f4inrcwsMiVSPrUA0+PzCxd2UjBUnr0/wAKcNPtwuNp+ueRVe6ZrnJBdQEcSr+dKbmEYzIvPvUQ0+3GDhiRyDu6Uf2fb5GFIx2B/wA+lHuj98l+0Q7A/mDaTgH3pPtUG0sJVwOvNCW0UcYjRcKG3Yz3qJbCMbNxLbeue/GPypaB7xJFdxShcHBboD1NSh0PRl/OoFsYVkWT5iynOS1TmJD1RT+FDt0GubqOqG5hR4JAUGSp5x7U7yIv7gH04o8hcYBcfRjSGU4LSO4jSdnkWT/Zcjb2xSnTyhzFO6n0JIB/KktgYYlO+TY4BBA3YboR0pzC4nYoHCqPvZGfwOP5UxEUH+kzMjecFCDO2Y4yc/j6VQur+2adreys76+MJw5gchEPpuyOfpVthceVePCQZDAdhPXI3Y4HT6U/wz5H/CPWX2fG3yhnH97+LPvnNIaINKbTr1pEiS5t7mMgywyuyuvv15HvWnZMxSRWJISRlBJzkVmagFHinSzD/rykvm4/5547/j0rQywgYglR5rbiOoGTmgY55EtpHMhxHJzn0OMH+QqE7XuIWhUrEW54wGODjA/CrSQQryqLn1PJP41AVAv4xGMJ8xYDpux/9egC5UBuolkaNjhlGcY6ip6oTW7zSybdpXPc4wcdenNNEybWxfByMjoaiiUENkA4c9akUYAFMh6N/vGkMkpaKKBhRRRQAlUrX/kKXv0j/kau1gaZ/aY1uY3EbCJs7yRxx93FaQjdMyqStKOnU3ZY0mjaORdysMEGofsFvsKtHuBzksxJORg5PfirNFZmpRGk2nzhkZgzZALHC9Onp0FP/s618ryhFhAMAAkY5z/OrdFAFSLTrSBw8UIVl6EE8df8TUQ0i2EitmU4GCDISG+v5mtCigCmNMs1GBAMdsk8dOnp0FNXSbFQAIAcHIyxODjGRV6igBKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKguf9WPrU9QXP8Aqx9aCZbC23/HtF/uD+VTVDbf8e0X+4P5VNQNbBRRRQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkJwM0tIRkUAZV4zvE8gBZkG7jsO/wCn4mtAmKSLG5SpHrTliRYymMqeue9UpLGNmykJAB6knJ/+t/OgBPNKptQoxJOVcgI2CRn6n2pY0lzlI7SA/wB4HeR/KpYrNdn71nPou84FRPZI5ykRCjpk8n3oAUxeVJG6yiSVn+aRjk9DwAO1OtLYOpmmO4uxcDt7H64pYNPhQZYHcRjhjxVtVCqFAwAMAUCsCqFGAAB7UppaSgZni9aTDfZ+RyN3X/PNON3LJbM6R+WQVALeh71eoqrrsRyvuUEvZWXAhOQOS3Gen+NDX7EFUibeCQeM4OcVfoouuwcr7lJ71o1jJhY7kDHHb2piX8jsVEIDZAxk5HueOlaFIFAJIAyevvSuuwcr7lGO+kc4+zNxnOPw6fnV2Nt8asRjcAcelOooY0mt2LRRRSKCkpaKAEpaKKAKt95wRTCrk/MDt+hx+tVd96+9Y1ZRlvvDkf54rToqk7EON3uZyG9Q7VTK9t3U/X3qe3kujKyzRALzhh2q1RSuCjbqR7ZR0kX8V/8Ar0fvh/zzP5ipKWkVYi3yjrGD9Go8xh1if8MGpKKAMOfWvsbC3SHMgJwJDtyMnpgGq/8Ab6OGYR+VMxwFEuPz4xWxJpdtJM0zA72Oc8HH0yKjOi2Z3fJy3UgAE/pQBm6frtt9qlN3mF2AVcjdvxnuBzVeb+zVmkn07Vrmw8xsyJFGWRmPfaRwT7VsjRLIKqiPhenA/wAKnWwiUAKzKF6YCjH6UDMnTptJ02WRvtM893IMyzTIzOR2HTge1KniO3R3iSCaTMjbWAwpyf0rQudHt7o5meYk4yQ+0nH0qNNCs0QovmgHr8/9aAM9vEEUQEXlTIx6xDHH0PYVc0/Uo766EcEYVoUO5SemSO+Klt9Cs7Vy8HmIxGCd2c/XNS2+mQW0rSwl1dhgkY/woEyzmb+4n/fR/wAKit2lMkhZVVS3TPPQVL5Z/wCer/mKiigYPIzSPkt19sCmLW5ZqOH+L/eNIYmxxK/5im20RjDFiWYseTSH1LFFJS0DCiiigApKWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqC5/1Y+tT1Bc/wCrH1oJlsLbf8e0X+4P5VNVGCdhbxjA+6P5U/7S/otAJ6Fuiqn2l/RaPtL+i0DuW6
KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuWqKq/aX9Fo+0v6LQFy1RVX7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy1RVX7S/otH2l/RaAuWqKq/aX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6KqfaX9Fo+0v6LQFy3RVT7S/otH2l/RaAuW6guf9WPrUf2l/RaZNOzIAQOtImT0P/9k=" alt="Какие ошибки допускают при проектировании дренажа" title="Какие ошибки допускают при проектировании дренажа" /></p>
<p>Организация отвода воды требует точности и предвидения, однако часто в процессе работы возникают просчеты, которые влияют на эффективность всей системы. <strong>Первостепенное значение</strong> имеет верная оценка уровня грунтовых вод, что позволяет определить необходимую глубину заложения дренажных труб. Нередко делается недооценка этого показателя, что приводит к чрезмерному увлажнению территории и возможному повреждению конструкций на участке.</p>
<p>Важна также грамотная систематизация компонентов дренажной системы, чтобы обеспечить максимально эффективное отведение излишков воды. Частой оплошностью является <em>неправильный выбор размера и типа дренажных труб</em>. Использование слишком узких труб ведет к быстрому их засорению и, как следствие, к переполнению системы.</p>
<p>Кроме типа и размера труб, важную роль играет правильный угол уклона труб, который должен обеспечить непрерывное и беззастойное движение воды. Неправильный расчет уклона может привести к застою воды в трубах, что порой приводит к разрушению системы под натиском паводковых вод.</p>
<p>Не стоит пренебрегать и качеством ограждающих материалов. <strong>Профессионалы рекомендуют использовать геотекстиль</strong>, который помогает предотвратить засорение системы корнями растений и мелкими частицами грунта. Отсутствие данного компонента повышает риск быстрого выхода системы из строя.</p>
<p>Замыкание верной конфигурации системы – комплексный подход, включающий учет всех вышеупомянутых аспектов. Пренебрежение даже одним из них может серьезно повлиять на функциональность и долговечность дренажной системы. Поэтому всегда важно уделить внимание качественному исполнению всех элементов системы.</p>
<h2>Недооценка значимости геологических исследований перед началом работ</h2>
<p><img decoding="async" 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
/3v6CoqALdh92T/AHh/KrVVbD7sn+8P5VarKW5QUUUVIBRRRQAUUUUAFFFFABRRRQAUUUUAMm6J/vD+tNpZuif7w/rSVtDYiQU6H/Wt/uj+tNpYv9af93+tU9hILz/j1f8AD+dZ1aV3j7LJ9P61m1KKCrmnniQe4qnVvT/vSfh/WhgXaKKKkBkX3PxP86fTIvufif50+gAooooAKZL9yn0GgCnQM8jNOddrdvwpP5+tZEjeNu3ac04dR60c47YooAB2qyn3RUMabiecU+eZbeIu4baP7q5qojRIwyPxBrHRvsN8UcDyxJhW9Fbsfz/StGS8hiWNm3bHAO4IdoB6ZPbrVC7mjuAJIgSG/duGXB6blOPpmrGa9VhYWwXasWFPUbjz/wDq7elOt5i9qsjcsBhseo4qxzQBFFBFD/q0C/Lt49OT/U1JS4ooAIf9a/0X+tTVDD/rX+i/1qWqQC0UlFMCOf8A1ffqOn1pnT+fH8x/hUsi70ZemRioFJYDPX29fb3oAd9OnXj+Y/wrNtiTFu67HVd/93n07/8A1/atL/8AXx/Mf4Vmw/6yblcrNgEfeHP8I/z3oAkyVG/cV3b/AN5jdu/4D2/+tSkEDZt27tn7vOd3/Au1IPlJYFgTv+ZBlz/vD/Pao5pY4IW3bQDsGyP5lY+n1oAfIyojeaQUQuShO0L/AMC79f19qhso2vHkln3eSGULEwxuwoxvH8h+dEcTysHuFThnKQsf3cf492/lzirdicxyMSTlsZb6Dg0AWTz79ue/sff3pVkWKF5ZHCrkks3GAOOajmlSBC8pwBxzyT/s+/tUVrA9xtmulKqrExwn+E5+83q38v1oAcI3vyGmUpa9ozwZPdvb/Z/P0q8BiiigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBJP9W30NQ6f/AMg+2/65L/6CKmk/1bfQ1DYf8g+2/wCuS/yoAsUlLRQAlVr/AP1UX/XeP/0IVaqrf/6qL/rvH/6EKALNFFLQBjXf/H3L/vf0FQ1Ndf8AH3L/AL39BUNAFuw+7J/vD+VWqq2H3ZP94fyq1WUtygoooqQCiiigAooooAKKKKACiiigAooooAinIVUJ/vj+tM8xf9r/AL5NPuOkf/XQf1oraGxEiPzk9T/3yaEuIkl+ZiMr3U+tN7j/AIB/OoZ/vp/un+dUxIs3FzE8Dqj5Y9Bg1nTyrbwSTPu2opY7Rk/lUlFIobHIssSSLna6hhkY4NWrOWOMuXYLnHX8apr+7fZ/C3K+x7ipKANH7ZbD/lstJ9ttv+e6VQ/GjJ9aVgL0N1bsnEydT396l+0Q/wDPVP8AvqsmP7v4n+dOpWA1kkSQHY6tj0OadVPT/wDlr9RVykAUUUUANdN+OeagMZXrVmik1cRVx7D8qcsTN/8AXqxRS5QsIqhQKZcQ+fCY95TPXABz7EHgipKKoZSOnhvJDTyGOHhUIBGMAc+/Xn3pH08R2U0aOzuQCGbr8o+UcfSr1FAGPYGLbNEFyCA4P8/6VreVHn7grHdlhumjQqEik7f3W6/z/Sto80AM8qP+4KPKj/uCn0UAJbqqyybRjhf61PUUP+uk+i/1qaqQCUUtFMBKrsuJHGOGw2P8PerNVmyZX/AY9f8A69AC9ePx47+496zV+W6uVyhJmUjaMOcjt/n1rR4Pvn9f/r1RYn7bMoOd5jbaBjd+PbpQA5cHKgMWG/IQ/vB/vf59KbhWXf8AIQuzlPuD/eoRJJ3MKHaE3bs5yme2c8mp5rKYYeOcs4x8rDAOPpQBDkcMSgUs/L/6s/Qf570lvcCC0DPuZ2dlROrMfT/PSoZLry9pVT5zl9qnnPrkfwgevt71LpEAS1WZ23zNnLn+EZ6D/ZoAnht2MgnucGUcKucrEPT3P+1VqA7WdM++D2pOnXjHr2/+tQnEyjH8JHPUdKAJ6KWigBKKWigBKKWigBKKWigBKKWigBKKWigBKKWigBsn+rb6GodP/wCQfbf9cl/9BFTSf6tvoah0/wD5B9t/1yX/ANBFAFiiiigAqrf/AOqi/wCu8f8A6EKtVVv/APVRf9d4/wD0IUAWqKSloAxrv/j7m/3v6Coamuv+PuX/AHv6CoaALdh92T/eH8qtVTsiwEm1QeR1OO1Wcyf3V/76/wDrVlLcofRTMyf3V/76/wDrUZk/ur/31/8AWqQH0UzMn91f++v/AK1GZP7q/wDfX/1qAH0VXluWiYK0ecjPDf8A1qZ9t/6Z/wDj1OzAt0VU+2/9M/8Ax6j7b/0z/wDHqdmBboqp9t/6Z/8Aj1H23/pn/wCPUWYFuiqn23/pn/49R9t/6Z/+PUWYEl39xP8AroO+PWotw/vf+PtTZbkyKoCYwwb71N89v7rf9/TWkNCWRBm4+dvzoOT1JP1oFFMAooooAa6b1x09D6GmrKuPnZVYcEE1JQQPQUAUrhmNzGUf5flwQ/A+b5s8/wB2rRmiAyZUA92FV7hZftUewPt+XG37v3vm3f8AAakvFBtz+7ZxuU7VHPUUAPjlifiORG/3WBqSqmnqVEn7pYs7flUEADb059Kt0AXNP/5a/UVcqnp//LX6irlSwCiiikAUUUUAFFFFABRRTXdUXLHAoAcTgEngVTkuvMm8lQ4BHHHLfShma5OF6f3fT/eqxFEsS9cn+8aAMm9tSj+Zkc/Iw7Dj/wDXWlYTefZxufvAbW+o4ouIvOinQfe4K/Uciq2nSATOg6SKJB/X+lAGjRRRQAsP+tf6L/Wpqhh/1r/Rf61LVIBaKKKYBVVeSx4+Zj+Pt9atVUjOYx0OfXv7GgB365/X/wCvVKf/AI//AFDovHQNhu/pV7r75457+x96gntRNIr72DY28AfNznB96AGaayxyzREbSzFlHY+oB71cuWdIGaPYGA4L/dHuaomwDqo8+QqpJUAAY+nHBpGsC4Ae7nfHIyRzQBBaR+WGlDMHkZ2aUDLt9V7D/PerenD/AECHkjAz9Oev0pos23lhcy7jkkhVyQfw/Sp4YhDCkakkIOD/AFH+FAD+ntj9P/rUKP3yewPHp/8AWpf0xzx29x7UsI3MX6AfKP60AT0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANk/1bfQ1Dp/8AyD7b/rkv/oIqaT/Vt9DUOn/8g+2/65L/AOgigCxRRSUALVW//wBVF/13j/8AQhVmq1//AKqL/rvH/wChCgCzS0lFAGPd/wDH3L/vf0FQ1Nd/8fcv+9/QVDQBbsOkn1H8qtVVsekn1H8qtVlLcoKKKKkAooooApX3+uT/AHf61X745J9hVi+/1yf7v9abaf8AH0n0P8q1jsIi2t/cf/vk0bW/uP8A98mtejmi4jI2t/cf/vk0bW/uP/3ya1+aOaLgZG1v7j/98mja39x/++TWvzRzRcDHPHUEfUYoq3qH3o/o39KqVQAMnorH6KaXa39x/wDvk1fsf+PYc/xN/OrFK4GRtb+4/wD3yaNrf3H/AO+TWvzS9xSuBjZoo7n60VQBTJVdo2EThH7MV3Y/Cn0UAV7SOZFdrgq0jMeQB93sMirFFFAFqwDfvNrAdOozVzD/AN9f++P/AK9VdP8A+Wv1FXKlgNw/99f++P8A69GH/vr/AN8//Xp1FICvfwG5spYl+8y/L823mqqW88VzNIsY+feu7d9/c2VJ9lHH8q0qKAMSDTriOKJfKG5JVcOXX5cbc9OxwenPr1NbTZ/hIH1GaWoZ5xHwOvcnov1oASWRohy6luyhf/r1WRLi5dizLs6Z28D2HP61LHCZSHfcB39W/wDrVbAAAAGAKAI0jaNdqsv/AHz1/WnYf++v/fH/ANenUUARx5DvuIJyO2O1Y8j/AGTVNmMBX3rjptb7349fyrcrP1W3WTy3bAB/dlvr0/X+dAGhRVexdntUD8unyN9RTgDM5bcyxjhdrY3epoAivLg20busiISVA3DO488AZHNR3WoywNCcREbAZAjBju4GBz096L5RFE7eZ/dAEjFsnngDuatxWwaON33I+AcBs7TjnBqkAzTLp7qJzIUYqR8ydDlQ36Zq7UKW4jI2O4AOcZ4qamAtVYzujU/hz/I1ZqDypATtK4zxkdvSgA//AFc/yP8AjR39c8c9/Y+9Hly46p+vT0o8uXuUPbvyKAE/XP6//Xo4Pvn9f/r0vly9yh9evNHlS55Ke/Xn/wCvQAnX+fHf3+tLn/Hj+Y/wo8uU9SnPXr+dHlykclP16+tACf8A6+P5j/CpYP8AUJ06dqj8uX1T16Hr61JEpRArYz7UASUUlFAC0UlFAC0UlFAC0UlFAC0UlFAC0UlFAC0UlFACSf6tvoah0/8A5B9t/wBcl/8AQRU0n+rb6GodP/5B9t/1yX/0EUAWKKKKACqt/wD6qL/rvH/6EKtVVv8A/VRf9d4//QhQBZpaSloAxrv/AI+5v97+gqGpbv8A4+5v97+gqKgC3Y9JPqKtVVsOkn1FWqyluUFFFFSAUUUUAUr3/XJ/uf1ptp/x9J9D/KnX3+uT/d/rTbT/AI+k+h/lWsdhGlRRRSEFFFFABRRRQBS1D70f0b+lVKtah9+L6N/SqtUgNCx/49h/vN/OrFV7H/j2H+8386sUmAUo60lA60gMfufqaKO5+tFUAUUUUwCiiigC3YMF8zPt2q35i+/5Gqun/wDLX6irlSwG+Yvv+Ro8xff8jTqKQDfMX3/I0eYvqf8Avk0rOEUsxAUdSapyTPOQiLlW5C/3x7+lACz3gPyxZ5/iwefYf40sEaqMvn1C4PH196mhh8vBZizjjJ7VLQA0OGPGfyqC4uJIp441RCHVzuZ8YIGcf/XqzTXjSQYkRWBBHzDPXrQBS+2XBsRNHCryNJtXGcMv94A8+tJZaml5dmGPaVEQfd0JOeePSrP2K127fs8W3GNu3jrnpUwRQchQDjb07elACFwpwf5GorkLNbyR5OSOPlPXtU/SqWo3UkXlwQf66Xof7o9aAKVjc/O0RcIJhkEnBUDg9e/QVspt2DZjaOBjpWVHpkCj94DI56kmkktntMzWTMpXloychhTsBqiKOZ3WRFccHDDPrU6qFGFGAO1VrGdblPNUcMq8enWrdNAFFFFMAooooAKKKSgBaSm+Yg/jX86PNj/56L+dAD6Sm+bH/wA9F/OjzU/vr+dADqWmebH/AM9F/OjzY/8Anov50APopnmx/wDPRfzo82P/AJ6L+dAD6KZ5sf8Az0X86PNj/wCei/nQA+imebH/AM9F/OjzY/8Anov50APopnmx/wDPRfzo82P/AJ6L+dAD6KZ5sf8Az0X86PNT++v50APopnmx/wDPRfzo82P/AJ6L+dAD6KZ5sf8Az0X86PNj/wCei/nQAsn+rb6GodP/AOQfbf8AXJf/AEEU+SVPLb516HvTNP8A+Qfbf9cl/wDQRQBYpKWigBKrX/8Aqov+u8f/AKEKtVVv/wDVRf8AXeP/ANCFAFmiiloAxbv/AI+5v97+gqKprv8A4+5v97+gqGgC3Y9JPqP5VaqrY9JPqP5VarKW5QUUUVIBRRRQBSvv9cn+7/WmWn/H0n4/yp99/rk/3f6020/4+k/H+Vax2EaVFFFIQUUUUAFFFFAFLUPvR/Rv6VUq3qH3ovo39KqVSA0LH/j2H+8386sVXsf+PYf7zfzqxSAKUdaSlHWkBjdz9TRR3P1oqgCopnkSWALjYz7W45+6T/SpGQP1z+eKrzLslgCgbXfa2WbPQnjn2pgQTXTmaRYJ48AD72AFyVx9eM+3Iq5bOZbeN2DZZc80eRGex/76P+NBgTHAIPqGNAGhp3/LX6irlUdLYsJQ33lIDVeqWAUyWVYkLNn6DkmmzTCPgfM/YVBEjzsJCWHZj6/SkAxXe8OV+71Ujov+Jq3DCkKbUH1PrT0RUUKoAUdhS0AFFFFABRRRQAUUUUAFZl38msQO33Xj2qffmtOoLy1S7h2PwRyrDqDQAykdgiMzcKBk1WCajD8pjScdmDYNL9kursgXRWKEclEOS31NVcCbQVK2Zz/Edw+nNadQWwUM6pjaAoAHarFMBKKWigBKKWigBKKWkoAztOsrV7CF3toWYrkkxgk1Z+wWf/PpB/37Ws+086OygLaikQZflDRrU5MwODqqdcf6tetAFn7BZ/8APpB/37Wq2o2Noun3BW1gBEZ5Ea00NIV3LqsZGcDEanmq8xubnTLiQXbBQrDa0K56exoA0/sFn/z6Qf8AftajmsbZYXMVlbs4U7VMa8ntR9mvf+f/AP8AIK0fZr3/AJ//APyCtAFB7d1AaLToZFK5+aBVIb0/L9QPWka3lRxjTreRcqciBQe+Rz+H61ofZr3/AJ//APyCtH2a9/5//wDyCtAFL7PiyydPi8/LYH2deQAdv9KgSN5DI0VlbuiSFG/0dQVHHI9TyeK1Ps17/wA//wD5BWkFrdrnF8Bn/pitAFA20q8HT7c/eGVgX/Zwfpy35Ughm3qTpUOzy8tiJc7sdB7ZrQ+z3n/P/wD+QVqJkvhdRxfbPlZGYnyF6gj/ABoAdZWULwZuLKBX3Ef6pRxnj9KsfYLP/n0g/wC/a1H9mvf+f/8A8grSfZ7z/n//APIK0AS/YLP/AJ9IP+/a1WtrG0N1dg2sBAdcfu14+Ral+zXv/P8A/wDkFarW1vd/arsC9wQ65/crz8i0AXfsFn/z6Qf9+1o+wWf/AD6Qf9+1qL7Pef8AP9/5BWl+z3n/AD//APkFaAJPsFn/AM+kH/ftaPsFn/z6Qf8Aftaj+zXv/P8A/wDkFaPs17/z/wD/AJBWgB0lhZ+W3+iQdD/yzWn6f/yD7b/rkv8A6CKhe3vNjf6d2/54rU2n/wDIPtv+uS/+gigCxRRRQAVVv/8AVRf9d4//AEIVaqrf/wCqi/67x/8AoQoAtUUUUAYt3/x9zf739BUVTXSsbqX5G+9/dPoKi2P/AHH/AO+TQBasOkn1FWqqWZ2B9wZckdVNWfMT1P8A3yayluUOopvmJ6/+OmjzE9f/AB00gHUU3zE9f/HTR5iep/75NAFS+/1yf7v9ahik8qZX27sZ4zU1388qlVYjb2U+tQbH/uP/AN8mtI7CLf2//pkf++hR9v8A+mR/76FVNj/3H/75NGx/7j/98mnYRb+3/wDTI/8AfQo+3/8ATI/99Cqmx/7j/wDfJo2P/cf/AL5NFgLf2/8A6ZH/AL6FH2//AKZH/voVU2P/AHH/AO+TRsf+4/8A3yaLASXE/nsh2bdue+aipsr+TGXkVwo9EY/yFQx3sMjqieaWY4H7lx/SmBoQXXkx7PLLck53VJ9v/wCmTf8AfQqpsf8AuP8A98mjY/8Acf8A75NKwFv7f/0yP/fQo+38/wCpb/voVU2P/cf/AL5NGx/7j/8AfJosAlFQz3cNvJsmZkbGcbG/wqP+0rT/AJ6t/wB+3/wpgWqMVV/tK0/56t/37f8Awo/tK0/56t/37f8AwoAtUUkTiaNZIwzI3Q7TTtr/ANx/++TQBNagoZJl/hwGHqv/ANarE1yMFYmBb+92FRWg+SZW3ruxztIp1rbJABudnIJ25U4Ueg4qWAW9uzjfOOvVf73uf8P/ANVXKbvX3/75NG9ff/vk0gHUU3evv/3yaN6+/wD3yaAHUU3evv8A98mlBY/dRj+GKAFooCSHsq/jmlEJ/ikP4DFOwCU0un94fhzUggj7ru/3uakACjgYosBACx6Rsf0pQkh7Kv61NS07ARCE95D+HFKII+65/wB7mpKKYCAADAGKWiigAooooAKKKKACiiigDCgVp7e0zbTtGkbK4AX5w349KebYCNwtteEsQ3zbeo6d6v6WR/Z0HI+7TJImkvciRxHs+ZdxA3dsfmc/QUAUktE2RiW1u2ZVUPjaA5AHv7UTqLfT7gJbXY3RYYttOcAAZ59BVi3tLqGWJzc7wqBWVnY7jjk/1qxqZH9m3HI/1ZoAX7W//Pncfkv/AMVR9rf/AJ87j8l/+KqzkeooyPUUAVvtb/8APncfkv8A8VR9rf8A587j8l/+KqzkeooyPUUAVvtb/wDPncfkv/xVN+2Pv/487jHrtX/GrTMMgZHNO4oAqwXLSbz9nmXngMB/jSSzETBvJk4Ruw9vepZhyrK21s4+tQvG7XcReQFQjZUDHdaAD7Y5Uf6JcAn1C/8AxVP+0YkEXky5256D/GpgQzcEYFR7U8zf5i5zQBHHcsWKG3mBX1A5/Wq1rdN9
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" alt="Недооценка значимости геологических исследований перед началом работ"></p>
<p>Геологические исследования лежат в основе успешного разработки системы отвода воды. Они позволяют определить типы почв, уровень грунтовых вод, наличие подземных потоков и другие критические факторы. Пренебрежение этим этапом ведет к выбору неподходящих методов управления водными потоками, что часто приводит к перерасходу ресурсов или неэффективности системы.</p>
<p>Жизненно важно анализировать пористость и проницаемость почвы для корректного выбора параметров дренажного слоя и обеспечения его адекватной фильтрационной способности. Неучтенные в ходе геологических исследований загрязнители могут стать причиной быстрого засорения системы, что потребует дополнительных трат на ремонт или замену.</p>
<p>Глубина залегания грунтовых вод критично влияет на конструкцию систем отвода воды. Неправильная оценка этого параметра может привести к образованию водотоков под фундаментом сооружений, угрожающих их стабильности и долговечности. Расчеты, основанные на поверхностных наблюдениях или старых данных, оставляют без внимания динамично изменяющиеся подземные условия, увеличивая риск сбоев в работе дренажной системы.</p>
<p>Сопоставление полученных данных с историей землепользования на участке позволяет предвидеть возможное загрязнение почв и подземных вод, что существенно влияет на выбор материалов для дренажных систем и методики их монтажа. Без обстоятельного геологического анализа дренаж может не справляться с агрессивными средами, что сокращает его эксплуатационный период и повышает затраты на обслуживание.</p>
<p>На заключительном этапе, определение потенциальных рисков, таких как образование карстов или субсиденции, позволяет предпринять меры для их предотвращения или минимизации воздействия на дренажную систему. Таким образом, исключительное значение тщательных и актуальных геологических исследований для проектирования надежных и эффективных систем отвода воды нельзя недооценивать.</p>
<h2>Игнорирование местных климатических условий при выборе типа дренажной системы</h2>
<p>Учет климатических особенностей региона необходим для разработки адекватной дренажной системы. В районах с высоким уровнем осадков требуется применение капиллярно-непроницаемых материалов, способных предотвратить просачивание воды в фундамент зданий. Для регионов, подверженных засушливому климату, целесообразно использование систем, которые могут аккумулировать воду для последующего использования в ирригационных нуждах.</p>
<p>Не следует упускать из вида температурные режимы. В районах с резкими температурными колебаниями необходимы дренажные системы, способные противостоять циклам замерзания/оттаивания, что предотвращает повреждение труб и других элементов системы. Также, важно предусмотреть наличие фильтровальных элементов, которые предотвращают засорение системы в условиях работы в частых осадках или ветровых переносах песка.</p>
<p>Пренебрежение этими факторами может привести к недостаточной эффективности дренажной системы и, как следствие, к увеличению влажности, подтоплению территорий и ухудшению условий использования земли. Ожидание практичных и действенных решений возможно только с учетом всех спецификаций местости, включая точный гидрологический и климатический анализ.</p>
<h2>Применение неподходящих материалов для дренажных труб и оборудования</h2>
<p>Выбор несоответствующих материалов для устройства систем дренирования может привести к быстрому износу, снижению эффективности и потребности в дорогостоящем ремонте. Рассмотрим рекомендации по выбору подходящих материалов.</p>
<ul>
<li><strong>Пластиковые трубы</strong> &#8212; PVC или полипропилен часто используются в дренажных системах благодаря их устойчивости к коррозии, легкости и стоимостной доступности. Однако, неправильный выбор типа пластика может привести к недолговечности системы в условиях экстремальных температур или агрессивных химических воздействий.</li>
<li><strong>Металлические трубы</strong> &#8212; коррозионная стойкость, прочность и устойчивость к высоким температурам делают их приемлемым выбором для некоторых применений, но они требуют более тщательного подбора в зависимости от типа почвы и уровня влажности.</li>
<li><strong>Бетонные трубы</strong> &#8212; прекрасно подходят для крупномасштабных систем, тяжелых грунтов и высоких нагрузок. Несмотря на свою прочность, они тяжелые и сложные в установке, а также подвержены разрушению при низком качестве бетона или несоблюдении техники литья.</li>
<li><strong>Керамические трубы</strong> &#8212; из-за своей хрупкости и высокой стоимости редко используются в современных дренажных системах, особенно если есть риск физического воздействия на трубопровод.</li>
<li><strong>Геотекстиль </strong> &#8212; материал, используемый для предотвращения засорения дренажных систем песком и илом. Неправильный выбор геотекстиля может привести к его быстрому засорению или разрушению под действием корневых систем растений.</li>
</ul>
<p>Адекватный подбор материалов с учётом условий эксплуатации и особенностей местности является ключевым для создания долговечной и надежной дренажной системы. Консультации со специалистами и применение нормативных документов помогут обеспечить правильный выбор материалов.</p>
<h2>Нарушение технологии укладки дренажа, ведущее к его быстрому износу и засорению</h2>
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
fQ8fpVQ2Txp88VttBJGbhxtyOccemaaLM+aZI1tkZfnO25bgk5yfl+tFgNRbGEPG2DmMYHP+fU1Zqta3XnAh2h3jnEbk8fiBU4kRm2h1J9AaQDq5aa0tJl1Ga5/1xvTEjl24GF4wD6Zrqay9IjR5NRLqG23rkZHQ7VoAwo4LPZIsdms+xnVWLyZbGcNwenb60t1Bb24kA06NnRgv+skwPrz37V1yxogIRVUEknA9aXAPUA0Aci8Vmq5+wImSB87yfJyB83PfORipb/T7eO1gnhsSN0LvIm5yRgcEc+v6V1Dxo+N6hsEHkdxTsZoA53StLsryKRp7HYVbA+aRc8e55+taH/CP6X/z6/8AkRv8a0sUUAZv/CP6X/z6/wDkRv8AGj/hH9L/AOfX/wAiN/jWlRQBm/8ACP6X/wA+v/kRv8aP+Ef0v/n1/wDIjf41pUUAZv8Awj+l/wDPr/5Eb/Gj/hH9L/59f/Ijf41pUUAZv/CP6X/z6/8AkRv8aoato1hBHbGKAqXuY0bEjcgtyOtdDWbrn+qs/wDr7h/9CFAGfq+kWFra74YkR+cbnY7iBwOuBVEiwEkiDTC20gZ3uMeuea68gMMEA/Wjauc7Rk+1AHIhdPZJmGng+XKqD94/zA+nPWllSyiJRtIkEgTdtaR+oxnv0wT+VdbsX+6PXpRtHoKAMDTtM068j3vZrH8zDYZX3cd+tXf+Ef0v/n1/8iN/jWlgA5xS0AZv/CP6X/z6/wDkRv8AGj/hH9L/AOfX/wAiN/jWlRQBm/8ACP6X/wA+v/kRv8aP+Ef0v/n1/wDIjf41pUUAZv8Awj+l/wDPr/5Eb/Gj/hH9L/59f/Ijf41pUUAZv/CP6X/z6/8AkRv8aP8AhH9L/wCfX/yI3+NaVFAGb/wj+l/8+v8A5Eb/ABo/4R/S/wDn1/8AIjf41pUUAZv/AAj+l/8APr/5Eb/Gk/4R/S/+fX/yI3+NadFAGT/Ymj/88V7/APLVu3XvThoOlEAi2yD0Ikb/ABqJra9WV9tsrLmbDeYBne2RUUemaioJeXcoG0RhyAV44z6mgC0uhaU6hltwwPQiVv8AGl/4R/S/+fX/AMiN/jWZb2V4llCvlOFZlBi85ucbsknt2/KtW4s7t7JFjucTrEUJIyGyP5+9ADf+Ef0v/n1/8iN/jR/wj+l/8+v/AJEb/GqUtjfxtIzu8weVRtEhAYbs/hgcVN/Zd0I2IlImMAUNvPDbj/TAzQBP/YGl/wDPr/5Eb/Gj/hH9L/59f/Ijf41TOmag0cYWdk253AvncM5x/n1q1ZWt5Hqkk8p2wsCAockdsce3NAEMNjbWPiOBbWMxh7Zyw3E5wy+prbNZk3/Iy2v/AF7Sf+hLWmaACq+o/wDIOuf+uTfyqxVfUf8AkHXP/XJv5UAUwYBqcGEczGLlh0Ax34qzpX/IMt/92qkW86su1cxCPk9lbb9fT2q3pX/IMt/92gBLr/kJWP1f/wBBp+pYFhNuOF28nOMD1pl1/wAhKx+r/wDoNP1JithKRgnGMHvQBQZ2j0JRGWkydoIPLDPtVWQL5IDLhfs0QI3dOX9+anRv+JBA+QAjA8Zz16DnP61DqCqY5Aox/o8WAo9396ANi1G+wi+U5CAYb6U4kdGb5l6MP5Utpj7JDwPuDp06UMoD/uwNy9j3oA4fxZE9hqSXrFwuw+XiUr5bnoR/nvWT/aeoK/2dr0/anZdji6OwA8kH8x9MGu5162+1aXMIwGl2HllB5x05rz7yyitDumNqXTzLgwDKHuOv+99cU33M4aXj2LA1fUZV2R37LLECZWa5ODg9vz/HFL/bN0W+0fa3+yKwVo/tZ3njnHHqDz71V2s0IWXzoo0VvKcQj97yepz9amt4L27H2+3tp3KHIC26+XwPT8BTjCUtjS1x39sX0K+ZNeO/nJmILcnIIPG7j26e4p/9paiJPshv/wDSi+N/2o7NuOmenXvVJBIqObdZZWdCJgYRiL5u3/jvNP8ALGPJDzfY/NH+k+QN2dvTr+lJpp2YFqG4vdZdLNLpmUj9+HuCdxz1UfiOPavRLSFLW1ihQYMYCrj+L2rlPB1nJPJ58qFFjXZHlAu8Ak5yOvJNdkBjLIMMOGX0+lD0RnH3pN9iSNMHc2Nx/IU+mooUYH60+kaCUUUUAFFFFABRRRQBFd/8ek3/AFzb+VJY/wDHjb/9cl/lUWpyTR2UnkQGZmG3aGAwD3o0u4iuLCJoHLqihCSpHI4PWgC3RRRQBza3Etrr2oSKp2tKi8n5XOwfKfQ+h/Cp5ohEovLIkQgksoHzQnvx6eq/iKri6WHW9UhnQSW8jLvQrzjYMsPXHcde9Wgslg6ywyedDIAFcnhx2Vj6+jfgaAY+GO4+ztdW7qzuhwqjIznqPWnLcaiqorW+4leXZcHPOBgfhS6ZIhuZEwwbG4KT90fT1qe+mu4pB5CAx4AJ27jknHTPpTe5FP4EMjub198ZgCurcPjhhnH8uaiS+vWj+W2VmKsVGMdB/jxTxPqLybFjQBcbiVzn26/X8xSGfVMN+4QNgbcAkH1z6UixDfXaLmW29+FJx60R3OoSSwZthGhYbv8Ad4/xP5VMs16ol3xhtvTC9ee3PPHNVmutTmBWGEJjjLoQc4BoAne4vd5EcIyGPBXt9femRz30lyqvBthH3mxgHj+hpEk1NV2rGpX+F3B3H6jtWhCZGtkMyjzCvzAetAGVcQNDKkaupM33cDG0+34VoqBGgjJ+591h29qzYrWO6EqSqfKPyL82do9jVm0d4Z1s7k/vVGY5D0mX/wCKHera0MoatyNBOVBIwT1qK6tkuotjZBByrDqp7EUkt5HDN5bggd27CkGoWhJ/foMHBzxUGplXXnN5kM6gyblZnR8ZIGBxtPX0qFUbKhUBwP74Ptz8vHTp2rUaWymk+W4PmSMpBTqDjj9Ki3QWkr5a4GG3OOMP1JY07+QFNEIsoY/KJjMm5Gab5ien933qu0LO8xkVNsnHzYGCOufl568VrEWk8UQcyKImAXI5OeR+lRTPp88cKNK7gvwgwSWJznp70X8gKksM0yQNIWBxhHEoBP1+X3qfT4pkKyQQBwvynMo6gY/u5HGKvnTISEBaQ7Tnr1/w/DFT21uturBWLFm3Etjk/hRfyAlGe4xWXpCuZdS2ybR9sfjGf4VrVrK0gOZdS2uAPtj9Vz/CtIDR2S/89v8Ax0UzEvnbPN425+6PWn7Zf+ei/wDfH/16j2y/af8AWL9z+77/AFoAk2Sf89v/AB0UxxKpTEvVsfdFP2y/89F/74/+vTJVlzH+8X7/APd9j70AP2S/89v/AB0U2QSpGzCXoCfuinbZf+ei/wDfH/16ZMsvkyfvF+6f4Pb60APCSkZ83/x0UbJf+e3/AI6KAsu0fvF/74/+vS7Zf+ei/wDfH/16AI4xK65M3cj7o9afsl/57f8AjopkCy+X/rF+838Pufen7Zf+ei/98f8A16ADZJ/z2/8AHRTCJRKq+d1BP3R7U/bL/wA9F/74/wDr0xll89P3i/db+H6e9AD9kv8Az2/8dFZevRzG2tgs+1jdRANsBwd3WtTbL/z0X/vj/wCvWdrQkEdnudSPtcXRcfxfWgCT7FqP/QWb/wAB0o+xaj/0Fm/8B0rRooAzvsWo/wDQWb/wHSj7FqP/AEFm/wDAdKmv7h4FiVGSMyPt8xxlVrOXWLhrgLsj2JlTjrIRnkc8DjrzQBb+xaj/ANBZv/AdKX7FqP8A0Fm/8B0qt/wkUDCHyoZH8xNzYH3PaprXVXunTZbhUdGcMzjgKQOR+NAD/sWo/wDQWb/wHSj7FqP/AEFm/wDAdKq6prE9lcXEaIjYiBhz3fqQfbHP4U9dcUsqCH5mOAS4A75z6dOhoAn+xaj/ANBZv/AdKPsWo/8AQWb/AMB0qvFr8cqI4gYBmxywzjOPx60y38RxzrkW5UgFjucD5fb1PPSgC39i1H/oLN/4DpSfYtR/6Czf+A6VWXxFGzRgW7fvAxA3DIwCcEdulTLrKmyFwYCDvKbSwHQZ6mgB/wBi1H/oLN/4DpR9i1H/AKCzf+A6VVj1qVpWJjUqxxFHkBuoHzHPHX0pV8RRtL5f2c7sDHzjGfQnt1oAtfYtR/6Czf8AgOlJ9i1H/oLN/wCA6VEdbWN8zwbIy4QOrBuqlv6Vavb5bex+0owZMrz14P8A+ugCP7FqP/QWb/wHSk+xaj/0Fm/8B0qC31iV2eN7dRIpb5d4HAJwPc8c00eIEWPfNBsUKGOHBIzg9PoaALP2LUf+gs3/AIDpR9i1H/oLN/4DpVceIY8c20oO4rz0zgnk9B0pf7fjEhRoTlSqnawIJOcAevT9aAJ/sWo/9BZv/AdKPsWo/wDQWb/wHSoLHWxeXDKqEIITJjHTGOM+vNNXxDGWiUwHLlc4cHAbof1oAs/YtR/6Czf+A6UfYtR/6Czf+A6VTg8Qq+7MRYYDgjC/L049SDWhYail6XCxvHsx98Yz16evSgCP7FqP/QWb/wAB0o+xaj/0Fm/8B0rRooAxIobiLxJbi4ujcE20mMxhcfMvpW2azJv+Rltf+vaT/wBCWtM0AFV9R/5B1z/1yb+VWKr6h/yDrn/rk38qAM75/wC1YQrdhkD5Tjb+tXtK/wCQZb/7tR2dtLGVdyGGCd3mNnnpx0qTSv8AkGW/+7QAl1/yErH6v/6DUt8YxaSea5RO5XrUV1/yErH6v/6DVsgMCGAI9DQBkkxf2LGtu7PG7bQTwcE/hVSQupI8tg7QxgKzjI5foa6Axpt27F2+mOKyzo8g1OW5ivJUglUB4hg4IzjGQcDnpQBoWe/7JEJEVGCjKqcgU+UDbnnI6YqsLGQDAv7ofin/AMTR9ik/5/7r80/+JoAkZN2VYBnccjsBXnWvWC6ffys4g+xmUM0PmFTJ64A+h5967w2jhti6hdDPVsp1/wC+awfFWnTR2SXUM0j3Fuwb59pyPyxjvzVLsZz0akcXIY1hUy+S6Op8pFkJMXzdx/nrXrOnGA2EH2Xb5OwbdvTFeQrczL5jJKf3gKkMAcZ7dOPrT7XULu3hMMV1NFGeCFc8GqVnGz0NfJmz4nEL6/e/ZJIUUIDJucqGPcDHU85x7VmIIXIdI4fsjSAC181txOP5deapyTTYRGdgIwR8oAJBzznv1Nb3hi2n1XWftEzM3l/M2AArHtwOO1EmpPQipKybO30WwWy02K3CjfgbjnpWhH87c8kdGHcU0YKiNPlU+vc1NGMDO3aT1FQ3cIx5VYdS0UUigpKWigBKKWkoAWiikoAiu/8Aj0m/65t/Km2IAsLcAf8ALJf5U66/49Jv+ubfypLH/jxt/wDrkv8AKgCekpaSgDlJoI7nXr+Oe5uII/OjKPE4AV9gxn0Poe/SmfYZ7GQ21ze3ZhO4sEYYYE/eUY/Ne3UVbFvBd6xqkO5Uut6lNw4ddgyp9R/LrUkMyuhsb8MoVgEkJ+eJuwJ/k3fpQDJYJI47eLyT/qjjzGGQw7cjrT4biSN181JGEOcjuQf4qjjhmj2qGBWQ8HOPmHc/l2p80vnw+dK2N67SIznIHOT7dT+VN7kU/hQsk0oclAzbX8zZg5APr7UonP2ZkCvuz5gfBwRn8/amNdG0lkRn3nAWQ7T97tj8KcY1jlVPtK7yoXaTyQc4A7djSLATzGXaVZwzCQbQRv8AYe1LPO0rsYtwEigqpU5OPT2oZpZVRCVLRN5QKN97I5pqGe0cltu6LAwW4KnoB70ASR3DOJAySAzjAIH3Gx0qCS4l2sRkiVdgKggAjPH1p7xzDfIhH7kljzwAeTipIRK8yQkrtT94ozk89AaaIm7LTdli3gEMKrtG4jhf8aW4ihliME0mGBUqw4ZSehBqKa9SN/JjDS3LdUQZI+vYVUvBJvLXEVsHEYb7zEqqn1x15p2e5SSSsge2eSXc9/bsxIYgk4OBjOM0qWJJf99ayAtuIYEgH169aggt3eBrdREyleSztkgEHGcdRxUQhJd2bazvwcs4weeOnXrxT1A0YbSSDmJ7Rdpz91uv5+9MNu8ib2uLcq7k/MGHPcdf0qobRgit5kao4+75r889+PWpUiZkjtENu28FhtlY9R1zj8aNRk4iaNMG5swp+bJz6Y9fTiiK2aKdp45bNZOhOD/jTY9Muo2yBA3c5kbk8c/d9qb/AGTcb2bEOSc/61uOc+lAGstxC3AmjJAycMKckschISRWx1wc4rJl026lQI6wH1IkYZ4x/d96VdPvEuI5lMIZABxKwDAevFTYDYrBstQjspdU8wcLcvITnthR+dbq7sDdjPfHSuZgjV77UWa0uZsXEiAxkbeVX9RSA211GF22iSHd/d80ZGBk0ya/SDbcSbBCyjD7+Oeh6VlvZRyStI9jqDMw25yvA9KkuYvtVqlpNp129uoUbSFOQO1AGkupRmCKaQpCspwnmvsLfgabNfx+W0qvE6wMTJsk3bMAk5xWLc6aLqGKOS31ElOCxbJYYxjrgcelO+yPFbzQpbXv75fKBZVO1eeOvJ5PNAGzBqcU6sV2rtO0h22kHjsR7j86STUIHRo1mty7AgKJhkmsW70uO8uDLLZ3/P8ACNuOij1/2f1qa2ge3Ck2V1K6KyoTGi4BAA6fTrQBorrVqcqJIty5G3fySDgjGOvFSQ6pBLGrq8SgjOHk2nH0Nc9caMskz3ENnepM5zyF25zknGfp+QpH0iSd99xb3ZKyb12Io5HTPPt0oA6AajHDIIHGJGbjqRyTjJxgdDU/21MA74cEZH70c1juklxHIJLO8zJtDEKv8JPv71nHS7sscwTlN4OBCo45z345NAHU/a127t0O3180YpslwVImITy1RmLB8jAx7Vzf9jkTCZbe93qxZQyKVGe2M1JHbXdrZT2sEN2xmQqu9RhAcZwM/wCFAG7DqcE6F43jwCQdzbTx7Ee4qpq1wsqWiqY2/wBLhPyuD/FWQul3D3Dy3EN02WbAWJQCCuP71NuLWS0uYbgW90QZ4VCMigcMPfrxQB2VLWf/AGjN/wBA26/If40f2jN/0Dbr8h/jQBedEkUrIisp7MMim+TFuVvLTKjAO0cD0qn/AGjN/wBA26/If40f2jN/0Dbr8h/jQBbFtAAoEEYCnI+QcU7yo/8Anmv5VS/tGb/oG3X5D/Gj+0Zv+gbdfkP8aALrRRscsik+4ppt4SCDDGdxyflHJ9aqf2jN/wBA26/If40f2jN/0Dbr8h/jQBc8iLIPlJkHI+UcVgwtNNcLFiODMzBQsKngFvm6ewFaX9ozf9A26/If40n9ozf9A25/If40AV1SR9Oiu3MKukbmQtCMt1x9Kr/b7iGZbaeD7VvIbLIq84HGPXn9K0P7Rm/6Btz+Q/xo/tGb/oG3P5D/ABoAojVSCziwWRsMxaNRwQB1z3GcGoptW2bSLCB/MYK2AOhH3Tn+IdxWn/aM3/QNufyH+NH9oS/9Ay5/If40AQ20jaghJSGOOJwWBQMCPQ56EDj8aku7o280cMFsspnBdfQkdf0xTv7QmIx/Ztzg+w/xqudVjWdt2nzK8CgEttAUN07+1AEd1eyPbJNFDHBL5rIxkADIvPPOepGPxp2nuZdUdXtPLR4FfLxjLHI7+nt7VZGpSsoI064IPII2kH9ad/aM3/QNuvyH+NAFzyYiCDGhB6/KOaBBCuMRIMdMKOKz5dXeLZ5mn3Q3sEXgck9O9DauySLG1lOrt91SVBP0GaAL5hi2sojUAgg4GOtNjs7aKONEgjAj+78o4qr/AGjN/wBA26/If40f2jN/0Dbr8h/jQBd8iH5f3SfL0+UcUeTHlTsUbTkYHT/OazU1rfbpcCyuBEwBDNtA5+pqRdTlZQy6fclT0I2nP60AaVFZ/wDaM3/QNuvyH+NH9ozf9A26/If40ARzf8jLa/8AXtJ/6EtaZrEjuHuPEluXt5YcW0n+sxz8y1tmgAqvqP8AyDrn/rk38qsVX1H/AJB1z/1yb+VAEEeoweSg2XH3R/y7v6fSodM1CFdOgUpPwvaBz/SpJbp4XhVnCxFV6AEnNTaV/wAg2D/doArvdR3GqWSosoI3n54mX+H3FadU7r/kJWP1f/0GrlABRRRQAUUUUARyJk5C5Lcc9BVa5jS5t3gkHmBgVB9farjruUjJGahwc/KAsgGMdiKBNJqzODbwPeeefLnQDPIx27Cq83g65iMZe4RQ7bM7eAfQ16FuBAQ
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" alt="Нарушение технологии укладки дренажа, ведущее к его быстрому износу и засорению"></p>
<p>Укладка дренажной системы требует точного следования установленным нормам и рекомендациям, чтобы избежать преждевременного износа и обеспечить длительный срок службы. Неправильный угол наклона труб, менее 0.5% или более 5%, приводит к нарушению стока воды, что вызывает замедление потока либо эрозию грунта вокруг трубы, соответственно ускоряя засорение системы.</p>
<p>Несоблюдение глубины закладки труб также влечет неприятные последствия. Установка труб слишком мелко может привести к их повреждению во время морозов или при механическом воздействии. Закладка труб слишком глубоко увеличивает давление земли на систему, что может вызвать ее деформацию и разрушение.</p>
<p>Использование некачественных материалов или неподходящего типа дренажных труб может стать причиной раннего выхода системы из строя. Трубы с низкой устойчивостью к механическим повреждениям или химически активной среде быстро теряют свои функциональные качества.</p>
<p>Отсутствие защитного слоя из геотекстиля вокруг дренажных труб приводит к их быстрому засорению. Геотекстиль предотвращает попадание мелких частиц и корней растений в систему, тем самым способствуя долговечности и эффективности работы дренажа.</p>
<p>Пренебрежение этапом тестирования системы после установки может привести к необнаруженным нарушениям в работе, которые в будущем обернутся крупными проблемами. Тестирование помогает удостовериться в правильности монтажа и отсутствии утечек или засоров на старте эксплуатации.</p>
<h2>Отсутствие плана регулярного обслуживания дренажной системы после установки</h2>
<p>Игнорирование необходимости формирования графика технического обследования и обслуживания дренажных систем может приводить к их преждевременному износу и сбоям. Регулярный осмотр и чистка дренажных каналов, выполняемые по четко определенному плану, обеспечивают их долговечность и надежность.</p>
<p><strong>Своевременное обнаружение</strong> и устранение мелких неисправностей, таких как засоры или повреждения труб, минимизирует риски возникновения значительных повреждений, которые могут стать причиной дорогостоящего ремонта. Важно уделять внимание состоянию фильтрующих элементов, регулировке клапанов и проверке наличия свободного протока воды.</p>
<p>Для обеспечения непрерывного функционирования и профилактики заболачивания или образования ледяных пробок <em>рекомендуется</em> проводить профессиональное техническое обслуживание дренажных систем не реже одного раза в год. Важно, чтобы специалисты, выполняющие эти работы, имели соответствующие квалификацию и опыт.</p>
<p>Задокументированный план обслуживания, включающий периодичность и спецификацию необходимых процедур, является необходимым условием для обеспечения стабильной работы дренажных систем. Отслеживание выполнения всех запланированных мероприятий позволяет систематизировать подход к уходу за дренажем и повысить его эффективность.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Устройство дренажа в условиях сложного рельефа</title>
		<link>https://aktaustroi.kz/ustrojstvo-drenazha-v-usloviyax-slozhnogo-relefa/</link>
					<comments>https://aktaustroi.kz/ustrojstvo-drenazha-v-usloviyax-slozhnogo-relefa/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:28 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/ustrojstvo-drenazha-v-usloviyax-slozhnogo-relefa/</guid>

					<description><![CDATA[Профессионально спланированная система водоотвода на участках с переменной топографией предотвращает эрозию почвы, улучшает водоотвод и повышает устойчивость земельных участков к неблагоприятным погодным условиям. Первым шагом должен стать детальный топографический анализ участка, который поможет определить наивысшие и наинизшие точки территории. Эти данные позволяют точно спланировать пути естественного стока воды, минимально вмешиваясь в природные процессы. Следующим этапом[...]]]></description>
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
gH0qEkRXhODhHzjHYGrtpdMpHmDzJHIAB6j0we1Urkk3cp7lyeD3ya0pdQW4DUMkLtWMkk5Awf/10yS8lYhGBIGQAR3Pcd6jIRZNpcA9884oSaEEuGyS2QWBPT07VraxokNVyCSGYA8AHt/8AWqSS7lBUA4GMYAH0ySKrXc3mEFQeCenYdulQGViAAcDuR1I96LXHZGjFIxBaR2K9cgjj8KQTIsgEhJHckgDHb8azmmBIEYIAGASaaZCSSxJPrmjkTBWRsS3GHIjlJjPUgjI470yG7kiAYE4OTgHgHHbNZJlIBGQAeTj1pwlIGM9upOSPpRyId0zqLXWFMUcMiKcg/Ng8YHB/OphcxCMNIzSMhyVA4J7Y+ua5uG5BAVgc4wCOTnPFWvNlDkICQCCQDzxWUqfYTXY6IykxBxkuSCQBkDPbjrxUU0UYt5kkUkPkDJyDkjJ/CoLW6BUYbJHBIPf6etLHMblJEOAQQeTwQOlY2aYiO7sIrkRqG2CIELgDHTAJ96xLvTBG8hjBIBBXGeRjknPSt6CNjIzMoAUkAg8H1OKkmERBYuCTgEnoAepAq41GgtocgLZmgaVQAAMkegJwKYIyYmfGACBnPc11MukxLlBkmQZOeAMcAZ9OKqx6SptVQFCVf5znj1z+A4xWyqphY5zg0H0/Wta40+GN2IdiTkonQ4HAJPaqUtsyZUISRg5A656AetaKSaJaK3NLnikOQcGlHOKoNQFIfQU7B9KMcc9aADH40Ec0DI4oAJoATFT2tpNcuBCgkORwD0+vtSW8LyvlQCAQST0A966GziWIEyNb7sYVkGSfQH0x61EpWQ0iKyFzbsVkRipBQqEwmT3JPX61DI00twFhbYFByVODjqee/wBau3ly8kflNMGIJyhHTvWbLJ5eFjVSMfOOgNZK7dxrcq3ZMkoYE4BIJJyTVMkkZOep61PKS0hAUAE5PoKicgsFXoP1962WiGxVAxz35pfTHagDg46j1pcEkYGBTFYAMk84FMOCcDJxyafGCXADde4qwFWIhSpBxknr9KTdhpN6jLUEEjBBIGSO1WwhBBG5geAT+v0FRWhaSRiSCMd+3ua04ZA0RBILEYwOhFRJ2ZpFXRTCLGAqkkDoT155oqSYgynAAAAGB24FFWpGLLGlEjUIjtB65B6Ywc10OVTJESDjBGDgfnXO6Zzfxfj/ACNb4QkFsgA5OPWs5blw2Hm5WMABiDnsMD6cc037T5YJUHJzkAdRShMMP3oJxk44wKeZowgUAEAnJUZNRdlWRFHdROjCa3Yt2PHQc8CqqmUSgiIIBnoMkk+lTgGRiwIGM4BAJ59fSpra5MTsA2CewGPzz1p6MVrbFUliFEgCgZJwDnHpk1TkkC7vJBG4HJIIJA/nWlc3LFyZAz5yACQBkjrgCqFxFc3CKnlggZye/wD+ujZ6BbuOtjHLIohJ84ANhjgEj1x71p5uJHlbeZQAAQDgDI6ZPcZrN0qOe2LLMhDNnBIHH44NW55RJHEA8qAkgoFyCc9e1bJpoyaaZLDKvllY5iJAdgHlhQCepz3zxzUsMk0k5iIj2AcsgJOR7YHfvVSO2aIlxGJRno5AwR6gmpPKDwGSaRiAA20HCkDqMA8gUxDpbl7q3ZCBcTb9uACAB2JI7U426GNkKglUwFQEZPcZPPWqeYbckxOYgxJA3AEg84HOetPsxDLcBnlIwMgFzyfQ56nvTAnFpfW9kxjjVw6FShPzoOcAdvc1XDy3EMayQiOL7rmMEkEdc85z9KtPcbXIViSDh2JI6HuTx07Co7qZYkhjZgsZOTKEBBHXAGMA0AF1KhxkSHAIBcAYA5Ge9RW0LXZM08x2ocBTkAgDPb+lJDfWMe62MzS7zkBx8xJPTI7VcnuFs3aKMgALhQckk9856AUWAzIYoXvZ2jYspQjJ4xz1qhNC0LsHGBnIJ6H0rV2XkohiNuEVwQXJHIzyeOtVr4x+ctsxyoyoY8HPvUNWehSdyiQSQoGe3t0qOSQQozAbiMAY5GfSnkmJymQeTyeoGarmaJm5cBQcA+tC1ExzuxjBY4JGSB6mmE4BZyc9c96rzXSGcKpBCjknpQ7GWNUwADjJyBx1NMCZiFYHJJYY64xUmCxIABB4wOc1BGodiwYkcjntj+lJJu8skPgAcgDuaYE8cTR/NJIIyTwD2FOaVI0YRuJGGMnoBVYhhHuJG4gHJPIpscZMZG4AA5HP86VwLqgSKGBAJGck5IqcyrsOSQCACcdT7VVUPGiggEEdT6U4MXTIGADgDPGKQCyJExUugBB4Jfn8qJI1ILFiMDGMZIxQ7ZGUAGSAM54qJ8u+ZGPXHApgVpMSkkB1IOM46+9QKxEoCsQc4z1Jq8QQSoGF64zg/jUcYNtOZQqybCSMjge+aGtBF0BraSNpFGccA9R6EijySZGG/BIHJ4B9fxqFEmuZGmJyXIwc/wAqlMhjiCEHcBgHORgHk1ztWYmhYgwnJjckgYJAOQKrzEqZCCSQSQT6+tKLzyoZmEZaQnAJOAAevSoc7rfcepXJ/KrpqwJWKIc7Tg5JOT/+umhicgHjJP09qMDAA78YpdueRW9jTUbuJGATnpiggkHNOwAOaUA9O1GgyMISeDSlDnGefenAAcZ4oxgEnk0CSG7AAccmkwAOTj1JHSnYJGO5oIIwKAFTJIG7A9avwzKCEAPBGDjJPuTWdkrzVm3KKCZGIBBIwcGpa0Gn0L8cpjlYBshgBkcAHtVuGVIwASWYjOAcE8dPpWaJt5KKCFJAz6k9KsojyPFkhSOCRjIAHY+tYtKw2upsbFKBSxBK8gdT6fiKrm3QqzBWAQ4Bz1xzx+NNiiQkEzHcCSFBwSCO57++KkgjIjYrKCzHgDkD19yaxtYkVZWlYK8TBSMgHgY9qcMlwWX904GFB5Hcn26CmSyxRYBEpJIG0Z5Of6/0qa4IjjMpB2gBAAeQPw9+PwpPTYLlaWyDoWyCSBjJ6nOce/Ap11bpKhaNgDsIyBk9MYHofftUkkoiiG1txIwAeuD6CmwhzCSEADkAnjgDue9NN2uMw7rS1iJxkgZCgHJYgZJz2APHuaqm0fyjLtIAIJBGMZ4A/nXVEIYyw2u3AIA6DPPPc06NFmAXaoABBBHXHQ1oqrW4rHGSRPGcFeQMkensfemYrrLqwhMEigAzPk5HbPX8uaxrjSLgFnhiJiBIBz17VrGomJozMcdacsbuwVQSSQAAO9aWlWDy3QBhVyhyUcHHXvitww6XDJukiCEHOMkgE849sdqcqiQ0jH061CSbvMaMhTvQjgH3B61YN4QgijRcIMAkYJz1PPerV/fwmVngI80jAIHJ+v0rHMgkLMeGAzg8g465rNXk7jSLAiaNwZQVB6nGT7fhVSdQdwDKFB4wefekuJJZEBJOCcgA9MVXkYbSQQCTyPU+taJA3bYY0mQBngDGPamjg5HJpAMnJpxGevFabE7ijOfc1csYTcSEOSF6ZAzVWMbiCSeOlaun4WPBwCDwcHPHb8fWok7ItK46O3iiPCqSMjJ5Ofej7MTkEFsDOQP0qcRs4JAA5ycHjP17mgMyfKoKgEjB6n6Vk2zVKxRhXy2IjTBJAOecCrgVthKkZx2H8qR0IdWUcA9RyTxyKccghsgEHgdvp+FJu4WsV5F2SEZJx3P50UsxLykkgk4JI6dKK2jsc8tybTc/bo8EA84J6dDW+CThSBkHJwOKwNOkSO9jaQ4UZJOM9jW3NcCRsQFcAdgcnj3qJ7lRehK8LADLhQRkFSCfYH0pggRQVDDJwSSTkj0pLcsVDuGkCgZCA4H1IqKaTDq25gMnIGSTnsBnmoK3HmJIiGDgITyCcZPbmp5BsAOVIwCcHt681CJVZAcEHsCMkj1IFV5L23HLxHI4yRzTsw2LQPBYMpU+gyBRvcAMjLkDOB1B7dKeL+0ltTGuFIIOCM5HXPH8qzTcgStNJ5YjHABXGT64FO1hKV2XxJIhILKWHUgk4JHb2qWT98FeRmIUEDHAA+lYg1iGJ90aMcE4wAAT6+tPPiGc7jtVVPHHB+maaQmy9NIkQMQyS46EkEj61FNI72uAygIu3BGSR3APWqMWqNe3ChlwFGRgc8VqGwaWPdO4EzjIQEkAn1PArREMpxJBMDCEaSZwDlQCQByRk8ge4q4kqxwqwtAMDqCSRjjOO9QxQx2m4PcATEhAqA729vp269qmFi8kRMJLqDgknBBz6UMCIW9zeSECUybACFIAH0wR/M1FMksbk3BLvGQFQkgAdzxxkCriWE0bAQuWJyCZAQCcZzkVUks7xCXCjcpGSgwD6EZOT+NNBdD4xCXklDRhsAIzYJX3PHWpIvJSUNdKbgkgAk4znqQM5IquSQQBFKZSQWQgHI74H1FRSxwvOwkhlAGGAc4KkZHGKYrGxLGVkUwvHGFGEYggAYxgDms7UbaDBWW5E0+QQRwAevAHJ/Gpft8cg3upBICoAQepxUN5Fa2+qMA+QgBKP3OOSDRa4XsVLuyW4DOGdJAoIBHJB4zis2W0aKMqQQSQMkYAA61uSXdtCfNAcgjKA4BHOfxFUprmG5QtIcZOQuMED2rJtplJX1MQ26mUiPLDOB6H3q35gjRlADkKACAMAmtKOKE2pZFAJJAB4OB71Umt3iUFYgQTnJHQ1SdxNWCEAxgBcZOMfzpzjAMewcnAAxjPrSqTgMcbQOeMAZ96riQsYx1YE4x29z607gSSQkkKRwOpPTipAUABAABPQimSDeApJJIAIJ/WpIYcBmBG0HBJ5/AUAMmDSSKgJAABPHWgsFYAEhQuTkYIPpUgVgzEKRjoQOoqvK4PmDIJABIByc9qAFWUyEcYB6n0qcxMCAQOmcE55qmJsxgSKCQOg69cc0hklIJjwQOMenamBO8WXDFsEcYAqOSESoQXYDoAP61XPnE5DkAEnA7mraP5in5CMDJJ4z9KQEgYBFG7DDCjHAxVW6LW05QsT7DuCc1bRS5OCPlBJB4IOO1VLq3TaGIJbGSSTmo5UxW1LUkcN0IxCjAYOSDyM9j+X61FJH5YZAScAjn24qYSQxyLFGThEAIzgA96aoLzhRySwH5mlF2bHu7GYIyBkryB0o2k8AEk84xxW7c6YpjBDAMQOO2aqxWku0NJGQAeDnk/QVSmjXlaKBi/dlsEEdcjvUbAggEYPWtJ9ixtGAQRzj3+nrVSaHIDqc8DOO319KpO4mirgAY7etGcjp9KUg4AII+vWgDJIAyewpksTHv9KATnBpMZwM4pe/BBoAUAAY6jvmkJKk557AjtTycD3xTH54zgAdKBk0MpiO4AEgg89yKulyDvLgZAIGMgd/xzWYJCCAVB9KnjlKEA4JHAAPQ1LVxp6WL0N2JbtWKHgBSCMDjufr6VeNx5hJ3GIAlSQAD9AO1YXmgkFFw2QTjnJJ61ZG4sACcMACc9TjqazcOpJvWcgEZdhuCEgEDkgcD6daQKZYlhGQCSxy4yByM49Kbav5duACCQACWOBkjtUoIIW4hiV2OFJDcAAdTisGmmCI5NNZwgLAEnAI6kE+vc0hDoh8lgYVOCepJ6ZP4itC3ilOJJHDMoJBJ4AJ6iiGIRu2CBuJYgEEEH+ooXmO9zNEw5JQjggEjAJ45FPSUq5UDOMEkdh2H1NXIraF3ZQAckMC2cYz0HoaeLa3iypYRsehIHzUPyBaIrrGjyAFgGIAIxkA04W0jYQsSeCQOmB2H1qTzo7cMVKMAMbz1x6mqV1qiFwsLBSoJJGT74A7UJNg2W5jDbxyLkROCCp6Z46GucuHkAZsjbkncTnJ9gKlmv/MJJDNknAY56+grPkm3kLI7NjgEHAB+lbQg1uNK2oouAEwMbgTk9OO1NEikhgcHqR2qqXwSDyTxzQSTwOfU1skhNj3ckgA4A6AHpTACev50gBJ56U8HFMW408CjORjvilIBBJ60gGeKYImtBvkCgZJOBk8VsQ2kkc2GlBGOQO+fWs7TIw12ikHnvgkZrbjBwcAbhkkjt71hN2dkaxV9xqEp8sbABTySOp9qaEM0u1RxgnJ7fSkAOGdnAGMAkYA/OkhkEaA8kt0OOgqPM0I/JbzAgJjUEkknv61LMMBUByMZHqf8A61KSQWkYbieBxwBTQuGBIJYjJyc//qo3FYrTAiUgnPA5/AUUs4xKRz26/QUV0R2OSe5LpozfRjGc54xnse1bojAbAzkYyQOOe2KxNLONQiOcYz/I10JdgcqQTkcAdazluXFaFi0lhhSRJCWDgcAEYPrVd4kLZAJAOcvycen4UEs6FmwCPfoKAU3AkkADqBkn/CoLQ37XBp5Mvll93ynBAAH1qhqGpW2pSQqYwFR8uM4JBGMA1fZogCCoK54BGc5qMQwDBESA55OME1SlbQGrlOWytAheBvLwMseTken1rJuI2SSSIksoIIOOT6V1ARUwygEj0BIH4VXldoxMEKxtIepUHoP0FNNPclprVHJShmkCKCTkAAevpSpZXboxELFUODkYAPpXQW+moAbmR4zMCCCGIH5AdavyQwiJY/tcYlJyFU5yT2471okiG2Vra0itILeSNIgQgL5yWYkcAn068CrsYmljBUH5ySZJABgkYyBnJI7dBVKUSxxCKQMjADOBk45wc9jVMyam4IgdpADt5GSAO/HSmDHyagthfCB4gxUY3gZJHr61du9dt7SS3eMsSQTsGCCCOufr2rIe4EUgSeHy5sYMuCSSeMA9hVqI2heJpAHeJDsCoCUI7nGc0CNO1u9QINwVYqcEAAE8/XpxUd1JM90pKmUOMiMsRx2JP+FV01cRBVeWQxnklxjJ9sU6OKe5u5JIGYxAYBJBA9QAec9aYEkCzWyRLGCZpCeASTjPAz6VNqcM3kqjvGXfAKZJY8802C9FtIUmJckFQAACOnBGeDTCXM8dxcoImB4IJzj3A4IP1ouBGbYmAtNaQFUIIIbAUjuAOSaZFGlyFu3hQyoTvYgtgDkEgDqelaUkgiDF7aOTcRkF8DnkcA4FVboBYyI5o7cggmJQSGx0ORQBSuJfNgnuIwDgEYdQcA+n09KxpFERAaQOSAQYxkD2rpktHlfaxYWhGSQoAbtgdwOOtYeqWcdlcFLMl4wMlSB8hJ6ZPWpaTGnYktbhfLCtFkIAQMZxVy8lieyZCCAcAYHI9xVO0c+WQyiMkZLE5J9hRJiRyzk4AzgHA6VFtSm9CMLKFVViJAGCSOw5/Oq0jNHKCYjg9TgcH0qSS9xkRAlhkAAZx/8AXqoxlhk3zEEjkoT0FUSy3DKZQW2YAOAcdaJblIyVkckg9hgA/wCNNSUugZXIAySMY69KjEKyIQwyCMkkcg9qALBlJXdyQex7jHaqjSrG52x4UE4JGMirEkYCCMEkgZySM1AQ0sakqSqZABOCSeScelADJJhG4ZVByMcDk5qOaaUgJEpBOCcenpVtoSVwSEGByf5Cq5uBFP5SoDg4x0J/GmmBYhDCMbgSQeh/kKmOCSVGMDIBGAKgluTGApIBI5GckVCbiVCHByCcjjj8aGBbkcgKSACBjA/zzUZSSQEEqvOee9WLeSGRWefcCeQQMY/xqK5lVJSY1BJAAJJJI9aSAkjt0CNMVyRgHHOT0HNNiIFypzkBwcj602O+Bj8oZIPJUDOTSxEGdSRgFgcHsM96VrXY1ujQmcEAKMjGSe5PoKUu7xhASpHJIGcYpwCIheTAByQT3FMFwHUnJIJAAA61jodIkMKlgxAI6BiOp7nNLHCkYdViIUknBGQSaYGIQRocAH1z36VL5zByucEDIBOcHvn8Kd2K1jI1CExvuO0R4wMdv/r1QcYIIIIPQita6G4AnBBJ4xk57HFVLm3dtrLEduBkgYwe5rSLujNrUpEEDn8qDkKQMnPanuNpwQcjsajxk/U4FaENWHEqQSBg9aCRkD2pwifBIGQPSonJBwQM0AOyAcg5Pb2poB5GexpOoGTinfSmA0ErnHBxwat21wRGFORyMkHkj0qqRnv9aUE4AA4FS1cEbcVz5SAth1IwRnAI9Mdj9KtR3uRtjCRKeAEGCe/51hwTEAknAGev+elJNcqSACwAHJAFZuFx7HSSajFHEQD82O5yCe/1NVxqTy5aNArEYJIyc49O/vWTHcAkF2CgAEgnt649TUc960gBjOADyMYJFJUw0NWTUWYlchWA5Iz0x161QmnuJCSZckgKmTjA96rmfzI8kgjjBPBI9KikBkJdmI
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" alt="Устройство дренажа в условиях сложного рельефа" title="Устройство дренажа в условиях сложного рельефа" /></p>
<p>Профессионально спланированная система водоотвода на участках с переменной топографией предотвращает эрозию почвы, улучшает водоотвод и повышает устойчивость земельных участков к неблагоприятным погодным условиям. Первым шагом должен стать детальный топографический анализ участка, который поможет определить наивысшие и наинизшие точки территории. Эти данные позволяют точно спланировать пути естественного стока воды, минимально вмешиваясь в природные процессы.</p>
<p>Следующим этапом является выбор типа <em>водоотводных каналов</em>: открытые или закрытые. На крутых склонах рекомендуется использование каменных русл, которые помогают уменьшить скорость потока воды и способствуют её равномерному распределению. Вертикальные структурные элементы в таких каналах должны быть предусмотрены для защиты почвы от вымывания. На участках с мягкими склонами предпочтение отдаётся подземным трубам, что позволяет избежать нарушения естественного ландшафта.</p>
<p>Использование геотекстиля оказывает решающее влияние на долговечность <strong>водоотводных систем</strong>. Этот материал предотвращает засорение каналов грунтом и корнями растений, увеличивая эффективность системы и снижая необходимость в её регулярном техническом обслуживании. Также рекомендуется регулярная проверка всей системы на предмет засорений, особенно после сильных осадков и в начале весеннего таяния снегов.</p>
<h2>Анализ особенностей рельефа перед проектированием дренажных систем</h2>
<p>Перед началом проектных работ необходимо тщательно изучить конфигурацию местности, используя геодезические и топографические изыскания. Это позволит определить ключевые точки для отвода воды и подбора оптимальных траекторий для дренажных каналов. Перепады высот, уклоны земли и степень насыщенности грунтов влагой влияют на выбор способа и глубины заложения систем отвода воды.</p>
<p>Использование проникающих испытаний грунта поможет уточнить его тип и характеристики, которые влияют на скорость фильтрации и возможную эрозию. Особое внимание следует уделять местам с высоким риском подтопления или скопления воды. Информация о подземных водах, полученная с помощью гидрогеологических исследований, необходима для предотвращения конфликта между искусственными и естественными водными потоками.</p>
<p>Важно учитывать климатические особенности региона, такие как частота и интенсивность осадков, чтобы размеры и пропускная способность каналов соответствовали реальным нуждам. При проектировании необходимо также учесть будущие планы развития территории, чтобы избежать дополнительных расходов на изменение или расширение системы отвода воды. Планирование дренажных систем с заранее продуманными маршрутами взаимосвязи с общей инфраструктурой в данной области позволит создать эффективное и долговечное решение для обеспечения безопасности и стабильности территории в непредвиденных условиях.</p>
<h2>Выбор типа дренажа в зависимости от типа почвы и степени уклона</h2>
<p>Для эффективной системы отвода воды критичны тип почвы и степень наклона местности. Супесчаные и песчаные почвы обладают хорошей водопроницаемостью, что ускоряет процесс отвода излишек влаги. В этом случае оптимальным решением будет установка поверхностного или открытого типа системы, который предотвращает застой воды на поверхности и способствует быстрому её удалению.</p>
<p>Глинистые и суглинистые почвы характеризуются низкой проницаемостью. Здесь целесообразно применение систем подземного типа. Такие системы включают прокладку труб, обеспечивающих дренирование вода глубоко под землёй, что исключает риск эрозии почвы на поверхности и позволяет избежать образования болотистых участков.</p>
<p>По мере увеличения уклона местности растёт и риск быстрого стока поверхностных вод, что может привести к размыванию почвы. Для крутых склонов рекомендуется исполнение каскадных или ступенчатых систем, которые способствуют постепенному и контролируемому сбросу воды, минимизируя эрозийные процессы.</p>
<p>При умеренных уклонах достаточно внедрения линейных или кольцевых дрен, которые равномерно распределяют воду по территории, обеспечивая её стабильное поглощение почвой без последующих повреждений земельного участка.</p>
<p>Правильное сочетание этих подходов с учётом специфики почвы и уклона является ключевым для создания действенной системы отвода лишней влаги и предотвращения возможных проблем с участком в дальнейшем.</p>
<h2>Технологии прокладки дренажных труб в условиях перепада высот</h2>
<p>Оптимальным решением при больших перепадах высот становится использование гидравлических расчетов для определения необходимого диаметра трубы и уклона. Равномерное снижение уровня грунтовых вод минимизируется при уклоне между 0.5% и 1%. Если рельеф земельного участка значительно извилист, возможно применение гидробарьеров, которые помогут контролировать поток воды в пределах каждого участка территории.</p>
<ul>
<li><strong>Выбор материалов:</strong> Для зон с перепадами высот рекомендуется применение ПВХ или HDPE труб, обладающих высокой стойкостью к механическим повреждениям и атмосферным влияниям.</li>
<li><strong>Гравитационный сток:</strong> В зонах с крутыми спусками следует уделять внимание созданию эффективных гравитационных дренажных систем, которые не требуют дополнительных насосных установок для отвода воды.</li>
<li><strong>Использование проверенных техник:</strong>
<ul>
<li>Монтаж труб по технологии &#8216;открытый траншеи&#8217; с использованием стабилизирующих слоев песка или гравия для предотвращения обрушения стенок.</li>
<li>Применение геотекстиля для фильтрации, предотвращая засорение труб землей и мусором.</li>
</ul>
</li>
<li><strong>Контроль за процессом прокладки:</strong> Необходима постоянная проверка уклона траншей, используя строительные уровни или лазерные дальномеры, для обеспечения эффективности системы.</li>
<li><strong>Адаптация к изменениям:</strong> В процессе установки систем следует учитывать возможные перемещения грунта, что может потребовать корректировки уклонов или усиления конструктивных элементов.</li>
</ul>
<p>Принимая во внимание вышеописанные технические решения, можно значительно увеличить срок службы дренажных систем и минимизировать риск застоя воды на участке с перепадами высот.</p>
<h2>Методы защиты дренажной системы от засорения на склонах</h2>
<p>Для предотвращения засорения системы водоотвода на наклонных поверхностях рекомендуется использование защитных решеток на входах и выходах. Это препятствует попаданию крупных отложений и мусора, которые могут нарушить функциональность системы.</p>
<p>Регулярная очистка каналов водоотвода от листьев, веток и других органических материалов существенно сокращает риск засорения. Эффективнее всего проводить такие работы в начале весны и в конце осени.</p>
<p>Применение геотекстиля в качестве фильтрующего слоя вокруг дренажных труб предотвращает проникновение тонких частиц почвы в систему, сохраняя ее пропускную способность и срок службы.</p>
<p>Установка осадочных ловушек и отстойников на участках с высокой степенью эрозии способствует снижению содержания твердых частиц в воде, что также помогает минимизировать вероятность засорений в системе.</p>
<p>Выбор дренажной трубы с большим диаметром уменьшает вероятность засорения, так как скорость потока жидкости повышается, что способствует лучшему самоочищению системы от накопившихся загрязнений.</p>
<h2>Особенности эксплуатации и обслуживания дренажных систем на сложных участках</h2>
<p>Регулярное обследование системы для удаления воды обязательно должно проводиться не реже двух раз в год. Особое внимание следует уделить периодам после зимы и осадков, когда вероятность засорения или повреждения наиболее высока.</p>
<p>Чистка каналов должна производиться специализированными методами с использованием оборудования, чтобы предотвратить их повреждение. Особенно это актуально для систем на участках с изменяемым уклоном, где загрязнения могут накапливаться неравномерно.</p>
<p>Важно обращать внимание на растительность вокруг системы. Корни деревьев и кустарников могут проникать в дренажные системы, вызывая их засорение и даже повреждение. Поэтому рекомендуется регулировать насаждения, особенно вблизи ключевых узлов системы.</p>
<table border="1">
<tr>
<th>Тип проверки</th>
<th>Периодичность</th>
<th>Особые меры</th>
</tr>
<tr>
<td>Визуальная инспекция</td>
<td>Ежеквартально</td>
<td>Проверка на отсутствие трещин и обрушений</td>
</tr>
<tr>
<td>Чистка каналов</td>
<td>После зимы и осадков</td>
<td>Использование специального оборудования</td>
</tr>
<tr>
<td>Контроль за растительностью</td>
<td>Один раз в год</td>
<td>Удаление насаждений вокруг ключевых элементов</td>
</tr>
</table>
<p>Для защиты от осадков используйте геотекстильные материалы, которые помогут предотвратить засорение системы мелкими частицами и сохранять работоспособность на высоком уровне.</p>
<p>Необходимо обеспечивать надлежащую защиту дренажных отверстий и шахт от внешних воздействий, таких как попадание мусора и листьев, что особенно актуально на участках с высокой степенью заселенности растительности.</p>
<p>При проектировании систем в областях с переменным уклоном участка обязательно установите дополнительные смотровые колодцы для того, чтобы обеспечить доступность для обслуживания и контролирования состояния дренажной системы в комплексных условиях.</p>
<p>Следите за состоянием и работой насосных станций, проверяйте их работоспособность и чистоту, чтобы исключить возможность перебоев в функционировании системы.</p>
<p>Эксплуатация и обслуживание дренажных систем требует компетентного подхода и понимания уникальных характеристик каждого участка.</p>
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		<title>Как выбрать дренажные насосы для откачки воды</title>
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		<pubDate>Thu, 30 Jan 2025 18:16:27 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
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					<description><![CDATA[Процесс осушения подвальных помещений, колодцев и прудов требует использования надежного механизма. Перед его приобретением основное внимание следует уделить производительности устройства, указанной в литрах в час. Эта цифра дает понимание о том, насколько быстро агрегат сможет справиться с задачей. Материал, из которого изготовлен аппарат, влияет на срок его службы и устойчивость к коррозии. Нержавеющая сталь или[...]]]></description>
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
KdijFZuQXEpsv+qan4psw/ctSUtUFzl1Xffn61LdriakgXN8T71PdxkzYGK9JGhQMjlSuadBzzUptHBPI596SKNkO1utOzC5v6Su+B07kVz9xbvFeOh4INb+lP5ZqHVU82XeqE+4FT1GULm7d7RYCeBU2jHDsKgisZ7g/ImSOue341f0+ykicklfwNY4izg0TJNovGm1IsEknQYHrVlNLuGC8gZ5ryVSm+hmoSZRorXh0aRsZBJ/Kr0OgL/y0NbRw0mV7JnOLGznCAsfQVbh0q4k+8u2upg063gXCoKsiMDoK6I4VLcpU11Och0DPLlq0YNJgiHCAepxWpijFdEaUVsjRJLYrJZxL/CKnCKBgCnYoq7DEC09OtNpynmmI5Jv6VGalYc/hUbCvn6UHe45DMU1qeajau+OhmyNwKgdambmo2FbJkldxxVdzVqQVUkFaKQEbUzGacaVRQMbjimsKn200rVAViKjZasstRlapAQAYNTxnFNK0LkGqQFpTUyNVVTU6GmIso1Sq1V1NSoaYFhWxTt+ah3UuaYD2eoGYmlY0wmgYhNNNKabTAaaKU0YoAiY4NAalcc0KtAXHAmngUirUqLmgVwVc04JUscealCYouFyusZz0qdEp4XmpVWlcLgqVIE4pyrUoWlcCuUppSrRSmFaLgV9tG2ptlG3FTzCK7jiq8g4q24qvIKXMIqOtMC1YZeaQJU84XIwtOC08LS7aXOIaFpwWlApwFHMAgFYupL5epq394A1ugVka6m2eB/UYq4Suxx3NTw7MIfECjOBLEy/1/pXRQ8vnPeuMtZTFqVjLno4H58V2luMvW5ZfziOsrUXxE59q05OErG1M/uyPWobsmxy2MYClxTttLiuTmMRuKTFOxRilzBcbijFOxRS5wuNxS4paTFQ5iuGKMUtGKh1kguJRTsUu2snXQXG0U7bRtrN17hcbS0u2kxUe1YXAUk4/cNTqS4+WFweDiqpyk5oEclOzQyiQeuanlnkuCrRqo+X5v8akFjNdlESMtl+OOtdGNDvbq0it9qkIo+dUx07frXuXR08rOV8i7LABMk9Oauw6XfSIzoisFJG7PH/167Sx8MJEiiViePmOeT7ewrZtbGC1QIi5x0J7UXY7LqcXpnhrU5/mlYQoDj5sj8a6OXw5azSh5Hk2qgQIpwAK2s0UtwMlfD+nKu3yMj3Y81Imh2CY2W6rj0zWjkUZpWQ7lZNPt1HEYqdYkXooFOBzSkgUJJCDAFISOlRPL2FNEmOaY7E+aNwzUHmYHNNMuOc0rjsWC4zSbxVXzs81GZ+cZouPkLvmCk8yqZn7ZphuRjrS5h8he80etOicbj9Kzkl3E81JHLg9aOYfIYzdfwqNjQzc/hTa8yMLGbENMYU40wk1oQxm2mlacTSFhVCIJFqpKvBq8/IqrKOKqLEU8c09RS7eacBit0gFxSFaeBTsUxEDJUZSrRWmMlNAVilNKVZK0wrVgQjipUNMZcGlWqGWFapQ1VlNSB6YibNSA5FVw9SK1Ax5NMNOppoEIabT8Zo24pXAZilC04ClPAouK5EVyacq08CnhaVxXGhaniSmKKsRip5gHqtSBKFFShaXMFxgSpFSnqtPC1PMA1VqRRQBinilzjDbxTClS0hocwItlMZamNNKk1m6iEVHFQslXGSmGOsXVEU/LpRH7Vft7GW5bEa8Dqx4Aq8mn2EJAuboFvQHaK0hGc9UCTZheV7UeXXT/wBl2UseYufcNms2604wsdpz9at0qiV1qNxaMry6UJVryqPLrk9tbckrhKyPESERQP8A7RFb+ysPxDIHiaIEfuiDjuTW2Hqc9SyHHcoO22GCTurA/rXeWjBiD61wL/Npo9qu2Wv6iuApjKjAyyV6hod5M429axr87jisyfX72MEzpCMdgME/rVCXxMojb9wWcngnHFZVItxaQPVGrspNtPhcTQRyj+NQadtrxnWtoYkO2k21Nso2VDrgQYoxU2yjZUOsxWIdtG2ptlLs9qhzbHYh20oWp1hZvuqT9KtQ6XcyH/VlR6ninGE57Iai2UAtLtrch0IZzNLx6KP61fg0+1gwViBb+83Jrphgqkvi0LVNnMxWs0oykLsD3A4q1Ho1255VVB7seldLkCjNdUcFTW7uWqaMFNAkP35lH0FSroEWctKxrYzRmtVhqS6D5EZq6HbCUOWckds8VONMs9xZoQxPXdzVuitVCK2RVrEcdtBE2Y4UU4xkKBUueKSirAU004pskqqOtQ+cSue1K5STJiwHemmXng1CXyOtRSSAHH5mlcpRLIk54pQ+apmTAGD1pySUXDlLe/AyagmuOcCoZ7kBcA1Qacvls4qXIqMC4Z/m60puAen5VniTA3k/7opBNtXGRu9anmNOUvifK5Y4AqFrgMcAnFU2nyACcU1HzkZwtTzFcti4s/BXNRrNnmqpkweOBQHGAM4ApXCxZaUlqVpAGAHNUTId3XipEkA5P4UXCxZ8/knvTo5iWzmqDSnrREzEnnii47EBlOaer1XzzT0PNQ4HCT5pGpBS4rN6ARsKjIqZhTCuam5JC2cVWcnNXHXiqsi1rTAgzzThUbDBp6muuxI8CnYoFOAqWAYpCvFSAUYpAQFaYVqdhTMVdwIHWo8YqwwqIjmqTAaDSg0mKcFp3ActPBxTOlGaVwJw1OHNQqakDUriJMCkJpu6kNJsQuaTNJRUOQh6nmpR0qAVIpqXMVyUVNGagBqVTWbmK5aSplqsjVOjClzjuTrT6jVqcGo5xj6UCmg08Gs3MYUUhNGaxlUAdSGjNNY1lKoAjYpD5ccTTTtsiXqfX2pQMnk4A6muW8Qaq11N5ERxCnHHet8JR9q+aWyHYk1bxRPNmGzPkwjgbeprEF5IX3NI5NRhC7Ac10mleHkCLNerknkR/wCNelWqxpRvIq4eH9ZeCbaZDjuprsbqUXNl5kZHTNYz6faPHs8hFA6FBgj6GiwlkiE9nKclPun1HY1GHxMazstGBHHcq0uxmBNWK5ieRorliDgg10dpN9ptY5h/EOfr3rizOlytVF1JWpJiuR1WTfqM6+qt+mK688DNcTMxk1du+Uf+tRlus2yrD0504+1V4STwei8VNCc2LVBDwjGvZkVHcQSGOQuvrTAeM8c0MMRqfU0uMIPpUPYGdfo6H+y4MnPy1c2U3T49lhAvogqfFfOz1m2ZWIdlGypsUbazsFiHZSeXk4qbFWbO2M84BHyjkmrhBzkoofLcjtdOecZAwD3PQVpQaVDHguS7fkKvqoVQFAAHYUV7dPDU4LY0UUhkcMcQAjRVx6CnnimySLGMk1W84yH0rfRFpNlkuO1N3E1GtOzQFh2aWmD3pSwHGetADqM1GXGfpUbzgc0rjsyxmkZwFzmqj3I5welQT3XRR3GaTkilBsvSTqg5PFVZL704HaqE0xkByfYCmEsWAU5x39ahzZqqaW5ZeU5UsTz0FSeYxGT27VRaTKja2SKcjGJN0rZc9B6VNyrFppCerYqPzck45Cnv3qrvD5GaQsCmAc560XDlLTTBnBppnABP+TVMShVIxz61EZD1BqWxpEz3DFySMEfpTA4UepqLPXmoyxqblWJzIW/CmM3yjFNGSaQtyPalcYp5HPWlZwQAOPWoiSWpuaBEjNnoaFfAqHdxjNKQQaAJHOcYp6OAvNQA5pQfmxTuA4seanhwFye9VOuTUkbEn8KAIM809DzUJbmpENayWh55ZWn4qNDmphXJMY3bTdtS4pCKyuIhZeKqTLV8iqs61vTeojPcfNQBUjrzTQK61LQkelSCmLUgHFQ2IcKKTNLSuA1hTMVIRxTcU1ICMjioWHNWSKikFWpARYoxS0U7iEopaKlyC4opwpBThS5hXFFLQBS4qHIVxpooNAFZSmK4opwpAKcBWEqjEPU1IpqNRUgrB1GBKrYqVXqAU4VPtZIC0slPWSqoNODU1WHcuB/eneZVQNTw1ac9yiyGpQagD04PWUmBMWpuaaGoLAAk9BWV23ZFGdrt/wDZbQxofnfiuSbIXJ6mr+rTm71AgH5V4qvBbm7v47dehPP0r6KEVRppdho2PDemhgLyZcgf6sH+ddJTI0WKNY0GFUYAp4rwK1Z1ZuTGkLVa5xHcRSAfeBQ/zqzVbUMC3VvRxWuDny1ogzlLps3ch962/Dcu+0ljP8D8fjWBKd1zKf8AaNa/hdv3t0vspr1swV6LZMTbnOyCRvRTXDQNnWBn0I/8drtdSbZYTH/ZxXD2LZ1hTju38jXJlsfdkyyaE/6K4qAcQmpYuLeT61HjMaj1avUkOIswwsY74NIBkge4FOueZ8Dsop9qu+6iX1cVlJ2jcGd3Cm2GNfRRTttSBccUba+f3JsR7aNpqXbVm3s2lG5vlX19aqFKU3aI7Fe2tmnk2jgDqfSteKKOBNqDHqe5oVViTZGMClCknmvXoUFSXmUkKX9BUTSkD3p0zBE5PWqpbI4NbtlpDHDSSZJqZFwPakGBQZVwRnJpFPUk3cUjShV9T2qBpsL8tRNNuO0D/wCvRcaiWhJkdaY0w696riQ5I79KicnOBwalyKUCw0+8YXvUDuBnLVCX+7j0pp5+XP1NZuRoo2HGTawOMgH86jDFl96ccYHp2qHJXIqWy0hxKqQBy1J5gxtHSoWb070oPFK4WBW2qR70FtzEk8CmMfnxSkZFFxgrZJHahnxkDgVFnacU1m+WlcLEvyqMt8xPao3PHPU/pTd+DTWP6UXEPB+WjGabG4YbR1FPBCj3pDEJIGKQYxzSknFNNACHpTR3NPP3aafSgRH8u4Meop2c8mmlRupelMBCe1LnBoxk01utAC561JDx1qDJp6Zz+FAFQnmpY2qJl5qSIc1vJ6HnFyM8VOtQRdKnWuGoxjxQRQKdXPzoGRkVDMvFWailHFXGpqIzpF5pm2p5BUddanoQNA5qQUyniplUSAQjBpRTiMikAqPaoQYpuKkxRtpe2QiPFRyLxVkrUbpkUvrCAp4op7Lg03Fae2JuGKXFHNLij2qFcBThSYpwzUuqguOFBpOaAKh1ewXDFOC0oFOArFyYhoFOApwWnAVDYDQMU4UuKXFTcBQaUGkxRipGO3Uu6mYpaLAPDU4PUdKKBkwanBqhFPU1LHcnVqhvpfKtJGz2pwNUNbk22ePWtcLHmrRQ0YEOWLyn61p+FoQ1xNcH+EbRWYp22re9bvhhdtgzf3nNexj5ONF26lm5mlzUeaXNfOjuSZqtqP8Ax5N7Mv8AOps1DfkC0b610YTWvH1G9jkmwbiXHTca0/Cpzc3R/wBkfzrKjOS7e5rU8LMIxezHooH9a93H60GvT8yUauuPs05uRyRXF6bk6ip9m/ka6y5a21Ox3Nq1tFu6ROu0qf61z4sJLCT7QJreVUBzskByDx0qcJQlShyvcdyCE/uGFPto/NngjHOWpkfEJq3pMkEOowy3LYjVSeneumRUSC6UC6nx/CwUVPpKb9Utl/281WkkErSSf89JiavaC0S6vEZJEULnqcVhW+BiZ22OacqliABkntQil2AUZJ6YrTtrdYFyeXPU15dCg6j8hkVvZBcNL/3zVomgmmF1HUivVhTjTVolJC07OKrNdRhio5qOeY7OuCaq5Si2MvJdzYB6VXWXH1pCcCozgd6zbN1HSxIZGY9TknAFTFNpK5zjv71UDAMDUjzF2wOAKLja7EknyJkHk8EVBk5z+tBzmg1LY0hoyDxSsc596D6ikINSyrEWTjr2p6AYpAuB9KcBUlDcd6ilGPxqwBx9KZIuVpAUXBB4pu/HNTuKikUAUDEU5was7cpmq8AycVaA2xgelJiKkq4quxyKsy85qswoAQdaUrQKceAfSgAAxjHFSYFMHIFOzkUAIRwKQ07tTD1oARumKa3SlbO33pq5ZBkc0CEPWkpTTTwaAHU00ZxTTQIPepIyAajpQcGgCN1pYxT2FIgwaJT0PPLUfSpRUcY4qZRXm1at3oNCiloxS4rmuDCo3HFSU1ulCbEUJhUNWph1quBXXGbsZsbinoKMU5BzSbAeF4oCc1Iq08JWfMBGEpQlShKdsqeYRDtqNlq0UpjJQpAZ8ic0zbVqVKi21upaGbIttLtqXZS7KOYCLbS7alCUuylzAQ7aXbUu2jbRcBgFOApwFKBUtgIBSgUuKdipuA3FKBS4p2KVwG4pcU7FGKLjG4pdtOxS4pXAZtpQtPApcUrjGBacBTgKUClcAFZmvf8AHsv1rVAqlrMW+xYj+Eg10YSVq0WUjmhzDit/w43/ABLyvo5rAUcEVteHn2tND64YV6+YRvRv2KZuA07NMpQa+eC4/NVtUn06O12S3jLJ3VApYfgSKnzXMeJCj3WdoLAAZr0MuinVbtsMhKWgiYQXLseweLH8iataZNDa6ZeRNMnnSfdUZ5GKykiRbN2IGSQAasadEg0i5uHQM4YKjHqOe1exXSlFKXdAZly3784pqEbuuKZK26cmtGDUZYrZIlVNvoVBB9+RVopjUYCE81YsjJcTxW8ax5b+JlzTRcSshbbFj02Af0rT0G4lluSzybY4FL7UAAOO1U3YEZMt3JDIwEcOVYjOwEfrVmC+vGQLGYlZ+PlgUk/pWfM5cMSOrE/nXc+FdB+yRR396n74jMMZ/h9z7/yqOZ2Glc2tDspLDTYUnJafb82f4far7MR3pVOBk9ajkJ65qEklZFpdCCeYrxnmqTuzMBzzT5x8+d2TT7IKZ8tztGandm6XKrkohFvGGflzVV33sSamuJTK5PbtVepbHFdWIx71HjLe1OYgCiL5jS0KEKmnKuMVMRxTCMVLKQ08A+9AGTS9RSHgVNxgwxx2oByPc0jNkfSmFsHipuMCRg/ShORmkPIIpV9qAHHrxTT1p+KZKcD3pDKrcMaRkyuaU8nP5U5kO2gCKJcPmp3Ydqgzt47UhfilcBJTjmqjHFWZHBX61WxuzQAq807HykZpuCp/CnA4oELkAe9CkbsU0n5iaYzY5oAmyM01qiEoJp26gAY4NIDzSOeaaDigQrHBpuc8kU5uRmo93ODTAcRgUw53UpJPHpTWyeaBClqVTk81GDxzSAkMcUxFkihV5qQihRzXmOo2ecyaIcVMBUcY4qYCueTKQAUYpcUuKi4DaRhxTsUhFMRUlWoNtW5RVfFbRehmxmKVRzTsU5F5qmxE0a8VIFojXipAKxbKQ0LTsU7FGKm47DdtNZeKkxSEU0waKcqVFtq1ItRba0TMmR7KNtS7aNtO4Ee2l21JijFK4Ee2k21LtpdtFwIdtG2pttG2jmCxGFpdtSbaXbSuFiMLRtqXbRtpXHYjxRipNtG2i4WI8U4CnhaULRcLF7TLFLhJJHBYJwFBxuNV7m6iUGP7KkYHXj5h+Nammgx2SsOCzE/0/pRdta3A23kAb/aHBFfRYSjCNNXje6Ka00MUKSwA5z096sT2b2wHmMm7GSoPIq5HaWhkRre6xtI+V+vHvVy4LFf31r9oQdCnJFclPL17yn8gS0MGmTRiaF4z/EMVovHp7tgTvbv/AHZlx/OmnTpSMxPHKv8AstXHLB16TvYZwMilJWUj5hwRV/TJPKnSQduD9KseINKuYbgXAt5NrfewpODWZBIY3BHUdRXvRtWp2ktxs6/IIyOQaM1TsLgSQgZ47e3tVrNfNVqMqM3CRI7NcjrDl79uf4jXVk4U/SuMuW8y8Zq9HLI/FIpCzkraqv41r6NYfadHWKSQxxu+d6ruxj1HpWPeH9yAPSur0RNumQIASSM4AzXXjKrpRTj3G9jlNQ02O3mYw3kNwoOPlyD+RFVipVYwRzzV7xDAPtsjZZWzjBUcf1qhEhWFGJzknFdEXdJjvdFuP/j3b61c0iQRLeknGbdgPzFVIOYD9a2PC+jNqd6zygi1iP7z/aP93/GqkOOpf8K+HldU1O/X92PmhjP8X+0fb0rq45hMxc9P4arazc+RabUwvYAdhVa3uQln5hPOOKwctTpjD3S9c3yQnaDlqqG6eU8mshp2kYuxzk1dgcFRWbk2bqEY7FotkUyKfY0qjqcCjcNtV04kLUuYdrl7OFFRt0qNnOBQGLDFFybWBzxU0K7Y8molGTUuTtpXB6jw3NNPpTMml3fNSuFhSNtNJzSM2TgUAHNIoQe9RkZzmpz1P1qFjzgUDQ0nBpyDL/rSBOcmnA46UgJlGVNV587sUByjHJ6044Y7sdKLgtCNYsLk80h96k
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" alt="Как выбрать дренажные насосы для откачки воды" title="Как выбрать дренажные насосы для откачки воды" /></p>
<p>Процесс осушения подвальных помещений, колодцев и прудов требует использования надежного механизма. Перед его приобретением основное внимание следует уделить производительности устройства, указанной в литрах в час. Эта цифра дает понимание о том, насколько быстро агрегат сможет справиться с задачей.</p>
<p>Материал, из которого изготовлен аппарат, влияет на срок его службы и устойчивость к коррозии. Нержавеющая сталь или пластик высокой плотности обычно являются предпочтительным выбором благодаря их долговечности и способности сопротивляться агрессивной среде. Также важным аспектом является тип используемого вала. Например, керамический вал обеспечивает дополнительную защиту от износа и повреждений.</p>
<p>Для максимальной эффективности обратите внимание на максимальную высоту подъема жидкости, которую может обеспечить механизм. Это значение должно превышать высоту, на которую необходимо поднимать жидкость от начальной точки до точки выхода. Зачастую идеальным вариантом будет устройство с возможностью регулировки производительности, позволяя адаптировать мощность под конкретные условия работы.</p>
<p>Не стоит игнорировать такой параметр, как система фильтрации. Эффективная защита от мелких частиц и камней способствует предотвращению засорения и износа внутренних частей аппарата. <strong>Выбор оборудования с легко очищаемым или заменяемым фильтром</strong> значительно упростит обслуживание и продлит срок его службы.</p>
<p>Кабель оборудования должен быть достаточной длины для удобства размещения механизма относительно источника питания, что обеспечивает дополнительную безопасность при эксплуатации. <em>Производители часто указывают минимально допустимые значения температуры эксплуатации,</em> что критично для работы на открытом воздухе в холодное время года.</p>
<h2>Оценка условий работы насоса: от типа загрязнений до глубины воды</h2>
<p>Глубина воды является следующим критическим параметром. Для мелких водоемов достаточно устройств с плавающим тросом, тогда как для глубоких колодцев или погружения на существенную глубину необходимо выбрать агрегаты с увеличенной мощностью и дополнительными опциями для защиты от влаги.</p>
<p>Устойчивость оборудования к агрессивным средам, таким как морская вода или кислотные растворы, зависит от материалов, из которых изготовлены корпус и внутренние элементы устройства. Нержавеющая сталь или высокопрочные пластики обеспечивают долговечность и эффективность работы в таких условиях.</p>
<table>
<tr>
<th>Тип загрязнений</th>
<th>Рекомендованная модель</th>
</tr>
<tr>
<td>Чистая вода</td>
<td>Модель с открытым рабочим колесом</td>
</tr>
<tr>
<td>Твердые частицы</td>
<td>Модель с полужестким рабочим колесом</td>
</tr>
<tr>
<td>Волокнистые примеси</td>
<td>Модель с режущим механизмом</td>
</tr>
<tr>
<td>Морская вода</td>
<td>Нержавеющая сталь</td>
</tr>
</table>
<p>Анализ этих параметров позволяет предотвратить преждевременный износ оборудования и обеспечить его бесперебойную работу в оптимальных условиях. При выборе учитывайте специфику региональных условий и потенциальные особенности эксплуатационной среды.</p>
<h2>Сравнение типов дренажных насосов: погружные против поверхностных</h2>
<p><img decoding="async" 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
BdiPTPFbuBkmZ8h5pE5NXsKeoB/CpY1T+6v5UuUdy3o/HSrmslvseCOKjsjtI2gD6Crl4sjwD5sqOtQ4Fcxzlgnm3iqT1Facri1GQM0+2v5NPYLFHEV3ZYGMHP41NriRCRbiH/AFFwu9R6HuKiURxZnSXxkXA4xVizvgrYY8VmAKT6U0thuDUWLudV9uXaMNxikTUVjOQ2frXKm5dRjdUfnse5osB18moxTjacZqAQwMpJA5rmop2Vs1oLdnYOcUmgTuF1YsJC8Skr3qOKRrYnORWxa3sLwgMQSae9tFKN3Bz2pXGVYr4yLwTipJblPJYHk4ojijjbZx9KfJFAB25pDOfMirKccA1aivjH92rk+mxSrlRg1U/sqQduKu6ZNmTR3jTZBqtdowYENx6UsVs6S4bilvIJMZU5pdR9CmygjmoiOeKfiQgjaaIYyX+YGrIA9Kbg1O6qKY5GKAI9+01YiYkZqmRl6uxMojx3oY0WobgAYOKnW5QryRmszq3Wl4qLFF+OSJZC2MCr0c0ci8EGsMcd6VJ2TO04osA+IndVjfu4qrGeMinGTaM5pDL8c4iXpVW9ufNjK54qsZyxx1qMqzGmkS2UmjO7irlt+7FSLAAMmoz1q73JsXEmLnFPdVxVaEgN1qeQ7gKnYrchMYL1J9nXFRgENT2ZgaGwSEMJHFTWBMFyCO9N80EYpVkEciuBnFTcqx1KxedGGxg1SnbymKsOe1WLC7LxKQM1HflX+bHNJiM2WVyxOCBVaWYE471fZlK8jFQmzV/mUUDKZQgbjU6TARENjpT7mJ1iOF+tZjMwjYGnuIryuhnJBp24Y4qiVYyHHrVlFIStCBsgyaROKlWMt2pDERTAcjYNW7UMzGQngcL9aqxRGRwq85PUVpKoUBR0AxWlON3dkTlZCn2pKWkPJroMRrEIhY9qh02A3N/FGehbJ+lLdthAv941qeGbf/W3LD/ZXP61E2XE3D14FNPrTyQep/WmGRB1dfzrDUsTvQB70xpowP8AWLUbXEQGfMGKLMdyfPYVhanayz6iCjxhWUcu2MVpG5j7NWferNcyxvBE8gUEHaKuMU3ZkVJNRvEYNI/vX1v/AMBOf54pW0UsnyXaE/8AAQP/AEKlEU/8UEo/4AacIpOuxh9Qa39lA894mr1RAdMnhATcCcdiD/I1Sk0K4Z8ktz6L/wDXrYHmDqDS73XrkU+SIvbzM230CeNgxYn6LzWxp+mvao2Bc/McnEI/xqMTSDoWFO+1zoflkcfjQ6aZSxEl1I9Z0s3QhIM67cj5o8Vlf2Ew6SP/AN8VurqVyP8Als5/GpP7QmYcvmkoJB7dy6mPb6Q6tgy4/wCAGr0OiW0ius14w3DtCcVcXUZl6P8ApT11W4HR/wBKThcuNdrdmefDluB8t8p9zEwoHh7Ayt7AR7hhWn/bFz/fU/Vad/bFx32H/gNZ+yNfrJky+HHdRtvrYHHTPWqy+GLhCrfaImHoD/8AXrfGrykcxxH/AIDThqz94Yj/AMBp8jSsL267mVJ4enkZn89NxOQmP65pH0C8gh3xtHL/ALCn5q2P7XbGPJi/KlGsHvBH+FT7K5osQu5gy6NdMmTaPn2wapyaLfnGLKb8FrrBq6/8+6/macurRjn7MM/71L2TH7dHGy6PqOPlsLn/AL9mozpGoqM/YLr/AL9Gu6XWY8Y8jg9t1VjcWbHPkTLn+7Ow/rR7Nj9tHucgNO1DHNhcj/tkacLO/Qg/YbnP/XM11TSWjnhr1f8AduDUFxCXiZrTU7uJx0Erlhn6il7NlKrEws3yr/x5XH/fs1TnWdm+eCZT7oafc61q9nIY5ppVcHAHmE59x7VPaeI9QE6rJdyEDlgGz+FTyamnPoUTbzMPlhc/8BNSRWzKvzQvn/dNdH/wk8rH7wpp8RS5zuq/ZEe0Mqyi3SpGY22s2DlTWhrk5ldURWCrhQMVIPEUn96l/wCEilx979KuEOUmUuY510Y8cjIJ5FQmNsZ/2c10j655n31RvqoqBtRtn+9BGfwquVsSkYgicEjHIXcaljiYso4G5d34Vpm5szyYV96VrxI4TIkaxqRxmpasNO5DYjc0WcjzASK1UNvNAEz/AKxSQfpWB/wkU8T/ALu6ZcdgMip4NZW4lhecINjcPGu3r6gVk2XYdPbZPDDB6VId8mlC3lGRG+5D6A9ariR1hRWBztkH5HIq8pD6dPkdjSb0GjHmtgq7kNVCDmtG2IdNrGoLm38o7h0NZXNCjKnGaj6VOxyOahbBPFUiQDCp1JKVVIpySEcUwJt7RtkHFatnqGcKxrJJ3ikAKngmpaGjqmCSxblIzWNM0gl2sTgUy0vXjG0nNTiRJXJ6k1GqLEW7kixg5FW01MFcEc1nzDD9MZqPocinYm5ZmnLSblpy3BPD81Go3jHemSIV6ik0MuI0AOWAolMEh+XGazXfjANEG7dzQ7mcixPCgTdWW7lWIHStZthQg1mToFc4q4CGJJk0/ec8VWJIbipUb1qmUiwretSKwqvyaeoqSiUtmmE09E3UrRntSGMjYkcU51OO9ImFFWodrj5qNhIpopJ6VZEL7QRU/lKORT1chcEUXAq7XA5prKpFXsrIuKrzQ7OlFwKyja1WSciqZzuqcbguaGCEclakj+ccim7w64NTQACkxleSJlOaFJ6ZrS2qy8is65Qq/FJDZs6TdLCQr/dPerV7OrMCornbe4MbBX6ZroLZFuIQB1psRFJt8vIFMimKsBjirhtzCm0iqZX58gcDrUgWpp4zD0HSucvmwWOOK2JJI87Tj6U+SxjmgLfKaa0BnICTDVOJDir0mnwhzyKkS1jwAMVpcmxTikHet3SrKGOEX93tYf8ALKInOT6mq8mnoqZwKgiBWUqCcfWnBpsmWxsSalPIpQunln+HYMVXMoJ6J+CioAfQmpK6FNIy5RS4z0T8qTcP7qflRgDsPypMDPT9KPaByCOkbnLRpxULXZgXZEQF64zxVu3QNcxhlUqTyCK2bqxtvs5ItYs467aTmhqJy/8AaE2eqn8KFvZFbJQMD1wKqXiFJGAAGPSqoYg9T+dK6HY6OCYOOVX24qwHAHAUfhXNws2RhjVoF+m4/nRzBym35oH8S05bp0HyTFfocVhfN6mk69zRzi5TeN4563Df99U03IPWb9axKXpRzhyI2PtUY6yD86immgkjYGQcjrWbgduvakfGKOdg4I0dPu2YbSQWjOCfWtjW0TyoJEULuXniua0rPmzfUfyro7877GDJzxW6d7M86atzIx84OakDGojwaqXEt2t2qxAiLAxgdfrWjZyU43ZohjRuIqKVnEbmIAybeB71X0+S5ZH+0En03DFK5dvdvcvBjTt+Kzr17tZo/s5IjxztGeavAkoN3DYGfrQU1ZLUeJPenCU1FThiglNkgl46U4P7CoqUUF3JhIPSn7we1QinDpSKTJd6+lOEiZ5WosClGKRSZOHixytTxLB1KcGqOe4qSKbDDrSZakVNb0kTAYxvHMUh/ka44B4JmWQFXU4IPavSvlnh2OOD+nvXNa9pBly8Y/0iMdv+Wi/41m1fU3hPldnsYSznHWn+cT3qirEU4SGp5josXPNNHmmqokFL5lPmCxZ840ecfeq/mCl3ijmFYu2uJ5grZ2L8zf4VT1G8e4lKBv3anHHQ/wD1qsQv5VjPKOp4B/z9ayqzk7loKdG7RuGX8vWm0VIzbguGmiUj5gqMF+hrVjkH2CXjgg1ztg52kA9D/OujAAsZ8+9JjMiNGLjbmrzRb48MaqRvtwRUnntkc1k0aGfewvAx7iqytmte8Ini96xnUq2KtEMkPApoxmkXJ4qcQ5XimBHnA4pBITxVhbZitMS2IbmkBGpO6rayAAHNVpF2HFIrFTQMutJvFM3kcU1GyKUjJpDJ45gmM1oKYZ4eaxXBx6UkMrxtgHik43C5YuItsuPSpoowE3Goy4YZ71BJcsPlFLcTFnb5+DULLkZpVOTk0x37CrQiMJuarCxcVFGcNzVkPxQ2CQ0JgUIvandaTOO1IY9SVp2+mZzTtuRRYdyNDuHFWrdCaqW6ktir6EoKTYJEyrzyaHKgYzUZkzzUTNz1qRih9jVMZA4warkZ5phyvSmJk+xAajeQKCKRXJFQT8GmA4FeoqzCuRnNZ24kjFWY7gxrQ0CZdaQoMVVMpkkxjNN8/wAxgDWnp0ETPnApWsG5U8uM4DDB9TW3pZSKMfMKgvrZCuVAFZZlkiPD007gdJcuZFwnNZN1JNECGjIHrUFtqEkMgJO8fWt+G8tr2BlZecdDQBx087lzzVmC/mSIpuyKbfwJHeMifdzxT4rdGxnvTYir5jvIcnrU8JcMMGpXtBGdwNIoPbqKQF+aRjbYY9qzYpNsm5jU7s8se1etVdrRP8w69RTjoEtS558Z6yKPxqRZIz0kX86ppH58qRRgFnYKN3rUb2riB5io8uNmVue69f51dyDSLrnhh+dN3jPUfnWIkiSSKiZLMQoGOpNTy2txC5V4mBHWncDatZB9pj9MiumlXdbnGCMeted7Jf7j0ha4xgNN9Mmi4FjUxi4cGqIJzSFJCfuOSfY0xw6MysGVl4YHqKALkLkEVaDGscMw7ml3t/eamBrbsil981kbz/eNG8/3j+dAGvwehpfy4rG8w/3j+dLvP940CubOfekZvl5PHvWQCx6FjThHMxACvTsxOSW7NrSh+9m57iug1AlLKBc9s4FYem25t4gDy55at7U0ItLck9VxXStEjzJS5nJoxz1oz70d6XvWpwABS9aPpS596RSAcdKWiigoUdKUGk6Uo6UikKDThTRSigpDxTgajzTqRSZJmlBpmaM80FXJetN+6aQNzT8UiieCbb361ZliW6iAXh15Bz0rO6HirEEpQ9eD1pNGkZX0Zy+v6b5bNdxLjn96o7H1rCFejXsCyx+Yqg5GGX1rh9VsDZT/AC5ML8qfT2rKUeqOmlP7LKVFFFZm4tGaSimBcZs6Wy/7VUKuQfPBJH+IqnUjCiiikMuaeuRIewK10BcfYZuvO6sa1j8uyUkfM53H6dq0d5FlID70mBSR6Tec0wUqnmoNB6sc1UuMB6ss+BVGVizU4ikOQ5YVeiZQnPWs6L71WQDTaEiy84UYFME1QiJiadt2kVI7iSAucgZpnlnuDV+2AYc8U6ZFAouFipGhApxyelR+ZtbFKZOc0AKVOaXaB1pDJmkZt1ACthSOad5asue9RopZwCasvGFA5oArlcGlRFJ5qXyw1R+WQ1FwGTR5+7UcYYtjFWc44xT4mVDnHNAtiPBjHzUBlIzUkn708DFQyoUHFIaHL83AqSMdc1WhkwcGpmPcHFMBbYgnNWGJNZKTlelWFuiR1pNDTLwHFR55qOObIwaVeWpWHcfuyaWQgJS7QBnNQyt2poTJIOQabNHnrSRMVp0jhqAKpAB4pGzSvw1MLVRILnd1q/Z3vkSAnmsxnx0pUfNDQ0zo5b1Zo/lNZExcyZ3VCshWpVkD8HrUpWGwilZX55q4l0YzkcVRXKtyOKez8cCna4E8rCRww6mrVsFDhZKzEcg5q2syyRnPBpMDTngUj5WrNkDQv7VpaLsmLCQ9OmaTULdPOKp09qQzMW6EbggVJLMs4GKiltsNhhio3jMY4NUSXbOB4762f+HzF/nT3GdGu/8ArtP/AEpum3DtPBE4/wCWi8/iKfIMaTej/pvP/SqjsSzBs/8Aj+t/+ui/zFdTqKZupOf4jXK2n/H5B/10X+YrrL4Zu5P941YjmtY3R3aBWIynY4q5oZ82xuN/LpIpBPJwRUt9YRXciu8rKwXHGKdY2cdkkgSRn39c+1AEoUCeLH98fzFUtQQNqeqE9fMP/oVXl5nj/wB8fzFVbwj+09Uz/wA9D/6FSYIQ26DIx2qtLAATgVekIDn6Cq8p9qQGfJGAOlV2XFXZKrSDrVCK4pwFJT1HNUkQy3apk1qwRgAGqFovStSIcV0wWh5mJm72LMI5BrX1dcWtvjptrJiIGM1s6zj7NCAR06fhQ90Kn8DMA9aMUp6mitDjFHpSiminUikLRSUtBQuaBSUtAxRSjpSDpSjpSKHCl/GmilpFDh1p1NooGh4NOB5pgpc0FIkIoFIDmikWWIZWVuDxVLU7KO4iZGA2v0I/hPrU+aU5IIPQ0rFXOGmtZIJnicfMp/OmiI102p2fnIJFHzp+o9KxnTYMtWMlZnZTnzop+UaTy6nMsYpplU9DU3RpZjIyY3DD8RRcwZPmRjIPUCnbs+lPi3jhenpUspJlHFXLSyedgzjbEOpPersMDuc7FHuauPAwh+ZvwA60rlDWRWOCMhhhQD+tWPLH2aZGhZcKSGLAVmLAWmCjYCT1PApjoyysshBKHHByKTYIBGaUKRT0YYp2MisyyF04qNbYP1qQ5DU3LKeM1QiJ4PJalRgaWRyw5qNBigRa3cYFNzzyKYpNPJpDJY22nilkJcVEHGOaRZcnFAyrMMNTlGRU0yAjNRoABTJHLijPNBA6igAmkMep2tmpSxbvUaL61KiDNACoSKR8jmhiAetPXBXmgZA0nHSo1bJq15atwKiePb1oFYergChpFIw1QcgZzUTuScUWAJF+fK1MhwvzVHEwHBq4tlczKGjhYr60MRiU9WINIVZeopyirJLsONme9O34NVopCDg9KkcnIxUl3LatletNK55psWVXJqeMhhSC4wLupkqhBwamkwF4qqck880AQNuJ6Uwk5q6se9eap3C7GIFWSRHOafEcdajyaFJzQItZzQODmmKafjIqSyxE4YYIqQqO1VIztNWlcbfekMUx5OKZ5e1sipByuQaXdzzQA6GaSE5Q4zVmG6YuCx571AI/l3DFMfI6Uhm5PDHcQZHXFZN1D5S9c0wXssMeM1Tku3lyWNCEXdOm3X9uoH/LRf51bl/5Bl9/18T/ANKydNk/4mtrj/nqv8615v8AkHX4/wCnif8AlWiIe5z1rzdw/wC+v860Z/EDtcyFrZfvHo3vWdbHFzD/AL4/nST2V0s0gNtKPmP8PvTEbX261dUIlUcdwabLfW0EQkEgk7FV61KunRxQRBJpF3LnHBxVPUYPs1oZFl3EnGGQUxE9leR3Uw2BhtZc5+tNu+dS1E+sh/nVPQcGd/qn86uXXGoX/wDvn/0KgaHy/fNV5OlWJfvnFV3pAVnqtJ0qzJVeTpTEQDrUsY5qIVYjFaRRnIvWo6VpR9Kz7YdK0U6V0x2PJxD94sQ9RWvrHFvB9Kx4a1dWJ8i3z2Spe5VP+GzFPWlpD1NLWhyCilpB1pRSKQClpBS0FBSikpR0oGLSikpaRQtKKSloKFpaSikMdmlHWm0tAyQUvFNHWnCkWhfpS9qQdaCKBjGGTzWLqenFt0kbAc9K2zUE0SzRsjdD+lKSuiqc+SRyLwSqfuE49qQRS/3G/Kr8geKVkbIYHBqWN27muCU3E9yFCMldMzlil/ut+VSpFJ6Ef8BNa8btjrVhGb1rF4hrobrBq25nQQMRzMy/8ANWWgk28TSN9I60YJXVsg1dW9nUcMB/wEVH1ruiHhrdTF0vSp7+9Ea7eOSZV4pl74b1a1EsskAZFySyMDx6461sPPIX8wOQ3qOKgu7mZoZS0zn5DnLGhYlN2sS8M1rc5dG5q1GOKqRsDjNWhIAK6WYCMcHpTOAeaR5QTTGJPSgQ6cKV4NVFbB60+VyFxVcNzVCLitxQWPemRZapRETSGNIGKQ/KMgU7yzQwwMEUgE3llxUI3ZxU8S/NUrRDGRRcCBRgU8c9Kljt91XIbRaqwrlAZIxTlDqavvAkZ5qMlc0mgKXlu7ZNWFXC4qQjHSmbtpqShY1KnNMmUueKk8wUjOo5BoAiWE45pptiScc1IWYjIpsVwyNyKLiZF9nMbAt2rqdP1W0S1UM2CO2KxiiXEZPAqKO1GCN1LmvoTcrXEcbCnWtpGDljUM+4dKbHIzcE1SuEkTXUCI+U6UxSveo3kIbBNN3Zp2BFiWVduBUcc2DTGBIqFeHxQMvO4cdaYWKDmkwBzRI/GOtIbFE2eBUE0bMaEOHqV2OeKZJUeMqKRSBU7EscGoXTBqkFgL+lSI2aiI4oXINKwJlgdc07dmog1OVuaRRPHKVGKlDBl96qU7eQOKQFgTFARUZuCTVcsSaM4osMsSPvTmq5OOBQX4oUEtxTETadkanan/pqv863JubLUMf8/Ev8qyLI/wCn2
+R/y0X+da8p/wBC1Ef9PEv8qpEs523/AOPiL/eH866u+4u5OTyxrlIf9fH/ALw/nXWagP8ASpPqaoRWZ+FHcU3OQBSHpSUxDhgSRkKOXHQe9Urv/j/vv+ujf+hVcUfPH/vj+dU7r/j/AL72kb+dJjJJPvfhVd6nkPNV5DQBXkqs9WZKrP0piIlqzGKrLVqMVpEykXbbtWin3az7ftWgnSuhHk1/iLMOBitHVWJhh5/grOhrQ1QDyYSP7uKT3Lh8DMjvS0netLS7HzSl1LjyUkAIPf8A+tVN2Rzwg5ysikIpMKfLfDdOOtLJFJFjzI2TPTcMV1KieeYTxCNIwMR7xk+5AplzG8oMV8+In4Vo+AD75rL2h2/VrI5eirl/YNZ3CojeYsn3CO/tVv8AsaGIKt1erHK/RavnRgqUm7GTRVqbT5Yb5LViCXIAYdCPWrGqaX9giWRJC6lsEkdKXMgVKT6GdSith9Is4RH514yGT7oI60sWiL9oljlmIVVDKyjqD/8Aqpc6NFQmY9LWnJpcMlu01lc+ds+8uOamn07TrYJ59xIpdcj3o50NUZGPS1rw6VbXVtLJbSOSCQhPtVV7NF0pbjDCUybCM8Dt0pc6H7KSKVKK25NJtYrZZJC4KgGTDZ/SsaTZ5jeWTsz8ufSmpXFKDjuAp4pgpRVCQ8H6UUgpTSKGNTDT2ph570yGUb+3BHngfMvDe49azj1rewGBDDKngisa4iMUrIecdD6iuLEQs7ns5fW5o8j3QyOQocir8TBlBFZ+Kt2Z4IrgqLQ9iD6F6Kraxk27S7lAHbvVSOr4QfYC23nPJzXNa7FN2IJRg4BzxVW8O22lP+zVudQrAD0FUNQ/485PcUoL3hP4WYDLk8U4BqXoeKs2qBm+avUbsjy3oVmjIHNNHANaV4iiPIrOPSiLugWpAwDGkRFJ5pzAjmpIEDHNVcRJGAo4FSgE09Y1A5qZUXGRSuUEUOeSKWW2XbwKtW+MUspwOBSAx2QxnOKRpDjAq9IgdTnrVFoir+1AEsDOOccVOLvBxTRMEh27eargBjmhSuSizJK0lRZINCcU4sKCrDWlIqN3LCnk56U3B9KAIjk05UZu9KAc9KlU7aAJI0wvNMZFNBkJ4FIquDyKAHx/KMZxS7yOhqJsk0dKLIQCJn5A4qN4THzir6yIMYNSzRo8BI60XsMxDHvfpUogOQMU5DskOasNOuOgqrisRmLanNZ8vD8VekmyKqlPMahAxqPuHWrEKKetCW6J1qVAmOKQIbJGpGQKrnPpVp3xwKicqR0oAqk5ajaXbFOIAbJpc7eRVCHiAKKZJHxmnIxY9akPK80gKPINSKaZLw1SQLuHNMQu/tSnkcVKIUY8GmPHsOAc1JREMg4pVP71Qw4zVu3sZZTlSDV9dEmlXcMZoYivd21qLdXQ/N7VWtUUnNSzaddI4R4yR7VK1u8EY3Iyk+opJWGWoY4/MicAZDLj86ll/wCPXUv+vmX+VULSRvPiUngyL/Or0v8Ax76l/wBfEn8quOxLOfh/10f+8P511moDNzJ/vVycPMsf+8K2rnXbVrmTKyqQ56r71YiUggc5pMEEVTWzuB82WYMcgrJjg+1PQPbHfM7qnTLsCtMRcA+dP94fzqndf8f15x/y0b+dWY5YpHTy5VfDDO05xzVS6Ob68/3z/OkxjnOWIqFyakbrUTmgCvJVd+lWH5qvJTERp1q1HVVKtx9K1iYyLlv2rQTgVQt+1X16Vutjyq/xFiMgYxWlqZJs4N3pWWlaeoHNpCMg4FJ7lU/gZkd63NGaRtNuI9m+M5AC8kEj0rD71Zsr6eyctCwweqkcGnNXRnRmozuzrrVxJbRsvHygEeh7io9QKizkUjJYYUdye1UY7y1kHnte+UzD5lj+Xn6dzTV1G0hV7gytPKf9WrHJUf0rn5Wep7WNhNT8qG6sZ93ylsle3bnHalv7Zjq3nSWr3MLoAAnY1hzTyTsGlYsQMD2FTR6jeRReWlw4UcD2rTkZye3i27nQLYRR6nDKkexUjLNk55pHSK8s7qFLlZ2JLgD+H0rA/tC88vZ9ofbjGM1FBPLbktDIyE8HaaXIyvrEeiOivbmK3js/PtllLADLfw9Ksqjf2lPySHhXA9OvFctLcTT482Vn29MnpTvtlznd9okzjGc9qPZsf1hXNnT7eXTYLme6wilcAZ61euWvQkJtYY3BX5i/auWkmll/1kjv/vNmnfaJ8Y86Tj/aNHs2CrpKxvb7iz02aWRQsom3kL07VaeKO7t4WiH7tpBIf51hraPLZec08hLKXxyV4OME+tSPYGORI/NnVQCWb+EYGePepsu5qpvsaq3FpcXVxCsjmR1KsD93j0rm2Uo7IeqnFXfscIRbgyS+TJtC4HzZJ71AtqzXMkIdR5ZILE+9VGyMqjcuhCKcKsjT5QSrvGr84UnlsdcUqWLmRkLqNrbScE9s1XMiOSRWFFXv7McBv3oLA8Daf19Ke2mLHzJMdvThec5xS5kV7ORmtTDWmdPjVC5lZwgJfbj8qrX0EVukewuWf5sk9B2H1pqVyZQaRT71Wv4t8YkA5Tg/SrJpOCCD0PBpVI80bDw9V0qikY+2rVsu0Z9aQwlHKN2NTIMdK8Wo7aH10NUpFiLrWiv/ACD/AFBPSs2PrWhGSbIjjkjBA5/OsF1ImV5yTIcjB9M1Q1H/AI85KvzMQWXA5PWqV+M2kv0oh8SCXwswwRnmr0YXYCCKz3wKkjm28E8V6EldHlSLF2xK4qlsOc1fXbJjnimXEaoODSi7aCTKvBTB60Q/e4qVYgwpETY/StBomIyKmiHyVGnXBqXIAwKRQsZIbANTkHFRRjHNI0x3YpDEkzVaZgKmkZiM4qjMSzUxMl8xdtRlwOlMzxTT1ppWJJfNpVkB61FTgBQMlU88VLkdKhjPOKeWweaQxdozmnFSRnHFRhsuADWvHCggBbFJuxLdilbw7jnFTSlEXGKc7oqEIRVRixb5jmiLuF7jG5JNMZTUnSnLgiqGNe1eIAkHFOEoVMdKvXUwZgMVRljB6UhkMiq/I61EFOcZpzIwFRqGLetMQyRRu61PCYx1xTJoSRwaqndGeTTEaDhG71GybeVNQLJ8vNKJPekMlKsaXyjtzVb7Qytip43eQ8AmgCCZWzUJY9K0JIpDxsP5UxrCTAbHFNMVitGSByakL54FJdW8kIzg4qtGTupgWPIMhzVhYtiYxT7clFG4cVaWaIkAjikMrQoCae8UanJFWZTAnzR4zVFpd7E1IyxDMYWyp4rVtNWCja/WsRME9ac4HbrQB0rTYi804PeqV7Ot/bfIvNZ0d4wiMZbPFLYSyRzFiMqeooArRK6XUQYYO8fzrSm5ttS/6+JP/QaluHtptjIAJFYfzqGY/udSA/5+H/8AQauOxMjn4P8AXR/7wqC5GLiYY/jbt71NFxIn1FdTeBDcPlFPP90VZJXU/u0x/dH8qp6uc6e3+8KuZJFNlhjnj8uVcqe1AGXoIHnScd0/nVm6P+nXn++f51Yt7WG2lBhXbuZcjPXmqt1/x+3nP8Z/nQA5zxUL9KexqJjQIheoH6VM9Qv0piI0q3H0FVUxxlc1bRUx0/WtomUy5b9avr0rPt0XIxmr6LgdTW6PKr7k6ckdq0r9s2sOMYI/OsxFbIw361YmWZY1V2OO2aTCDtFlQ9aKdtyeWFLsH98VRhYaPU0ZzxTtg/56D8qNi/3/ANKWg7MTNLmjy1/v/pS+Wv8Af/SgdmIDSilEa/8APQ/lS7F/vt+VA7MSlFGxP77UuxP770irMKKNif3npwRP7z/nQVZl2PUAkCr5bl1jKY3fIQe5HrSrqEcQxDAwR2JkDPnPGOPSqXlx+r/nR5cfo351HKjVVJlwagmwRGDMKbdiluQR3zTIb1o5pZGQMZeuDjHOeCKr+XH6N+dAji/un86fKg55GgupK82+aJRw2GGcrkU0apIOkcYJ+8cH5uMVUCQ/3D+dO8uA/wAFLlRXPNlhtTmOSFjViMBlXkUyTUJZBgsoHU4AGT61H5cH9wUhSIdEFFkHNPuPOoTnH74jBzxgZqCSYyNl3LH1JpxCDoBSHHYCmkQ22R5FJn2p+TmkJb1pkWIZ4yNkmDzwaYtTkbo2U5PGR+FQqK8fFw5Zn1GXVfaUdehKlaxithp+7jfWSgqYZ6dq41LlOuauI1Vb7/j0lx/dqyxqveY+zyfSlT3FL4Tn2UkUhQ1YcbeoppAIzXqHltDAXHQ07czD5jmmBucChmpWJLKBguR0ok4GTTLeYkbaZclg3XigEShyelO3E9aigmAGDUrOGoLLELHFSFAecVBAwzzViRwF4pDI3YbcVQlGGNWmzjNVZclqaEyE8NT9uRkUki5waYHK8VRI7+Kpk2jqKhXk1YABAFIY4bc8UeVvPXFKE2jNG444pAxksXlkFTzU8cs0kO30qq+48k1La3BQ7TQybEStIsuCavIMjLdagYq0m6lNyA2BzSAdNyOOKrh8DrU0zhk49KqqeOaaA0JXVWzmmPOMdKjkYZpmVKY70yhd++msRH8wpI0ds4FDI/Q0CIHmLNRtV8E042sp5C1HteM4INOwEpiVlwKqvGyvtqwJgKUSBzmgBkdrnlulX45FjUBRVVmLDApFcqeaTGjZhuVI+ZartcKxZc9e1UzM2PlpkcojlEjDODSGaK+W0e2Tn+dQT6ZC43RHDDtUrFbx1MK/MKllgcYYcEDmi9gM0o8Y2v2qAsQeK0LhAw+aqrIqjimIiEnNSYUjNEcW/JpNgB60DHoBjIpxcbKRDximSEcipGV8nfkGrtrdmEEmqB+U0NKQuKdrivY0Y5FkuFfPVhgfjV18mDUSR/y3f/0GsS1lLXEQ6DcP51tSEGLUR/03b/0E1aRD1MCP76fUV093kTOPeuYj++n1FdTdjNy/PGasRWo7elUhdT7mDeWMMRhgR+tTQXDu+1lTBHVXz+lAiwDh0/3h/Os+6z9tuv8AfP8AOr4PzoP9ofzrPuT/AKbd/wC+f50DButQtUrHmomoERPUL9KmaoX6UxDI+1W06VTTtVxOlbQMpl2361fU1Qt6vL0rdbHk1viJkOTWjqDFraLjoKzY+taF8cW8I64FS9yqfwszD1pc0h60VZzCg07NMpRSHcdmjNJQaB3FBpQaQUooGmLSg8U2lFBdx2aXNNpaQ0x2aXNMpaRQ7OaUGmil70DuOzSiminA0DFopKWgYhpKWm0CA03tS9qTtTJEBIPFYDXV7HIyGRcqcVvjqK56+AXUGAGBvJrnrQUtWd2DqSi2kyxFdXbD/XR/iwFSm4usf8fMS/8AAwayhymMfx05sYf/AHhXN7KHY9H20+5pLc3UUyvJMsiqclT0NX7rVbS5sCj2jRSg/IUb5QfeqFhaLfXghZyilSSQMngZqtIf3Iz0Bo5IroL2kn1HSNvTIquCc1LGw24qMr83FSMj3DzKmkQMAR6VXkQg5FOWTjBNUSIpKNwak3FxzTGA65pUIzigCPlXqVZKe0Xy5NV2BU8UAW0k96k8wnvVESEVKJvlpWKuWGcmoieQabvJGajZiTSsDJm5WocZNOLEJTFPNNEkyjFSg4qIGlDc0DJiSRUPzBqeGpC3FFgAnIpoG00gY7qceaYgMlMZsnOKZJ1pyH5aVgHBzjFIQeopcUqmgCMys44qaEZ61XiGDVnoMimBZRsAgCkA+bINEU0bJtYc0rAJ8wpDLMcjRgZXIqO8RZU3KOahiu8vtarRZWXgUXAwpIiGPFCqVq3dKQxIHFVQ+WxVEijKmpFO4VDKxpUYgUhosAYWmoFZsGmbyWxTo4zvzmkMuW0ptn+XnNTSXEzkljjNVQQetSlsrgmk0URyyMaiGD96l5U896R9qcmgQ5VxnBqPdh8UoII+U00gg0APdgqZFV4nDS4Y8U6QllxUAUg5pgW7qOPOUOapkZNSqxK0BflJNCEFrgTp/vCtqQfLqP8A12b/ANBNYEHF3Hz/ABCt9vuah/12J/8AHTWiJZhRD94n1FbtxqVpJcPidRg9+OawouJE+oqC55uJv98/zpiOq3EqO4xUbjphRu9QOadF/qY/90VS1ckWBwSDuHIoEWlBEsWR/EP51n3P/H3dH/bP86j0aR2nYM7MAVxk9Oafc83Nzj++f50DA0xqeelMxlWOenNCEQNUT9KmeoH+6aYhsfaradKqR9quJW0TGZct6vr0FULer69K3Wx5Vb4iROGq/fEmCLgYxWcn3hWhff8AHvCexBpPcIfCzO70CiiqMApRQOO1FAC/XrR1pBRjvSHcXoKUU2nCgYopaQUooLFpaSikULSikooGLS96SlzQMcOtLTRyaUUhocKO9J3ooGB5pDS0lACdqSlNJTJEHpWDqI/4mP41vD+VYF+c6ifqayqbHThfiKy/cH+/Tj91v9+mr91f9+nMeCB/frnPRNrQQPt7Hrthc/pWXIf3Iz610dlqGnR6dDGkb/aArb9sZJ5Fc3KCsQBBHPekxoRcFcikJ4pEbsOtI2Qx4rMsMZFV2yG5qwHFRygEZpoBofnFBbByKiRsPzU4w1MkDKzDFPHK80gUDvSHApDGlcmnMoAFP4IppUkUAOTkUyRCDkU5VIodscGkMCMoDTR7UpJKUxSQaaEiXJApEJ3UoORQBg0ASZpM8UgNGRmgBe9BpPxoJoAay5oHyjmnCm7cmmAF+KbvpxXFRn2FACxtuOBVlUOap2ZHU1oI49KGCIjkPgCpfNPQ0xzznFHDCpGBi3NuU1ZiYqMGqygjkGpfMGMGkMdIQwOazJ1KSZHSrzEHvUMwDCmmJorbtxFThQBzVQfLLUwfLY7VTEiTaN2RUkblTyKiLbelORs9aQyRiScihX9abkg8UZyKQyUyDbzUL/P3pAAaeFUUgIkBQ9aeSTStg9KOQOaAI2BNJtytTDDc0MORTAhC7RSO2E96e7hTimJCZG3HpTQiK3RjdRt2DCt5j8l//wBdD/6DVFEVGX1yKu5yt8P+mh/9BqkSzDj++n1Fb1zZ2zTPugj5PpisKP7yfUV0s5/fHnrVCIxgAADAHFQ3cAurfy2YqCc5FRJfRPkhZMZxnGc1ItzFKQqP83oRg0CK9nZC0mGH3hyOoxjmopwPPuv98/zq91lj/wB7+tUZRme4/wB/+tAwPSonUHt9KlfjiomIxQIic81C/Spn61C3SmA2PtVxKpp2q2nStomEy7b1fXpVC3q+vSt0eTW+Icn3hV68ObaLnPBqiv3hVy7ObeL05pMIfCylRQetFUYhRjFFL3oASl7UlHNACinDiminCkNCg0DpSUooLQtLSdjml4pFC0UlLmgYtGeaSloGOHWlFNpaRQ6jtSZooGFFHSk60CCkoopiErmr9z/aEpyeG44rpa5u7Um/m4/jNZVNjqwvxEcaggAluuelPkVQp4f16Ves7GSUDG78DVi60x449zbj9WrlueiZ2n6he2cu2zuHhMuFY5FPvFkWd0lm851OC4OQ3vVORCknI4z0NTMcklQFXqAO1DGiMKVORUg+ccimk5pUJzUjAIAeaGCspAodhQgX1oAqPGyt0ojzmrkgBWqZyCaYh7HnrSj61DkluTU6RErnNDHcNxGaRHZjgU9NgOGOa0bSGJhnFS2BXjhkZcgGq84KnmtxZ0iGwjpVS6gWddy8E0kxsoRjeuAM01lKnkYrU023VDlxnFWr6K3eM4xuxVCSMMYxSn2pzKVJBFNzigBpzSH61ISCKZt9DTAapOalFMAozQA/jHWgU3y2PNLtKjmgQMaaMAUhbNNNA0xkXC+lW4yDH1qu67TggijayrkUmCLIIA5pqtlvaoo2J4Jp65pDJwwApoO40xSKerAGkMRlOaRlqQsGPFNb1oApzx4ORSIOPep5Pm7VBna1UiQLZNODgigpxmoQdj80AWUfnFTBQfpVZSCcipVJPGaQx77QMLTMnFOI4pMNigYoYBaXfuFJtyMUBcCkA+PC805nVqhZiBioWLdqYBdDnK0+Fm24ojGfvipgAp4GaYiNQ5mQn+8K1M/LfDP8f/stZ6Z80Z9RV0qd94c/Lu/pVRJZkJ95fqK6K4J84n0Nc6n3l+orclnhaVtsqE55w1UIQQQ7eFKnqSrEZNHlouGVnPsTmkjDO4RBuLdBmnEYJwMe1MQmR5qfUVRc/vrj/f8A61dPEicdxVGT/XT4/v8A9aQwk61ExqR+tRtz
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
wDinxzqQQ+fbFNPJytAD0CnuQanSUOnlSvlex7iqgY8mlGTxRcCZ4wjlXYAj9ajIXH3qniCyKIpTzn5W9Klht2TcHjyR700riM92twPlD7veoS+ScDApCAecmkJAPFIZJuIGOMGnJIWBDSFRUO5geBzS79zZwB+FAyyWh2cbifWoiE3feqMs3akG7v0oEWFSLGWerEdvCTxIB7lqzWODwT+VKQcZzTTCxoTwQ7f9cOP9qqLqA2A2RTQvQlsj0FDLlsK350PUELhSetJhMnk0m1um6nLFIxwMjFKwXExGvJzx2o/dHoGzS7WRuQxP0zQoIHAbP0osFwHlDkBs00bSeAaUK3dGNKIZW6Rv8AlRYLiZX+7SjnoMCpUs5m6xye3FPbTLkLnbkemeafKwuiuCAcU7eO3y+1K0E8Y5j2/UVDsbPUUrWAlLqMHdn60GQEdqiKSd1FPAYf8sxn270DKurkf2dKTyOP51ycqKkWd6szckA5xXU6ysq6ZKWjKrxz+NclICIQxBAOcZ781tDYiW4yI5cDJAPX3q02wAbDglfmPvVeKIlgScDr71KORj16+9WSPfGQA2eMYx0pCOgzgdeDTcMv3Tke9KA3O7H1oAcQPLIz2qIkswyc1MyFYtxPXIx3H1psEfnOIxJHHkEhn4BPpQAxEEkioGUbjgEngGomUozKQQQcEHsaVjg7W4IODikJ5JPJPr3oAYSRkA9e1MbpTyQcAnA9fSo2xzjkZ60AJQKSlGaAJUO3sDkd6fuyMZ//AF1GgHGRkfzqYBfLDD72elMCRDiQErx2BqzcHymToxC4qqn3+pP1qaVGLEDaAFyB2oAiklMrJuBIUYFNOQeRjtTiqRylWbcNoII9aRthkJGQp9aAE4I44p0cbSthB9PemHOP5VMlwUjQAsrIDjFAEbEluRzSDG7kce1OZy33lAPqKXypAhcqQAcH2oARRnrwPekpcDd97PuacqM6Myg4HX6UALDIIyTtG76ZyKaQcZ6UoxnvgdxSA+poAXjPy/rR6Dk4oxwDj9aAaQg47nFJ3GemeacRxxzSdqAHMykjaMYGMjvSY45o4Iowe36UDA9B3p8T7N5H3j6DPFNwMtyOBn60DpkfTPvQA8AdCO1N96XOSNoIz+tJnBzj8DQAoYiNkzhTzjFKQMjyyeg/PvTQRuyRgdhTgo8pm3fMDjA9KQCc5Jz9aaCQ6n0OaUNjIHAPUUnagB0jb5C3PPr1po6UZGaOelAB0FIWp8cLzOERSxNXI7K3g5vJgDj7i9aAKAyeAKvQaTdToH27FP8Ae4qwt7DAgW2tgv8Atycn8qhm1CeYYMjH9B+VIC7bWlpbtjabqQDkL0FK2rsnyRIoXoFXtWWgcjAYgHsDViO3YsAF5qXIdi2l/dS8K3lA9fL4J/HrWnpV3cW8uFZ5AwxtbmqEUKp65q9ayBJUMalWz1pczHYtNHfTOXljmcnsQaVIGXPnRyrxxhacb/VMnmT/AL4py3+p4yxYD3SnowGJbPKAVKjHZjirUek3DDlkA+uaqS3l1JxIxP8AwCliup4sFXcfXpU2Q9S2+k3A6MrD2NRf2fdKf9WaemsTDg4PrkVOutj+KH8jVWiK7Kz6dcom7aD7A81Esci8lGH4Vqrq1swy29fwqZbu1k6Sjn1o5I9xczMCe4UyKJGK9h8tODRNwsoP4V0BS3lHSNvyqtLpkTAmOONW9RkUnDsHMZH0596PlJrUOkAj/W7W+nFVptMljBYMGAqeRlcyKpG4AE5xQISzEKRx60whgeRSBjmpKFKMPSpIyFB3Amm7+eRQOVzkcUgEBJJqRGUEHApowf8AGlKdwKAHbh2Iq3h7uNQkm2RODzjIqiAfcVattqIc7cnuQc1SEZe5c0ueOOKR8E8Z980AgdM1IxR7ingoT8xI+lR7sDBzTtysfu4+gpgPVwmQvOfWkAz1pDG/8IJFN+YDvQIlMYAyTjPtTMr3Iphdyf4iKGyf4aAJVljDDco+lWFvYV4FtGR65qkuSSGTHoc0qoxIwQM+vFUnYTRfXUAfu20QpP7RfB/dxD8KhFjKRn92Pq4pskG0ctGD/vZquZisiU6lJyMRj/gNPFxM65MiKPXZVARcjmpNrMuNxx9TS5mOxYa6kRuLhc+yUf2jOB8suf8AgNMRI+BICx9R1p8dpEx3N5nPZR0pq4tBft12w4lx+GKY17cr1nBPfFLLapn93DI3u1SJZxsozCxb9KPeDQrNc3Eo5csPTNMQ+rqvsasTWEqHcsXHrtqtJaTKu4ofwFS0x6DmKk8SqfbNKH2YZWG4dsZqv5RHO4Z9CKQqQP4aVxjte1FpNGnhdRzjkDHeuKmx5CY3dOc9+e1dLrDf8S6QYA6fzrl5D+5FbRd0Q0O8zbMu3DbfUcGnKNx6+1QRn94M1N0HPSqEPDMR0yOxoyvuPrScA/K1KxBALE8cUASN90kBj8v15qBgSFJOakU4jbDEYFQkhTnrTADjn3puF2sxfaR0XB5p0KSXEywxgFnOMGi6t3tpGjfkjvip5knYfK7XIOKb2pcHGQDilaNxHvKkLnuKLoLMZR3oopiHr71KvHNQg8U8E4pgWUAB681JcMSwwcZqsjkEZGas3SeW+0nOAMUAMkVUAKszMSQT6imd/wClNyM9KeMYHHOetACf0pevpx7Ud8Ht60KrHO0dKAAhDF339/anNK79Tz396YcFQcnP0pxI29Pm/TFACHGKkWRhEq8jjGc8GmFcthTu47CgY7Y9aAFClmC9MnrTpFUEBSSMd+x70zHHelPI6D8KAAdM8Y6Uo570lAPOQcGkA49KMU0sAOvNAcfSgB2PSl7cHr2pu8Uu8elAC4/GjBxjt6VJFBNOu+OLK+pYCpRZTDlngT6yZoAgz0IJ3D/IpACTj15qwbVRjfdw4/2QTUbJbj/lrI5+mBQBFkAHp0pokH1oKpnIX8zSopZsKCT6CgBByfT60uAx4yT6CrP2UxjdctszwF7n/wCtVpLm3tdvkQqzAfeegCC10u6uCpSPap5y3FTfZYLU4lcSvzwvIH1pk+p3M4278J6Diqu1m6k0gLkmoOECRhYhjkIOT+NU13ZyOPfqaesfFShM9BUuRSQ3ygRkyZpyxAdDmpVi4zg1YiiycY5qGx2Io4+elXIwB65+lPRNudwwfSpgv4gVIxit/sn8qtWpUypkYw2Se9NXCnP9KmtzmVecDNNCZsDULUdLqVR7pUq6lakY+0/99LUi3NmwA3xEj1Apw+xydPJP5VuQNF1C/wByWFj78UeYr8NFEw9mFL9ks36RRfhTDptsfu7l+hoAVoLYjLWg+oGaieysW/hMZ/KpV08x8xXMq08Q3KjHnh/95aVl2C5Rk0lW/wBROCPQmoX0m5XkBW9wa1gpj5kjj57qKlDKenH6UuRBzHPvaXEXZ/frTVuJ4jjzHH410maa8Ub/AHo1P1FLk7D5jGj1O5GM7WHvUy6wDxLD+Rq3JYW8gOAV/wB01Wl0gNykpz/tCi0kGjD7Rp8p+aPBPtTJLS2k5glXPoTVd9LukPygNj+6agkSWN8OrD8Klt9UMnexnDYWPd7rzUEkLRnDAg+h605DIRwx+hOKDJgcqc+pqHYrUaGfbjHFSqkpQJu2xn05qNDGx+clfcVMYBj925IP4UJAVySpPOav2hi8vLsgJ96ja23AYXa3bnOacljdFcMqr/vGmk0J6maQW4U59gKUW05GTE/1xU/2X5PMEgHfJ4FMV7xsiNnYD/a4o5bbhcIlgyfOdkxx93NMlEQf92zsvuMUoQsCJpoIyDzzlv0prG0jbD3hOf7sZosK6AqvXbTdw3cZIp7NZsgETzMw/wBikWNe8c7fRcUWY+ZDSdxwScCkJTPGTSYj37fmUds9acI9wyv86QxoY54UfjSgNk5TPNNJUfKchu+afDb/AGhtqkA+9CAsRRWwbFxI0f05p8n9mKpCSzlvVRQmksBlnX8DSPYtEu7ejYq9UidCupZj+7SVwO5p2y5X5vs8pH04pwV1BYSgH2PT61ZjmgH3p7iU45VXwKSVxtlU6k8RK/Zo1I9etPXVbhwAka/gKm+z290zOlu7H1Z6jbRpQMo4BPYN0qveWwtBrarOGwTj1FN/tS6blWJXvgZxVq30aJTuuWMp9BwKvbktlKxqqqBwoxzTSkK6MYapdEcTHd6YFH9pXRXBmP5CrMk1jebjJAI3H93hqZ/ZMeCwkl24yPl5/Kpsx3RReZpWy5JNNUO77EG5j2FRsk/m7FVwx6ArgmnLDf2bG5ETKMYYkZGD6ioemrLSu7FfXbO4h0hppFQRlgMhwa5V4pWgQiN2XHGFrtL2+jurNILiwQjHyleAPpWaQw4XcqjgAdhUe3S2N4YVy3OYVHVwWjZfcqaexwh4yK6J4RcRvG0rLkdcZqCHSreElpCZsdA3A/KqWIXUUsLJOyMeC3lujiFGYDuegrQXTkt4zJcSGRgPuqSB+daFsALdQAFGTwBxUuEbh8geoGf0rKWIbehvDDRjvqc1kKku3GKrydue1b1xptqztiV8N6Liok0q2V9zu0n+yeBW6rxsc7w029DO0rnUYvqf5V1DSyGPYWyvoeazo7K3juY5otsezsB1q8SrfdYGuWtPmd0ddKk4RsyMAsdvGPSs7WxmzPswrRx1yR9KqapCZrcxqQDkEk9BRSb5kVWS5Gc3RTpFCOVDbsdxTa9E8gUU8VHUsSbzjIFMBRkkAde1Wb4SLKvmxNE2wcFs596Q2cyj7ufpTryJopQpff8AKPmA/T8KAKwPPSlyc9DQM9qeIpDyEY/hQAm8+lG49cU4QyHojVJ9kn/uH6UCIdx9KNx9qk+zSrnKYpRaTEj5etAERYn0pNx9ama2ZCAzYP0p8dqrEhpAMd80DK+4/wB6jnuT+dXUsowfmLEfWnpaW4Yh1bb6jmgRQG3Bzn86Tj2rWEOngYZT+YzRnT0AwrZHvRYDJHNPwxHCn8BWn9ptFYFYQfqM5pzat5Y/doqD2UUWYXMkRueQjnPopqdba6wB5TjPfaTV9deulBVT8tB1q924Dk9uc4o5QuVPsFypwQw+ik1NDpk8h+ZJQvqQBUh1W+bOCo+gzTPtl455mZT7AUWAsJpUUZ/0q6SIAcgHcf0qvPFp8bHF5IR2/dGgtcNE2Zps56h8D8qpSxKGJJYsRzk5oGOMlqgPEsjduwp8erTQpthjijH94LzVYREDC5p6RAHGwk0rgRyXE0zFmYknqe5pYiQfmyR71YW2JBIj4qRLb5eSuPQjmk2AiKDUwTGMdadHCcYA/EkCrEcOQBuQH86zZREsWcE5qZIwP71WY7WQn5QWx2xirSWUp5MbD1xg0hlNUGB0PtUyIMip2QR8fMvtinKi4GQwpAISS2c8dKfsQAHcCfSneVgjlee5NLsVXGWH1FIBAm4getSK3lkAdQc5xTvJyCUZWH1wafEjZUuFK5xn0ppAWLfSzcxeckgXPTIORT20i4A4ZGPua2UxsUIPlxximvKkZw7hfqa15URcxDpt4uTs+m00htbxACRN9Aa21uITwJU/OniRD0cfnRyruFzDLXcSj95KPqDTf7Qul4Ep4/vCt7evTcPzprRxyfeVW/AUcr7juYL3M8zAyNu+hqxGskqg72H481pNYWzcmED6U6O2igU4zt96XKwujPVrqP7s+fZhSf2pOjFWRGx6GrktzZq5jcLn6cU1bOzl5j4+ho16BoRJqwP3oSPoanjv0kXIAHsWANMOlQ8nzHFVbmz8lfkkV/bHNF5INGXP7RjzzG4/WgX8Eh2hXJ9NtY3IbBOD7VIpBIYnp3NTzsfKaU4twBviZCfUYqqRbbt33wP0pihpGCmTKemasfYYn/1cu32Ip7gCfYXwpRQfrUv2G1cZCke4aoH06Ur8rI36VCv2m0flTj07UXtuhFslEYIsLSD/AHjRK0p/1QkT2JzUttdSSjJjkPvxirgJK56VVhXOZ/tnKYS2Ax0BNNXVLl25hG3/AGVq9LLp8DYCKzDsophvm8vdbW6/THI/Cld9WKwRXM8i/LbYHq3FI0l0uWFsufaPNJDJqdw4JGxP9zFXRbyj71wwPsKpahsVFub5ztSLB/3QMVLtuiuJnCH/AH+P0qeTESZeY/iM1EWndvkMYT+8y/8A16LWHcq/YXLEbYm/2i5oOluzcSIv+6DWjGjnrPGT/uYpzyJEQkh2E9DjAP40uSIXZmHS5QP9Yn45p0cF1B/q1gb3I5rQO0jOcj1zSHZ2IY+mafIkLmZWgkuWbbLBEB3Of5VYEcTH5os59Fpm2TdkQj/vulPm8funb6NVAQXcUtuQ0NtFLH7LyPwpYLiF4seekOfvKq4IqcmYKQITkj+8KzpdOldiRbrk9y9Q1bYa1Ln2OBlGJJD7h6T7CoPyzTL+NUPsV5CcqHUf7JzSG4voTyzsPdaLrqFjTW3dfu3Mn4gGlaGRh87o4/2lqpDqxOFeE59a0I3EqZxgH1q1Zku6KEuml23QzRx567aYdOvgMLeE/wDAiK0tgB4jT604kKP8KORBzHNXFtcwyfv2IPZsls/lWvb6wrQiF4wr4AU4JQ1b+Q8hcn/drOn/ALTVyYoItnbBBNZyg1saxknuNuLOA/vAg3Ny3JAH0/8Ar1h3KruKgkDPrWpKdTI/eRYA5JAANZ0sqyDMiYY/xL/M1x1Ya6HdRnbqVo1CHgk/Wnk8Gl8vJ+Rgwz9DQVKnBB59awZ13Qy3OIFqTtimAAcAYHpTyDtzSe4EEgyRjk5pCCOOc+hpz8EHPNQqCse5j8xPrzVrYtEmCOcVIgIPTvVdPmPQ/e7tT4iWP8R59aGgaJv42qtfJvgZSccGrP8AEfrVTUXzEEAyfQU6a94wqv3Gc6UNJtq48LrwRj8KIkQZ8xGb0KnFelc8hophfanBTVryu23PpTzCyKN6EDtxRcQyG5nhZSrZA7NyKvNqizPme2A7fIcCq6qoAyp+tTGJUYAx5J6Yp3CxOl5p6kEQyE+mKlbU7XaBHZlvqcVAHSM7TCo+ozQZYj/AM9sUXAP7Udm2x2qAHt3NJLdzJIu5FDegNN3gcrGAfTFBkwwYKCfencCOS5klOWTr05xUe4kcqMVaCGZiqqXOP4e1MeLaQHDDHqKLhYgLuOyflSiSUjg4+gFS+Tn7oNKImwRjj060rhYiHmn77MfxpvlO5wc/iasCPaeUOKkQhAfl/FhRzBYgittzANj8aV7bywMsM+xqzlJBk53fpQI4iAFU59c5zSuFiv5BJGMj1FH2N2/hfHrirjlAwMfykDB460W8jIGwPMyc5x/SjmHYpfZXUY8tseppyRJn5sAe9X4yYQzlSCegL/41ExlmbmQY96OYLEOIwMZxS+WoORu574qzBtSTd9/HXjrSyKsnzbSM9Ru6VPMBSMLMRsYsPYUG3KDLjA9Spq9C0lpzFKFBPdP61YkurxoCieUFbrtwc0XAyVTClgc9uvApUjHfb9TUy20hzxkdTU4t0WPJkBP90AilcCssJB4fA+vFPSJSck5H41ZEcTYEYbPfdipzaeWisy7Q3vnNK4yskahhyq/QVct4JZiFhBb/AHVPNLHAAQUUsw7YrRg1O4jjEbYZfQjFJAImmXaQZaIjb371XUPFhgQR3BrVh1VFOHhI+jGotSuoLgApEoYfxDrTdgKbO7gZQD+tJwTkgn2FLu9FP1zSbuQTUjFk2N91Np+lARepzThIOwqWNwf4KFqBAVOOlSRRv1OcZ71OVU9BUtrbiWZQOcHPJqlEVyWK3v8AYPKuVC+melEltqbLtkkEinqMitE2sJP3MfQ05IgnRnx7mtOUm5kLps+MhSrDpzT/ALBdSj5gAR6nrWx2pKOULmd/ZjlMF1BPUjNMbSpBjy58Y9a1BS4o5UFzLSwvFPM6kf7xqZLF8fPPJn61dop8orlL7BKCf9ILD0ZaguNNn3b4mBPoDitWmMsh+7Lj/gIpOKHcyA2ow8EuB7jNO/tC6BwY0b6rWhIblB8rBj/u1UN5cox8y3GfULU2sMpvLPIdxiOPQCgSxE/vUcHsRxVkatIG+eMbe+Kl+220vEqYPqRU2T6juUPOwcqOOvSj7SS27kH61PNDanLQT7T6Gqu0lucfWpd0PRlqHUHQ4Zd1WRqNu6lZFYetV4LESjliD+dTDS1XliWq1zE6E1tLaqTsfr0JqZ2UnmTA7bTVcaZFjhmA+
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" alt="Сравнение типов дренажных насосов: погружные против поверхностных"></p>
<p><strong>Поверхностные агрегаты</strong>, в отличие от погружных, устанавливаются на поверхности, рядом с областью отвода. Хотя они более доступны для обслуживания и ремонта, их эффективное использование ограничено меньшей мощностью и необходимостью поддерживать сухость двигателя. Эти механизмы предпочтительнее в случаях, когда жидкость содержит значительное количество твердых частиц, поскольку они менее подвержены засорению и износу в такой среде.</p>
<p>В зависимости от условий эксплуатации, выбор между этими типами устройств следует основывать на глубине расположения воды и частоте использования. <em>Погружные модели</em> рекомендуются для регулярного использования в условиях, когда повышенные объемы жидкости требуют эффективного и быстрого отведения. <em>Поверхностные агрегаты</em> лучше подходят для ситуаций с временным или периодическим использованием, где доступность и легкость обслуживания играют важную роль.</p>
<p>Также важно учитывать экономическую сторону при планировании приобретения. Хотя погружные аппараты зачастую дороже в приобретении и монтаже, они обеспечивают более низкую стоимость владения в долгосрочном плане за счет уменьшения расходов на обслуживание и улучшенной производительности.</p>
<h2>Ключевые параметры выбора: производительность и напор насоса</h2>
<p>Перед покупкой насоса следует обратить внимание на его производительность, выраженную в литрах в минуту или кубометрах в час. Этот параметр обозначает объем жидкости, который насос способен переместить за определенную единицу времени. Выбор зависит от объема жидкости, который необходимо перемещать за единицу времени.</p>
<ul>
<li>Для небольших пространств с низким риском затопления подойдет насос с производительностью до 100 л/мин.</li>
<li>При средних объемах воды и высоте подъема до 5 метров оптимальной будет производительность от 100 до 250 л/мин.</li>
<li>Для больших объемов или коммерческого использования целесообразно выбирать насосы с производительностью свыше 250 л/мин и выше.</li>
</ul>
<p>Напор насоса, измеряемый в метрах, указывает на высоту, на которую насос способен поднять воду. Эффективность работы насоса зависит от его способности поднимать воду на необходимую высоту.</p>
<ul>
<li>Для отвода воды из подвалов или низин где не требуется значительный подъем, подойдут насосы с напором до 7 метров.</li>
<li>Если необходимо перекачивать жидкость на средние расстояния, напор должен находиться в пределах 7-15 метров.</li>
<li>Для мощных систем водоотвода, рассчитанных на значительные высоты и расстояния, напор должен составлять 15 метров и более.</li>
</ul>
<p>Определив точные требования к производительности и напору насоса, можно значительно повысить эффективность его работы и обеспечить надежное функционирование системы отвода жидкости.</p>
<h2>Материалы изготовления насоса и их влияние на срок службы</h2>
<p>Насосы из нержавеющей стали обеспечивают высокий уровень устойчивость к коррозии и химическим воздействиям, делая их идеальными для работы с агрессивными средами или соленой водой. Этот материал обладает также великолепной прочностью и долговечностью, но его стоимость может быть выше по сравнению с другими аналогами.</p>
<p>Пластиковые модели применимы для работы с чистой или слабозагрязненной водой. Они обладают высокой стойкостью к коррозии, легкость и относительно низкую стоимость, но могут быть менее долговечными и не такими устойчивыми к механическим повреждениям, как металлические насосы. Оптимальное решение для работы в условиях без значительных механических нагрузок.</p>
<p>Выбор материала должен гармонировать с характеристиками среды, через которую будет проходить оборудование. Помимо основного материала корпуса, важно учитывать материал уплотнений и рабочего колеса, так как они также влияют на долговечность и эффективность насоса.</p>
<h2>Анализ важности автоматизации насоса: от поплавкового выключателя до датчиков влажности</h2>
<p>Автоматизированные системы управления значительно повышают эффективность использования насосного оборудования. Один из популярных вариантов автоматизации – поплавковый выключатель, который активизирует насос при достижении водой определенного уровня. Это обеспечивает не только автоматическое включение и выключение насоса без вмешательства человека, но и позволяет предотвратить перелив или пересушивание помещения.</p>
<p>Современные технологии предлагают более продвинутые решения, такие как датчики влажности, которые способны более точно контролировать уровень влаги в помещении или на участке. Эти устройства могут быть подключены к системам умного дома, обеспечивая мониторинг и контроль с помощью мобильных приложений. Преимущество использования датчиков влажности заключается в их способности детектировать изменения условий в реальном времени и предотвратить возможные проблемы в структуре зданий, вызванные избыточной влажностью.</p>
<p>Автоматизация насосов позволяет существенно сократить расходы на электроэнергию, так как система потребляет мощность только при необходимости. Также она уменьшает износ оборудования, продлевая его срок службы. Автоматическое управление минимизирует человеческий фактор, уменьшая риск ошибочного включения или забывчивости в управлении насосом.</p>
<p>Для максимального повышения надежности и удобства эксплуатации рекомендуется выбирать системы, которые предлагают комбинацию различных датчиков и автоматизированных решений. Это позволяет создать комплексную систему, способную адаптироваться к разным условиям и предоставить полный контроль над процессом удаления жидкости из интересующих зон.</p>
<h2>Обзор лучших производителей дренажных насосов и их послепродажное обслуживание</h2>
<p>Рассматривая сферу оборудования для перекачивания жидкостей, стоит выделить наиболее репутационные марки. Обширная сеть сервисных центров, качество материалов и технологичность – ключевые характеристики, которыми обладают ведущие бренды.</p>
<p>Эффективность послепродажного сервиса включает гарантийное обслуживание, доступность запасных частей и оперативную техническую поддержку. Опытные специалисты, которые доступны для консультаций и выполнения ремонтных работ, обеспечивают быстрое решение любых проблем.</p>
<p>Пользователи должны обращать внимание на уровень местной поддержки предлагаемую компаниями и наличие авторизованных ремонтных мастерских в их регионе. Это обеспечит минимизацию времени простоя оборудования и поможет избежать затрат на дорогостоящий ремонт в неспециализированных центрах.</p>
<p>Детализация обратной связи, как показывает практика, играет важную роль в выборе поставщика. Компании, заслужившие высокие оценки в отзывах клиентов, зачастую предлагают выше качество и быстроту устранения неисправностей. Клиентское мнение, сформированное на основе реального опыта эксплуатации, является отличным индикатором надежности производителя.</p>
<p>И технические параметры, и качество выполнения работ по послепродажному обслуживанию должны быть оценены перед покупкой оборудования. Спецификации и мощности модели должны соответствовать требованиям специфики использования.</p>
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		<title>Дренажные канавы &#8212; когда они эффективны</title>
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		<pubDate>Thu, 30 Jan 2025 18:16:26 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
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					<description><![CDATA[Наибольшую результативность системы отвода воды демонстрируют в регионах с высокой интенсивностью осадков. Проектирование должно учитывать тип почвы, уклон территории и объем предполагаемого стока. Обязательным является расчет пропускной способности, который зависит от материала, из которого выполнена система, и размеров ее элементов. Глинистые и суглинковые почвы требуют особого подхода из-за низкой водопроницаемости. В таких условиях рекомендуется использование[...]]]></description>
										<content:encoded><![CDATA[<p>Наибольшую результативность системы отвода воды демонстрируют в регионах с высокой интенсивностью осадков. Проектирование должно учитывать тип почвы, уклон территории и объем предполагаемого стока. Обязательным является расчет пропускной способности, который зависит от материала, из которого выполнена система, и размеров ее элементов.</p>
<p><strong>Глинистые и суглинковые почвы</strong> требуют особого подхода из-за низкой водопроницаемости. В таких условиях рекомендуется использование дополнительных фильтрующих слоев с песчаной или гравийной засыпкой. Это обеспечивает лучшее отведение воды и предотвращает засорение системы.</p>
<p><em>Уклон территории</em> также играет ключевую роль в работе дренажа. Оптимальный уклон для эффективного самотечного отвода воды должен составлять не менее 0,5%. Превышение этого значения увеличивает скорость потока воды, что может привести к эрозии и потере почвенного покрова. При его недостатке возможно застаивание воды, что способствует промерзанию и разрушению дренажных элементов в холодное время года.</p>
<p>Важную роль в проектировании играет выбор материала. Пластиковые и бетонные системы обладают высокой прочностью и долговечностью. Металлические дренажи быстрее подвержены коррозии, но их применение оправдано при необходимости выдерживания больших нагрузок, например, в промышленных зонах.</p>
<p>Суммируя, наилучшие результаты показывают системы, спроектированные с учетом специфики территории и климатических условий. Тщательный предварительный анализ и проектирование обеспечивают длительную и бесперебойную работу системы отвода воды, предотвращая множество проблем, связанных с избытком влаги на участке.</p>
<h2>Особенности выбора места для строительства дренажных канав</h2>
<p>При планировании отвода воды на участке основное внимание следует уделить типу и уровню грунтовых вод. Локации с высокими показателями уровня грунтовых вод требуют углубленного анализа для предотвращения затопления и вымывания почвы.</p>
<p>Необходимо обращать внимание на рельеф местности; территории с естественными уклонами обеспечивают лучший отвод лишней влажности по сравнению с плоскими или низинными зонами. Идеальное расположение водоотводных каналов должно соответствовать направлению естественного стока дождевых и талых вод.</p>
<p>Кроме этого, важно учесть состав почвы на выбранном участке. Глинистые и суглинистые почвы имеют низкую проницаемость, что может привести к застою воды без адекватной системы отвода. На таких почвах рекомендуется создание дополнительного слоя дренажного материала под самими каналами для улучшения фильтрации и отвода воды.</p>
<p>Также необходимо проверить нет ли на будущем маршруте дренажных систем подземных коммуникаций, которые могут быть повреждены в процессе земляных работ, что вызовет дополнительные сложности и финансовые расходы на ремонт или перемещение данных объектов инфраструктуры.</p>
<h2>Критерии выбора материалов для дренажных канав в различных климатических условиях</h2>
<p>Выбор материалов для строительства водоотводных конструкций должен соответствовать специфическим климатическим условиям. Рассмотрим основные аспекты по материалам, применяемым в различных условиях.</p>
<ol>
<li><strong>Температурная устойчивость:</strong> В регионах с резкими температурными перепадами требуется использование материалов, устойчивых к замерзанию и оттаиванию. Бетонные и композитные материалы лучше всего справляются с этой задачей.</li>
<li><strong>Химическая стойкость:</strong> В условиях высокой минерализации вод и почв необходимо применение материалов, устойчивых к коррозии. Нержавеющая сталь или полимерные материалы предпочтительны в таких средах.</li>
<li><strong>Механическая прочность:</strong> В областях с интенсивным дорожным движением или значительными снеговыми нагрузками требуются материалы с высокой механической прочностью, такие как усиленный бетон.</li>
<li><strong>Устойчивость к UV и озону:</strong> В районах с высокой солнечной активностью важно использование UV-стабилизированных материалов, способных выдерживать длительное воздействие солнечных лучей и озона. Пластики, специально предназначенные для наружного использования, здесь будут в приоритете.</li>
<li><strong>Биологическая устойчивость:</strong> В районах с высокой влажностью и обилием растительности требуется применение материалов, устойчивых к гниению и биологическому воздействию. Цементные смеси и композитные покрытия, обработанные специальными биоцитами, могут предложить необходимую защиту.</li>
</ol>
<p>При выборе материалов необходимо учитывать не только климатические условия, но и ожидаемый объём водоотвода, а также условия эксплуатации водоотводных сооружений. Правильный подход к выбору материалов обеспечит долговечность и надёжность водоотводной системы, снизит эксплуатационные расходы и предотвратит необходимость частого восстановления или замены элементов.</p>
<h2>Технологии укладки дренажных канав для улучшения водоотведения</h2>
<p>Применение современных методов установки водоотводных систем значительно повышает эффективность отвода излишков воды с территорий. Особое внимание стоит уделить выбору материалов и обустройству системы с учётом специфики местности.</p>
<p>Использование перфорированных труб, окружённых фильтрующими материалами, обеспечивает эффективное снижение влажности почвы. Обсыпка труб гравием или крупнозернистым песком способствует лучшей фильтрации и предотвращает засорение системы. Важно контролировать угол уклона трубопровода – оптимальным считается угол в 0,5-1%, что способствует самотёчному перемещению воды.</p>
<table>
<tr>
<th>Материал</th>
<th>Преимущества</th>
<th>Применение</th>
</tr>
<tr>
<td>Геотекстиль</td>
<td>Высокая проницаемость, защита от засорения</td>
<td>Обволакивание труб</td>
</tr>
<tr>
<td>Гравий</td>
<td>Фильтрует воду, предотвращает смещение почвы</td>
<td>Засыпка вокруг труб</td>
</tr>
<tr>
<td>Керамзит</td>
<td>Лёгкость, не подвержен гниению</td>
<td>Замена гравия в вечномерзлых почвах</td>
</tr>
</table>
<p>Правильный выбор расположения траншей играет ключевую роль в успешном отведении воды. Траншеи должны располагаться в наиболее низких точках участка, с возможностью отвода воды в естественные водоёмы или штормовую канализацию. Для широких территорий рекомендуется использование распределённой сети траншей, что обеспечивает равномерное удаление влаги с поверхности.</p>
<h2>Анализ почвы как ключевой фактор для определения необходимости дренажа</h2>
<p>Проанализировать состав почвы – первостепенная задача перед устройством систем отвода воды. Тип почвы влияет на способ и интенсивность увлажнения участка.</p>
<ul>
<li>Песчаные почвы обладают хорошей водопроницаемостью, но могут требовать улучшения питательных свойств.</li>
<li>Глинистые и суглинистые почвы удерживают влагу, что приводит к застою воды и может повредить корневую систему растений.</li>
</ul>
<p>Факторы, определяющие потребность в обустройстве систем отвода жидкости, включают:</p>
<ol>
<li><strong>Уровень грунтовых вод:</strong> Высокий уровень может вызвать переувлажнение почвы, делая её непригодной для большинства видов сельскохозяйственных культур.</li>
<li><strong>Склонность участка:</strong> На склонах вода быстро стекает, не успевая впитаться в почву, что приводит к эрозии.</li>
<li><strong>Климатические условия:</strong> В районах с высокими осадками без должного отвода воды почва быстро насыщается водой.</li>
</ol>
<p>Оценка профиля почвы должна проводиться специалистом, который возьмет пробы на разной глубине, чтобы определить типы слоёв и их влагоёмкость. Исходя из полученных данных, определяются места для распределения водоотводных систем и выбирается их конкретный тип – от открытых систем до сложных подземных конструкций.</p>
<p>Решение о установке и конструкции системы отведения жидкостей принимается после детального анализа характеристик почвы на интересующем участке. Это позволит избежать возможных проблем с учётом особенностей местности. Проводить работы рекомендуется в сухую погоду, чтобы исключить искажение данных о влажности почвы.</p>
<h2>Примеры решения проблем стоячей воды с помощью дренажных канав на сельскохозяйственных угодьях</h2>
<p>Один из практических примеров – использование глубоких траншей с укладкой в них дренажных труб, которые помогают собрать и перенаправить избыточную воду в предварительно заданные места или водоемы. Такой метод особенно эффективен на больших площадях с неоднородной рельефностью, где отдельные участки могут испытывать повышенную влажность.</p>
<p>Ещё один способ – создание поверхностных ровов, которые способствуют более быстрому стоку поверхностных вод после дождей и таяния снегов. Эти рова функционируют как временные водоотводы, значительно снижая риск затопления угодий.</p>
<p>Также практикуется комбинация траншеевой системы с культуртехническими приемами агрономии, как например, глубокая рыхление почвы или выбор культур, менее чувствительных к избыточной воде. Это позволяет не только решать проблему стоячих вод, но и ведет к повышению общей устойчивости агросистем к влагоизбыточным условиям.</p>
<p>Примеры из практики показывают, что рациональное проектирование и грамотное обслуживание дренажных систем значительно повышает качество агроландшафтов, обеспечивает сохранность почвенного покрова и повышает агропроизводительность на затопляемых или излишне увлажненных участках сельскохозяйственных земель.</p>
<h2>Методы предотвращения засорения дренажных канав и обеспечения их долговечности</h2>
<p>Использование защитных сеток на входах и выходах трубопроводов помогает предотвратить попадание крупного мусора, который может вызвать засорения. Заменяйте сетки или чистите их по мере необходимости для поддержания беспрепятственного водотока.</p>
<p>Контроль за состоянием вокруг контура открытых систем водоотвода также важен. Удостоверьтесь, что почва около трассы стоков не оголена и плотно покрыта растительностью или другими укрепляющими материалами, предотвращающими эрозию.</p>
<p><strong>Правильное проектирование</strong> всех элементов структуры предотвращает переполнение и облегчает очистку. Обеспечьте наклон водоотводных элементов не менее одного процента для облегчения естественного движения воды.</p>
<p>Внедрение <em>натуральных фильтров</em>, таких как фитофильтрация или песчано-гравийные подстилки, существенно улучшит качество очистки и уменьшит риск загрязнений.</p>
<p>В случае обнаружения засоров, необходимо провести <strong>их очистку как можно скорее</strong>. Используйте специализированные инструменты или обратитесь к профессионалам для выполнения работы с максимальной эффективностью и безопасностью.</p>
<p>Регулярное мониторинг состояния труб и стыков поможет идентифицировать проблемные места для своевременного ремонта или замены элементов водотока, что значительно продлит срок службы системы.</p>
<h2>Влияние дренажных канав на экосистему участка и соседние территории</h2>
<p>Прокладка водоотводных каналов может значительно изменить гидрологический режим территории. Удаление излишков воды ускоряет процессы высыхания почв, что неизбежно влияет на ее живые компоненты – флору и фауну.</p>
<p><strong>Снижение влажности почвы</strong> влечет за собой уменьшение видового разнообразия растений, привыкших к более высоким значениям этого показателя. Редкие и исчезающие виды, нуждающиеся в определенных условиях, могут полностью исчезнуть с территории. Это, в свою очередь, приводит к разрушению естественных комплексов и снижению биоразнообразия.</p>
<p><strong>Изменение гидрологического режима</strong> затрагивает не только растительность, но и животный мир. Насекомые, амфибии и мелкие млекопитающие, которые полагаются на наличие водоемов или влажной среды, теряют свои естественные среды обитания, что снижает их численность и может привести к локальному вымиранию.</p>
<p><strong>Изменение микроклимата</strong> на участке также является следствием изменения увлажненности. Сухой воздух и меньшее количество влаги в почве влияют на температурный режим – днем становится теплее, а ночью холоднее. Это изменение температурных колебаний оказывает давление на растения, привыкшие к более устойчивому климату.</p>
<p>После прокладки водоотводов могут возникнуть изменения в кислотно-щелочном балансе почв, что также окажет негативное влияние на рост и развитие растений. Важно проводить регулярные грунтовые анализы, чтобы контролировать эти изменения и предотвращать негативные последствия для растений.</p>
<p>Принимая во внимание вышеизложенное, при проектировании систем водоотвода необходимо учитывать потенциальное воздействие на природные комплексы и стараться минимизировать экологический ущерб. Это может включать разработку компенсационных мер, таких как создание искусственных влажных биотопов, замена вытесненных видов растений устойчивыми к новым условиям экосистем и введение других экологически ориентированных практик.</p>
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		<title>Сколько стоит устройство дренажной системы</title>
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		<pubDate>Thu, 30 Jan 2025 18:16:25 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
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					<description><![CDATA[Оснащение участка водоотводящим оборудованием требует тщательного планирования и анализа различных факторов. Прежде всего, заложено, что общая сумма трат на планирование и монтаж напрямую зависит от объема и сложности проекта. Первоначально вам потребуется оценить площадь, которую необходимо оборудовать. Для маленьких личных участков стоимость может начинаться от нескольких тысяч тенге, тогда как для больших или особенно сложных[...]]]></description>
										<content:encoded><![CDATA[<p>Оснащение участка водоотводящим оборудованием требует тщательного планирования и анализа различных факторов. Прежде всего, заложено, что общая сумма трат на планирование и монтаж напрямую зависит от объема и сложности проекта.</p>
<p>Первоначально вам потребуется оценить площадь, которую необходимо оборудовать. Для маленьких личных участков стоимость может начинаться от нескольких тысяч тенге, тогда как для больших или особенно сложных местообитаний разработка обойдется значительно дороже, возможно, даже в миллионы тенге.</p>
<p>Ключевая переменная затрат – выбор материалов. Использование высококачественных компонентов, таких как устойчивый к коррозии пластик или прочный бетон, может значительно увеличить итоговую стоимость. Однако долгосрочные преимущества, такие как уменьшение риска повреждений и снижение необходимости в частом обслуживании, могут оправдать начальные инвестиции.</p>
<p>Процесс монтажа включает не только работу специалистов, но и предварительную подготовку территории, возможно, даже гидрогеологические изыскания. Работа профессиональной команды специалистов выльется в существенную часть бюджета. Не стоит экономить на опыте рабочих, так как правильная установка гарантирует долговечность всей конструкции.</p>
<p>Также нужно учитывать дополнительные расходы на получение разрешений и координацию с местными властями. Эти юридические и административные процедуры могут отнимать дополнительное время и требовать увеличения начального бюджета проекта.</p>
<h2>Определение типа дренажной системы и ее стоимости</h2>
<p>Пунктирная дренажная конструкция применяется на участках с неравномерным распределением влажности. Это наиболее экономичный вариант, учитывающий как мелкозернистые, так и крупнозернистые структуры почвы. Пластовая конструкция подходит для участков с однородным составом почвы, где присутствует либо высокий, либо низкий уровень воды.</p>
<p>Глубинная дренажная конструкция рекомендуется для регионов с высоким уровнем грунтовых вод. Этот вид требует значительных финансовых вложений из-за необходимости глубоких земляных работ и использования специальных фильтрационных материалов. Поверхностная отводящая конструкция идеально подходит для участков с хорошими условиями стока дождевой воды, и является относительно недорогим решением.</p>
<p><strong>Влияние материалов и трудозатрат на финансовые затраты</strong> несомненно значимо. Прайс-лист на материалы и услуги будет варьироваться в зависимости от выбранного типа схемы. Факторы, учитываемые при расчете стоимости, включают стоимость покупки труб, насыпных фильтрационных материалов, работы специализированной техники и оплату труда рабочих.</p>
<p>Для получения точной оценки затрат желательно провести тендер среди подрядчиков, предоставляющих этот вид услуг. Сравнение цен поможет определить наиболее разумный бюджет, с учетом всех эксплуатационных характеристик и долгосрочной стойкости конструкции.</p>
<p>Финальная стоимость также зависит от необходимости согласования проекта с местными нормативными актами, возможной адаптации проекта под специфические условия участка и дополнительных мер безопасности на этапе строительства.</p>
<h2>Расчет необходимого количества материала для дренажа</h2>
<p>Для определения объема материалов необходимо учитывать тип почвы, уровень грунтовых вод и размер участка. Расчет начинается с определения глубины и ширины дренажных траншей. Общепринятое правило – ширина траншеи должна быть не менее 40 см и глубина от 60 см до 1 м, в зависимости от типа почвы и уровня воды.</p>
<p>Для гравийной подушки используйте фракцию 20-40 мм. Подсчет объема гравия производится по формуле объема прямоугольного параллелепипеда: длина траншеи умножается на ее ширину и глубину слоя гравия, который обычно составляет 15-20 см в траншее. Если есть необходимость в геотекстиле, его количество рассчитывается исходя из периметра траншеи с добавлением 10-20 см на каждый бок для надежного перекрытия.</p>
<p>При выборе дренажных труб важно учитывать их тип и диаметр, который обычно находится в пределах 110-160 мм для частных домов. Длина трубы зависит от периметра участка, плюс необходимо учесть возможность подключения дополнительных сборных элементов или углов, что может потребовать дополнительные секции или фитинги.</p>
<p>Перед началом работ рекомендуется составить детальный план местности с указанием всех требуемых размеров и расстояний, что поможет точно рассчитать необходимое количество всех материалов и избежать лишних расходов из-за избытка приобретенных материалов.</p>
<h2>Выбор строительной бригады и ценообразование услуг</h2>
<p>При подборе подрядчика для создания осушительной системы основными критериями должны стать опыт, квалификация и отзывы клиентов. Рекомендуется обращать внимание на следующие аспекты:</p>
<ul>
<li>Опыт работы в данной сфере – бригады с длительным опытом зачастую обладают навыками преодоления типичных и специфичных проблем, связанных с региональными особенностями грунтов.</li>
<li>Наличие необходимого оборудования – профессиональные бригады располагают современным и эффективным инструментарием, что сокращает время работы и повышает её качество.</li>
<li>Лицензии и сертификаты – наличие документов подтверждает соответствие услуг определённым стандартам и нормативам.</li>
<li>Отзывы прошлых заказчиков – реальные отзывы помогут оценить уровень профессионализма и качество работы бригады.</li>
</ul>
<p>Формирование цены на услуги зависит от множества факторов, таких как:</p>
<ul>
<li>Объем работ – измеряется в зависимости от площади участка и сложности грунта.</li>
<li>Необходимость использования специальной техники – сложность доступа к месту работы и необходимость применения специального оборудования могут существенно повлиять на итоговую стоимость.</li>
<li>Материалы – выбор материалов, их качество и цена также являются значимыми составляющими итоговой суммы.</li>
<li>Срочность выполнения работы – если требуется быстрое выполнение заказа, цена может увеличиться.</li>
</ul>
<p>Чтобы гарантировать справедливую цену и высокое качество выполнения работ, рекомендуется запросить предложения от нескольких бригад, сравнить их и выбрать наиболее подходящее предложение. При согласовании условий работы обязательно оформляйте договор, в котором будут четко прописаны все детали проекта, включая сроки и этапы выполнения работ, обязательства сторон, штрафы за нарушения и ограничения.</p>
<h2>Влияние типа почвы на стоимость работ по установке дренажа</h2>
<p>Тип почвы играет решающую роль в определении сложности и затрат на монтаж отвода вод. Глинистые и суглинистые почвы требуют более сложных и дорогих решений из-за низкой проницаемости, в то время как песчаные почвы обеспечивают более простое и экономичное исполнение работ.</p>
<table>
<tr>
<th>Тип почвы</th>
<th>Описание</th>
<th>Ориентировочные затраты на монтаж (тенге/м²)</th>
</tr>
<tr>
<td>Глинистая</td>
<td>Высокая плотность, низкая водопроницаемость</td>
<td>От 8,000 до 15,000</td>
</tr>
<tr>
<td>Суглинистая</td>
<td>Средняя плотность и водопроницаемость</td>
<td>От 6,500 до 12,000</td>
</tr>
<tr>
<td>Песчаная</td>
<td>Низкая плотность, высокая водопроницаемость</td>
<td>От 3,000 до 7,000</td>
</tr>
</table>
<p>Эффективное обустройство отвода вод на глинистых и суглинистых участках требует использования дополнительных слоёв дренажного материала, таких как щебень или специализированные геотекстили, что заметно увеличивает затраты. На песчаных почвах такая потребность отсутствует, что позволяет сократить расходы на материалы и труд.</p>
<p>Подбор метода дренажа зависит от конкретных характеристик участка, что делает тщательный анализ типа почвы предварительной необходимостью. Эта мера предостережёт от неоправданных расходов и минимизирует вероятность возникновения проблем с отводом вод в будущем.</p>
<h2>Затраты на оборудование для установки дренажа</h2>
<p>Оценка расходов на оборудование для монтажа дренажных конструкций начинается с учёта следующих компонентов:</p>
<ul>
<li>Трубы для отвода воды: выбор труб зависит от типа почвы и объёма воды. Рассчитывать стоимость следует из расчётной длины трубопровода и типа материала (ПВХ, корругированный полиэтилен и пр.).</li>
<li>Дренажные колодцы и песколовки: необходимы для очистки и сбора воды. Цена формируется из размеров и материала изготовления.</li>
<li>Геотекстиль: используется для обвязки труб и предотвращения засорения дренажа. Необходимо уточнить площадь покрытия и определить расход материала.</li>
<li>Щебень и песок: нужны для создания фильтрационного слоя. Объем этих материалов зависит от площади дренажного поля.</li>
<li>Оборудование для земляных работ: аренда спецтехники, если установка дренажа требует значительного объёма земляных работ.</li>
</ul>
<p>Детально изучите цены на рынке и наличие этих материалов у разных поставщиков. Важно также рассмотреть потребность в специализированных инструментах для монтажа, таких как лопаты, уровни, ножовки по металлу и другие, что также влияет на общую сумму расходов.</p>
<p>Окончательные затраты будут зависеть от объема и сложности работ, а также от цен в вашем регионе. Выбор более дорогих, но качественных или экологически чистых материалов может увеличить начальные затраты, но в долгосрочной перспективе способствовать меньшим расходам на обслуживание и замену компонентов.</p>
<h2>Сравнительный анализ стоимости подземных и поверхностных дренажных систем</h2>
<p>Дренажные решения отличаются по типу выполнения и финансовым затратам. Подземная дренажная сеть предполагает более сложное и дорогостоящее исполнение по сравнению с поверхностными конструкциями. Подземные работы включают земляные раскопки, установку фильтрующих труб и обратную засыпку, что повышает начальные расходы на организацию. Стоимость материалов и ручной труд также вносят немалый вклад в окончательную ценность подземного проекта.</p>
<p>Поверхностные решения, напротив, не требуют обширных подготовительных работ с землей, что снижает начальные затраты. Они предполагают строительство канав, уклонов для отвода воды и иногда монтаж решеток для водосбора, что обычно доступнее с финансовой точки зрения.</p>
<p>Сажаевенно, выбор между этими вариантами зависит от топографии участка и локальных водных усиловий. Подземная дренаж эффективнее в районах с высоким уровнем осадков и важна для защиты фундамента строений, в то время как поверхностные канавы могут оказаться достаточными в регионах с меньшим количеством осадков и менее сложными погодными условиями.</p>
<p>Таким образом, подбор метода дренажа и оценка его стоимостей должны учитывать как средний объем ожидаемых осадков, так и общие требования к безопасности и долговечности объекта. Комплексный подход к планированию позволит выявить оптимальный вариант, соразмеряя инвестиции с предполагаемой пользой от реализованной дренажной структуры.</p>
<h2>Влияние сезона на цены и возможные скидки при установке дренажа</h2>
<p>Выбор времени года для монтажа дренажных решений влияет на затраты и предлагаемые скидки. Осенью и весной цены обычно повышаются из-за увеличения спроса после сезонных дождей и таяния снегов, делая эти периоды менее выгодными для заказчиков. Зимой же, когда объем работ снижается, компании часто предлагают существенные скидки для привлечения клиентов.</p>
<p>Лето считается оптимальным временем для установки дренажа, так как погодные условия благоприятствуют проведению земляных работ, и в этот период реже всего встречаются резкие колебания цен. Также, специалисты рекомендуют планировать монтаж заранее, чтобы избежать возможного повышения цен в пик сезона.</p>
<p>Для снижения расходов рекомендуется запросить предложения от нескольких исполнителей и выбрать наиболее выгодное. Следует учитывать не только стоимость работ, но и качество предлагаемых материалов и услуг. Сравнивая цены, можно найти оптимальное соотношение &#171;цена-качество&#187;, особенно в межсезонье.</p>
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		<title>Какие материалы лучше использовать для дренажа</title>
		<link>https://aktaustroi.kz/kakie-materiali-luchshe-ispolzovat-dlya-drenazha/</link>
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		<pubDate>Thu, 30 Jan 2025 18:16:24 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
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					<description><![CDATA[Для обеспечения качественного отвода воды подбор правильных компонентов играет ключевую роль. Оптимальным решением служат гравий и щебень небольшого размера, обладающие высокой проницаемостью для воды. Эти наполнители помогают предотвратить застой влаги и способствуют её более эффективному удалению из почвы. Применение керамзита становится эффективным методом устранения влажности на участке. Благодаря пористой структуре, этот агрегат быстро пропускает воду[...]]]></description>
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<p>Для обеспечения качественного отвода воды подбор правильных компонентов играет ключевую роль. Оптимальным решением служат гравий и щебень небольшого размера, обладающие высокой проницаемостью для воды. Эти наполнители помогают предотвратить застой влаги и способствуют её более эффективному удалению из почвы.</p>
<p>Применение керамзита становится эффективным методом устранения влажности на участке. Благодаря пористой структуре, этот агрегат быстро пропускает воду и легко делает воздушный обмен, что предотвращает развитие гнили корневой системы растений. Также его лёгкий вес облегчает процесс укладки и транспортировки материала.</p>
<p>Неорганические перфорированные трубы, наполненные соответствующими наполнителями, также эффективно справляются с задачами водоудаления, обеспечивая постоянный отвод лишней жидкости. Фильтрующие ткани или геотекстили часто используют для обертывания таких труб, что предотвращает засорение системы отвода воды и увеличивает её продолжительность использования.</p>
<p>Выбор агрегатов для скорейшего удаления излишков воды значительно улучшит условия для роста растительности и устойчивость фундамента строений на участке. Важно уделить внимание качеству и соответствию выбранных наполнителей специфическим условиям местности и целям применения.</p>
<h2>Использование материалов для дренажных систем</h2>
<p>Оптимальный выбор составляющих при проектировании дренажных систем обеспечивает их долговечность и функциональность. Керамзит, известный своей пористой структурой, отличается хорошей водопроницаемостью, что способствует быстрому отводу воды от почвы.</p>
<p>Гравий – распространённый выбор в строительстве дренажей благодаря его способности фильтровать крупные частицы и предотвращать засорение системы. Дополнительно, гравий устойчив к химическому воздействию, что делает его подходящим для различных типов почв.</p>
<p>Использование геотекстиля способствует защите дренажной системы от замуливания, обеспечивая стабильность работы на протяжении многих лет. Текстильная оболочка не только предотвращает попадание мелких частиц в систему, но и продлевает её срок службы путём распределения водяных потоков по всей площади дренажа.</p>
<p>Для урбанистических условий выбор таких композиций, как пластиковые дренажные модули, оказывается рациональным решением. Эти элементы легки, устойчивы к агрессивной среде и гниению, а также просты в монтаже, что сокращает время и ресурсы, необходимые для установки системы.</p>
<p>Выбор перфорированных труб специфичен для областей с высокой влажностью осадков. Они обеспечивают быстрый сбор и эффективный отвод воды, предотвращая перенасыщение почвы влагой и закладывая фундамент для защиты отводных систем от переполнения и выхода из строя.</p>
<p>Защита и долгосрочность дренажных систем значительно повышаются при обдуманном подходе к выбору каждого из элементов в зависимости от условий эксплуатации и специфики местности.</p>
<h2>Выбор гравия для устройства дренажа в глинистых почвах</h2>
<p>При реализации дренажных систем в глинистом грунте эффективным решением будет применение щебня фракции от 20 до 40 мм. Этот размер частиц способствует созданию нужных зазоров для отвода воды, предотвращая её застой у корней растений.</p>
<p>Для усиления дренажного эффекта рекомендуется добавление слоя из геотекстиля между глиной и слоем гравия. Это необходимо для предотвращения смешивания гравия с глиной, что может снизить эффективность дренажной системы в долгосрочной перспективе.</p>
<p>Несмотря на повсеместное применение гравия, следует заметить, что использование исключительно его может быть не всегда достаточным в условиях чрезмерно уплотненных глинистых почв. В таких случаях полезно будет добавить крупнозернистый песок, что способствует лучшей фильтрации и уменьшению давления на дренажную систему.</p>
<p>Проверьте качество гравия перед приобретением – он должен быть чистым, без глины и органических примесей. Наличие таких примесей может привести к быстрому засорению дренажа и, как следствие, к ухудшению его функциональности.</p>
<h2>Применение геотекстиля для повышения проницаемости дренажа</h2>
<p>Применение геотекстиля способствует оптимизации водоотводных систем благодаря его уникальным свойствам. Этот синтетический полимер обладает высокой проницаемостью, что позволяет воде легко проходить сквозь ткань, одновременно задерживая частицы почвы и предотвращая засорение дренажных систем.</p>
<p>В использовании геотекстильных материалов преимущество заключается в их долговечности и устойчивости к гниению, растрескиванию и другим типам физического износа. Это делает их идеальным выбором для систем, которые нуждаются в длительном и надежном функционировании.</p>
<p>Для обеспечения максимальной эффективности водоотведения рекомендуется укладывать геотекстиль вокруг дренажных труб и заполнять интервалы между ним и почвой щебнем или гравием. Это создает эффективный фильтр, который обеспечивает стабильное удаление излишков воды и минимизирует риск забивания.</p>
<p>Выбор определенного типа геотекстиля должен соответствовать особенностям почвы на участке. Непрерывное изучение характеристик почвы поможет подобрать оптимальную текстуру и плотность геотекстиля, что значительно улучшит его функциональность и продлит срок службы дренажной системы.</p>
<p>Установка геотекстиля требует профессионального подхода, поскольку неправильное расположение или закрепление может привести к снижению эффективности системы. Следует обеспечить, чтобы слои геотекстиля перекрывались на достаточной ширине и были надежно закреплены для предотвращения смещения в процессе эксплуатации.</p>
<h2>Использование песка в дренажных системах: когда и зачем это нужно</h2>
<p>Песок действует как фильтр, очищающий воду от мелких частиц, что предотвращает засорение и продлевает срок службы дренажа. Он особенно подходит для мест с высоким уровнем осадков, где требуется быстрая и эффективная система отвода воды.</p>
<p>Песок применяется при строительстве дренажных систем под здания или конструкции, где необходимо предотвратить воздействие влаги на фундамент и стены. В ситуациях с тяжелыми почвами, склонными к сжатию и усадке, добавление песка помогает уменьшить давление на дренажную систему, облегчая проход воды и улучшая ее работоспособность.</p>
<table>
<tr>
<th>Тип дренажного песка</th>
<th>Применение</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Мелкий песок</td>
<td>Дренажные подложки в сельскохозяйственных полях</td>
<td>Улучшает водопроницаемость, предотвращает засоление почвы</td>
</tr>
<tr>
<td>Крупный песок</td>
<td>Основания дорог и подпорных стен</td>
<td>Обладает высокой несущей способностью и стойкостью к эрозии</td>
</tr>
<tr>
<td>Фильтровальный песок</td>
<td>Автономные дренажные системы (например, септики)</td>
<td>Предотвращает засоры, обеспечивая фильтрацию и дренирование</td>
</tr>
</table>
<p>Также песок применяется в качестве добавочного слоя в горизонтальных дренажных системах, где он служит разделителем между разными слоями почвы, предотвращая их смешивание и сохраняя эффективность дренажа на долгие года.</p>
<p>Использовать песок в дренажных системах рекомендуется при отсутствии других фильтрующих материалов или когда необходимо увеличение скорости фильтрации воды. Это также способ повысить стабильность дренажа в условиях сильно варьирующегося уровня воды.</p>
<h2>Роль щебня различных фракций в дренажных системах</h2>
<p><img decoding="async" 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HY1bUoZTbh8zqu/bj7vuT/Si4WMO41Oy0iS8Ets6xPNiCOHkMQOf93NV7nWNSu9NMsFrHp1tNuT7Q8mWUgdP9nPTNT3cun6i4soV3xWk4ZpF/jfuc+nNXGgjuovJkjQwP1jZcg+/196kZzfhH7PLdYmVmNspaMdlPv8AWtTUr2Sy1QSxqrMr7VbPYj071m227R7mdLVVCteeQfMG4GM9PxFR6xeTReJbxfs4cSlTCjjIYAYyKGm2M6OVZDDmGcuHwxfvt9BVLWZGttAvZJFeRrjFvGvYZ7/pVRLCXTrYXkNz9nwGWbecoHI+VgD+VPkaTVtPtLqDVFM9udzw4URxsM/Njv7VNrO490N8OaQ2lTC71NFt1VMQ+afmZz3xW3Z6pC7v5JmeQMWAdsFgO/tn3rgYbueS+kuby4ke4jU4MmT37Zq7aavHKphaO4llkOAqYUMPc1ZISWbf8JH9nuFVTd3AlK4yNpJOPeuoEpsbG6u5bcJDC/AIyZTnoPQD2rN82/vZ7WSxsEhktUIWVsyHB6nnAqaPSNSvL2Ke5kkLB8mWWTAUeqp0pXGS+IBe6ro8dpa2IVZSJd7SDJ9MCuVhaSO7MGpeczwwMkatnII6Ae1d3qOs2mnfZpL2JxHPkCdVDAEHoR9OaxNT1iLUp40aDbaorKtyVxIMjqoPbIFO4ixoNq09qkcSeXl/MlkfqfQCtLxGbZNCvWuI/wB2AHRWOCXB4xWTNrE2nWESvcCO5CBpCVBLJ2IHqa5C8urzWblri5keaQ/cU9FH8hRuB1lt4m0wrADJLGSuZf3RKofQVHq+qQXUT29ukg2ONzSDBbr2qlpOm+ZZvIFyq/KuehPc1d8R2iQ3iXKqA9ygLHPccU2JEnh7iObCMzMRtI7cc1c0ILceObuVQdsFoEH1JH/16j8PxsLHzCV2FycdCO2c/pVjwTGH1bW7nr++WMH6Z/8ArVnH4maS+E7CiiitTMKKKKACiiigAooooAKK5nwlqF3e3+tJdTtKsFzsjDY+UZbj9BS6Bf3dz4l1y2nnZ4YHURIei8npQB0tJXNaXqF3N431WyknZraGJTHGeinC/wCJqK+1C/1bxDLpGnXf2KC1UNcTgAsT/dGf89aAOqrE1TxELS/Gn2NnNf3u3c0cZwEH+0e1Z9pe3+jeI7bTL2+N/a3ikxSuAHRh2OP881m6ONR1HxBrkFpcC0X7QTNcBdz4BIVFz06HmgDes73xDfX8PmadHp9opzKZJBIzj0GOlb9ckl3qfh/XrSyv71r6xvjsjkkXDo/p+o/Op9a1O9utej0LTJ1tW2ebcXBGSi+g9+n50AdNS1yDXWo+HtYsYbnUmv7G9fyiZAN0bdjkfWrMOoXbeP57EzsbVbYOIuwPy8/rQB01Fc34tv7uyudHW1naJZroJIF/iGRxSa9qNzaeKNGt47gxW8xbzVyAGx60AdLRUcc8MpxHKjkdlYGpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooA4fVlMPjx8D/AI+LVSPqDj+lUtfU+dC5zkgg/nWn4rDQ+KtHuE48xXiJP+f9qqGvRuIYXkfc24j6571k/iNI/CUxNDGlmFYPPMhRkz0Ctkficmr6bLbSr8aiQkUzEAbcsZCOgHqP0rCi0uTUbkHzWjhjwWYcbffNacVkLecRGdpEI25Y53H+lU0Tcf4ZhmjtJVljEVxkKfMGCVx2/rWuYzJFFFuZFcjzSDyeemaiZlgSNPskmyJBI8i5bJ9Ae5q2k6zMpeJ4+AShHT8aQDb3UdItLWVbudVMAyLUHDn0HvmobDU7C7tlvUeC1ublQpST+Hb0H071R8SXGlSXUAu1WWeND52xQSidgT61malbaZHbW0mnxTSiVdxZW+VB6c981VtBXOvSNyquGWQjnMR3L7mpD5q+abcJ52zEYk+7u7Zrh/D7M1wbeNjFcM2A4YgEduK6qMahpaf6WwlhzjLNnb7Z/pTsFzl2+06h4vgS8ia2lnfDx7MBeMZHY9Otb1zpp0uFHguGkkicsAUC5QjDDjr61meJ7iJ5dKh+0rHdQs0jnJIjBwVzW+upR6nZNdvA6RQjc8ijKsAOSM9qUgRVh2myjO7y7barbpGxuAPGSegrJ8VX0N/Jb2thcC4w5Mqr90dhk96rxCPXf7ajt5WMSqkkLS/wop5AHal021YSJFaWrOvBG3nk9GJpRj+ANmzofho6fJFew3kUl4MrgjdGPYHqDVbxgqyrbWrtcNfyuDFbg/ugM4J98+tdDo9qbHTIoihV+SwJyeT1NLqlkblbWbYGa2cyc9emOKLgY1jpEVjDEs+25mjYkY5VT7D+tO1jWItMj2zSF3I4iQ4H40ms3smkWQuZUA3fLEpPzOcfyFcro2i6h4q1B5GciMH97O3IX2HqfarERalrzXwwtuivuyJDywHoPQVDDBrUxEkFrdPg7gywk8/XFeqaP4Z0vSEXyLdXlHWaQbmP+H4Vr0AePR6v4g0gsxE0G5tzGSDG4++RzUMGvXeLlZ7mYi6bdIA+A31r2ZlV1KsAynqDyDXM674J0/UkaS0VbO56hkGEY+6/4UWAzdC0qOC2R/NRvPQnahyin6962yFjRZnZFjGPnzxXn1pd3/hbVGtLyNvKz+8hJyGB/iWr+uypJfadDp8CmKNBLE4bO9Cc4I7YqbDOm1TRYG/00TNH5TfaJF678VkXd5peowLIl9DHco4eGQ5Bjz1B9RV3WNWu7vTDb2tlJC0wCeY7DLLjoB71y9rpD39qlpBbkyqSGlx8qt3BPpVcormnrGrQ6nGdPsIjdQIyvO7MV8wjsvoPetKxXT0tHMWmQ2UsUZMZlYNvfH1559apafoGqacqxFLW4g37sxyAMD689auKsRmFrBuN5LJhwwwIUHPft/OolqNHGIWuZGMzSSO6lty/3j3PtXRaZZCPXrO2aECKSzLFCcsqkZ6+tN+wadaeJ59PmSORblQYsk4jc9sj1q3BpE1hcreWU2LlMxFJeVYdxntVBc6RS+zBOAew7CmZY7s8Bl4+lJFKHRC8bxOchojyVP8Ah71Xu9W02087zZmbyceYIk3bc9OakZFrNq9xp0BZVdYJlkPGAi9Disx9PhM4ZZT5rsoRXIJK55bb2A960fEN9BFooMNwkv2xkVAhzuXqSB2qj4c+x2outSnhmLQkKrrGXCg9x70agVPHduDqtq56GDapHBOD3rnLLBtphuIYMBgdxWp4k1L+2L1Xjjkt4YEMcZcYaQnnn0rT8K+GxbrHqF+CJSN0UPp/tGnsInt9GvH0u0tpHaGNmLyZYfKD0GMdaq+IkVLuKOOeV0VONxHHPsPauobLSFSCQQSSTyT6VyeuHGpOoAG1QMD6Ur3Y0jX0m2P9mQg3EikgttGOmfp1qXwFatJo89yLiVDNcu3y7eenPIPvUNyWtdBDo2NkOG+hQ/rmtjwTD5HhWxGOXUufxYmlDqOfQ1fssn/P5cf+Of8AxNH2WT/n8uP/ABz/AOJqzRWhBW+yyf8AP5cf+Of/ABNH2WT/AJ/Lj/xz/wCJqzRQBW+yyf8AP5cf+Of/ABNH2WT/AJ/Lj/xz/wCJqzRQBW+yyf8AP5cf+Of/ABNTRqUQKzs5H8TYyfyp9FAHEeEr+zstU14Xd1DAXuzt8xwueW9aTw9qdhD4p16aW8gSOV1KO0gAbk9D3rppNA0iWRpJNNtWdiSzGIEknvTf+Ed0X/oF2n/foUAc3o+oWQ8fatMbuHypo1WN94w5+XgHvVeaw0y38aX8evRL5F2BJbyyMVXPcZB/zitTxB4Yjkk099I0+CNorhXlKBU+UfzrpLuytb6Lyru3jnTrtkUHFAGBY2XhOHVreOxFu15ktH5crPjA+pFVNHuYtC8VataahIsC3kgnglkOFYZJxn8f0rprLS7DTyxs7OGAt1KIAT+NPvLC0v4xHeW0U6DoJFBxQByuuXMOveJNJsdPkWcWsvnzyRnKoAR3/D9RVbW7Kwh8cedrUQaxvIQEkYkKrgAckfT9a7Oz0+zsIylnbRQKeSI1Az9afc2sF3CYbmGOaM9VdQRQBzcVh4PivrZIBatcO48oRzM53DkdCcdO9ULrT4NS+I1xBceZs+yhv3blDnA7iurs9H06wcvaWUELn+JEAP51MLK1F4bsW8YuSu0y7RuI9M0AcT4m0a00u/0V7YzZe7UHzJWfuPU1Z8ZJayeJ9ES+2fZjv8zzDhccdTXXXNnbXbRtcwRymJtyF1B2n1FR3mmWN+yteWkM5QYUyIGx+dAHD+I4dCtILeXw9JGupCZfKFrIWJ9c816BEXMSGQAPtG4D171VtdI06yk8y1sbeF/7yRgH86uUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUtJS0AFFFFABRRRQAUUUUAcl49Xy49Kuv+eN2oJ9Af/wBVUddjJsy5P3XGPYc1r+P4jJ4XmcDJikRx+eP61lah++0gyEt8yhxnv0NZz3RpDZlTQlVobovEZFi2ucDO3rzjuaszX1uLyOCHncTM7Ac4A6Z9azNP1SLSYL2eRQ7NDsRCfvMT/hmrZurXULSxjiuEs4sfvImXDZ75P93H50Nakmzat+4luriXyrVE+ZiPxyf881gTyHxBdT3CXFzb2wVUiRX5bH8W0dc9ata/IL+yOm6QhuS5DvIp+Xjoo9am0izb+zwx3w3St5cirxs+h96pIVzAudHvtKuD9juYJ1DHcWAyh/2geM1Usbtke4juUwQpk2YwCc549O9dZr9vHHb2mkQEedOzSsScYT3NZc/h+KLRby++0GZolDR5XoAeRn8adxGhdRQJo5vUnCbfLnjKqMJyBye5rp2jF6gZGDo7KyuvI+tcnZAT+Cri2ilG8IzbSOxORn9cVm6PpGoMx/sy+eJ4FyWZiIyT0XHY0IDUi0xtQ1C8vbpVhMk5zI/JCg4Cge4HWn+Lr6OLS0sIG2SXTj5RxsjHf6Uafqa7xplxHLDfQIAxmIKsw68isDxdKra5kOHfyFUgdj6UAWPByD7bqNpA4YtCSr9zj2rb8DQT22myOVKrL91T1JUkMR7VzuhaPqn2lb2zLIEIDybggKnqo9a66zgl0i1iRnWRVZwpVzxuOQP15pO6GacOpWMszQi7jWaM7WjkO1s/j1o1TUYNGs3u7s428IgPLt2Ark/GlvCt/aSXQVG+zHef4iQeP51zcmprcpM16slywTZb+a5IjH9TRuA6W4vfFOs28HCs7bEUZKoM5J/r+Fet6Zp9vpdhFaWq7Y4xj3Y9yfc15/8ADK0WXVbq6YZ8iIKvsWP+ANelVQhaKKKACkpaKAOe8ZaEus6U7xoPtduC8Tdz6r+P86858OlpLtoEiMssgAVc44ByR7V7Ma8juojpXjxo4flC3Q2j0DdvyagDs4bdbQzajqMsZNvyAv8Aq0wOFHqar+F51utDdxKu9pnlmVeiljwK0nvLBbOW4M4aOJJFjRxw5X7zAd+eK4fTYtRWV7mzka1JXL+X91s8gHsalu4zuCrMQApY9gKiu7a3uI9l7brKMYy3DD23Dms/S77VJVKXlqkrOMqYiI2AHbHQmiHxTpwkEGL3zekkXlZYH0oAzNZ8OyNNb3FmjSwQAeaB/rdoPX3wPxqfQ5UZJokY7A+5A55x/jVvVNZv47KV9M0+5VzGS8so2mMeoHrWFFdHTIYpZAJJZgFMWcO5P8XtQthMn125lTWLpYZJIgYVRjGxG4EZp1vYQ6d4UuJ5vPuPtSBlEI4GO7fjVPXUure/8y6tpIPMxgk7l6dM9PwrW0m6WLwZdy3CybFDqpx95W4H60DOf0iyimmggmkWDzTln7qnUgeldfaahK3h6+vLJApjDC3ReiqoAB9zjn61zmjpo9xeQC4nkkhSMZhETHc3oSO2K6q+nu5bIR6Xbx2tqUx9odc+WD2VByOO5pOwzO0jQIL23hv7+6luJ50E5Byc88f/AKq3GZmBdwQ+MHjnPpXFQa9LpOi3ekSqZZgTHBKvAVCeT/hXQWesrPcR2dlb3c8ioBhyMAAfeY07MRqkNgZQr65rjtUPmapcf9dMV2BZIGjguZI/ts2XEaEkbR7ntXGH97qROfvTf1pbFI1tflkt9CufMIIaMIm1s7ckcH8K7DRofs2jWUOMbIEB/IVxvirbJplvboTme4RMYxn3rvVUKoUdAMCinsE9x1FFFWQFFFFABRRRQAUUUUAFFFFACUtJRmgBaKSjNAC0UmaM0ALRSVla3rkekiGNYZLm6uDthgj+83v7CgDWormXvPFV4oih023sCxGZpJhJtH+7610iAhQGOSByfWgB1FJmloAKKTNFAC0UmaM0ALRSUUALRSZozQAtFJmjNAC0UlGaAFopM0ZoAWikzRQAtFJRQAtFJmjNAC0UlLQAUUUUAJS0lLQAUUUUAFFFFABRRRQBleJ4ftHhvUIwMnyGYfhz/SuYsSLvwzCXPCwYB75AIrt7qLz7WaI8+YjL+YxXBeFnB0RI2KhlZ4+ex/8A1VnU2LhuYbortFvYKokUsSMgDPPFdLZaposkj/6ZADk8TxbVY9se1Y2npAdRhS6VTAX2yBuBj3qfStV0SzuLyPyZGtzLiFmjDqi56461QmdNZaLYxQm+uJ0dcmRnjkxGvfjHYVgXerXfn/2hpjCG0RmitogmfOH8TMD15qadfDlyhjRomMpxiKR41z3bHQflUp0uwghia21ATrHwAsinaPancVjnbC/lvtUkkmkMt5MTiRiAM44GPQeldFpNvK3h+axkkQysX3s3bJGCc9jWZ4qtrHfYmJViv3OXEXH7vsT6GkuNUvWgtjaSKPtUJjlDIGJ2nHXvxUtXC5LYi4ubmeKyCTTyL9nmkh5RVHRq2m26HpBjUs83RG28ySHjpXGvbXFtMRaTvasQN+xyFz+FQPfapFO0Esr3LDkEktj3FPlC52+nadHpduygrLdTZaeVhndn+H6VR1Lwvb3UHn28EcFzHJudAxAde4x2qhb694gkdnlkt1UfMyyIDkD0Arof7SkSW1LWEgjuPkMzEHBP+z70aoCzbZChWXBYliP7o6KB7UmqNdR6ZM9jHG9yMbA/Qe496kVQ1yx9R8vsR1pt55kdqztyIyGLeg9aLhY4fTNFvNcuPPuZJZZJPmLFuQPUnsKpXEGy3nwqso3BG/2QfvfjXXS3y6VpGbMbbm/lKRsw+7GOrD2rJsbCO4v7W2mGVkyfLPHygdf600Be+Fsi79Rj/iIjb8Pmr0GvJvCN4dC8V+RcnYjk28hPY54P5gfnXrFMQtFFFABRRRQAhryXxTi58dTIozmaNOO/Cg16peXUVlaTXM7bY4lLsfpXjlldPd+IftsqgtJMXO44UMx4yfTJoA63UYha6tY33mGO1Km1f5crGOw/HpVaS12TLbkymOYb7Zc7VY9wx9qNWg061l2a7ebpMZ+x2CbVT0LHrVKK7tNX0uKzW18m8Qk+eTgLj7v5jipsNm7azCS5h+zssgRwHdAQDjsM1FYW/wBm8UX6Ii5uR5ik9QD/APXzRa2tsNRitwIzIQGZWXkY9qi1KwT+10ulVEWMLGAMAOxPI49qBI15o5oY5ZZkLxpG3UlSePftWP4agsms4JVt4pJmfcJGUk7sZIH0ovls9Pt4dRuIGuI2uGhWN3woGD8x4qPwjbx3cE8j+U8doWjRAo53nO4nvxwKGM6OZI7mKSO6QSQltxQ9j2IrktXs9VnvpbCe7MsSAGKJV2IV7HA4FdKbS2MWEiQAHbnaMnFQ38UaadLdLp8Mywrv2J8rEDrn2qUBh6VLrOkRmCPT4JI2c4kkQ/McYIBFbtlrMt1GI3t5rWSNSgLDdEzduetcnq0sl9aQ3i3VugBANrbrtMYPAOe5rd0N4/sID39rdT8FoWiBKD0z1J96oBdft9K1C4MdxqMUOqW8SBy3+rIHJA966DSLS0is/wDiWmOSOTlpFbLOfc/0rL1nSrW98PzTpp8KTqm9WVArcHnOOtYOm+HozAZriQ7m5+RiiKfQ+v4UNpILXNbVp1uvFKW1vMivbxb2l3jjA+6KxtOUyX8XGeS3IyOmavtpNutvcXBs4I0RMoAp3dPvc+9UdJhjN5uMaEIhYgjipbVrlJGrqSL
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" alt="Роль щебня различных фракций в дренажных системах"></p>
<p>Размер фракций щебня оказывает значительное влияние на эффективность его применения в области водоотведения. Оптимальный размер фракции должен быть выбран в соответствии с назначением дренажной системы. Например, крупный щебень с фракциями от 20 до 40 мм предпочтительнее для основных дренажных каналов, где необходимо обеспечить быстрый отвод воды и минимизировать засорение пор от мелких частиц. В свою очередь, щебень меньших размеров (10-20 мм) часто используется для создания более плотных и тонких слоёв в рамках более чувствительных систем водоудаления, таких как фундаменты или стены, требующие дополнительной защиты от влаги.</p>
<p>Кроме того, плотность и пористость щебня также влияют на выбор. Высокопористый щебень обеспечивает лучшую фильтрацию и дренаж, поскольку через его поры легче проникает вода, удаляя её из зон с высоким содержанием влаги. Однако, стоит учесть, что высокопористые материалы могут быть менее долговечными под воздействием механических нагрузок.</p>
<p>Применение щебня в разнообразных фракциях позволяет создать слои с различной степенью фильтрации, что способствует эффективному отводу воды и её очистке от примесей. Поэтому выбор конкретного размера и типа щебня должен базироваться на точной оценке потребностей системы водоотвода в конкретном случае.</p>
<p><strong>Подведение итогов:</strong> Для обеспечения оптимальной работы дренажной системы, необходим анализ условий местности, предполагаемого объема водных потоков и специфических требований к фильтрации и долговечности. Выбор щебня должен соответствовать этим параметрам для достижения наилучших результатов.</p>
<h2>Влияние керамзита на улучшение дренажа в тяжёлых почвах</h2>
<p>Добавление керамзита в тяжелые почвы способствует созданию эффективной водоотводной системы. Легкий и пористый, керамзит улучшает аэрацию почвы и способствует равномерному распределению влаги, что особенно актуально для глинистых и суглинистых типов почвы.</p>
<ul>
<li>Керамзит обеспечивает дополнительные воздушные каналы в почве, что способствует доступу кислорода к корням растений.</li>
<li>Пористая структура керамзита способствует удержанию избытка влаги, избавляя растения от загнивания корневой системы.</li>
<li>Использование керамзита отличается длительным сроком службы, поскольку материал не подвергается биологическому разложению и сохраняет свои дренирующие свойства на протяжении многих лет.</li>
<li>Применение керамзита улучшает структуру почвы, делая ее более рыхлой и легкой для обработки, а также повышает ее плодородие.</li>
</ul>
<p>Применение керамзита особенно рекомендуется при ландшафтном дизайне, где необходимо обеспечить хорошую дренажную способность для поддержания декоративных и здоровых растений. Рекомендуется делать слой керамзита толщиной не менее 10 см на дно посадочной ямы или грядки для достижения наибольшего эффекта от его использования.</p>
<h2>Инновационные синтетические материалы для дренажа: обзор и применение</h2>
<p>Выбор геосинтетических тканей становится все более популярным решением в области водоотведения. Такие продукты отличаются высокой прочностью и долговечностью, что обеспечивает эффективность в условиях интенсивного использования. Особенно актуальны геотекстильные мембраны, которые благодаря своей структуре способствуют быстрому отводу воды и предотвращают закупорку системы корнями растений и мелкими частицами почвы.</p>
<p>Продукция из перфорированного полиэтилена хорошо зарекомендовала себя в качестве заменителя природных аналогов. Этот вид синтетики характеризуется низким весом и простотой монтажа. Благодаря этим качествам, такие системы становятся доступными и надежными решениями для обеспечения дренирования на различных объектах.</p>
<p>Среди новинок – использование полипропиленовых волокон, которые благодаря микропористой структуре обеспечивают оптимальное отведение влаги и при этом сохраняют устойчивость к химическим воздействиям и ультрафиолетовому излучению. Полипропилен не подвержен гниению и плесени, что делает его идеальным выбором для условий с повышенной влажностью.</p>
<p>Экологический аспект также не стоит игнорировать. Геосинтетические материалы не выделяют токсичных веществ, полностью перерабатываются и не влияют на плодородный слой почвы. Таким образом, они представляют собой не только технически прогрессивное, но и экологически ответственное решение для систем севооборота и ландшафтного дизайна.</p>
<p>Применяя эти инновационные решения, можно значительно улучшить показатели дренирования различных территорий. Учитывая их простую установку и долгий срок службы, инвестиции в новые технологии оправдывают себя, обеспечивая надежную работу системы водоотведения на долгие годы.</p>
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		<title>Как дренаж помогает избежать затопления дорог</title>
		<link>https://aktaustroi.kz/kak-drenazh-pomogaet-izbezhat-zatopleniya-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:23 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
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					<description><![CDATA[Обеспечение стабильности асфальтового покрытия в периоды интенсивных осадков требует внедрения продуманных водоотводных систем. Во избежание насыщения основания путей водой, следует использовать специализированные схемы отвода, которые предусматривают равномерное распределение водных потоков от поверхности к местам их безопасной утилизации. Системы водоотведения должны быть разработаны с учетом географических и климатических особенностей региона. Использование перфорированных труб и скрытой канализации[...]]]></description>
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
AgulDKoPQVXicI4zxg1JqH+rAzgHioYV8tl3c9OaQDbiRmk4GAelMYDDoeRVi4XMwNQYy5PegAXlWx2OKssNsH1FQqAgJz3zU0h/dj6UwKyZZx6VGeJfxqeIfeOKhfhyT2NAA52njpSORvA9aR/vYzxSyYzzSGRpHiQknkU91DXMQ3YDDJpr9M55PFSwW80hR/l+UdKqKEzREKkJHCwXDZPsattEUYtKu4YByKzmd0uSI0OGANT/b3+zshXP8ACSa3RkyV2Rm3Bfl7+1TwhJoWzg1nLKI5RCeh5JNXEjVVDKdhPb1piGzwMpU7jtHI9jTYlCTAsQynqP7tPklV0B3c+hpuFLguQuRgj1FAyz9ojbgP93pUEjtIpkRs+g96jCq0KKQN0Z5/2qUqUfb0yPlNDENmEpwRlSDnipFVyrEjtiiDcbYkn950IPakjEgiLPJ0J47UhjMZiKvFlugI/nSsGlC8EEcZFOjKyIrKSOeTRteNyVbI64oYxzKGdUbJY8gVHPFKrgbzg/yp4MhkEykfdxj0p87OVGcAdjQIq2wmR2UncCcg+1WPNOdzDrximxJIoZiwGRTzG0kIwAOOvvQAb/nYbPlbv70yHzJC3OQDgE05AUVCTz3qGWQiXKdOdwFAEsjbG+U/KRyPehjIYNi4bPGTTI23DLRHGalYhQNpyT0BoArRuSjGXkA8EVIrhsHBUkYPvTkAWPbJg5PSo5kDoQpOEPT0pDHBUSTGMfL19aGQkgq2FbjB71Gz4jXDZYetSSJvjALEY9KQDYoeDkZOcrntSSKPO3OpDYxmmI7RqyM+QOM1YJ3IRycc/WgCs0iyQDB2Ov3hTFlU/InQ/wB7vVjZHuJA4I5zUEgw6mJcgHkUhi+WXiC52tn8hTBHtl/1hOR07VZj8wMrADHfNLIqtlwgwOKAImcMqnGc0yXYcBVwD19qAW3YYYHanSQyKdwO5T2pDKpIgkIBzkY9jUZkWFMAHJPJ7YqzhVBWQAgdKreSpcMwJB7UgM6cFbhj0B5FEkm4DNT3cZkTev8ACcAVWGGHNZstD1xjFPcjb0qMHJxTm64qRicgHNOK5Az3pp65HepF45Y9KQwHBAFWEGWz2FQIvOT2qyvAoEJK3p2ot7fcw785NNJy3OcVYgfC8cbqAJJ4oZJAoQg+1UHjME5B5BrSBATJPNZ0shd9pwcUANGSfYUKQWApD14609cA5I7UkMndgwdgQCAKZnIA9qjLDG3nA5oVvkPPWgCbcjLt7imZUA5yWz19qYeOtLIMJng0ATYBhCgcjvUcrM7gZ6dKBlVUHk96QA9O/WgYFtu3I6MOnWnZCkuB1PGaUg4yy00/LhuuaQDwpdc45PQ1D3OQSOlOQ5dQWOADViZVFoCPvd6BFXsBjkVIiERmT+HdimYP97tTi22IITnnP0oGOk2spcHn0pqoxAbsKREYsN3Qninkndknp0ApiBsk7RWn4a4vZVIJxH/UVlYJOD3PWtnw+GW7ZSf+WZ7e4poTHSnmo8A85pXNMxnvTEIoJkz6USDnikX5XJJ9qc54qhEIODip4CpJ55qvnnFSRL/EKEItfwGmyfcH0pw5U02T7v4U2Ir5wc0rgFc1HjipUIKkHtQgLCHMQxUmcxmqsVxwFI4qyTmM+tMY48RgVUlPNW3+4BVOT71JgRMM0wjPApxNMLBTmpKEQFHBB/CtL+EEd6peXvIIPBGavIu2EAVSEyteRhttVm+XaCe/WrV2TlcHoarTj7pX+9zSES43SE4zxUTqA2R6YqWM5ZvpSbc0xkQAztx1FSSdAvotMZgJQM8gUuMsT7CgBFG1QPVqryDDnirZxhQfWqk0m2Q/WmBHMdpVx0NSSIZEDjpTGYSRnjBBp8JI/dnhSeKQyMEGMEnBFXdPlSKMsRhs5BPeq725knkiTscYq7FanYkbDoMH860giZWLC3SySqcAZHSiUoJGSRRiQZwKRbZEuQ4OAq96bO0jTqyrnb1HtWhmMmtxIiS7duG5p0iugUtJwPumpYlFwXAyAPen7ViQpIOvGDQBDBbplln53dDTo/Ld/JdQWX7retOhz5qxn7jevapJrUA7oyC2KLAOkgYDcFwR0xUZj3t5jttwNpHvUkcsiICykDHeoZGJcEjIJ3D3piFjO5pNuQuO9MkdVtgyjftbkUBpXVlMR29MiiOEuPlBUCkMfErspRsKoOeKY5CnYG5NOCkSNknaeoHanLA2Nw5HqaAI425PJ5pk6nzeuUz0PY05S2x0BG5WxT4n3KVlGSrZ5FKwyFWkLjCkqDzmnSF0kBhY7WHIPY095A64VuCKYk3zbDjdkfjQACSLbuckSGpbdV5LfKSc896YyhvurTi3yqR1B6GnuIcZQxKrwAcZNJgZyRll70hHmEl+2cAURHzCRvwPSgBkUiSOzKuSp6HvTnZo1y6kBjwaRYTGxbdhgelTzStgoq7vr2pDK7CJgxbPHPFR7WALZ3KelSxoiruPDY70iqYsKCW3HnHQUARJEoPK5Xrmpd7bMAc+tI21YgEP3TyPSmyzqx2AHkdR2qQI58q4IOQx5FMUISXB4wRxUohV1yhPHc0yO3Co53HgnOKEA9GEffcD6mmsxHAJBb8qjWOPCkud2eQaHOchT0NAyVwBFjuPWmDzggPmjg04ZfJY5zwBTS6qArjtSAilK4IPzHPFJvQOFJPHeplhjI35ye1RuyEZQAkdaQyu5Kqdylup6dBWawG47elam53RiR04+tZcj/vNu3aQTmokUgQc089aijbLfjUjZOagoaDls9qkOMZNMA707vz0pASLnaPWp9wA9agXBYc1K3A9qAE689s0xmKkDPSkdm2iNe5zT2Ul8enWgZOsivCCx29h71UYYcnPfFSSbSihug9KhI2t1z60AKpyeO1PI29+e9JEASWJAx29aViWJwO9IB6qT16UKgGeM4o35AX0pfusSDQAMoyq5zkZ+lMcEKFxSnhiVOKkJ4UntSGJHtJQHrTnO5mb1PFRMQrc+v6U9RlSR/CMigAkO1c85PapWQIox824Z+lRbjwc80pcsCO5oYER4PTrUgbcqrnn0pj53kdQOBSxtsdT6GlsMU/ex70vyhsMeAOvrSzZaTdxjHbvR5RVgzgAdhTQgwQVbcaaTzUqjd25pTEm3k4IGfrTEJG4CkMucng1peHiWv5CT/yzP8xWSzHZsH3Qc1qeG8m+k/65n+YoQmOY801jg04YLUpXB61aRI18EUxzxSs24lc80pHFUIgH3/rViIEDnoahIw2asxMMYoQMlHC0yXoKc2dufSmPuYDBoEQj7+McUwgpkdqsHIRDx15pPkf5W496BlSJj9Rmrds26PcTznGKiEISbA5GM0+3AWRk9TmmBakPNVJT8xq1J1qpKfmNJgiJjTNu7qaVjTQODzikUSQHBUEnOcVpnhBVCHG4ZHIq8Wygx3qiStcgbfrVZsgrnqetT3JBULmqu/BTdnIqRk/RnOOwpScJmk3Y3EnsKZI2cLTAhJLXAb/Zqd+No9RTEBz0pbklBGwHQ80AB+6MnpzVOUglj3zVqQZibBqlJ13UwBf59aeZQpUH14pkaM5wikmrVtZStPtkjOAc804rUG7FlFEs6zcpLjn3q6ihgrqTu6AnvSIV2gP2PFSSFUQhO3atkZMYWEhIPK9KUhWKlTh14qOJQN3JHOc1K/lyKWzgj0piK7RskimNiGPXHQinsf3LeblmJ6VIhVbUBlIZfSonuFdcCE8etAD4xFgEEgevpQd7ZQt83XcKMgop+6T2pkobzFY54FDGTOT5IYndginlRhZByvpUcYCnA5wMEetOWQLn5SqjoDQA9p1jA6AHtQjxOCM4ZqjIiEmSuaCyDOcBt2KGIjgik3sWkHB6U5ZCpZXk+XP5U0K8SyORnv8ALSMVcqygHJ+YHrSGRNngk4yeD61K0vly4A3CnyIhOHXG05pjqI0+UbvpSGIxD4aMAc9KQrHGM7SSKlK7ym3pjkmoUyCWPXo2aAEe5AYKBjJwadks2wqQfU9KdkZkVl+UDikCP90McFc5ouIbINhVT0JojgdvMeM5A5Ap4TPD84xg0lqsSqxWRtx6igZE/mEBgffHrUgLlmYuM9CKUAIhOOOxqNY2RxI7biW5HtS1AkO2VSh4IFIA0CfNkoTj3p21FuD82AcYp00qxrubkdqAGnYwwicnvTI28tWRF3HP40eWwjLqOW5qKOfYgDf6w8GgCUyhW24wT1HpUREjTnblVHX3pWUMA8gKr3I7UAKEIRyc0hjzGAMlR71A0bB+2M9qlDN5JU8k8VGkWAQxLZpACnax7gc0gIc7mHfApdoV+CRjrmkA2scqT3oARonLvx8i9Pao8lUysWc8mphuIyzEdsUjCIDmbFK4EGWRT8obIzgHpWPMHkcuVIJrXIQJgN+96/WkZFYb2TJHb0qZItOxjIpXNSdc05hmRjjHPSmnr0rMq45RzRglsdqVcigHrSAeGA49afnsajXHSnAkkZxgCgYqr+83Ht0qY4AJI5NRqeVHWpJv4QO9ICJuQaFUy5yOgpepxSgAYAPPc0AM2/NjoKCcD5af1OW5NRyzQxSAOxzjOAKYDlGGx7UZx05zUX2uDcTvPP8As0rXduehP0xRYCZeSOx9Kcc5HcGqn2uIyBixH4VI17BuwHO3P900rBckbmRu+BT0OEbJ5PFV1vIA2ckZ68U57y3ypVyeOflNKzHdFhOHZSScY5pwwsqpg/MM9c1UF3Blf3jDnnintfW3nEhztxx8venZiLEg2PGAuTUUowxJGD7UwahCWVmckg56Gke8typw53dfunmk4saZJGemegqV5N3vmqaXcAJyx6eh5pTewgqoY4B64NCTEy6FCICfSoy2FyTz2qs1/E55Y/lSG7typ+Y5+lNpgrEx5+lbWgNuvnGAAsWBj6iufW7gHVz+RrQ0bVbO1uneaRlUpgEKT3FCTBl5BzR03ZP0pVpjcbhmtUZjAP3m4DNSnpUUQOwHp61IaGBFICcYqzEMKARzURUFT6ipY2JHNNAxckuy9sUzcAdvrUmMEn1FVpPv5FDEiXaUBycrUTqSDg4qTJMR5qLHGQ2aTGiaAgoCTyOKWND5mfekEIEQIPU81LAoGcdjTAWXrVST71WpOuaqyD56TBETLzmkAyKefSnIODSGOjUEZ71djH7sVTRckc9DV2P7nNMRQuc71OM84quW3TEjp6elW5uCD71SVGSUk9zmhDJpGODjocUjD7p60/b1H96kbgj0FAEkQ9qhuCckHv0oebb34zTJGDLyc470wHNzGcUyyht7kskrEP2okfbExqrBFPvWRMr3zVR3EzbtkiizGp3Be5qyZEHfnFZ0UbyushJUjgj1p0o3zRlZNoU4attjMswkMr8AL2z606CJWUPk7uc014gpzHznrzTh50GXC5XFFgIDc4AUoyZbqRxU/kjaR5m5hzxQpN1HjggjJGKrMwjuAvIYjvQBfKkhSh7VXYOzFjyemfapopzGqq4yWpjuCxKvhv7pFDEhoxHGQxBYk49qRD5gVd3J4NIyeciydM8E/wB2npE0YYKwbnH0oAbEhUurgk56+tSmNzGA/IzmoDLJkA844OO1WohL5PzDkdaEMj2Lz8wUjpmo2AKxHHXq3pQVErgNk5A596UkIAnJUnFIBYgUkYbgd3SkmQBy68HHaiTYmDg4NGGBChc5P6UABkl4G0PuHJ9qUqyvhRgLzn1pysol+QE9vpQ3J3MflzgigCMyvlVYY9KRkYkOvK+g9aRoz5hJzsxge1NUSqoUnO0cmkMJJJFTiMljUjvu+TO0belMZ2IIVgQcbWp0/wAyqwB49qVgG8C3Xex355pTb5ZfLIA60k2XKgrhe9Kqhl+VifSmAyRmCKhXIJ6ZpEgZTuJyxPTPFOuImbyxuwM8kUhjKEqkhz2zQgGSYLBlPAPTuKPPAj2uQy5xjFP8r5l2LuyOakCJEjggEMd2R2oArmbapKNxjgU5EDANIPmJzUa7Xlw3K56gU+RGyAjjjpSAf86Iyvgknj6UsjbQvlheOtUnSYL8+ST3p8UM6tgnOfWkMnJZ2bb6dKaLgRjbs+bHOaePMi3Ert460wgFo2b5jjPTrQwE3iWIs3U1HG7ucnJA5pxn+cqsRwKVGLHMeAw7dKQBu385/wCA017dDGy8ZpVznocikIRHLEnnjFIZE6AFGHPHUUq/vCwdfypjochUJ+lEcrbsYwBxg0gKeoFBIgXOcciqmea2biMOmVUFu1YzKUkZG+8tRJFIeD8pNAxSLyKXtz1NQULk5yKkVCzcfSo04Iz61MhIJc/WgAj/ANcFx609z+8Jx9KanEnPUZoJ+fOaQxQPXr3pU2hT3zSEneCBweKmwIm2j8QfWgGRcAkYzWdf/wCvHutarlcnA56E1lXw/f8A/ARVITK9Famj6aNRtb4ojPPGqeUAcck4Oaku7bT7G+trKRXkZGAuZC2Bz2HsPWqJMeit5NFhh1e9juNxtLWMyZzgkEfKM0nk6RaaZZXF3bTySXClvkfAGDTAwqK6O50iyW4uxGjhI7Lz0BbkNUNxo8Ft4cNzISbwbWYZ4UN0GPXFIDCorpp7TRLbUIbF7a4aSQJ86yDGWFQLpWno+qPcGURWcgChDyR6UwMGitiaws7zTvtemrJGySLHJHId3Xoc1O9jpEF+umS/aGnOEadSAFc+3pQBz9FbVjplvFcakL9GdLNc/I2CTmmanbWH9lW15ZRSxebIykSNk8UAZFaOhWUGo6pHb3LlIyCeDgsfTNadppNjM0MKWd7Mjgbrr7ig+wPaqn9lpHaakQWae2mWOMg4zk+lICLxFp9vpupGG2cshUNgnJU+mazU61t63pdvYabbyI5e5MmyZi2RnGSPwrEXrQB18ilQMHrUTp84cGp5W5HHQVDuBNPoSMTLOc9KkTkdc0wxlVOOtPiYbeOtIoXdtOMdacOCKaPmcDtU0iBcEVRIS5MWQcVWcYH41YODGQTzVd+BSYChv3X0qMcbSOnpSpgoaQcEA0ii6nMFSRgBcimRYMRxTlIUYJ7VRJG55qBxljxUz9aiJ+akMYV7MKNv4Usm4jjtTAzFMnk0DHIWDZq4j7o6z8MWyDV2H7tAMhnGFOTgZzVRgxfcO9XLsZGD0qmSBjBpASofm5NRs+PM9mxS5IPT61EfvseuTVAOWMOhz3qFDs3RkHK1KWJBKjFBY4BIBOOuKLAOiXzRtPSr7RPtI24UDrWcGb5SoYjPataETS25PBBH41tBaGciSERtASPvAVSFiXlJd8K3YU+UNEflBAJ9anXLjIIq9ySIwPH+7ik4Ayc037a5XAO7A5p8qiORGOcng05oImiJQ4I5x61IxsIDDczbCegFOJQzqJULBec4pmNxVtu0AUS3bFhGy5wOopgLOzGQzRLlF6GliY3P7yRQHBxj2p8CiQbGbaMdKSeJ48+WevfNAivDuQODkpyCParhVIkWRcsOM89qit25IaMhdoBz3pZI8R/KSu080DHyKiv5kYIDDBFRLJMqKoywbg+1Rx3kZPlsxz2qaPaMvI/yelIB6FIpWJ6HgUbwZFVMbl9aGMRj/d885NMSIE8D5hxmgBw3GXLY9xUkh2AAdaj+zldu1jknmpQ4aUrwSBg57UAQbgGZUPA5Jpp+S3Yj5vXNNCut0VXBxzVl5FOVMRG7jJoAhUtsUSHr0okhbz12txt6etTt8w+UDPvVRg7YKHDJ+tABv8liqrwvJBpUmc5YqcZ7VMhWSEMww7DBzSsjRwr5BVvr3pAVnJZ1O0iPdg+1PZSvG4BQcE0+ZZ+A23B54oVHMZdyAhHIoGMfYDkMWFQBJHLMxx6fSpo9vGBkds09QZFLIBwcEUAQlW2ZQkY96nzGkYLcEDk0zYQDnoRSMh2hupxgigB8ipLFmDb1quIwkuyR9rdRRCrR7kiYDPJBp1zbvNJ845xjPSkBK5CqpGGDVWS6IkZWTHOKblkAjwWaMYFJufaCq59c0ASu7yLtQcnFD/M4AB4HBpEJCmVfv+lAkyzDgYpANkGCeSOaYXVMlefSrTSJKFVhjA6+tQo0cbDcNx6D0pDFy0SB26nqKayq7B2BGKkmPnD+7t71CjeYNmcNn86AHyAMm9OSKqeYRkgDrxVmXMWdh+Zux6VXkzFAC64ycjFIB43rHlsA1QvoBkzq3PcVKZWOSzE5A4qld
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" alt="Как дренаж помогает избежать затопления дорог" title="Как дренаж помогает избежать затопления дорог" /></p>
<p><strong>Обеспечение стабильности асфальтового покрытия</strong> в периоды интенсивных осадков требует внедрения продуманных водоотводных систем. Во избежание насыщения основания путей водой, следует использовать специализированные схемы отвода, которые предусматривают равномерное распределение водных потоков от поверхности к местам их безопасной утилизации.</p>
<p>Системы водоотведения должны быть разработаны с учетом географических и климатических особенностей региона. <em>Использование перфорированных труб и скрытой канализации</em> не только снижает риск аквапланирования, но и предотвращает вымывание и разрушение основания дорожного полотна, продлевая его срок службы.</p>
<p>Грамотно организованный водоотвод способен значительно <em>уменьшить ремонтные работы</em> на транспортной инфраструктуре, что в свою очередь сокращает экономические затраты региона на дорожное хозяйство. Специалисты рекомендуют регулярные проверки состояния водоотводных систем для оперативного устранения возможных неисправностей или засорений.</p>
<p>Применение современных технологий и материалов, таких как <strong>геотекстиль и дренажные маты</strong>, обеспечивает повышенную эффективность водоотвода. Эти материалы способствуют быстрому отводу воды, не поддаваясь при этом блокировке от мелких частиц грунта, что является их безусловным преимуществом при строительстве в сложных почвенных условиях.</p>
<p>Интеграция <em>автоматизированных систем контроля</em> за работоспособностью водоотводных каналов позволит оперативно реагировать на любые изменения и организовывать требуемое техническое вмешательство. Такой подход минимизирует риски и увеличивает эффективность использования транспортной сети даже в условиях сильных дождей или талых вод.</p>
<h2>Принципы работы систем дренажа при устройстве дорожного покрытия</h2>
<p>Организация оттока атмосферных осадков и талых вод с поверхности дороги необходима для поддержания её надёжности и безопасности. Правильно спроектированные и установленные системы отвода воды уменьшают риск скопления воды на проезжей части и способствуют продлению срока службы дорожного полотна.</p>
<p>В разработке таких систем ключевое место занимает определение оптимальных мест для установки дренажных каналов. Эти элементы должны быть расположены таким образом, чтобы максимально эффективно собирать воду, сходящую по склонам дороги. Важно учитывать угол наклона дорожного покрытия для предотвращения формирования луж по центру дорожного полотна.</p>
<p>Применение качественных геотекстильных материалов в дренажных системах способствует улучшению фильтрации и продлевает срок службы всей системы. Геотекстиль предотвращает засорение дренажных каналов осадочными частицами, обеспечивая стабильную работу системы вне зависимости от погодных условий.</p>
<p>Важной частью проекта является также выбор качества и типа дренажных труб. В зависимости от ожидаемого объема воды и типа почвы под дорогой подбирают материал (как правило, это ПВХ или керамика) и диаметр труб, а также глубину их укладки.</p>
<p>Приложение гидрологических расчетов для проектирования дренажной системы позволяет точно оценить необходимую производительность и адекватно спроектировать все элементы системы в соответствии с реальными условиями в данной местности.</p>
<p>Регулярное обслуживание дренажных систем, включающее проверку состояния дренажных каналов, очистку и проверку на засорение, обеспечивает их долгосрочную и эффективную работу, что критически важно для поддержания дорожного покрытия в оптимальном состоянии.</p>
<h2>Типы дренажных систем для различных категорий дорог</h2>
<p>Разработка системы водоотвода должна учитывать категорию транспортных магистралей. Линейные системы применяются вблизи автомагистралей. Они оснащены канализациями с решетками, предотвращающими попадание крупного мусора в водостоки. Для обеспечения эффективного оттока воды на поверхности промышленных маршрутов используют бетонные или асфальтовые лотки, которые способствуют быстрому удалению атмосферных осадков.</p>
<p>В районах с высоким уровнем грунтовых вод рекомендуется использование подземных систем сбора воды, оснащенных фильтрующими элементами для предотвращения силлинга системы. Такие системы характеризуются высокой производительностью и незаметны на поверхности, что существенно снижает риск повреждения при проведении дорожных работ.</p>
<p>Для местных дорожек и парковых зон часто выбирают открытые водоотводы в виде решеток или маленьких лотков. Такие меры достаточно эффективны в зонах с небольшим трафиком и служат долгие годы. Открытый тип легок в установке и обслуживании, что делает его предпочтительным выбором для муниципальных служб.</p>
<p><strong>Использование геотекстиля</strong> предотвращает засорение системы и продлевает срок ее службы, особенно в районах с засильем растительности и активной эксплуатацией дорог. Этот материал обладает фильтрационными качествами и при этом стоек к механическим повреждениям.</p>
<p><em>Перед началом проектных работ</em> проводят анализ обстановки на местности, что помогает определить оптимальный тип и расположение системы, а также глубину заложения. Это обеспечивает долговечность, надежность в эксплуатации и минимизацию финансовых затрат на последующее обслуживание.</p>
<p>Таким образом, выбор системы должен основываться на тщательном анализе требований к конкретной магистрали и специфических условий местности. Только так можно достичь максимальной производительности и длительности службы системы, обеспечив при этом безопасность и комфорт транспортных потоков.</p>
<h2>Особенности проектирования дренажа в условиях высокого уровня грунтовых вод</h2>
<p>Разработка системы отвода воды начинается с тщательного исследования гидрогеологических условий местности. Для регионов с высоким уровнем грунтовых вод требуется создание альтернативных схем сбора и отвода влаги, чтобы обеспечить надежное функционирование инфраструктуры и предотвращение подтопления. Подземные водоотводы нуждаются в установке в непосредственной близости от проектируемых автомобильных трасс, часто на глубине, превышающей уровень грунтовых вод для минимизации их воздействия на дорожное полотно.</p>
<p>При проектировании необходимо учитывать не только глубину залегания водоносных слоев, но и их динамику в различные сезоны года. В регионах с изменчивым уровнем грунтовых вод рекомендуется комплексное использование накопительных резервуаров и промежуточных коллекторов, которые способны улавливать избыточные водные массы в периоды их максимального подъема.</p>
<p>Ключевую роль играет использование материалов, устойчивых к воздействию влажной среды и коррозии. Фильтрующие слои из крупнофракционного песка или щебня, уложенные под транспортной артерией, способствуют эффективной фильтрации и отводу воды из-под дорожного покрытия, обеспечивая его долговечность и надежность.</p>
<p>Дополнительно, в условиях высокой грунтовой влаги, применение вертикального дренажа с перфорированными трубами может значительно повысить эффективность отвода воды. Эти меры позволяют регулировать уровень влаги в почве, стабилизируя основание и минимизируя риски деформации дорожного полотна.</p>
<p>На заключительном этапе необходимо провести адаптивные испытания системы перед засыпкой траншеи, чтобы удостовериться в ее способности к быстрому и безотказному отводу воды даже при экстремальных погодных условиях. Это обеспечивает долговременную сохранность и функциональность транспортных магистралей в данной местности.</p>
<h2>Технологии строительства дренажа для предотвращения аккумуляции воды на дорогах</h2>
<p>Для предотвращения скопления воды на асфальтовом покрытии применяются разные подходы и материалы, основываясь на типе местности и климатических условиях.</p>
<ul>
<li>Применение перфорированных труб, уложенных вдоль под дорожным полотном, обеспечивает эффективный отвод воды. Трубы защищены фильтрующей тканью для предотвращения засорения.</li>
<li>Использование лотков с водопроницаемыми стенками, которые собирают воду с поверхности и перенаправляют в нужное русло, предотвращая её скопление на асфальте.</li>
<li>Установка разветвлённой системы водоотводных канав на обочинах улицы помогает собирать и направлять дождевую и талую воду в сторону от дорожного полотна.</li>
<li>Важным компонентом является создание основания дороги с необходимым уклоном, который способствует естественному стоку воды с дорожного полотна в систему канализации.</li>
<li>Использование водопроницаемого асфальта позволяет воде проходить через поверхность, недопуская образование луж.</li>
</ul>
<p>Подбор технологий и материалов должен учитывать местные климатические условия и рельеф местности для обеспечения максимальной эффективности и долговечности дорожного покрытия.</p>
<h2>Роль регулярного обслуживания дренажных систем в поддержании их работоспособности</h2>
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sefY5NF7k2sP+pqWEjZN/u1WFwv2dplBIU4x0zVdLu4cK6Isee7c5oTAkmhSVfuruHfvT4rUZ+7mhpJZLWRwFVk/iSoZQ5ik3u74XuaALLJFGfndV+pqM3VsvR93+6KyLi3eCC3KNgupZqneAx2kcn8RXJp6iLb6iBxHD/30arR6lLcXJhDiLAydq9Kzbd2eYIT95h/Or9sgGp3JAz1HT3pasEydE83/AFjO57Z5zVmzgDzKGTGDnOaVYl44cmrFmgFxuCKo2nvk0LcbMkpmMncfmNHlfLnfz6AUwz5kGFYd8YpMGQHD7cc8CpAcqqoZc/e5PGKbIB8xP1zU2yTywchiT1qL7uTigYjDdGvfPJzTE+8eBnqcVNs+XGMDue1RGKIMDv3MvOFosBKckL3I/WkxtIJwGHTJpRK7L8q7FJx700cbiB83c0MY9gvBAPrgjH60iZEjOwwMH8alUfuWVhwT61EM5YdRjANIQXKAbcHB2jJ9qJE2BATnjGPengeZtXu3XNJI67wOjenoP8aLCJbSBpy6OD8oyMdD9TRF5aPuug0iYwqqeah8yRQUDYTOcZ70uAzckFh1pWARlG9jHkZPy1GVcygqzK6rkrVh50Y4ZGYgdQetOaSOVQVXHGc44waQXKsl1ILhk+UMR/EKqzSvGiFVUtn5sVqIY3bmIE7MA9c1GbMI+QGxnK/0oTSBFH5k2bn5/iHvQ6MThCRnmrkdqi/vZHLbuMdKGtzGy7XG39aTGVQjrEhIzjimBnl2tIgU59KuMrbiAB71DMGHRcfQZxVIdhR6jke1MUD7q5GfQU4Lj5WccdRT5VBZdoAXYPpVEcpZtOuamn/1IH+0DUVvgKM81JO+EUD1o6FFf/l5OOuKkjPyzfWotw8zkDHr3p0chKzEIOG7H71ZoYyRsW9WH+8uOxH8qqlx9n3tEdp/hDVO7YnVWBbJGCO31pgTAfvwR97B/lRF91xjnFRlwLgqA27aTk9KWF1KScMCBzkUAQof9HJ7nNWQMR/XFVAYTAW8xli/vFeRVreqxlmb5ABzimgFc/6E3+9imy8Rx/QUsmx7MfvVVGP324FK65VRuUY9T1+lJghEObiMjsaGUm5m+lOiQtIHwCv1odHWR3K4Vvun1pgBUYYD1/pTZEU2CptGOuPxp7K4bGCOaY5/c7cHigCS4QERd9oGKhuhuRgWK/Q47VNLxsDHJHpUc7AxsfWkwFIYeXtdgcDPvSs7i42DbsPbHNOP34x9KacGf86RQRsdzqVUDbww6mpVx5MmUK4A75zTExub/dqRuIZPoP5UxWK8Tx/ZyxLLHnGWHIpZUD2cYWRevDHoaSNd0OD0JouFBtYRgcUXAn2sx3jovXmkk5jOPXtTXVTcocdDSy7vLG12U7jyppMY3eW6+1OTmZD70khKsUCKwz1PUfSiLb5oG/8AeD+EjrQJkyj95noB6UkKBFkKjBPp60cquW6EUqNuhcn6VQhV3NAWlxOynGG7j0qNEthJ5rL5CupXjkDPFSIR9mY9t1RZ+X65p3YWuUpNFuN26GaFlx1fjitfRovsEMiSzRuS24GPJHSq9wN7RYYrt9DinTMTGdrsnPVetVzE8qJtYYXljJb27qZGwfm471h/YpwoRkPA+92NakjMI48SMrY5I/i+tRvJILkKH2qT8wHek5XKWhkXFpcSsxCMG/hO3GTUcG92RbiCZecM2OvvW8kkpudoOI8H5Mc01Z5WlZHZTGoyuBzRdCMqPKTAbWAHIz6UyQ/vHHIwa1vOkeNnfYSh4wKVbgtb+c0Ue/d9wdKE0KxWuW/4lNv/AA5lf+S1FEP9IQKCFLLjP1q7JcbYkfyVctxszwM1Whlae5h8x2PzAKCc4G7pTGjR1gONXmdZPlyMj04qtIA53RMyn0/hNXtQZo9RuiMkM/KnoeKqoZGfNshH94Z4pdTS+g5GGGGW4U9TmsxI1t/lWB2Yn+EdPetIpMiOZECjbjOapLtVxgEfLjlqpK25nJ3JFLSWDgxshLDG7+dVZ5ZEdgr/ACovDYq8z+ZaknOSw6nNVyVDuHCsO64oF0LdnubRGdjuZyck96Jxtt5G24AU5wKmjx/YwwNoJ4H4io7ri0mwvP0Pr0psEUL/AP1Nrt6eVn9anu0xZRr/ALIqLUxhrdcYxCKu3XyxINucKKZJz1nEPtsPzA5lFadijteXTDO3PzY+tNtMLf26hFwWzn0p+mAmWZuxPrSHYulBuHHGe57VYs1TzpCoXhO1RcDoE6d6s2vSU/L90cCmtxs54ANjOc09YggwpJ3GmBMHJzigSnGOuTyPWsirExYKPvc0z70mw85/Okmc+YoKHBXd9PWmQzQtteMNuxxuHNMQp2EsE5BHX+lVmfa4BGR1461cUqd25l3Z+76+9IyQh8lPmYcmlcLDUl/d85xwOeoqQMrOvI/2vpSIBt2lj82aYAMBnG1u1Fxk2793+Jpi/MODxS7lVRubjuBQQScE4AoAczKis3UkYoAUDexznpTdnzhTwo5ORTZULyYB+U4H+6KBATvzkrt7n0o2/K21sr61GEDFnBAXsCOtSQpI8LKMkZycdqAHCICPPRiaIsorqU3KvY9DQx+dRvHHOF61GVYsyqxY55bNJiaJo7tJWWKOP5euTxSvlg+EIxxu3cfUVGU/doNpJ5IK9velG7y8o7MwPzAntUWEkMSIlt8sm4D0BqyI/myQMdmqDyCp3ROYz7H9MU5GmVsu5bd0GKFdD2HtEByxwfftTUZCnJJI7Zp5Zn3bsD0XuBSrA5JKfKQOSePyplEYQBSQetQeYjZUq+f4fSrLgrkIPkHORURG5uRhV5yxpgWoQQAOvpimzyhVwpU7TkA0zDwn5wV4zhhjNNIGSMZyadxCBQwU/eb3qcRq0f7tV681FGuN35ZqUJk/JwetTeww+yDZs6qeaHt2ZgVVtw77qQBxjHH0p5aTaT0xzmlcVxn2aUPvL5JGMY4FKIpk3/xKeM4pRJKPm5579qeJGUDcg2AZ470CuQG1byAnzKOtSqrheew61Ir8YYc57U/5sAlOR1OaBlSRfMiSFhtGfu56054vMZT8vyfMD7Vb3kvyo+lLuC/wrkdhQFypHEsbifeN2Nv1p/2WZC8jEFX/AIc5wKn+QqeBgnkYpRjqoDHPYUx7lVfN3FFdw3VXPalQ3B+dJP3h4Zi
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
45PzZOPeplkVueSD3rA2GoqrtUD7x4zUc7IY2G4hC2N57+wpZG42o3zNwcHG2qhh88tEZdqoMt82cfSgQhCBQjqdij5GboP8TUwk2xqqjjuWPGaZDIFVh5+PVQuBT2w8K7DF6KT/EfWkAsRVUb5Qg9Q3zVMGkzuUgjOFPGTUSwnbvwJFX+I/wAVTSxtKEVWEaKP4eC3uf8ACnYBr3m0iNpRG3ooz+tSxynICFRu5YuOaieEwRb7eBTIx5dv60BWct5hUMeVUDpQMdczQxN+9kkBZc5Rvvf4VNC0Plqm3YG+6o+Y5qi9nI8qvmPjqxHNSeU4mysuEJxtb5aAL4U+WAqgovOR2NJthQEgZbHG41WDvEE3ou0cFs0lwr/fB4K/Njrx6UCsKZZPKJCB2z0H9KbD5UinCSDnlXbv6iomumtZYso0q4+/t6fUU5rgSbyse51O7Gcce3rQBdzGFw7bueu6nrs27wq7R0+bNV42cRMzIuOgxUsYV03I5UegFSMhkjZ25IwajePbjfFIyYx8vJBq4qqvZSDz161DK8qsxjzsHDbD/nNNIRXe3cnchfc2Ms4xxUaiTDP5+yND0X+tWzJAzjbLl1HQL196gkRYxIysoduG3LwfwpgQgxXEge2CyEdWK8j396tvaFIw/lMSGJOwZ+n4VDAg2IDsjVvm+XjdVgylJGh82T5l4wcZzTAYFxGPNb7OM/MQOT+NRSPlgqSkxA4bbyF96QyrsCSyMfT5ecdvpVaWVLdFiO48/L/nvQMsyMgT5o9w/hY9fxqCR90224T5F4U9cHH8qekjzqoaNfMA2jB7VTQSGfem6VepHT6igRbiiZmLsdj8MHxkH60SPuUoNu7puH8VNluUWEYyWfnj0qtG/m3BXcVJHyn0piJTGwb7m5xwePzxXfeGdNWysFcqfMmG4k9QOwrnvD2nPcagnmp8sXLNnqP/AK9dz0A7Va2IYSMERmPYZrjBcI8pkcbllb5mXkjPfNb+v3fk2RjUkNLxkdlHU1yrSom3y2Zm7BDSbsNK4j26C98xVKIBgSMT93/ZFSNvEarCSqk9+FxSF415QyO2MkLxz/WoxNNIzDyWZe4bg4qGyicKkiq4fnOFKfdNIm5W2ZLxeqr82fQmmQp5Tb2TyWJBEatmrDTDDAsqMfU/0pBYJGYIQNqZPB6jPpVcrjAlcBupI/rUkkZdhudiB1A4GacCEByBn+HjmgYQyEqDnPoSKc2Mhm3Nnqc0yc5VQT/SqM8zK+A23jlupoHYjuJbh5iowsaHcqrwT703zftZcSiIQsM4K4YmgBGVS/zMT1YenpVjZGUHypnGcMvWi4yO+L3F290u0qcKo7KoGB9alEoO3BBOO4Oc1G4aIrHjdj+58wWplT5SEZTvPJPGam47Im2BgXUhSeDs6mo9jbWyhVQf4sc04IcNuYe5qCRmOU+bHT/69IpE1vH82BIh28lVHWiWHzCNpUjOeR0qETuvJR229Co602Lz5o3MqujA/cPOPemLYWSZUPy7D/eyaoXDvKxaSIbuwTpVyeFsF2XcE5zgdKgwJG4UBOvPH50DKa2zE9Ao64HU1ORKDyq89galWEu24YyOMDiolQ7sEDn5fpRcBI4m8wO3+r7oetTGJTJuQZ2+oxSosgO1XVlHpyafcKux/Nm+Yj+AdMdqCWNkG887ht64anxXiqrRXCLB5f8AERnd6VFEW+yRtZylWUZ+YZYfWml7h5cLCrSDgu44/DNOwXGm7+UfumaNzyFyD9KLWKOV3YW7Rsegc9vanzrP0jdC2ckkY/KnpFHLH+/9PmZPvUxXGq0UQ8v775yB/dp6XcSFVlcZHUjoKSQSOG+yqY41UErt60GC1jSPeN7t82FXBoJ6jY03TF95VFb5Ng/SpVUSEIfn9SxFIWkiUeThV/iLDpTrn7NIoEXzP0ZttAyJgi/dVmA4Bx0+hpPtAjjCMDK55Kr/AI03acgNJy3UdM+3tRImGAKtvY/nQDHC4hzuIUSqeF6/hUcty25HbaQnO1Bg00xKZs7ckDpUckUnzyZUZHQ9DRYC07QSur28ZLfxH/8AXVW5l8krtYH02tnFVik3lncfekEfmfdB3d6dhFjzsgnn8Kid2yhA4Q0ibQy5+760pO84HT+dGw9yQueSitz2phfZyep7U2R/l4yOOe1amleH77UVWYoIbfGWll4H4etNITdjNJyBk49619N8NXV4gmuP9Dth/wAtJOpHsKvWV3oujkSLaTXMy/8ALaTHB9h2p9xrE+oDdOx8nPEajAqkrE6s0NPOhaOGNspkmX/lqy5Zvoe1WF8QwsOYXEhGQuR+prnnWQz7tyLEKQuSxKYKEcZHWlzhyot3t5f3RXzHGH+6iNx+VUZbPI2ueD156UsiTgh1QFF9KsLI2D7/AHsjmi9w2MsW8MSqyIWYn+HjH1ppleW6SMNmPP4VagjNxv3hkVBnAHT6mml84Rgx2j5fMbj68UhkEiNDIw+U4PPPAohaWR9kWzym583HGfSpQCi75nBVhjaRVWX97kxzcoNoiRc8f41IyRIrgO2yHeqLgEN1/Gn28TyPh41LY5SPnj60eSIjskCqpGWXH6UkcyxwgNEir0wvenYVyyP9eoY5cD7q/wBaY96UkMSjazDhhSxw+VBJsXBfk7eahjJMqlVKqOWU9fz9KTGPiuPNVlmVkiDc7R1qcMifJbKrPnc298/nUVw8MsLBnBk/u/0qEGK2LOY13v8A3R0/OgCeV7nzMhY/m9T29RTY43RiFYt/eyfu/wCfSolguP8AWnzAxyRk8EVIzgFftSnZ2PU5oAkNvIxKPwJF4yfm/AVJAQFVY4TEu3JfOdtQpK7SK0pZdp+9t5f2qQq8xJIG0cKvZvc0ATSTG5hULDIzlcf/AK6pu+6NgysioCOwIq2heHlGDMh+ZWNQS28V/MswH7xDzngGhAMI+0xL5FySiAKVx1P+NLbGZYwQM/3l96JE8r5y4ic/eVP4j9KnW3cR8EM6/wDPNqAF/wBc214jjqHH3arSR3KsEM8fkjsR296svbZgP71ghHIXinRtsjb5Gwi9CM7hTAovE+3KQrGF4wG4IpfKKMJSzqPu7W6Eegq8xWWFGiUDd0U8EVBLcLFMkJDNKTxgZxSAhkYykyyJtY4A7haSQOrRsed3G/8AxqW5IPzrFtcHOc/KPrUTtJEvSMSsMBSegpgBMiM5jXhh0Zh81NSJMKm5d7c46AU2N5UUifLMeAR0Hv8AWnRNMVCTlWb8BgUADQSpvfKsUPASngbI8sdvGenf+lRreDzDGwUc7uPanTtkfI7Hf1BNMRQkwrKhOOdwz3pse+JvMx3+Xj71SiLzpF2nDKOR7V0/hfTBdyC8mAMcJwqkdW/+tTWom7HQaDYmx09RKMTSfPLz0PpWixwtJ09KzdbuPJs2CnbJIdq/1qiTK1nUreSXarGQfdBXkVTNlbTKu/YCR94nBUU7zraAuVO4hflxxtNRS3SzEYKlGGSdoNJlAwhTG1t3lnAZe496SW4CMPLGS3PJxUbPtfegcx4yduM5+lSAK5wAHKjPI6VmykAlR9rMCpIxt7H3qQBCR8nI7kc0RuUkbf8AvA33TjGPaobhXk+RWkjJ7r3pgMmlPnFEaXjk4XH696SQTLwZNrdfpSOzxKFhAyp5LtzTtq3CnzF3KDwc1Iyj5Uyv5i53KfvdQfakQyNlpUVO2R3PvWlBarChCHIbkhjnNOkgV0IwPU4pgZ9tCjqZFznt7Uv2Xy5mdHl+ZuWzkH8KkZ2iJ3Yx0O0cf/rqCVnQMYthbIJXOCPpSGXJFQDeY8vjjacH8RTIlMbAMFw3PuKrxlxH3+bkHOeaR5VTad2SR/COnvSAv+bEhzh2J6qOcikSaEKzJCuR1J+WszMiRHcZMbeHXnH4UsbymIHBdh6dDQM1jNFIQvB/SmtNGeN4DE4wtVBG83KqYVx/GPmBqeCyUJsdiWJ+8OtMB0jwkld2CfWq84j24kZhu42jr+NWRbpHsHmORH2LZzRcGGUBZFGex7gUNAmUmtppFKgx/J224JqMxSBHRYxuf/a+U1cijZmDRnYVPcnJ+lRyi5Dj50Vf9tc5osHMVIIFe5XbHIhQZLZpv2SSG4MrTbieeB3q6uyR/wB4xVQ2SQcGrexEbYx3ljxx1oE2Zct3M+ImAO84baOcVOUbYADtOAADzV/bGx4xwPyqB0DgOv8AF0GKYikgFzGdqZw/3vcU8RgLnYqs3U5/pTjvRW353E7VVeT7UrMsW1C+98+mfwoGMkbAVMsWB+Y46DtzUSTy+efKkyAf4vWnysW/1TyL2bA4+lR/Z1fneBjrz0pAG92G94zNu/unpVedVwu3K8/j9asRTAOyRqCB1ekkYHhwMjvimIbH5ipskVRnuerfjTC5z8/zN04PSo45jHIwJD98t1o25f5h8xpi3FDp5w3nbgcZHWnyT/KQOA38OOBUIIb7hJLduuKfKEZo4x8z0DGxSKoYzxK6LySCaW4cW7KqEBVHIHqeeaggGX2kYB6rVmK1nvpGMcarFI2DI/C/nTJHwPHeh0kVFKLuDAYyBUmnaNfam3+ixYjzzM3yoP8AGt7T7TRNNRI7ycXMpG5ii/uz6CoZdcuYpZJbQ7I2bcIlXoOnSnYNXsL/AGbY+HrmDzE+3zfelL8BB22r/jU+qauNQDwqjC1GPl6Fqxru/F0/mSvI0z4BycE+1CIcgxuY8HgNzRzdhqI4QJ5m3LL/AHc/dFTqhEShlw456VG8jQLnJGTgnFSxOZUOTyPfJpXCxFIx+9KFIH8HapI9j5UAIDzjOaaYMk7vlz+tIkW37pxjj1oaFclJ25288fdpYnHUcju1MdOM7lx7CmyKzEYJA9AcUDGvIrxiGNGRfvNjgfiaiVwI9jSRMqnIboagtRNJGSrYDn5txzmleMsUhRIn2k/M4wMdxTZJWk80TK/2hY0x8rY3F8+1W4Lm20+PE6ls8gL1ZqnXyQrfZUBjxg4/iPc+1Z9zbh5EijeR2POey+wpbDJZZZbpVn2+VC3yqn9aU2wR/Nck5O7JqXyniRFiXLdAT82Peqwjk3EG4eRVH8YwAaLhYti7iKY+bKjuMZ9qgNyJRIkknysv4iq0zssAdUGO+/19aVJt5VPI82RvlLMccVFhjLSTYzIkIkfou49F9atuXlZSpWRkPOBkLQtmnSTbvf5fl71oQBTZq0SrGh4VUGT9ae4FQXbGSMKru2ei8ikJRpXVROsrHJqW7XYQElOQvzD26VWghVX+abc/Rh3xQBPO/lx5j3Mwb5ickj3qCS9Cxq0O8vnsvWrLK5tt6zKi/d3cmp4FZYCFA/3i2eKAKRSSRUEkAjXPO/rn2qzBEJGdQ2XHBXH8zSu+MM7tGnRd/AP4U7bIjEswO7qc4WgB8MZiO6VlfHIzz+FROsxlzF5al/u7OMfWmK7PMDu3dfnAwFFODpGyyLOCwHyjdyaALiqwbOSr/pULpJGT5SxsO6BuTUabg5ud/wC8IGUJ4P0q0iLIoLDnOcMO9AEKFzy8TRsP4N3AqJo5fPLxoSD/AHT+tXSgUk7hj1NAR4m3RfKe7ZoQyH7MwQ7oHIbt1qKWzbzBtXbkfx9K0VuLssQkm4jkFxjFRXqXMsSSMR5h4ZsfKvtTsTcy2RU+9JtbszVnz+XLIFBYlRhsDvWndafK1sN65YdE3Y3e4qnDEkHzP97oV/u/WhKw2x+yJtrGIKUGOvWq8kqL951jU8bqdJ8xVVOVbk1UvivmRIo/IZpiNbSbL7XqEcSt+7f7zDrtr0O2hWCBY4owiIPlReMVy/gqxkxJcyghE+SLd+tdbtGfTFWtEQ9RrdOcg1zHiCZXv1USZMabSvoa29WvDZ2Mkw++BtT/AHjXGRt5x3PN53OXGOtDY0N8sT7m6EHp/WnFtkHznjdhRj7oquNysiyM2Cx2r1xSytNEGJJILZ2t2qCi0VHlr8pJ9QaemUYq2Q2cksP6VBbySO7L5fytzwc5FWY1dMRgmWPsjn5o/of6UrDHOMn5sBc/eHWlSX92TIcqDj6U1xt3EEbG61EbdS+UkcL/AHAeOaQxZ0U7XCuyKQSu7FRpH5bFy45PrxVlrZQq/Njjhc1WH7tgAoC9N7dGNSBYSUFghzuAyd3WnDdnooUDIWqolMbARRb2Xltx7exq0XSaMvG4G/7wPWmBFPGkgQMjMCevUCqc1rGjZMf7sHOWq9I8aRhvugdlamPNuhwQx3/dXNMCkRsEaxuCcZKCmqjFWOOc9T2qaKV03s6KVHB+XmrCp8gZgu1uchsZpAU1tUZdpudzFs7AOcVZJVCNrlZSPu9cUkUXzF5Iyp796HbL4iUOCOdoGBQxoeizlcrlx/e/hPtUkbKhVXyH7qaSWYRQxgje2MLzjJ9dtJOjBQJCUdRyyf1oC4+aXeyJGqtG2ctu/pS7HyC8m5BwAVximwqpQLlYz2YDmpUDou0yNK3+7waZI2SIbjjA/HmkC725ADYy3pUuUAI3bQtQNNGihkLPtOCEHOPrQA8tE0m3Kbv7o70/ysxsJPnDc4/u/jTDNGnl7o8sfm4X7v196bJPEjLHC529cHjn60WHcXCoAFBOOMYps5LxnYRu9+MVVnvhL+5i3K+cq+MCnxmVI23yYUc4PJ/OhiIjHHEjJ5Lbv7+c8VXYJFKQwbdj7zHP5VZuLhMcAM/rVUyB23HcT79aBjjKu1RtNRZGWOck+tNdtijd3pThcNnOcUILDt+wcYx39agZ9/38j5v0qQ7WYlR3phAwSelAEboqMGJyP0oCGUjaThfzqXqvXA9KmsNPn1Cf/Q4WkYHr2H400DaRRZVTpu2n8KuWOnXeozLHa25fb95xwo9ya6zTvCEEeJNRcTv18tOE/H1rYvbmDS7L5EReMRxqMZNWkQ23sZGneFLS0/0nUZVnkHUZxGv+NVtevoLp0trRY1EGQGzx+FVbm/ubzcLmV3UH7n8P5VmO7rJuttkmchgUxSb7DUUtx7P8hXYGdRyTUWS8ivKoPAxg1DL5sDAupCnkp3qaJvPX/WDywc9Pu1BZILdScsSSD6dqlB2ZZg2AcGnI5XjI9vpUo3LHvU5Y+lLcB0bBY2yuFH96mCaJH2x7eT0UZ/OoPLmfmYSbT/CBU48sfdVvptqkIXnbkqSRzRj5duM/7NVHuws2zLH296jlkmONnznqSO1AWLLs4PABHoKryyyREeZ8pPTPaldk8sMThvY81QJdXkczElPu7xxSHsS4kEnDMWbsvTPpViOHfDunDIi/eYLTbacu2UjLH+4B/WpLu5klRI5TlVO4pnoKqxncRBBFE4D7EzuIzUJupcKIlCl+jdsU0wwMFkkkK7eQo6/j60saQy4LeYz+pONtIZct2EsIaYFiewOKjkG6Py3JAXn2x/U1NHAqJhWJ4zVSN5Jbob4mRR3PJ/CgCDy0uMeWrCAY2lh+dSOzKx2bHz26ZFWgm2UCJ9xcHkrmmSQw43fxf7vJpPQCBLiFcq5GUUny1GBnsBSxs/yEtswD8iEgKKRbaVhIVjwCox7c9aWNl3EsS3Hz56UwHNFA4Cu+zf8AxStjB9aIoU8xYsttGCM9D7/jTkjuJwXwYUU8fLy3/wBao8PHISWPXv3pPQaLN5NLFCdwBDnAYHcPyoZ9sZZCsvQOh/XNPigZz9oMyqw4XYPXrUQhZZJI2dPvdQvUDoaAFMsEhVpWLR5+TAOBUscpf+HIQFs44wO9N3OEw26R+gUjimh03SFYXkdF3MWHC+1ICSEm6d5DkiVflDNtJHrUD2kMR33MrHHAG3gfQ1KrzKS8XPAyWXlPoO1Iuy4jzvLMD82ORj0NMCNJUMhe0UnC/wAYyM+tTxTlmzK3zNwNveoLmWG3kJZjnH3AMEf4UsTvJEX83Kt90BcDbQBbBYzKm/67m5FEiomZRMyqDgg9qhcrtT50QjoSO9Ed1uVwY5ZWjwHfbxQNk0krn5nnWMn17/SnWV1NbTESwjY3R924j3xVVysoXzSPl+bgYqSEr9oD8gkfLuPGaaJYSMsu6ETSEA7vmP3TVFi0hDh1ZfunA6/WtIrhiSqEnknvVOdFghbBIyefQUwKG/EvTC46U9LF7++hihDeZKwUHNIiMG3gbtw7mut8L6Y0djLqAwJpFYQEj7o9acdxPQ6SytobGzSCDAjhXHX9TUhYH7rds5rjbS2v11SGL9/bszZ3
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" alt="Роль регулярного обслуживания дренажных систем в поддержании их работоспособности"></p>
<table>
<tr>
<th>Периодичность проверки</th>
<th>Необходимые действия</th>
<th>Ожидаемые результаты</th>
</tr>
<tr>
<td>Ежеквартально</td>
<td>Инспекция лотков и колодцев на предмет мусора и повреждений</td>
<td>Обнаружение и устранение мелких повреждений и препятствий до их эскалации</td>
</tr>
<tr>
<td>Раз в год</td>
<td>Глубокая чистка и прочистка труб</td>
<td>Предотвращение серьёзных засоров и длительных сбоев в системе</td>
</tr>
<tr>
<td>После каждого сильного дождя</td>
<td>Осмотр на предмет затопления, проверка исправности клапанов</td>
<td>Поддержание оперативной готовности системы к следующим осадкам</td>
</tr>
</table>
<p>Своевременный осмотр и очистка отводящих каналов предотвращают экстремальные ситуации, связанные с непогодой. После установления зимнего режима рекомендуется провести дополнительную проверку системы на наличие трещин и повреждений от замерзания воды. Длительная бездействие системы в зимние месяцы увеличивает вероятность её аварийного состояния весной.</p>
<p>Включение данных мероприятий в план технического обслуживания позволит удлинить срок службы водоотводных систем и снизить коммунальные расходы за счёт редукции частоты аварийных ремонтов и восстановлений. Deloitte&#8217;s 2020 study pоказывает, что регулярное техническое обслуживание снижает общие издержки на обслуживание инфраструктуры до 30% по сравнению с неожиданными ремонтами.</p>
<h2>Анализ последствий отсутствия или неправильной эксплуатации дренажных систем на примере конкретных ситуаций</h2>
<p>Недостаточная эффективность систем водоотвода приводит к скоплению поверхностных вод, что может вызвать серьёзные аварийные ситуации на проезжей части. В периоды интенсивных осадков скопление воды на асфальте значительно увеличивает риск дорожно-транспортных происшествий из-за снижения сцепления шин с дорожным покрытием.</p>
<p>Отсутствие должного обслуживания систем водоотведения часто приводит к их засорению и накоплению отходов, что в свою очередь способствует переполнению каналов и выходу воды на поверхность. Это не только создаёт препятствия для движения транспорта, но и ухудшает состояние дорожного покрытия, ускоряя его разрушение. Расходы на ремонт таких дорог значительно возрастают.</p>
<p>В регионах с холодным климатом несвоевременная или неадекватная очистка каналов водоотведения от льда угрожает формированием наледи, превращая дороги в крайне опасные участки для движения. Это увеличивает вероятность аварий, а также требует значительных расходов на посыпку дорог пескосоляной смесью и другие антигололедные мероприятия.</p>
<p>Пример из практики показывает, что после установления современных систем водоотвода и их регулярного технического обслуживания, наблюдается снижение частоты дорожных происшествий на 40% в сравнении с теми участками дорог, где такие системы отсутствуют или находятся в неудовлетворительном состоянии. Такое сравнение указывает на прямую связь между качественным водоотведением и безопасностью дорожного движения.</p>
<p>Таким образом, регулярный осмотр и обслуживание систем водоотведения не только предотвращает проблемы с затоплением участков дорог, но и способствует общей безопасности дорожного движения, что косвенно влияет на снижение расходов на дорожный ремонт и чрезвычайное вмешательство.</p>
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		<item>
		<title>Как сделать дренаж вокруг частного дома</title>
		<link>https://aktaustroi.kz/kak-sdelat-drenazh-vokrug-chastnogo-doma/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:21 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-sdelat-drenazh-vokrug-chastnogo-doma/</guid>

					<description><![CDATA[Для предотвращения скопления воды и улучшения условий эксплуатации жилища рекомендуется устраивать систему водоотвода, используя гравийно-песчаную смесь в качестве основного фильтрующего слоя. Работу начинают с расчета угла наклона и глубины траншей, где оптимальный угол для эффективного отвода воды составляет от 2 до 5 градусов. Использование перфорированных труб, уложенных вдоль основания помещения, позволяет равномерно отводить излишки влаги[...]]]></description>
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
c/UdwKiXWL3YwWOCZoxJvZMqGZc/KFzuBC4OO+7tWrY3aXkLyq6HbLJH8p/usR/SgCDTbya8aTzoWjXapAYdDllYdOny5/4F9K5MiTzLlGSVQs0ioqr/dJ/rXbXk/2e1klUbnA+Vf7zdh+dLbQ+RbxxZztXBY9SfU1nUhzmlOp7NnMWula7ploj6fdLKhRXMEy4YHH3ef8VqePxTLbOsOr6fNbSHgMvKt6nn+m6unqOWKOVDHKiurdVYZBrdTT+JGLXYzkudM1kFbe4jaQD+HhwPoe1Is1zpzBJh5kXRSP6f8AxJ/A9qr33hLTrpcwobZ+o8v7uf8Ad/wxVBrLxFpaFYJ11CDpsk+bj3DfN+AanyxfwsV2ty5r04uFtvKKlCWy2cEEY4wao2cLJeQSb4xhxxvHSoUma7RXkQW83RoJQRtwfU/nzSHfC+Cmx/Xv9a8is7Vbs9ejH91ypnTi4mvR/ofyQ97h1+9/uL3/AN48f71POnQtHtkadweu6Zuf1p2mzvcWMUkgw5HzfWrVejF3VzzGrOxTOnQMNrGZl/umZsfzqJdFsUJKxOCQQx81/my27nnn5ua0aKoRQXSrVZmlQSrIy7WYTOCw9+frUv8AZ8X/AD1uf/AiT/4qrVFAFX7BF/z0uf8AwIk/+Kq1RRQAVg+M/wDkBv8A7y/zrerB8Yj/AIkj/wC8v/oQqZbDjucEOad3BpADjrj29KXA/wD11zHQPPvTS38qQ0F1BOaQx4+7mjFNDbeo4qQtwc/hQMjGd33akVPMjfACsu7/AD/OlhuGhb5eP9qnSztKy/d3dtoxVxlYiUbj0ikeVeW2nA6/w7atC6hibyt+HH5VnB3X7jldq9qYVrR1TP2Rspfxs2wt8/8AD702PUNkiGM5DNtwPfpWTyBkfw0u5h1yvvQqoeyOhe6ZyjQJvjcZ64qZ3KRlvJc4/uiuZLF1UEfc4FKhdPuuyj/eNL2g/ZGncXCTrLtyuByGqgV5Az19aTdK/wB58t9e1Kjbn59OlZSdzSMbAeOlJz/DzT+eKb8pXk4qDROwbsU9ZajKvj5R8tIqbjilYtVGWRMfWtSw1TYBHI3y/wANYmDuPXFKHqHErmi9zu7G4R4Wnz8tZtzcefrVvuI2RnH/AAKsyLVf+JYlsCEdTz7jtVUTuk28llf72G610UrJWZx1I66HXXVyqRDDfM3y8dqbLZQ31mqXCe4YHla56e9aZ0dh8qjpW9Heq2MHK445rSyM9jB1Dw7cW2Xtz58f+z94fhWOYH5+U138dwC1Q3lhbXvLDZIf+Wi9amyK5mcGyMrUdFrdvtGmhy2zco/jWsloTuKgN+VS4FqoVWJpjIwWrL2sv/POT/vk1p6Losl9NI9yskUKDHTG5qhqxfOc+6n3NPgtZrqZIYkZnc4rvLXQdMixut/Mb1c5q+IUiDLFGqj/AGVC0X0uhc5FosRhEkbfeQKD+tatZ9gu25uQc/wn+daAroo/AjGp8QtFFFakDF6fiaWkT7v4n+dLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQNaW7sxe3iYt94lBzR9itMEfZocHr+7FT0UAQfY7bJP2eLJ5PyCkNjaE5NrDn/rmtWKKAIFs7VGDLbwqy8ghBxU9FFABRRRQAUUUUgOQ1UltRuGbAbft27uenH6c1BHM8UTANlQOFIzj3HpVnWOdUn+o/9BFUhivHqS99nuUop0lc3tBvjJamIoWjh+RZR/UVtI6yDKsGHtVLToUksIWZB5hRcsOG/OpXt3ByCH+vyt/30K9Wn8KPGqfEy1RVTzHjOCxHtKP/AGYVKLhcfOCn+11X86sgmopFYMMqcj2paYBRRRQAVg+MuNDf/fX/ANCrerB8Z/8AIDb/AH1/nUvYcdzgQ/P3gKG5HXijYcinqMf4VzHQNHUcUmzDc4+lSZ2f/qpPlZvegYu3Pue9O2nHH86TOBmnLjDevZaQxir83XH1oA29Kc+4fw0bE2/K3zdaAArjoc0Ljbx6U7qvKtxTgozkUAN27ccUuznk0qNzxTwVx0oAjCZBH50/yi38P50Dpx1p4B6jFIBjRblHtQUfPY+gqYNTse1AEXzemKG6Y6f3qm9O9B+Zvu8fSkMhPTH8hT0XdyV604qAfm4WlH5ikAySP8/WmeUV/wDr1PSgjFAEukQs2px/IGA+8rDPFa9zpKT3bTT/AD/3Y0XGawUZ0bK5BHdWrRt9auIh5coMqdzn5vzqGmBIdLhi3r5YaXbwvzbV/wDr1JFp0gSNQZIn6nHzfhV6LUbKVcrMsK/3WG3FTfarSY482NtzbRlgd1TzSRL9CmsckRcMWfZt5xinG9mDKsartGGdsH8h+lWHiBUhMLuIYbflP/Avao5LbYi7oBK7tlvm5Pr/AEo55DtEfFqPmPiP5sHbxQ8qxrx8zbtuB2qtHbO1wrN8m35lXqcDuasmEbVzvwe3pTdWTQuSKZNHMZM7W9MfNVtPlGz35qvb4VFCBcdM9Oassny7lq4ycjNpIYDtp+75vqOtQsTuxj8+1PBxjaKExElohWWRs8EKP51bqC3+8/FEtwYmx5Mr8Zyi5rsp/CZy3LFFVre5W4LYSRCnBDjFFaCJk+7+J/nS0i9PxNLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSMSFOBk+lLRSA4y8Mz3DSXC+XI3VSMY9qhCZxkqP944rpNUvpYJHhhijdxCZEEmf3rc/KvrjGT9RVOPV2V2RYYpdicOD8zLg/veB/q+Ov/1s8csLeV7ndHGOMbWL+imb7LslQgJwjEY3DFaVZFtqskwlPlp+7iZwgJ3S+jL/ALJqCHX2eNJJI41j6s27hlx8xU9Pl/i57V1xjyqxxSlzO5vHmoTbqDmMsh/2en5VkReIUZGUoksu1tpgfcrMpb5f738I7d60b1jIUtFPzS/fx/DH/F/8T+NUIhtvMkRrjYCjtmMxfKxX+8f72eT+Iq5A5bcpfdj1XDfjUoAUAAYApaACiiigArC8Y/8AIEf/AHl/nW7WD4zz/Yb4/vr/ADqZbDjucIV+XqaBjr6+1Mj53c4KjNSZyue1c50Idt+Xr0ppQ87cdRzShhn+KnA+lSMUIzfe2j1xS7G5HHNKjepxShkWgYioFbuf9mpPL4GPvf7tNR9/AoDlJO/pt96ADY2M0A4HzhqeXDED9KRnGOuaQCBPT72KNoHb60u/5flO7Pp2pVDNyfrQABNxzTtnBoCkdPl9qfu+maAGhTnH8qf7c0ZY+lG04zke9IBcY7n86cpPrULK45T5qcqtzuwPSgZJjnGaAT6Y/wB6mjn+H86B33UgAr/kUmz1qXp0FNJ20CIXwhBK7v8Adpob5cq4+mKs8Emk8iNtzFT+HSmBCW5VTknr8tOiUo3mRsyt/eU0piG758Efw+1RZxtw3H0pWA1P7TnaNUl3SLnOFbaWq351tdW4CGe3ZMbiuBuH41htFJ95JKjZZlUdOv4ip5B3OujS6eWeSS5jktZF+QKPu+lTusRkUHhlbrg1zNne3NkMRTEoP4W6VM+vX4Zdxi2jrlalxZJtjz1ZhKygDnge/wDkVoRyiWLKkYPpWFba5bSr+9EitTzrdtBgKXl5zwvSlFuLBq5sumWVu1ATCmsdfEdmrhJBJtc916VZi1uwlYoLpA3bPy5rVNbkcrNe3I+bHsahuJZBdCJZ1iBXILJnP61JaNuUmlnS1yGuFhz0BkArrpu8TF7jbWMq8kjTiV2xkqMAUUWoiEkvkfZ9nH+q6/jRWgiwn3fxP86WkT7v4n+dLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBmXd9cQ6rBbRwlo2C7jg85JB/75xnoev8ADVddQuheeWIYBJJuYRlWV2XftH5fez/+utSS3d3LC5mQf3V24/lTDaMc5u5+f93/AOJoAz31S9mhdrayK5iMsUjqWUjCkKVHzbua2cZGDzUH2WT/AJ/Lj/x3/wCJo+yv/wA/lx/47/8AE0ATEqgLEgDqTVayVpC90+d02CoP8Kfwj+v40PZeYhSW5meM8MrbcMPQ8VboAKKKKACiiigArB8Z/wDIDfHXev8AOt6sDxpj+wnz/fX+dS9hx3OCVGVf6U8fM3WoxzjnmpB6kYrmOgeAKAqqMY+b0qM7ldTinysJAT0JPbtQBI21AG6r/FQ+yVW56UJJ2I571KET7/FAyGKPy5DzlaXaGfLNt9N3ennhuny5604YI5QcUgECO2DyKcNx6gbsUBQ/OWX60gXGNvIH8NIYuM7vu0q9T8y/UCmbn6jJYfyp64RtwHbigByLlvvZpwA6/wCTTVxuxg89Kei/MT+BFIAG3p39KcFGOVNIflPdvRc0nX/c9KADYPu7s0jIuOHIb1pev0p5A79aAIVRwy/rUxT5fv0nT/GlHO4nPagBgWUEfP8ApT/mXq3Sl/vUjsVbp8vWiwXD5lPzDFDPhaCrN1yP1qsEZDuQ7s9qLAWBvYUx2Kc7dx6/NSnGzAUe4zimdGPzqp+tFgHLJvVduG45202PYSwXjHPzGo2l8tiv/juOKahDDbvwB1osBb3YGT0qJ8buinb2zULXDodh+73oE2F7enSiwC7TncF27v4TUTCQOqs4+g71JI4Cfu9rZ6KO1Q/aNnEiMq9ttOwXGHciHc42ntiokYy+6+681LLv/wBZG4/H+Kg3CIwBJV/7pXP61VhXOx8FXDzQXETMWSLbtz261rSec12JWsd2U2YZ1/SsbwQpV7/5gV/d/wDs1b9wrJeLP5LSqEwNvVT61vT+Ewn8RJbEnd/owh+hU7vyoplkhEs8mzyhIQRHxn/eOPX+lFaEHL6z4o1Cx1G6toFgCRybVaRf9kN681QXxbrrNgraqcd4W/8AiqtaxDnXLty/l8g7j838IHQVX+yIGXylAZj8scmPX+9/+qs+awaAvirXf+Wos0PvE3/xVXIPEmrShifIzuwuyFmz/wCPVnlfLUbuTyu3G0sf4uP0xQz7h8zNIv8Afz3x0p3Ksaw8RaiwTKxqx6jy+voBzTk8QX7gHMeOmTH/APXrKR95CKu0n+HpUhdx90Lkeuf++qVx2NR9eu9qlWRDzu3RbsH8Go/t+8AwDDkdflxWXk8lW5xtLL8v+etOXKKRvVvl+XLYAouFjV/t293f8sh3+ZP060qa3e4VmMQVhwdp6iskR/dZtu7t8wz+A+lPf5V6A99vSgLGmdZvA21Wiz/uf/XpDrN+GwTFgLnJQ881mq+zB3Bj15AG6opJ/KVo1G11bu3y9MdqdwsbJ1q9DEEw4HGdnLfhmga1ebgC0Iz6rjFcubqZJNjTeb1wBF8v3v8AZ6fjU6Tq77WDALwxU5X6GjUR0Da1eqcBotxPA29f8jmmnXrrzChMe7+H92fm5/h9awvKnKu+9ZELfeZvL2jt/wDq5pj+cirI8kSw/wAS/dyvXHrigDZPia7Q5YwsQM7Vjb+dIPEd86ll24DAf6n72fT5utYuzzrX/RXfLdGiUqq/7qrUUNx9oh2wmXj+OZPMb3/WjUDaHifUWdSj27x43Flib5h3/i+XFPt/Fs0u4S+XE6c8xnDD259xWBJe3i/KDtk6bv4PwBpxlbKrdudoI/fnv+Cjj/63ejULG8ni9jc+TviyOo2Hipm8Q3RxGuPMLBcPHtXnpzmsII6MPkVnfPQ4Zf8AZ3Dt0x2ogt5GZ1JKBT8rKxy3v/8AWpgbDa/qqlyBCVQcgKC3T/eph8S6iF5EKt/u8fTrWalvOjIIrnbx8rH5Dmpo7JnZzuI3d41ChRz/ALVIC2/iTVGysLQM27j9y2CP++qI/Eup7dz+UR/1yx+u6op1VSsMLSom35dzbT9OKrTTq37nyk9d/XmmFjRTxLfbtpEbDf8Ae2Y+XH1/z70knie8Ubke3ePONyrn/wBmrCaTadmIvMX5fmJG0+nvTVSeWN1iV4yW3bl3L+P1pAdOniaZ3jj8sJK+DtZexrROoS7wjSp83H3eB9T/AJ61ysduLVi8heRzyj537v8Aa49Pr61oRxqsKiN2CH161Ek+jCxvi8lO/wDfRqOq5HP5VL9pdDiSRf5ZrnRG6872GP4mqT7W6/ekkZD2rF+07k2ZuS3bpu547YIpv21+cNkj+Hb3rCW4Y7ijsqZ+bb/n61YjudnyyFfm/i6rj2rNuoiXc0/7QkA+YHcfamvfyoXbzk2r/CF+aqMTW4CFo9p2568n2ouvJeT/AFQbjBYn/P61PtJdyeY0JL5wu5G3c8AR9a5bxXqd2ywKJlVGDblKqVbpjqK2o3Vl9+h+X71cv4zWQi2dNuxNytt/4DWlGcpSs2OL1M6PUW+ztv8AID/w7YVz/Kq7Xt2h+/Hj/rgn+FUKcHO7Jrrsa3L6391nl4/93yU/+Jq7Bes20SLFlv8ApknP/jtZKuDjnr3qcNGs24MZFTHfBpNDTNx2ZJNu6GMnuYV/XitaGG31u1aK0eK2vYlGdqJtkPf5cVzkX+kq8TDKZyuD1b601BNpeppfKjBPv7W+UZ96lDZ19rJZoxgvLGCORMBt0S9avIukSN8kFtu/65LXMXGs/wBpRvK7wiRV+SRF27v9lq0LDSLm8s0uPPgV2/hzu2/XHerSRLuXdUXT4YU8pLaN2YLuCKcVCFtlAxDEx6bmjXJqhJ4f1lmLEW7KgyuH+8e1ZltfPFIYbpjFMnXP8VOyFdnSgWqr88EH/ftay3aXUbxorCCPC9xEv5msfUdZndVhjDBOhYrxSaZL5cgZG2tn71FkF2dpBoCCzxdODM3VlRRt/wDHayYbC9hvpLaNEuYsbld0RdvsTiuohu1dUG7LEVS1fUYbS3kRR87r0UUrDuS2mnWqx4nigkfv+7Xb+FWDYWC/8ukH/fC1h6dqGxQWYunVTmtX+0oWjDb8UWQrs5zxJDNp18ksGxbaX0iX5W9OlZMupusqZMewfe/dr/hXYXV3FdR/Z/ldJPu8dDWTFYWr6wgliSQ243hcdfTNVZCuylFcMys5RMH7u6Jcfyo+1fKcBP8Av0v+Fdj5vmx7JEVk/u9q5bWrFLO485B+5f8AgH8LU7ILsqG6mPKJ8v8AsxL/AIVG+pbWx8m4f3o1/wAKs2FrLqfywbVVfvs3Ra0ZPCyTQ7Li7TAGMqmSKVkO5jxXt0zJ5EMciseW2Lhf0pssWpRzearQSxfxRrCo/pXSx6FHbWyRQyu+1fl6VQmRoJSjr8wp2iTeRlC5dlyuzn/pkvP6VS+16gbgwxRJLn0iX/Crt3FINSh8j7tx97/ZI71poiQKdicd/enyoLsyWe/t4vNnto9g7qiHb+Qpia1DzxDn2iX/AAro7e0uLiPOxVRv71ZD+Gbix1BrgQeZDg428lTStELyIIxNLIXZxGh6RrEv/wATU8jhVxsiz/eaJf8ACnsyLH8vWqE94m7k4p2iL3isdRfznhcxF07tEv8AhUn2/awV/KC5/wCeSf4URotxl8feptzbWyp+8G1v7wpcqK5ieC6i3MmyJkDYX90n/wATU11cJ5JVUiT/AGhEv+FYtis0pKKm5Vbbu6VprYXVwhEJyfRVJo5Q5jc+Hss839omfbgMgG1FX+9noK6G+gkmmICuV8o+Xg4Af3rE8CQy2y3sM2NylOn/AAKtiWJIbxY5bqeOMpkFpiNx+tGwE2nKgknMUTpG2374Oc9+tFGnkebOEmeaMEbXZi3PcUUAcvqZj/tq7zI4bf8ANz93Cg8fhTf3TADazHO7a3yk+1Q69DMmrXk8cQkzIpxljztX+HH61UvJUXaxYxnaG8uQ9Bz+Z/xrkktTJ3RKpl3hWhdf9pv4h9Tn8qlgZXVcbtgH3dv8if8APNVH2vFG1uiNI7bjtbLcDn9amRyOWP8AFtRlZsZ7e3rRKTG5sleL5fLkberZGGXd/wDr7fpTlk27s7fujdhetVbhQo8yVA/odp7fyP8AjSNdNEqrHtKfxL/e4yevoBVuXuluXulreu5lT5eP6daJbzyYw0vc/wCsb+L8D09aopM67icbt7Lt3en3f+Bcf54p5ninthLFMw7DDfKV/p24ohJ9RQm3uSm8ZVJZF2q2Dnjv/Oj+0CyqBkL97DL8uelU5ZkWFmXdsY7sSdWHbCnqOD0/oaYi+c2Ch6Esrdh/wIj+vWtrG
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
XaqNuUAfxFh34H+fakZ8twPdtvy7qsJbyB2ZhhOdyKcf99Me1TCEL8nl4JH3i2B06LgZ/GkBUijmdVVIf3Z+b5V27/8AD0qwcRx79rZxliedvqKGRPuf3z065+nvUw37UAZgmd3O35fz/nTAYrBV3SblYcbX+Xd69qasUJ/1kzKm7eCy7tx9D+VOSKFVVD8zn5mQvu+b/d4qXyt8jv5btL/DGoyV/oKQxSqvtEdy21futnDN7/Tmq89vIrsyTvzk7pBuOP6inOzfMmwruXd7/wDjopIopm2eb5+3g7d23H6UgKs1lqF9E8MjxuvJVo48MT/wKo7Kxnt0aFnaNSccLz+X8PatNXfa2GRWAy3+1x2ojkZ4i0zybx7cr+QpgVWdopTGfN4+XmLap/Cqcj8GX5Wfb8qnpGef1+9/31Vm6m/eZU7kHyszZHzEcHn8vrioUjTc17cfLEg+XP8AEf71NK4mxLSB7ePzH2i8nXqR/q1/+tx+gq5DBFao0axeYxYs0hzuOf736e1R24Zh506bZZPvBvvIufu47f1q4kvASM84yWP3qcmCQGJc/Lv9SnXbSMz7hHEybx18xTj6VKlvvcM0qNnnr82Pp3NEqInzN8wU424xu+lQUMEZAKmFTz8vrj/I/WkHzOkaqw3f3V+7SrKGXOYmA5Xk/e7/ANBTndWLqETcANyhqBCMjxMz7WkGflZflqAqjsFCfMo+69OcFm+V2AXqqL93j24pPLKL+7zyPu7uFHr7fhQMjbaH5ZlwPlXsvvT0/e2Kn+7tNPXcsOx0HA4YLt/qahsn+V4mB4J6+hq4bkSHWq7IUXv935c7alEp3MyNu6bW3cZ/D+dQxbUl2HczbsbWHy/jU+xj91A2B/d5WpY0N2l9vLZVeBvzt+n+RVlF3xr86lV+7tXr7VWf0jdd/wCYH1qdYy8Me/duHp/hUgxXUo+/DYz1zVhfI3Zl3blH3ahCHaQqr3OMZzThFFtyCFK9F6VDM9B1x9hjieWPzY2HbOT/ADqnH5bMXS4C7j/y0bCr/wDE1O1vtRi7rs/2mJWk2W2Nqybj33L92psOxSvLK586J7ZUkVFYLuYfebB7/wCyO1Um02IsofyoH3HdG7/Ic+/T8q6ILYyud4ZVYYG1jj6/WkOm2zxnyhu3jozbvypc9gOSutN+zlJFdvs8jbWTduB2/MeRw2KtvPFe3ASNmjZ2I8xjhV/CrV/pht54ordGl8yOTdGqcjoB/X3qlLYMjr8xZdnzEJt2N3Xn71U/e1ZMmUI2tP7ReJcrCRwzfekP97/61akVkItP8ourZkY7lHstItqNvzDI9GGanNukdpHEDh9zMBj/AHaHO5VOV2c7LE8F0UwMikdSsiN0bqKu3AhivsXD545Ze9QBBcSJHu2r1X1+lWmalqyhW3uEEi+fNI2VUdFrTaCORX+0Qxqh/hA5qrK+yHy3hZf9tf4TSTtvJ3I29ufMzUblGlZwxNGkcDNH/cDdRU0yr8m9vn6Ar1rFTUZTPFEyfdOFK9a24w13Gr28rf7klS0MwtXspbaT7VaoyqDubbztNZNxcO87SvtLuvLV1lxEyL9/5futGelcjcwNDcyRj5lVv0rSDIkhlvvEmE4Y8ZrqUlRNNtcP/pCN8w3ZP+eK5MN5TEr0btViyd5ZC2RtAx8zVoyTtfOF0qTKp844Rgo+96Gqmo+HNTuJzdRRKPlHylsMav8Agx4/7PklkI88uyH/AGQK6EyjP381IHnWnIXMwl3F0bBDdq1Uu5rSzRY02jcW+taFxYI/iLzFA8uWPfL/ALy1a1rSXvo0ms3UTKuPLbowoAy4dSndtzU6W5mv2WCJmaaT5V4+771kaY9zf6p/ZqwtE4J80t/AB1r0G2tobKEJBGFHc/xGnYDPEU2nRrCsbSLtzvReM1HJqITOevpWyGJqGeCG5XZOgb39KZJmxXtxcny7ZVZ/9roB61O+m3ci/Ndqvsq8VHHYJpttI0TszsdzSN1x2FZmo6vIlvs3n/aYGkUPmsvsVytzLqy7l6RpFuz+tVrnUyvyEK467s1Skn2rhSo/vGn6da6fqSGRvPklD+Wqo+1aQFrR7mT7Q88iu0MecsB8qntmtoavbM21v++jVmx021s7B7NY/wB22S6s2etUr/RLF7Z1t4PJf7ySKf51QF2PUbfAVZg1cn4uu5EvYY4cHeN/y+tR2l75Me2bh1bawrpIdHt9QtYXvYXUq24L0bGO9AjP0K7gs9MimMYa4YnzHxyPauh/tKDy9/mLtPSsPWrKLS7QzWUZWNT+8TOQfesq31KOQfKrIf8AdPFAzr5I7O6YSskbOPuv/F+dR+QqSbnk2xj8zWTpMqXczBJztgA8z2/2ah1rUN7+VG3yL1x3qiTe823WLfG4ZV7Zqq2o2/VAWP8AdrAsZZkLKnzbl+761l3Y14RsPs08eR91E+akBuX11vbc2M5+WNepq42l2cFj9rkhf7VNj77Z21U8LaWoVLm43bk/hf7xatnWs+XCy8/vOKSA0bRAkK8ANtUHFUr1I4i6w2ttlIzKxeOr9uWOdy4qrf8AkM7JLESI4i7MG2kL6VQElnsWaaMQxxldpyi43A9KKTTztMkTReXIuGb592c+9FAHKaoMa9dbuV3Dnhf4RTP3cbfKzSOy8KvP/wCqrerWsb6pcmSaD5vm8vGW4Ufe9Kp2qNIq7JxJE2UVowf738/yqSx+T8hIkCL124Ufn/hTQ+2FniK85dpJD/n/AOvUoif5gpTd08ttvzfiPlFAZkjQPtWbd93eM7vyPb0qhCLJJCGLu0u9dvyj5aSKKSXIQbeu5i3YfXrz+FSqYhD5zop3f3k+Vh6/Ss1LiWeaZ8uyOwUqcBWVR1znP6dMUAaa3ltH8lrsV0HO7qR9eB/ntms9rgSbUPyDbngfd9cg9P8A61PdYzCFbAw3Ztzfn/Dn1pqI+/KGRFVWDfJuVx6f56d6QFsRybN29X+Xe3+NR3MkiBXTEm3/AFi7QQR0/i4qMbjt8o+VHnJ8xvu/7q9+npTLiG3DMLiRtobcBGx27s/99enp09qQwE0sk3BaNIx8wYbR7e6/p2NVZb2QKPJRVhVTulbsB6Ht9KjlnN0yQwxuyNkrGG3buev0q5aWOnxiJdYV/LB/1UbBY192xz+v4VSjcVypGn2rcz7hZr93cxwf93/ZNSrL/adw0rrutLdvun7sren4elU/FN2IL1rK1lDw4G1h/L/69X9Nt5rTR7cLCxyu4spU/M3P8sU3orIlalw/O+4qV9Djk+1T28cLjnavu2duR+NVonBT5kfeW+47DbihVCyvLncR93dlmX/PpWZoaJtxH/qp4FQc7VO2ozAzR4D+ZHz+XtVJpVl2CVZTj5s7OPxp6TSAM0e7C/ewtAEwMKS4KF+zUx3RztT93tPDDtSOXfOF3N3oVSFAUhy44x/PdSANsY4d3I/u5qJp0iOXbav3h9B70gjkjIZvlLDdgnK4qUs4YbU6D+Ht7mmA+O9CcpAwfaOS2cj8unT86zJZGiuhcMV2P8rkfz/lWiu5iz7F4+b5SQ2KguIhKAkY3bv76jb/APXprQlisnmruT7+Bn/aFTxiOSFQyP8A727OazbCV4Zms7k7ZE+7z1rSL4Zvk57hf54/z+HNVLXUmL6B8u1dvAxlWPHNTQf3dpOD+f8A9eo0CGP5ZoiZeGjALdOucdKeuVznLbfk+Qbh9KzZT1Q9kUK/zdOrFqTlJPnddyn+7t/n9KcSPkynTGOR/kUDG0ZIC+magzIX3MwwPu++BSCJEXauzjhVHy/p/npU7bW+RXZv9580CLdIDlW9ct/SmMrumxgN3zZ+62cn86kjLRvuQ+W/co33qmWAhWDcD1+9/n/61RtE6KFfay+nrSaEyb7fPhkDn6ld35VA9ju+eR25+b729qmjVmb5doZmy1Oa3m2g7uG6YqGrbElI2oRsAqP96s/WIEtxAbpRF977rd/l9K2hFLExPlOq9371zfi6ct9kR8qq71C+n3acY3ZUdGZV2yvMzryp6VZsLtXnQT8Mn8R9PSsx3baMGoSWLfeNa8ppc6O7SRlBjdVhbhvm3Vlebd2UjqHJX+9t7VLpUF3cMvluqoD1bpW7LZQpGC8rTup+bP3fyqNi9ylYyw3kcaeUqMv/AC0/iFblkrRNu3eysw61gKrxX3mMVix9xdv3hVuDXo2mCYG7HzFVpNXGjQn3Cb97Jtfd0H3WrD8QW6pLHJEFVH+VtvTNbibbmMF9zbhuVSv3ahvtN86zaEL838PNKLsxvU4mTrgnmrVlaSz3VvEdsfmMFDMKhZDb3DRyplkOGFdP4PVLjUGu7wFltxlWP3d3b8a3MS7Lpn/CM24M07Sec5LOvCrVrTpJ77P2MvKnd/4fzq9qg/t6JbNMRxh1eVz/AAqP8a1Iha2VqkcG2OGMbVUdKLAc7KmpWmoK09s5h248xTlRV8XpU8NjmprvVCnEZDfSsLUbxGuFCJt3LuYDsaANuzNt9tmvdoE7oqM3qKtPfovHrXCXupS2Evmf6xG6ruxU2nag+r3CwwwrCv8AFLI2QtAjsf7UjVuXpj61AvHr61Uig0qJP3j+a3dpH/oKzte0zTbyB5bJnjuI13KA+Vb2qgOhe1SdEmvZHVAOIw2PzrG13RrR7GSeylbdCu9o927ctUodemvYEYSLuH3qq3WqeUrqr7pH+UItSFzT0nw0t/ZR3GoyuqSrvWKM7eO24109tawWFqsNsqxxRj7tYVrrkboiOrRlRt2t2q1LqitC/Qrt+agC5LeyBT5Jik+rdKhfUEdTt5boB61jpY3DWimznju5em2NWVf++jWbqcWpadMklx8pjbchX7rH60DNfS9NstJnNxfSLNfOS/8Asx/T39617jWIUX92fMJ7iuFOvOzFfJxI395s5NT24ur/AMhHlVPOP8HG2gDdm1RL24WxmO9JW/ebf4VHNV7mKHzj9nB2j+9W1YrpOmKfs7fM3BYnJNOu7rTrzbDLk7mADD5f1piORGpfZbqe1CSMrbWLRrnn3q3Gk93HmPT53HXd5WK7GKO3gj8uGJEQdlFK8+z+FqAOP0cXF3qggghaDyW3StIvK+1dnJKsUbMRhV61nz3sNrKk0i8y/IWUdfSpN/2l+T+7Q/d/vNSKHp5ksquxyQMsB0GelSbY2UNIgyvIZqhEiweYzOq723Vj6nq28MkRwndqVwsauj30t1PdwzBN0DKAyfxA5qa8VZblFFsZXVQxO/aMZ/WsvwrbSwzXs0sTIJvLKs38WN1aOoNGkwcvcB1QkiHHC+pqySxao6tK7w+WznJO/dmii0xulXzZnZSMiXtRQBx+r2UR1u6uJJg37wN5TTbVxtGflxU0pcQqJF+VlxtVdvPqP5VT127B8SNEz+Wsc4+aTbt+4D/k0p1qGCUiRl2D5Q2cH6D9Py96BiRzyMm+32q8uXyyKx6dvXH9Ka88cFmtqbcOQCjszZfhs/h/e9u1U7G+ihaQXDrGj72QN935j6469vxplxfReRLIhSZpExsVc7v972qRj7iITl3kvXm+TeiMdu1TwVK1Na6KqxsXchGOfvNhv9qm2KXCIcxx/wALNj+/9e1aBXztnmvIyjd8v3lXp26de1ACQJCq7EnkZeir7emaRNOiE29CVcn+E8dPSnvIZZFQiUHhWGFIHvSXtwLOy3B1mc/wlduc/wCyM8/59KAGXEzxSImVDMen8WMfKMfWoraITSCa8CtbqT0bDSei+w/+sKiCO7m5vPlyPljxzj3qnJdSajKY4JkghXO6Z/ujHUL71aj1ZN+x02qvpx0M3WlxrGwIGyJdrMc7dpx/FzReeGXudKkS4nKSMmfkTcqkdvU1lJIy2YSKDykbvgtle55xlsetVo7qe9sftk0jfaH3EMrY2+m30pp30QmrFbTtNd28+aNZpiejev8AhW0kfz5f77Y+Yrhv89qpaK7SQozPnzPlZW2qPw/wxVt2W2b5rt1Jb7u3AVqzZaJ5VDR7djR9jtY9f6U0xKvzoWwvJ3bVH596ryO8r4glWRepkk+9j+6M45P+H1qysFw6sFVduMFdqqp/GkUM+T5WYtz8wXufenNu+Vm+bacHDEj6VMmnOFc/IHb73zd/rUg0vdgPJsDfd/iOP8/lTsIphS3JxtZenapo7pl6fL/tfN6daeLJVZY0dPu/dxioJpUiR5GBaNVV1ZQvP4fWkBJ5iuN02S+75T6Uw3My7VjVivRfl21El3E7DbKo3/KvCq3HsatwZzsbcw+9u2/Ky9Mhu3WgCvsLsJdjbv4lU4+X+96/0pBIn3CrNj+Jqsy2cybnXcYP+eh2nH1/z+FIgwmRs3MT8nWmBk6lbodjqjxz7t25V/P5ulFjeCXcrNh0bG7pmrjr5p3Y3legH+c+tUbvT22l4lZJEbpx/L1pxlYlxuaQkdvlR3UE8xqflb/PpT7jyYpER9wb+Hc21fr6Vy95PeXCrag7F/iC9W+vt7VtaWbmHT44Un3Fc53HKnn8+KcrbiRpI+0BAPvdOCre9O5Uds+g7ioEe4VdkygLnduHFWRx91w23jcp+U1kwYxU+X5uO+OTineYyYwm3n5SfWpI4nYbvmxStDJv/u7eGb/P9aknUYrbyrb/AMv88U3a8rbmlZvTC8mk8t8bJFVfm+6uRTI93O1Q2fvFOKBEyBDJt+X3Vz/kVagfYx+72qm6qfmbdu7bu1IWx8g+X04pCuaOU2vJEeCWPz9W6cj6Vxvjoh57Mrjo/Qf7tdF58itweewFZet2aXkULSCVmDN8y43Dp2oi7MqL5mcRvO3G6nxh5ZFjALFj/DW8NBjt2V2Bk3A4Rqu2mlpbW2Y4Qblv4mHStOdGnKyJTDYwpBEGUkdfSoXv2hkdR5agdic7q0E05ZyY5ZQ36bay7nQZkmISeI/3ctzUKz3L9CxFqS3beRJCu2Q0/wDsKNGWayuGY9WVqhg0O6WPepi3n7y55qz5r2+IpVcCLuGxR6B6lrTYniYtLNubsG4rUMoK/N8v1/hrEs7h793/AHDMiH5lU9v61r4HlNsb5FX6Vmy0Zer2EbyNIycMPmOP1qZ7WWGzsP7HRJElXYyN/wA9P7xParA87zP9cGiZeB3FQ2ltcedJ9i6qu7bu/lmtISIki1BousW9s+5oZHkbe/lv19qoPdyiYWqRyyXC/L5SryK2INXe2bybkMso4ORW1Z3MM+ZlC+Y3DMo5NamRiWeiX86iS8kjth/zzRdzfjVPWtAltUN5Bc+d5Y+ZGXb8tdd5jPxGKiktHmRlZwufxoGcDaaNc65L/DDbpwzt/Stu08H21qv+j38m70ZAVrWls5rG0SK3XfEi9F6/XFUhqToOg/OgDC1JZdMuFhvIT+8P7uSP5lf/AD6Uy8hurGNZJLGYRSMBhhgH2NdZZoL9oby4XKwsTD/vdN1X5VSaORJRmNlw2aCWebXGjO13tiCs7nPkW/Pl+zGp/wDhHjBt+0SWtv8A7Lvub9K1o3MWITuiT+G3t/vt7s1Wc/Z+N0FkT0jiTzZWpXObnZzwsLpLxIrGWOdJX4XayhK7Cz0MRBl1CUXCcYRVKr+PrUdm5iDzS/a9u3705UA/8BqO38QTed8yq0fbP3qaN6ex0KyQxIFQKqj+FarXs9u8DRSgSBxt8s/xVXa+trtSfK5H+1tNVZ4Tahr1EeZEG7Z/EKZZg3XhJnkZ0mxB1G772fStCw8PW1uhWS/uI5DxtUjj86uR6hZ6vGqC4aJO/Y1Fql1bWXkQu7TeYwG4ncy++aAJj4fs3XH9o3e7/fX/AOJqJPCiwTLNDfyyMpztm5rRt72xePZHsVPpVDUGayiFzBcu0X8W3nbQBoPcrC2yVsOPWq73qfxPn2Fc/d3Go6gftNskrIi7SwUGsZ9RuVnaO4nZFxxgbaQzs76yudWsvLg2IpO4M5qt/YWsoA0GoQHj+6ay4fEAWFA1y6sq7eDTTre9vlvXb8WoEbH9hak65nvbdW9lY1QvtBnijaVr+KVV52bdtVTfM/S7Zvq9U72+aPaisZGPXntT0C7O38Ky79L2Fs+W2Kku5rafcY7yONnQxtkZBFZXga5Fwt6MEbfL4P8AwKthtTeWCWS1iUrGpJaRsdP9nrTAmsDG7SOs6zO2NxUYAHb+tFS26TqC803mFscBdoWigDjdatzJrF08cr+duGMH7q7V4/xqs9uI7dA6RMY
RiKNhtX/e+tXdX2tqt5tj3hZFDM4wAdq9PU/41Wt5YWbaIY2k7fMW/wC+e9SUMFn58HlDNvIHYyRyfxr/AHtp+6B69amNkkD/ALyOIMvO2JT8vv70rfZ1/dxpArMvl5/+J5/D8zUsj+RDu2DzNoCr6/U/5/rQMArZjBUfMudy8H8R/KnrH+92RyMsjDiQ7c8HJ2/4LVaa8XdM822MsPkVUbIXPJbP8P8AWsxr2QOybP3knzHHzbf973oET3Nx++Z4NqfOP3u1WOeuP/selLEiWubm5+/95Vbon196RI1tm86VWaZ2+SMc8+gHrT/Jc3CmaJpplO4KvKL7j+9/vfl/erS3LuTvsNS0n1VTcTJL9iPCKnytP+f8P8/1rStYLZYecFE+6qDb5XT+E022vEil2NKZpRzhVyM+n+TU0zi8jVSwBjU4Y9T7dyetZ3uVYy9SlQTTPb7VijUuzNx1Q/n1qvpw/wCJRFj+4Km1SL7PAxLhvMePdn+L1XH0qPTjssxH8p8v5d3rWlMmRY0hIV01Mx+ZcPl03bl6+3/j1W1DKxRAu0jrt4/L86pWO9LeZG3t5MgUqWyNrchl/wB2tCBmcq6qrNjt91R/e/8A2qze5SJIftCfM3y525Zl7f3a0Ejb5mT5hjj5cDjqaqpGu0yyyEhP7rFsH2/+tzQGLypAieUz5LLuO8f7PHPH+e1UgLkriNdvzbm6KcD5vpSF0i3Pn2YDuT/+qsy2c3NwxJi8sNt/3/ulvy2hfzp8OSqv9oYfeYKw+8xbLNt7/XoOuKBE15dC1ZXmjlZx907s/wAv88VWni3W8MaTJEmMtHtIH/Afdf8APerNvM8TP5sy7FbDbuFOcZPqOvf+lRv5STQtF0lZmIaPe2M5+Vvujp/+zQxmXK6RjZIj7F+9IE/d7vr0JH51XX7TBIjxurISNytyq/XjiuhjWXUYUedIlj6KyDAdR3X8gc/4024RY1jtm3mNRsKu33l/vZHP9765/CpsBj2GpRkEEtG79G3ttyPVjx/31VuOZHEkPklQPl3L8o6dMCqU1kBc+Q8xnuRyi7lRm9D+A7/jV6ziJheNRBEw+X5+cdOw4x2zRYB250VW3fI38O4fLUZihmbz1ZWY/KHjbp7ZH+eKmLtG8zNF87ZCmFSR6fMcfr/+skmVjdkZSykffb/GgCsbW2ZcNCrt93c3VvrTyyKOQWHTjt/jVmRNi5Mu7rzt7cc/rUCIU56LnG5uq0hiJhVHl8qPcf44qVJP42C7B3K9uwzTCqM2/wAvJqMyFP3h3bs4C/d4pAX1flXVWAHoakN03yhM7e3/AOqq2nXAV/36/J8wY5+X9asm6ilUvsHXaWZizdfWpsZS0GBtwzv/APrfjSMQwx5mW+6fT/Pb60shw3Lszjg89Pb2qIbWXhOOu0dah2MxGO7eCzNx9aCu5sE4X09aP4gDj/dZaVY/L6/d9fUf5/pS1FcTa2FyrHPHIqpqMkMEMbSv8y7sbW69K0VxtLbT19P84rI1q1+2vbJKgWNdzMR17ce1JeZpT3MW21C5+37d/wC7UbiW9Ks3OsNKUVNyKx+bntTb2WKCzaKJOW6c5xUUdnZxxbrics542sMKDWuh0CC/WO7zHJsT2Wqk7vPffLI0mejdM1buZ7a1RLZYYzt+Zm6mqgtbnyROqEpjjNNCZrrqyW4VGbdt9VqaGS21cHzYRgfebdhhWDaXSBmMiqAOrHr9KJbve37s+Wi9F9qXKFzpIrJYFZILnystkno1TyXcMTK1w/BG3dj71Y1gDe5a4dtg+7V1XisrjfM7zlgNq7ahotGjMRFAro3yds9qdCzwSeYsTDj5j2as77elxdeU0MuxurNU1u00E7I7lo04xjtU7ATatMkscdy3VPlb/dos7mSy+cNuQ88d63bRbbVLJ4LmCN1HynHpXO6zp7+H2QxO0trJ91ZOqn0zXQu5ka41x4WdkhZ0ZvlYjC/Sr9rrcM6fMu1vSsO9d4tBheJHaDdvZmXFZ0UqSjfE3XqvcU7iOyl1REXKlT+Nct4o1KFFjm2BWmbble49aYM7eK1NFtrG/Z2uYo5zB8q+Yu5Rn71AjThnV5ESLCwqvy46basXtwsFhNJn7qMf0rKu5INLT7NDnP3lHovYViajqU0unzJM6qhUrimD2IrSXFsro7Qwv96X/lpMf9mr8Di1X5XFkr+i7pnqoDMJETCNdbB/uW6/41LE+zdLA6qv8V3KMlv92szhejLgkSzPmvBLGkvy75pN0jf8Bq3DdQE5jj+T+JvKHFYl5Z/brNmgj2/MG+13cuCf92s23/4SBVaGzmmki/vIvy/99GqR005aHaz3FnpsfnSTIufXnd9BWPpmvvLeSmZWXzGHlfL29K468tL9HBuklDjoWbNbfh7VLaNnh1GPKuu3mqL5jc13SPOR9R0zCzr80sa/df8A+yrH0a6Mt+Ir3a0My7GB6D0NOubm80ebdZz/AGi1JyuT29PrVaJll3Sp8uTke1Iou3ETQTSJz8rEVbsLgo22Q5Q/KykZzVNLo3U0m/7w5pf4gwzTA7OG4hWNdgVV/wBkUy4s9O1Ff9ItoJv95ea4+6uJTPsV2VWXdxTop57eXeszL7mkA7xF4Ys7Tybiyj2Q79skdZskSRLjAFa8uvGW4t7aV0kVn3fpVk6bb3Unmzho8noveqQHL3UW2EmP5WU9az3Sb5m3eYfyrrNd023hs3+zj51XnnrXNeXNHEXfovegDp/hrvP9pO4xny//AGauyuLO3uAfNiVj/e6H865fwBbypBeXDIRFMU2H1xuz/Ot+7dftapPM0MOzIIbbubPrQBZt4GgyPOeRewfnH40VDYPueZVlaWFSNjk5+oz3ooA5zU7Z31W5dpPlL/KpA4G0A1nizit7dYoyV3D7u7/Wev8AvVsapI6XdyfuopyxHXG2sgyyyTIjItsr5ZW/iZd3DDcPbuKRRM0RtomZGVkTBZhz/wCPDkcVWnugVTaPlZtjfLu5/wA/5yaguH/emKMLsXOXaT/WdyW/2v8AZx6UxMSyOqfvHxtJPb3JpbjK4V3YOyMxc/KAu2rvyW7qdga4c4SNP4fp/jTl+TCxSK8rDHmMfTsMU+GJEBxuLnh2br+P+z/s1ppEjchRHS4cy7WmHViPlVe+0/1P3u1KvnM53uyxN/yz5Vm+voP/AB6r0e1wyu/C87dy8/8AfVIyR7s7WbaPmwynGazvcqwx0k+YxwLnqx3fLu+lP8vyl+VmznAylKXQDykaRl/iVamQ7gowEX+FhLn88ZxQMz9QsprmGa4VW/dkMdo/g9c+o6/Sqdo5S8midDH5g3Kvp/DW7HayTwvc+cuIfvfNtyT/ALPr/nrXPX0X2WZLmNG2LJltpBVR/d9ev+FVHRkMvEqbgIzlBdL5THtu7fnVwS/ZvlkRhuHyxyqzfvNvH3ffn8arBkljJBPlyc/K35N9afA32ldg2/aLdtm3jDfLwTTno7hHsan225W3/dRK0uMIsg2jP8Pr/hVTUGuZWmjmj85fVogWjyP/AELr9afHLvSRd/yR7gu5tu7nb25Ud/wxmrbvDBIpgjlkkwG2x4j2+/oP8+lQUULW1f7EP3CmMEfeVVXgemMgfxEDmphBMIHEEG5343NuVH9xu+bbz/nrTxdOxfciKqHd97hfqfTj39aydUupLBo1jm2yXi4Vufl/2+fx/wAiqEXrESRQrbt5JlV281fNDbW5P/Avp0qee4lRspGzLtXO0bmyR/dHPA/HGfaobCI2VvG8wWAIrZbaVz9V9vb2rQRIrqCQ/u5I+CCzYC/Q+tAipb3E1zD+7AR4/wB35UqtGVxj3+Xrz9OlJGZkaJ5ZldPubdh7jtnk/Tv+NVoLqK4hVLaJWVm2cbQdufvNg577sdzUgkt5biNEkZ7dFZmaRsoPTHQH5Sf++hQURNNBLK89zaTeZAfLl8tGZeOMswHpjHPT8au27W067oEMSbWO5otmPb9f85qvJNBaQ73WdZIU4SGYttY+zfdVfXIxu96ZpVxdSyFzbq0jZ3r5v3RSAe03mzEF5VU/dbcy/jx1+n1qdNyN8pMzL8vmYUMp9enXp/hWWh1F5plks2kSN8F9yoigdQC33qvRXUe7yWeJbhMgxyZUt+BP6ikBIVbzGTYpPHG3NRhtg2jeF2jduqe4lKx7FPzldv3cc/j/AD/nUFom9WM4aRs8MW46ev8AkUDHLvXLBGOe7dj/AFodMykN97orL6eopqllmMcEZaTd1DZbP+7/AI/0qMSssXqrfIx2/e79KAHhBjMXygfdb+7+HepYnOdnzb2ccsPvVFG4DB8gPx95ec0bd+G2p1424wKkTVydkUbk+Xplu2BQQ33d/X+9y3H1NFqVMbRsV+XhAMtt/wA/5FSuhRcbCR93ctQ4mLjYifPl/MeDx16CpRMssMab/wB4mdn+7UKxhjubaFPqwNTRWvmPlXX1xIM7vaoRBGrfxdFXu3Ss3xC8jx232cZ+8zN9MV0BjdJssgcN1ULuH5+vFZGru63NsfJdo23L/u/dp2sa046nP3b/AGq3hlt4WSYfK/o30FMW2ubiLYU/fZ+Vt2K3VljVvL+zs2f4ttU1umivhCbYtu6Sbfu00zosYT6XNbPm6/i/2q3tPuLZUKea21V2gNViW18/5ZcEMPm3dDXNXtvNaytCDux0NO/ML4TSvbWGWN3hSLa3V8Vgm3n+8gLpnqK0dKgmurd0a5KbmwqAZ3Vv+TDo9qjfZmkfHzegFO/LoK1zBaW8NvGPs8mQOTsq/o7w/ZJJ2z9o3EN7fhWjb6lFcNvSSLa3QdKZd2ttd7zHiCbO7zF9alvoVYhjurONi/m7nHzPxwPpUyanbXokC7o9vRulczeJPbXbQXDAt13L3qfTkjlm8vOWP3R60+UXMdNbSyWBE0v3cD95uxxW8Tb39uYblA6PhgprlzLJZ4+1p8rcdc5q1FevGE3gfdpw7CkbF3qETwyWqru3qU24rGsfCV0sIlmufJmYfdUbtv1rS0VFmvLm5I+6wVfrjJrYeXDGtDM5LUNLvLX5J5so4wskdULKWSwHk7yuz+6etdhqG2aylRum3cM+1cVqUuy+tlH8fFDA0NYsry/sGu4Zdzw/wg4YrXLW7SPIuWZmDcBj/FXoljodwyb5ZPIVh/qx8xArF1zw1c2Fz9vtQJ4h8zhVwyt64oFISPyord0kf9zGczv/ABTSf3fpTlDmVDLHum6xwdEiHq1V0/dMm35/IOyP/alPepmIcSRmbbGp3XE/8Tt/dFQckizGxln+VReTr1kk4jiq0W+1fJvn1Bx/DF+7hWqHyqiJLG2w/wCrtE4Lf71TiUtthuHZv7tpbcD/AIE1Mm42WNISUdNOhb+7t8xqryWdrOCJY7Y/7sbR1fctAArPbWOekUS+ZJUe2VvmzqDH+8SqigV2jG+xz2NxGlvm4tbhgmGb/VsfetuLwhJFEXtL9HfrsK4X8DSeW/8Ay0SX3LIP5rVaC/nsLraJCw6jJ4Zaq50U6l9zORZrPWha3cTRSMCPmHX6GtQqrLkc1syfY/ENqscp2XEfzRv/ABIf8PauTimuNP1OWyu4mVun978R9aZuLrCbnhbndjAK9aYLlbdRFPC0no1aj6Lqt+UmW2VI1XCq77Wb8Ko6hCYLeZLpGjki+Yg0WAxLhHa7+0xrjDZUeldPaas81qNwZuOKy9JurE3UbXD7Yd3zBlxxRc+TBcP9gmMiHkFep+tMC3cyuynzGO5+AKrTJutnGPvDFV9NSWSV/tLlpvc1bunSJWVyFJ/h9aAO28Oyo1r5MZGIkRePpVrUGdIZHS4CbULeWVU7vzrn/Adx9oS9yhV18vOf+BVuag3zuFhhdo4jIzSJnj0FJAWbUNtO64E3ToANv5UUy02rNNGIY4yu05RcbgelFMDjvEMsf9qXUcESrKX2ySYJLfKp9ayoxI5+ZlGPl/2V9Sf71aetQo2tag78RhlL54z8q9P8/hVPbvj3T/u4c7tvqaEmyr2HRqG/1Xylf+Wm0YUe3vU6Qnyl8tSsJy3+1J/n1pke6Q5CKqR/wMucN/tD/wBl/Pvl8m5l3uxJI27mP8P9Kd7aIW+5MsPy5RmHfDf1b/P4VCSwDR5467l6U8SmYBVfch/55jrj3pmXN28MBRjC2123bVXjnHPX9KgonijdvmyUx09v8alCDH3B/wB8/eqqjzPM43ouDlm+ZvzP0p0wXzD8/wAzKFwzH+VAEty6RLhU3FV+XDfrTQDMPvJs9P4mP9Kga68iRXf96JMeVH5fzM397J68fzFXEkj24jV1/vL1Df55oAWZfNthCwkaRpCQ27DL/eP/AKCKqtERbmGWJGhxt4LA49P9r0q4s0aF0kCszDhmqFpvPZvkb/d2Y5/z/KgDKtw+n3Rs5MiCRm8hmIP/AAE/7XtVmV5baQzW4G/K7tw++oPTPY1ZvDGbFo7gq6hgxZjn5gp2kgD+fbrVO3dpF8uUSZ/hkdfvD/4r1rRO+jIehq2l1CIBcpt3Bvm/3uw/z/WpElSJQ/y7GG7auOh7++T/AJFYgtrqF3uLeGZoM/v9kW5W+tWEmW6hE9rIqpx5q5+77+/3azehS1NKRPOjVJRGqnj5VwvTvVJooYplnDQyOv8AHs2rj+LPYe2PoPWnwLGbUx+Udyt+7i/hx/h39qnby7pncSAFf+BBQ33eO2e3oKBmbfXDvLDboioAvAZxjb25/Op0t5fKVVkZU28suPMb/d7f41A8SPKsbIyxseXK/LFn+Lp71rW0qYUecWQ8SSMm0sf4vl7ZP0xtHHFAiBUWyjeVYn3nb/D95t3f+L9TwO1M1Cfy5YxujkUcyllbnttx/wCy/lVuS1gQblkZnjJ/eK235senToSKojzmuA+zcoIUMflw31+m7iqEVJbO9uIUTaxZQN+5uQfp6elaOnab9ihBLCT/AGdx4b19N1WhvQqDvUDn7obb/vCsqV7q9vZTJdzWVqh2hU+83f5R2BoGaX2lCo3TKqSf6ry13fdx6cA/Sq93PslQK6LMqnltzcZ/lnFLD+5OJZ0HRmjXapl4O7689/X9YJXaC3lIlS3uXDbWwPmXucNzt7bfb2qQJ1YNM2XaR8/NtUf5H0qNtTWE/uvmkj+Xb93b3+8aqQS/OI7OOaTaqmVVXAjb+LG7huc/WojYfa5jc3M0sEchwYSvzbm4Yn+7n+L60hlaLMsrDJihk+fZz931Of4avQWsiDf5U8UKjLJnIXP95vT/AAqYWHk2+yGZl2fOobkbs+nH4jvT7K5mglZhMGkHy/L90HH93jj6/doESrt8hysxkXrhlwcY/JqdvUIv2j/dHz/K1JuxI8jL5fXG7aOMd8cA9/SoYvLffsBO37zRrkUDLCsNweM9+SrUsk820psXe3QvkjPqcdajfeI3bfnOPn6f/q+lSb2HTyvTgMp/nQKw15rqSNVgWCL5uWB3c/Uj/OPxq3aGZ1Jdt3/TTbt/8dHHTFVoJfvOEKq3yneuG/8AHT0/Gr0EyooDIu4NvZgOTz/6F71LSCxNEWVSBM3m8mNSq89MdKwtfeVrq1hYSR71bp1Zvl5rpA7fNs3rg/ebad1ZeuL5lxD5ibXCn5v4V6UnsUkc5LdywtFFbqd8md3PWp5L1oY83Z+ZvlCp6VDq1qly2+Lakyn7y1Wl0iWVRsm3Pj5lZvmqdCtS4dchhVNsalfRm5pGlgv9srQrsB/ibAFZkWjz+ZzCrKP9qtR3kWFYmt1hQL/ENwoduga9SxfTxwWaTWW0PEfl2r1qtaedqLGe4fyYvusq/wAVEVkizh0uUaP+70WrVvZu0jvlTF1C+hpAP8mFG2ARKF6fKOfpVgeX5JLsu5f+WeOT+NZ5WGNjDHa7nf5mapo7iK3VEKuXb7rZqRk9xaW15s8+IelZUdhBpt1JMyPJF/C9bG8TRscqGHZfmpjyw3Fq6dd/ylqaYWGiSG6tfmQOmMjaKgt7ndII51JXs/8AhV/T4oLWJY4NnH4mkuUhV97hRt5G6i4G3bSQ+WyW4AVDjp14psj5VjyKzbC/Qq8ce1V68Gi8v0Ufe610RehjIXUbny7V/wCL5d3Fc7o+nXOraktyyMtvAys24VcSZri8jRi3LDr6V1736H5G5B7VQis+spbt5LZLLQmru/3YhtrB1hVivDtJ2yDctV7e9e3+7tqQIbllgvZooP8AlmxWJT
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" alt="Как сделать дренаж вокруг частного дома" title="Как сделать дренаж вокруг частного дома" /></p>
<p>Для предотвращения скопления воды и улучшения условий эксплуатации жилища рекомендуется устраивать систему водоотвода, используя гравийно-песчаную смесь в качестве основного фильтрующего слоя. Работу начинают с расчета угла наклона и глубины траншей, где оптимальный угол для эффективного отвода воды составляет от 2 до 5 градусов.</p>
<p>Использование перфорированных труб, уложенных вдоль основания помещения, позволяет равномерно отводить излишки влаги в предварительно подготовленные колодцы или дренажные каналы. Все соединения труб должны быть герметичны для избежания протечек и потери воды.</p>
<p>При выборе материалов важно остановить выбор на прочных, не поддающихся коррозии вариантах. Верхний слой дренажного канала рекомендуется засыпать гравием или щебнем, что способствует скорости фильтрации и предотвращает засорение системы.</p>
<p><strong>Дополнительная защита</strong> от влаги обеспечится за счет укладки геотекстиля, который предотвратит контакт воды с грунтом, сохраняя эффективность системы на долгие годы. Рекомендуется проводить ежегодные осмотры установленной системы, чтобы избежать засоров и потери функциональности.</p>
<p><em>Суммарно, аккуратная реализация пошагового плана установки системы водоудаления поможет сохранить конструкцию здания сухой и защищенной от повреждений в любую погоду.</em></p>
<h2>Оценка необходимости дренажа и особенностей местности</h2>
<p>Определение потребности в устройстве систем водоотвода начинается с анализа местности. Наличие влажной почвы, луж после дождей или таяния снега указывает на высокий уровень грунтовых вод, сохраняемость которых может негативно сказываться на фундаменте и садовом участке.</p>
<p>Проанализируйте тип почвы своего участка. Глинистые и суглинистые почвы плохо пропускают воду, что может приводить к застою влаги. В таких случаях без системы отвода воды не обойтись. Песчаная и черноземная почвы, как правило, хорошо пропускают воду и меньше требуют вмешательства.</p>
<p>Уклон местности также играет ключевую роль. Участки с уклоном требуют дополнительного контроля за стоком воды, чтобы предотвратить эрозию почвы и накопление воды в низинах.</p>
<fieldset>
<p><legend><strong>Таблица: Оценка типа почвы и необходимости водоотвода</strong></legend>
</p>
<table>
<tr>
<th>Тип почвы</th>
<th>Свойства</th>
<th>Необходимость в водоотводе</th>
</tr>
<tr>
<td>Глина, суглинок</td>
<td>Низкая проницаемость, плохая дренажная функция</td>
<td>Высокая</td>
</tr>
<tr>
<td>Песчаная почва</td>
<td>Хорошая проницаемость, отличная дренажная функция</td>
<td>Низкая</td>
</tr>
<tr>
<td>Чернозем</td>
<td>Средняя проницаемость</td>
<td>Средняя</td>
</tr>
</table>
</fieldset>
<p>Сезонные особенности климата территории также важны. В районах с высоким уровнем осадков или талыми водами весной устройство водоотвода становится обязательным для защиты постройки и ландшафта.</p>
<p>Перед началом работ рекомендуется провести гидрогеологические изыскания, чтобы точно определить уровни грунтовых вод и изучить характеристики грунта на глубине. Это позволит выбрать оптимальный метод устройства и прокладки системы.</p>
<h2>Выбор типа дренажной системы и материалов для её создания</h2>
<p>Определение подходящей системы водоотвода зависит от местных условий почвы и объема воды, которую требуется отвести. Поверхностный водоотвод подходит для участков с высокой степенью верховодки. Для этого варианта используют открытые канавы, наполненные щебнем и покрытые решетками. Такой водоотвод быстро собирает воду после дождя и направляет её в сток или колодец.</p>
<p>Глубокий водоотвод рекомендуется на участках с плохой водопроницаемостью грунта. Для его создания применяют перфорированные трубы, которые укладываются на глубину замерзания грунта, обрамленные слоем геотекстиля, защищающим систему от засорения, и окруженные фильтрующим слоем из песка и гравия.</p>
<p>Использование геотекстиля обеспечивает более долгий срок службы системы, предотвращая засорение и сохраняя функциональность труб. Перфорированные трубы из ПВХ или гофрированный полиэтилен являются предпочтительными за счет их устойчивости к коррозии и механическим повреждениям. При выборе материалов важно учитывать климатические условия региона, чтобы обеспечить надежную и долговечную работу системы.</p>
<h2>Планирование маршрута и глубины дренажных траншей</h2>
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" alt="Планирование маршрута и глубины дренажных траншей"></p>
<p>Определение оптимального маршрута траншей начинается с анализа уклона участка. Эффективный отвод воды обеспечивается при наличии уклона в сторону естественных водоприемников или централизованной канализации.</p>
<p>Глубина траншеи должна превышать глубину промерзания почвы в данной местности, что обеспечит функционирование системы в зимние месяцы. В среднем, значение составляет от 0.7 до 1.2 метра. Точные данные можно получить, обратившись в местные геодезические службы.</p>
<ul>
<li>При глубине траншей меньше 0.5 метра система не сможет эффективно справляться с водоотведением, особенно в условиях высоких грунтовых вод или сильных дождей.</li>
<li>Интервал между параллельными траншеями не должен превышать 10 метров, чтобы обеспечить равномерное распределение и отвод влаги.</li>
</ul>
<p>Прокладывать трассу следует с учетом наличия подземных коммуникаций и корневой системы деревьев, чтобы не нанести вреда инфраструктуре и растительности.</p>
<ul>
<li>Важно также учесть тип почвы на участке: для глинистых и суглинковых почв требуются более частые и глубокие траншеи, чем для песчаных.</li>
<li>Запланируйте места подключения инспекционных колодцев для удобства обслуживания и контроля системы водоотведения. Расстояние между колодцами рекомендуется на уровне каждых 25-30 метров траншеи.</li>
</ul>
<p>Выбор и расчет материалов для заполнения траншеи должен соответствовать нагрузке, которая будет испытываться участком (ходьба, проезд транспорта). Оптимальной является комбинация геотекстиля, щебня или гравия с обязательной тщательной трамбовкой каждого слоя.</p>
<p>Инвестиции в тщательное планирование расположения и глубины траншей значительно увеличивают эффективность последующей эксплуатации системы отвода лишних вод и минимизируют возможные риски для структуры здания и здоровья его жителей.</p>
<h2>Техника безопасности и подготовка инструментов для земляных работ</h2>
<p>Перед началом земляных работ следует провести тщательный осмотр используемого инструментария. Убедитесь, что лопаты, мотыги, кирки и другое обрудование не имеют дефектов: трещин на древках, ослабленные закрепления рабочих элементов, износ режущих кромок. Поврежденные инструменты необходимо отремонтировать или заменить, чтобы избежать травм.</p>
<p>Обязательная проверка личных защитных средств также имеет важное значение. К защитной экипировке относятся прочная обувь на толстой подошве, перчатки для защиты рук от порезов, строительный шлем и очки для защиты глаз от возможных выбросов частиц грунта и камней при работе.</p>
<p>Для обеспечения безопасности на рабочей площадке необходимо четко разметить область, где будут проводиться работы, установив предупредительные знаки или ограждения, чтобы предотвратить доступ посторонних лиц и животных на территорию ведения работ.</p>
<p>Работая со сложным оборудованием, например, с мини-экскаватором, проверяйте его исправность, в частности, гидросистему, шасси, ковши и рычаги управления. Просмотрите руководство по эксплуатации, особенно если вы незнакомы с данной моделью техники.</p>
<p>В процессе земляных работ необходимо особое внимание обратить на погодные условия. При ухудшении погоды (сильный дождь, ветер, гроза) следует прекратить работы для исключения рисков, связанных с оползнями или другими природными явлениями, способными спровоцировать аварии или травмы.</p>
<p>Применяйте только соответствующие методы и техники для земляных работ, следуя рекомендованным технологическим картам и стандартам безопасности. Это поможет эффективно и безопасно выполнять необходимые манипуляции с земельными массивами, минимизировать физический труд и ускорить процесс работ.</p>
<p>Завершая рабочий день, выполните чистку и техническое обслуживание инструментов. Храните инструменты в сухом, закрытом помещении для предотвратения их коррозии и ухудшения рабочих характеристик. Такой подход продлит срок службы оборудования и сократит риск аварий при повторном использовании.</p>
<h2>Прокладка дренажных труб и проверка их функциональности</h2>
<p>Для начала нужно определить тип и размер труб, подходящих для установки системы отвода воды. Рекомендуется использовать перфорированные трубы из ПВХ или гофрированный полиэтилен, так как они обеспечивают нужную прочность и долговечность. Диаметр труб обычно составляет от 110 до 200 мм в зависимости от ожидаемого объема воды.</p>
<p>Перед укладкой труб подготавливается траншея шириной не менее 30 см и глубиной от 70 до 100 см, обеспечивающая нужный уклон – минимум 2 см на каждый метр длины. На дно траншеи насыпается слой щебня толщиной 10-15 см для фильтрации и отвода воды.</p>
<p>Трубы укладываются на подготовленное основание, соединяются при помощи фитингов, заделываются санитарным герметиком для предотвращения протечек. Свободное пространство вокруг труб заполняется гравием или щебнем, после чего траншея засыпается землей.</p>
<p>Проверка функциональности системы осуществляется путем заливки воды в наивысшей точке системы. Наблюдение за быстротой её прохождения через систему позволяет оценить правильность уклона труб и качество монтажа. При необходимости проводится регулировка уклона труб, удаление возможных засоров.</p>
<p>Регулярное обслуживание включает проверку на отсутствие засоров, инспекцию участков соединений на предмет утечек, а также осмотр системы после зимнего периода на предмет повреждений от мороза.</p>
<h2>Засыпка траншей и восстановление ландшафта</h2>
<p>После установки всех необходимых элементов для отвода лишней влаги с территории, следует аккуратно засыпать траншеи. Используйте для этого песчано-гравийную смесь, которая обеспечивает хорошую фильтрацию и пропускную способность для воды. При этом важно слой за слоем утрамбовывать засыпаемый материал, чтобы предотвратить его оседание в будущем.</p>
<ol>
<li>Начните засыпку с нижнего слоя гравия или битого камня толщиной около 10 см для обеспечения дренажа.</li>
<li>Затем добавьте слой песка, который поможет улучшить фильтрацию. Толщина слоя &#8212; приблизительно 15 см.</li>
<li>Верхний слой должен состоять из того же почвенного состава, что и окружающий ландшафт, чтобы обеспечить беспрепятственный рост растений.</li>
</ol>
<p>После засыпки траншей возвращаете на место верхний слой почвы, который был аккуратно снят в начале работ. Это поможет восстановить первоначальные условия для роста растений и сохранит естественный вид территории. Тщательно распределите почву, чтобы избежать формирования углублений или выпуклостей на поверхности.</p>
<ul>
<li>Планировка почвы осуществляется с помощью грабель или специальной техники.</li>
<li>Не забывайте о мульчировании почвы вокруг насаждений для сохранения влаги и профилактики роста сорняков.</li>
<li>При необходимости восстановите газон, высаживая траву в соответствии с выбранным типом покрытия.</li>
</ul>
<p>Правильно выполненные работы по засыпке траншей и восстановлению территории не только улучшат декоративные качества участка, но и помогут поддерживать функциональность системы отвода воды на долгие годы.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Современные технологии дренажа дорог</title>
		<link>https://aktaustroi.kz/sovremennie-texnologii-drenazha-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:20 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/sovremennie-texnologii-drenazha-dorog/</guid>

					<description><![CDATA[При проектировании автомагистралей ключевым аспектом является гарантирование их долговечности и безопасности. Эффективное отведение воды с поверхности проезжей части не только продлевает срок службы покрытия, но и снижает риск дорожно-транспортных происшествий. Основным элементом в данной области является использование усовершенствованных лотков для канализации воды, которые обеспечивают быстрый отвод водных масс, предотвращая их застой на асфальте. Проектирование качественной[...]]]></description>
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
0Zj1ATj2qGa3VEwBg9M5p8yJ5Spuy4pmecVZNmyKZA4IFQbNrYI5BppoVrCMeSaRu3sKU89R1NEmQc44pgG4hRTlJYYApARhdw4o3cE9s8UCNKKOOO0diw345pFJaICM4IqgjO4IGdoqfa0bqCOO+DWbiMa+dzZOTVdBlqnc8MahQZ4BrToIcDls0nIx70943QHcOlMByMd6QyaCMM3LYI6cZrRXdwPN4UEk9Ccd6owOANrHauc0M7SyAY3HoBUNXZDEY7nYu3A/WlWINggthjgADk00qcbmXkUpllgk80EbiDjA6ZosMsRxKm4bGZlPIz0+tTxSQup3s+zPY55rNjkdY2CbhkfMadG0aqMDce+TwKTiKxsWmjRpzJ87e/QVoKqRjagHHoMCgyE9BxQPmOaycwuAZmbnp6UjfNxmnY98Cg4xwKzbbEIIxnmlwQafj1o3Y+6PxpWGVpxia3J4+c/wAqnLBTgVBcEmS3PX95/Q1dEAVPMmYRr79TWnLdDSK4VnYYBNT/AGSOEb7mXb6IOppjagsY2264H988k1VeQv8AOxPNUoJaspRLT3+0bbdPLToT3qIsXkBHT1qxplrHfQbjOEO7GCtaLaKqqWa5UD1xVlbGbYhZbsxyLlQM4BxWstrpoQtJEyY77qzkENlIzrJ50h49FqvPO075lfP+z0FPmSJch9zNaLMTZQZI/jY5Aqo6STHdNIWP8qeXAHIOPSmruPO3A/nWTqN7EcwqwIp+7n60vA9/pSDBOefoKOTxnb7Cs27iHBgBg4FBb0GaQKAMqP8AvqgD6nFILAeW5AFOBA+lJgnsBSEY680CJA4+tG7OMZFN3KBgDFJnPqfpTGOLHHHajcx6DFAXAHOKcEyc9B2o1GR7cH5mNP2jrkj3p3yg4A96QnPRSCPemAzqSM9KOev9aftJAOBk9hSfMg5U8igBvQdc0vyggDNIME46DrmnEHGfXgUXDUbuxjjNNd3wdqn2yaNpB5I+makBU8MTntQgMdLWWK43gZO7dipgswBJUD5QP1zWko3Z4JNRO0SttOA3p3qnNjsyi2REVbvvP51LEpe4jYnoyYz0PFWFeIA4UkdScdKfEUclkGV9cU1JjjFsttskjj228SON2WUdcmofLVASoUY/IVLGh2nfgE9AO1QuVQku+MHJobubpWGPHkbmO1SOnrTFhWQhlJ2qcYxwaIH+0M8m/MX8IAxVoZjP3MIR170mUNETYGMDHJ4qRtoIBIZscY7USMMYHOetHGMKMAUgEjkdc85J/DFOTe7+i9eO9OWMgZONo/OoJrgQKFRcseAP8aAJ3ChtxAzTQpbnPJ6Zqq7yykfwqO+OM+1TxSqUOwF9vGfU0AI0EIBLgux9eaciJGmFQKp5PtTtxCfvAeewGcfWnMPl6dqYEQC9Q2AwFK8m1SB82e5pQq8FjuNO8v8AiCjI6Z7UgId7FMl8DHfjFKiK0fZ1bselNe3Ly7mYlT1HqamIwMAgcUwKslrCkhkiXEh6nsKlEhRcGNHHUllqZYtycHCjnnvTXUScY+X0Pei4io0dtKx2xrnowB5px0VHTZHIV7gE5FOLIknl/Ir9ecdKa0jqpkc5BPy47CgZVl0y6W4BKZGDkqapLH5RlSYsGDcAjrWr9qlDYBbgclj/ACoSQXakujHsQwp3EYzbha5yStSSsT5fAGCWz2rTOnREAbTsH8IaqctnILoBUJQZORzVJiK6bjPgAZK8Y7U6GMmeTccgHr+FAhufObZFIRt9OaaLe4xJhHQk9ec0wIt7LE3UA5PWmcCA9ScD3p4glS3JcHBGeadO25FHlbDkYApiIpWyFDEA56dBTdpBUM+76VYkJHlsTkknHHPSm7SJk8xixx1AouBHhnZR90gHnNSDInTLHgU4run5JICU2MbpGwScJjnilcNB7EfaPlOQF47Zpv3rhexC/lTVQ+acnBUClUhZ2zydvagLjJFzOFLZwM8UrMWuEzyAMdKeGAnbJz8uBSnY1x2GEpiuiIgLMgUFTk8GnS87MDq1I+DOMHjHc0S8vGoPGaAuhZidnIIyRj86bNGhDuVw1PmbhMMM7h24FRzs5Vt/PoaEJtFeO3ibAZ8nrgVYhRBENxznPFPPl7D8uMCiEKsS5IJxTbBNEH2eORnJHCnimx2kbS7MkjGfSpo2OXIxktnpQGbzicjcB1FO7C6FmijijVUwORxTi4w3HFQyuSEBXnPrSM21DhWBI65pWuF0V3PyGi2jDk5OMc0knEdTWWBuJx+NaS0RCJ5gPLCk7yxGT3pjRoCSEGaH+8nTlqeSNrZOeOKgrQrCFmj3HueBSovlzKrHkjqKniYCNRntTAVMjs+OmBRczY6c5ixmo5fnIGQKJmBUe5qSJU2ltrMe+elGyBaIhwRCyn7uajU7QcVO6ZGcgBumajWPcpOOAcU0wOr4xgjFAx601iOlN39hXJYklwAMngUb1HIGTUYVm96nht3lGQNqj+I8AU7DSI+Tyalitmcb3Plp6tSG4t4PljHnSDufuiqVzdvK58xyfT2rRQtuWkPv7qGB4fIyzq+dx/wqKW4eRxvJZmOBVKfGUJbJ3Chn3SRquSSw6Vp0GjVWxus/8er/AJU57C92nFs1asF29op85/l7KeTVS51WW4BGdi+gqW0hOSQ2yVNPtVS4YGTJJVTmmXN+03yg7VH8IqoAWYtuycdTTDjd3Y+1ZubM3JsfJLnHOaFPAJHFAQDtzSDcxwORUMkd8oPShpCTgcU4RYUlj9KCygY2ikMFHGWoYgABTim7SVwKNm3qaSAAygZ6t709CWHOaaq56BRipgAO/NMaGFSB8xFNEYc4Jye2KkI3AEH8KVAR2/xp3GM2gcY6etGB27elSMqj5ieT2pqAjI45ouFhR971HWpMdTt+XH0pIgqMGH8+tE8pk+WMYA6e9NJsLCIiAcDJA7n9aViOeQcnnFNjDrjgCiQZYnftz6VoqcmUK8hKKMZx/KmMzuuF4x/KoJ7j7OpdYw4HUZqlJqRcZVAF9VNV7JgrGgRxt8whjz61FNKsSbmkwF/zxWWbhSCMnJ96RpAylScgUvZ9y7Iux3UlwcRR/MenvU0ST+aBcBlT++MD8KoWN6IJAuOCeT7VrQTxXRztB781qqasTsy35kUCrx8pPbmo5YojKZFi3Z6seKSZgq7ABzTRM+zCpuYeprOcLGkZXEnjM4CZ+XPQU8KIo1YcDO0E+vtREXRMyqM/XFPZFkiTaxL/AN7HC/SoLImkmD7Quc9/SopYopnTzU3jspPU1o2+mSypvQ7l5+Zj/Sm3EDwYEQUydCx5CigYsVvtRRtUL6Ad6fIq7OSMjke1CSoePMBI60xwvzH7wPJBPSkBFFHvYnj6mrOAiAHFRAYAZTjPXPNN8xXlfzH2og7HHNIBs5eU7MlU74PJqJLbySSVZmIzzzxTkZGy8Y2qTxnn8amAMg6k+rHvTArgyTvtEaiPpzyTU0CpEGSM5P6LUpwIgemOw4pkJ3liFwB7d6AHiPqSc/ypjpJJgK4VO/rTlRnYlsZH3QDT9gQZOKQCBUjx7d6R5AFLNwB70pIGM/gKguGUISVZ8DOBTAakpuFYjcFzw2MVMuwDJJNVYp3kQs6qgHQZpkk0W0uSfl75oEX43Mq5xhO1JK2SFjHNZtnfzTT4GNrL26LWgAXGBx/tHvQBUmto5HbeBz98jr9KX7OZCrHKhRgAVYKYbaDx6DtT1BztAAX65NAyAwsQAhA9zT8lOHO7jjPc1KARkfmT2qJljZwwXcxGAaBDkkUtsBG8ckUqs59D+gpAoVtzgcDGF71IBnLAY/HmgCCNGWQlpDIw69gKa6RvOWYc7eST2q0BtHGM9hVG6kWF8yPuz156n0oAnguo2dUIQIvdqvyWsF0FysTbfbOaxJoWdF8tQHPIHerMSzlVRXdMdMUwLc2i2cpyEZGXup/pWPd6W8NxmJt4Axg8GtNbprfESu0rd/c1OZFC5cAMeTn5iKZDimcv5MouDlCOMe1RYzLICOQBXWtBFOhPmsuem3oKybrSXhaRxKrBjkADBp3M5Q7GTGo81yecYpowZXJ46VKI9rPuOCT0zTFjbc7Fe9Mz1GKB5sn4ChADM5z0AojHzvwetLGR5rnb3xQIQAeeegwtIwzOvToaXkzOc4GAKAN055yAvai4DXBLoD60ky4QDJ6ipCgMyc4+UnmiVPmjGeS1CYxsoxE3sKXaVUEEYxRMG8phnHQU5hhTyM4ovoIhi/1eSOppFGZXP0FSRK3lL9KSNdxds9Wp3AYy/vFA7ZNNmGIyc9akKn7RgDkCm3IKoAVxk01uhrcqS/dFS2wIQmoZewq5apiEHnrmrnsU9hrf6xfxpZAwjbII4pxH7/I7LUU7sy4Yg1CFYcThRj0qHJLHvzTidwODyKfChKbuOaewyIjleOc1ahLSYjdtka8kVEU/fKvoDSuNqE9OKNxXFmcTBcLtTHHNRea0fyrtIPPIp6LkADnAqKRC0mAM4FNWGdQ3PXgelOgiaVjsUkj8qkZY4cG4I3/3FP8AOq0t+7qURdiD+FaxUO41EuM1vbj5/wB44/hXpVOe6nnGPup/dHAqBpiqZA7VpWWmrewB47jnupHSrS7F2M8fKuepp2nMnnyGaJZFGMBh0rRudFigjLS3JHsOtVIYobYt5RZs93obSE5JGu9vpgh814lGf4dvNUXnSKTNvDHH6ELzUDySSH5mzUeST83SspVG9jNyYrlnkLOSaRkyBRil3Y4rMkaEc/eOB7Uojw3HelD87cfjT8jikA0pt5NIckYQbaewZx0pQhK8HB/OlcLEQY4IySfWnRqxyAuT9aUqS+OSRySaUqTk7uh55p3GNJIOcfhSgOw5GP60AEvjPHrT+AOOtFwIsYYCnt8pIyPpTWkIGCpyehpp/vMADTtcCZXyeFpSSqk7iGHtUUTFg3G3HU1JlDtBkHzdOetaQpOQyRQojRpNxz2pgmtGG4SEZOADyKbI68Z5ULtxVb5F4SP861VE092xbbBPAyvr0FL5uB0qsvmP1OBU6WzMu7sOpJxW6ikSNMrO2GIC/maegjJ+6X+oxUbGCLksCfrURvELYBJ/2VFUIs3kSvauIxtbHAFcpkq5xxnqK6eOeR22rGFHvyapajpsK7XjJVmYbgenPekxmIxIOalByBnIr07SNF0eC3UQwRySADMkg3En8ak8QE2+kXMiWyPiIjhBkcdaVh3seVr3PvV6xuBBsyD15rPifkg96tRqGTPcGgDd8+EDcQST6037TO7DyocJ6mqcEsEb7pX3MP4ewraheOVAUIoEQfvHwzjGKlRwqEOPlz19Kn8sE8mmsiqNp5BqJQTKTsV3AmQYnmCAZ2o5UU4SbOWkCxgYCE5P1Jo8tVPBYKOwOKULANzGIYHQ55zWDTW5oncZA3mM3lxLsBzuPrThtRstlTj7oOfzNSr80ZdysUS9yapIIgXCEseufakUSPLMsufMHl9hjk1ES8vDYGD/AA1JHCVYsZDj0xUu0NwqZb0oAZEinJ4A9PWnvMo+9wB37UeXsH3cn29KRfMVSFiVecl36Ae1IY5BFIeJMgDO329alTaHIXhVHQN/SmxBQnmMxLHqcDmmmVWIKrw3UkYNAExcAgKDk9gOn1psjqoyQcjp71GCwOSw2+gpN4+6Dz64zigBY2kZmLqq46D0oYMVJDcewpcEn5j+VBKgkjAH+0aAKLpPcucKY0HXPekms440/eKXLfwbuBVjzkZsCYE85pghV5WLctjI3UgFgVFCiGLA71O8uGCRjc3fngULEoTGAgHHJqB5fLbybYKzkZPsPWgCygBfGct7VIFCg88Cs6ISeaxTKKerFup+lWsMCAXYAc57mmIk38YVSQe5ppzG7FELMevPJp24Hk/KPU1G1zGHKRgvt67Rk0ASKhUbpOT6DoKkGGPA9qYCZACOPrTioYYyc54K9qYE88CWy75G3Fh0x0rNNlG8vmbCzg5AJ6GrjwhiHckn3NSpGAP6g0AV4YWRjI7gydsdBUFzcyrhYIizN1J7VeSIEkE07yVzzg0AZ6Bo48naXPpTLcu8jKoVAOCRzmrd1iKPfwi9N3pVCDZtJQFcnOcYLCgDXhIkAI4x8vNUtTAEu0D5+2TxWlC0ccAIXBxnHpWdeEeYDKCec5AzQBnGy3ID/F7mqZtJYdxK8ZzkVrBpN7buExnGKbL+8HXbgcE8CnchwTMaEkhvnPLcUkZILEgH5jzirU1rCCzJIEPXGc4qukTpH8wILEmncxlFoRMb3baDzjr1pqBTO7fMMY4oiDHdkHO7NIrFHc4PJxzTuSLt3T8NwF54psgxOgByBk00SYkLEY4oV1acHrgGgB85JjC7T94USAJA2PQ02VslexB7UTORERuznjFOwWJEHCL7DqaZbsPLOAPvH+dBf5SeOB6VHCxCDC4H1osFiRGzcSH0AFRXhPyA565pYz8znB6+tMuSWdST0FNL3hpalSUEuAK0bddsKAjnFU1hEsmFb5vQ1MH2jAPTjNVMbJNm+WUDjoKimQKFXHJbrT4FmlWRlyVB5NMkIDqCA3fiktxEskSgE4HTmiAARKD0/WoGkG053CljkUfxHgcZFFgsSFR9pb0AxSXGBEcEVGMszMGBB96JA20DGeeTRbULEpAwArKG7Go42LO5PXPamgHPIOB1ojUMGIyMt3NOw0jdwZX2jLMactpP0ELEfSq8NyBexGNvmz2rp/7WRYAWj/efpUXS3NG0jnpbO5KFfJYfpVu1d7KHCtlwOSvan3FzLO+XP9BVfjPNZOp2MnMfLM8rbpDuP1qPcq8dSe1G8B8fhQFyO+azbuQLz9OO1KODnHX1py7VPU01Sc8AMPQ9qBikgDLHAoQZJGODyPeggryevTmggFs9KADv1p4UZ/TmmgEHjBFLk5znbSZRKPf9O9IVU8AnPekXdjPb3oBO4ntU2uA7GVAfGKUiIDlRmo2boWpvOOnX1osFhxYZ+X8qb0HOR7CgcA8gfSjevAAJJ4zTsgE3kcnmkZgVyRx7U8IyyEMBxRhQuWBbnp2q0BXkaUoTGNueOef0rKnM8MUCAbjC2cjvW443HlRx0qJkUDcxB9sVpCbjoCFgCzRq69D+lVrm9FrdPAUBwAQfrVmOHyH3I+M9VPQ1l3FpNLfmeUgq5xx2FdEaiZQ9tRnk4jXH0FEf2u5bALY75rRtrSK2wQNz+tStuYhQMfStAKkdmqnMhLt6CrMduegUIvt3qaOEjoKlI2jGaAK8skdtEWPyqKzpbme7U7I1WIfxOauy2/nSYkbI61MkUWxVKA46A0ALpF5cW6q6ymVB94Y6YrureWO8tQcAq68g1xQhjiBeNQmeoBxmtbRb0xSlG4Q+p6VIzmNe8Ky2V5K9t80THci+g9M1jKk0KMXjdRnkkdK9c1CzS/tWQ9eqn0NcLNp4QTQypJHufBLtu3H2oA59GEjYPWtWyulVdn3cVSltktGYhiRt4yOaCTGQyntmgRuKWJyslOBk9c/Ws+2uUdVDOwPpV3cMYGTVASbn7qKkiZi2UXLfSmwRlxuIIX3p8t+ts3lhMsB1zxWc5paFxjciuFmLZuSSuOuKZGo8tioAAHXuKJdXk8ohowc+ozTbO6UkiONQzDADdB9K52XaxPFCu0ElgRzyc1KHVeVBPvimgeWhG/LnsOc/Sq7ys0hjyVGfuk4zUsd7ElxdRwqdxBb0FUHuL2eZUt9u0jo44H41d+zRLkyLuYdhRIY7dlDxnLcLjince5DBbSomWbzJs8k9B9B3qzPsiw0sgLH+E9sVX8/94Q0jAdOep+lSTbkgOVAUc5P3qBiRHzQ3ysoB6Y60m4IpUfLk8Acn8aqRfaJZhDChkXrvDY2j3qy4eAkse+Ih13CiwBDEiD7hBJyc8nNOdlkOCjEDnAFIEcq43FB1JHWmrdCOL7jFTwCepoAcxif938pYfwVOqKDkjc3fjpVf7UinCorPnkAjingSy5Oz5f7wagCZ0YjB5zzimtExwAdp7kDrT1dFj3BgQOuKZ5zGENGm9m7E4AoAZEqgmNMBs09LUiXcXYn0J7U+BVjydgBan8sGVmwe56UCK09o10SsrlVB4C9xU0MUUB8qJBgdcU/bvBTkKPwpyxpECHfk0wGkDG3G1c/SnfLj5DTJiu7d/dHSlgJKhpE2Z5AoAkEhAOMH8KPNAHzIC2e1L
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" alt="Современные технологии дренажа дорог" title="Современные технологии дренажа дорог" /></p>
<p>При проектировании автомагистралей ключевым аспектом является гарантирование их долговечности и безопасности. Эффективное отведение воды с поверхности проезжей части не только продлевает срок службы покрытия, но и снижает риск дорожно-транспортных происшествий. Основным элементом в данной области является использование усовершенствованных лотков для канализации воды, которые обеспечивают быстрый отвод водных масс, предотвращая их застой на асфальте.</p>
<p>Проектирование качественной водоотводной системы начинается с тщательного анализа исходных данных о типе почвы, уровне грунтовых вод и климатических условиях в регионе. Эта информация помогает выбрать наиболее подходящие материалы и конструкции, способные выдерживать различные нагрузки и атмосферные воздействия. Например, использование перфорированных пластиковых труб в качестве заглубленного дренажа позволяет эффективно собирать и отводить воду, что значительно улучшает долговечность дорожного покрытия.</p>
<p>Также стоит отметить роль геотекстильных материалов, которые служат фильтром, препятствующим засорению системы водоотведения грунтом и другими мелкими частицами. Это повышает надежность и продолжительность работы всей системы. Зачастую пренебрежение этим аспектом приводит к необходимости дорогостоящего ремонта либо полной замене всей системы.</p>
<p>Применение информационных технологий для мониторинга состояния систем отвода воды предоставляет возможность оперативного реагирования на любые изменения. Системы с датчиками давления и влажности могут сигнализировать о проблемах в работе стоков или переполнении канализационных каналов, что позволяет быстро принимать меры для их устранения.</p>
<h2>Выбор материалов для линейных дренажных систем в условиях зимнего климата</h2>
<p>Рациональный подбор материалов критичен для устойчивости и долговечности линейных систем водоотведения под воздействием низких температур и агрессивного дорожного воздействия. Армированный бетон и полипропилен выступают предпочтительными материалами благодаря их морозостойкости и устойчивости к химическим реагентам, применяемым для обработки поверхностей в зимние месяцы.</p>
<p>Армированный бетон отличается высокой прочностью и способностью выдерживать сильные морозы без потери первоначальных качеств. Важно обеспечить правильную установку и использование качественного бетона, соответствующего стандартам СТБ (Стандарты технических условий Беларуси) на морозостойкость.</p>
<p>Полипропилен, благодаря своей низкой теплопроводности и химической стойкости, представляет собой еще один оптимальный выбор для регионов с резкими зимними условиями. Его пластичные свойства позволяют изготавливать системы с различными конфигурациями, что делает его адаптивным к любым проектным требованиям.</p>
<p>При выборе материалов также важно учитывать их экологические характеристики и возможности рециклинга после окончания срока службы системы, что способствует устойчивому развитю и минимизации экологического воздействия на окружающую среду.</p>
<h2>Применение геосинтетических материалов для стабилизации основания трассы</h2>
<p><strong>Геосинтетические материалы</strong>, такие как геотекстиль, геосетки и геомембраны, значительно увеличивают прочность и устойчивость основания при строительстве транспортных магистралей. Эти материалы предотвращают перемешивание несущих и основных слоев почвы и, благодаря своим фильтрационным и разделительным свойствам, способствуют лучшему водоотводу и минимизации деформации покрытия под воздействием нагрузок.</p>
<p>Применение <strong>геотекстиля<​/strong> рекомендуется в местах с высоким риском эрозии основания. Этот материал не только укрепляет дорожное полотно, но и предотвращает вымывание мелких частиц, что особенно важно в регионах с интенсивными осадками. Кроме того, геотекстиль улучшает устойчивость основания к колебаниям температур, что снижает вероятность образования трещин на поверхности.</p>
<p>Использование <strong>геосеток</strong> повышает распределение нагрузки от транспортного потока, благодаря чему существенно продлевается срок службы трассы. Геосетки эффективно сцепляются с заполнителями и обеспечивают дополнительное армирование, что делает основание более монолитным и способным противостоять динамическим нагрузкам.</p>
<p>Внедрение <strong>геомембран</strong> обеспечивает защиту основания от проникновения вредных жидкостей, что предотвращает химическое воздействие и разрушение материала основания. Такое решение находит применение в областях с близким расположением грунтовых вод, предотвращая их негативное воздействие на дорожную конструкцию.</p>
<p>Комбинирование различных типов геосинтетиков позволяет адаптировать каждое решение к конкретным геологическим и климатическим условиям. При этом ключевыми факторами выбора являются предполагаемые нагрузки, тип почвы и ожидаемая продолжительность эксплуатации трассы.</p>
<h2>Технологии принудительного отвода воды из-под дорожного полотна</h2>
<p>Для обеспечения долговечности асфальтового покрытия и уменьшения износа важен качественный способ удаления влаги. Один из эффективных методов – системы насосных станций, которые активно отводят воду из слоев покрытия и основания магистрали.</p>
<table>
<tr>
<th>Тип системы</th>
<th>Особенности</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Вакуумные насосы</td>
<td>Создают разрежение, тем самым быстро перемещая воду</td>
<td>Быстрота действия, минимальное энергопотребление</td>
</tr>
<tr>
<td>Центробежные насосы</td>
<td>Используют центробежную силу для перемещения воды</td>
<td>Подходит для больших объемов воды, долговечность</td>
</tr>
<tr>
<td>Плунжерные насосы</td>
<td>Работают по принципу поршня, выталкивающего жидкость</td>
<td>Высокая точность и контроль подачи воды</td>
</tr>
</table>
<p>Также применяются методы механической очистки для поддержания работоспособности системы. Регулярное обслуживание предотвращает засоры и сбои в работе, что способствует бесперебойной эксплуатации дорожного полотна в любую погоду. Зачастую подобные системы комплектуются автоматическими контроллерами, позволяя настраивать работу в зависимости от погодных условий и интенсивности осадков.</p>
<p>Еще один вариант – использование дренажных материалов с водопроницаемыми свойствами, которые укладываются непосредственно под асфальтобетонным слоем. Это обеспечивает дополнительное отведение излишков влаги и продлевает срок службы дорожного покрытия.</p>
<p>Все принятые меры по принудительному отводу воды направлены на предотвращение образования луж, избыточного размыва и вытеснения материалов основания, что крайне важно для безопасности транспортных потоков и уменьшения риска аварийных ситуаций на дорогах.</p>
<h2>Роль биотехнических методов в устройстве дренажа вдоль автомагистралей</h2>
<p>Одно из эффективных решений – устройство биологических канав, которые заполняются местными видами растений. Такие канавы не только способствуют естественному дренированию, но и служат местами для сбора стоков, предотвращая их быстрый отток. Это позволяет минимизировать риск подтоплений и улучшить качество грунтовых вод.</p>
<p>Проработка системы биополос вдоль транспортных артерий также играет важную роль. Свойством фиторемедиации обладают многие растения, способные усваивать загрязняющие вещества из воды, что способствует её очищению. Месторасположение таких биополос должно тщательно планироваться с целью наиболее эффективного воздействия на водные потоки.</p>
<p>Внедрение биоразлагаемых геотекстилей, которые природным образом разлагаются, не оставляя вредных следов, помогает в создании устойчивой дренированной структуры. Это средство не только создаёт дополнительную защиту для почв, но и способствует укреплению корневых систем растений, интегрированных в дренирование.</p>
<p>Следовательно, биотехнические методы обеспечивают не только поддержку водоотведения, но и вносят вклад в экологическое благополучие общественного и природного пространства вдоль автомагистралей. Это дополняет технические решения и создаёт устойчивую инфраструктуру, способную противостоять как климатическим изменениям, так и повседневным испытаниям.</p>
<h2>Использование программного обеспечения для расчета дренажных систем дорог</h2>
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
tzZ+8ecf0pvHf5j6VN5TlcyyLEnof8BQIR0YNiaUL7D5v5U0CAYy0h9cAClU2yHlXl+p2ilWZN/y2yMPTk0ASf8S/aeLgHt8w/wAKfHHbMfku5Ij/ALQzUazsG5tEbHYxU8XFoT+/s1H+7laANW1XVo0zbSQ30XeM4bP4GljOmy3IEgm0S/U/K658vPuOoqpbW9hNIDaahJaS9hIePzrVkm1O1gC6xYR6nY/89V5IHsw5H40mBYumffCviBPLkJH2bV7Xp7biOtW2E5uhHcrF/aDx4WQf6nUY/Q/7WKqaem23kk0CYX9kw/f6Zc8uB3x6/hT4zamwY25lm0ndmWE/66wf+8vfApDE+XYAhYx4wjP94KDja3+0p4+hri518ueRCMFWI/Wu2nDksZGV5eGZ1+7KDwsg+o4PviuQ1NduoT8dWz+dMCsDRk0gNBNAAegOaSijFMA5pRRRQAZpaSjFABRRT1TJwoyTQA0D86s27RKMtECw6M2SAfeo3RosbiuWHQHkfX0qMnNG4GrqLMVEr3sUrKSqrEcj/wCsKpLMZAGkmIMYAVT0x6VWxinbCpwwI4qbDuW4Z4VLmRWyxG0rj5R3qbS9TuLOdFiOYicFG5Bz/WqdvbzXMqRQozFjgYHety08NPLGZPtQSRMEx7cleev/AOqlJxS1BXZ0qX8cwjh8tlZlyu1flY9xmp3tVnJVXAK9M8c1gyxXMFwbdrbzopRuJRsMvHOPetLFxFa+ars65+X5Msg9D61ytdTYqXmkPPERbp9nuIyQyEYWQ+xpml3V5A721zGobOSucc+tast1bSWzZn8oqPlkJyD3qHUYFndbmRHfCg4Tg8dxRfoxWIxfQ3c4SMxw3jOSBIwYZz6D1rdhUqihkC5HIU5APtXnBgmtrn7VFIWKSbiQMMvuc/lXbaNqiXNsYbgnzUXO4gAH05HFW4paiRekTD4Gd1LGwDFTwfelaRXCnjaRntiozIpIJBGfapGWjhlbK5/lUCssZ8hnweq8804SNtIzz1z2NRykui70XKnhkOQD9KBD2G1c8Ag44o+b6Z7VTl1DDoHAC7yjkcYOPT60oMpuVbdsjx93Bz+dFwLLoACeg/lXO67p+bWRuVbd8xRQxYV0innjnHfHNVpWGWUpktnABBH60721A4JbTmMpbH5c7vMHLjPp6iq08EUUmN23P8JByK66/tj5M06QNuVSGhcDH1Bri5/N80iRWVh/Cc5AraL5iGrHW3Ogy+bvt5/KJ5KJwD7cVbs7a5Frht4mHCqZM4A71fgt52IVdqL/AHycg+2O1aRby0xkewFYasspmMXEXlyLsK8HI5pLewiiK7SWYDA3HIq1I5LAYBA6U4D938oIbHTFAECW8dtCY4oo4wzFmxxknqakVVliAOCH4x2IqMQso2GRyp53Mc1ZZgiAKoOBx7UAMcIrrGQ2SOOetNK7T90elAc7tp5J5xinMCVJCjr2oAryRFlYhnbaeQtQRCeWZUSPZAnzZ5zn0q/ESqbZCo78GhZUYMMAYHY0WGO27nMrEs/QkcfnULYlbKA8Hk9hRIQVCxhlHcmkJ27c/hg0CELDIXnjqRUhHmMuUxtPB9RVWWNtud3v1qZZiFxuwMc4HakMlk5m3AgpjI46VWuNksgLqoP98dj2qCWYs4MDsAhAB6q1Q5ZiDhye4J5obCxMLdTdl5W3sD8pAAz708sSh8vAVTyDjg0ixKQAcsThsk9ac7Akqg2kcnPANICF2bH9484wB1pqbQw4UEAE5PHWlkG5wUBIGeQeCaAJA5XLBjwT0oGNnuWRzFHA7/LlW4AI7ioLV1kWQCUxl3O6JvmCjvj8qvtHHMTF5eSADkjgmom+zru+0P5RPB35wfpQA8lIVIhLxq3Ujn8s0xowxJAJ5zgjkj+tV5IF2efbssoHQq3BWr1pcGRAXhIzyQx6fjSABYu7xiJtgGTs7H1zUz6SojADk7R0z1+tEbYm2MQg6xtu+8O49qslnVS4JxjgZqrIRQks1jTiNXGOOM1Ctuv3fLAYehNTyXiInlrnnJYn7q/U0sconCvGoZSOMnqPWkMyryKcYcBSqdASc49ferARJ0ZHgRGCjlT1B/rVy4kQTR3EiMRBkbVHQnqT7VjprVveXjx2sEjnk5Izk9vpTsxXJjBAP3ca7FYY+Q4z6c1HJZuis0MSl+qhjxu7HPaq9xqFokvltAfPz2TAHepLRpBNtZ0SNSCwJxjPQe5zRZjIrq2jEio0LY3/ACksXz64X8antJFfdCUeDYv93bj6VXv7nbIwhaRGRxj5QcDvzU9pKZYfNJJYLgjkAkdzQ9gNNpSYgFBbb/sZ/I1VhePzZHgU7gAWTPDccbfQ1IGIRQzbMDO7t06VTNsF1lZ0DWysA/zS5RyOD/MGoSuMs+ahjS4iVmWT5ldjjB7gjv8A/Wrj9dEh1OXfbrBg4VUHGOx/Gu4iSQWzpJhpFbBwMADrwO1VdUkbTrL7Wq9WVfmAPHtnvV05crJkrnAYwefyNbFqdNaeR1M0K7Mhs4G4DoPSq2oZvL9WjiCyzBSQvRmPpU1xG2mWsllOrSNMoYEHCDpyPU8YroeqM1odVoG/UNOSeVs7+AG5GV4yKtSrHbzQQpcD7QqlCOSxHfj8q5Dw8JTqESLdyW0a/vGOOvOMD610um6fcjWbzUg4uF+ZYZN3X2x29KycUmWmM8YeTDoMcYjIMkoIwejDPWuCbnpzW/4ovormSC3t/lSEMWXHIcnnNYB61vBWREnqJmkJzSn3pMVRIlA5IFB6Uq/eoAeab/kmnGm9uelMQ5S2fkGD60h2jktk+1LtOMsdq/57Uu5A2IkLH1bk/lQAikk4ROfYZqdRdqcAsv8AwIComSYjc/A9yB+lSx2qPGztdwx7SBtOcn6UAPjivmPyOCfTzB/jVlf7VUDNu8qjtjdVeCxhl66hDGe25WqzFpd2p3Wl9A5HTZIVNACi405z5eo6fJA//PSPKn8q0tNtb23zN4e1JblR963c4Y+209arm61iyXGoWf2uA9Q6hwR9aIE0XUJA1pPJpN3n5dxymfr2oAvRNY6ldjAbQ9bQ8MMrG59/Srge5k1HbOiWOvxjhv8Aller6Htk1XvZJo40tvFNp58B4i1CDqvvnvUkyGGyit9Tm+26W5/0XUYvv27ds+lSMT5fLHkxmNAzAQN1hf8AjiPseq/SuZ11AL4MDkOgINdPN5wkkju8NcpGPMkTpcRD7si/7S1z/iFMSQtkdwQOnr/WmBj44zSdaXjtRQAmKWgmg80wCiijjpQAo5oOMUe1S+cqMpiQDGCcjOSKAEjhd13AfL6k4FDkBFCvnIyQB0pxu5T5mQm2TqmOB9KgpK4CjipUgd03jGDx1FRCrUFy0MRVHKNnPQfn9aGAJZTsjyKownJPY/Q9KnTT7uNfONmXUDksNwz+HSrK6nIlsFknW4VsHbt+YYPSrWh3V/DeSEIGtpQBJDPwWXtjjqPaobfUdhLAfa447OSJ4PmMgKvgN7fXNdDp1rBa7ZA8rNGu35upB9T7VRntVW9jki3BQSVKnkc9ffFX7e53ozS/Lz8xAzkdOlYylc0SsaMkELplSQwOQQc+lVnW4idGhZSy53B+jj1+tRwuptz8pGDldjA5x0yOvTtVZo5VZjBck7jnDHO33+n+NSMsXFtFc58yJME5XeMj6evrSQebboFGNmRwxzx35qsbiRWSOdJEbICyRMDg/T3qK/EkEyzfvDG/DHcAF74OfWlboA+4t4JJ/OK7F6GRDx9DUqJa2Be5jRVQrh9uef8AgPepPs0PlvNbHbvwGXqW9+O9RwMs1szeTuMTnAbHB7fj70AXLe9Ro0YSK8WAQwXOB61Z3A57qcYz2NU3gRwAUG11wCByp9/WoJN1rvV2IGeCDjmlcDSSfHDAexHQ+tSI6sGPBB9OuaoxTPK21ZUYE8kjBI+veluYUVg0hZCecqSv5EUwJ7tGBDxJvI4ZWAwQajjbfGGXKjHAByB9aZHIyxkeZ5hBxuY4b8x1H1FZ95eNb3KgKwJGPvA5weD70CvY0Wad5lZLkRIjc4TJf2qZ3lkuVWNY9gHzddw+nFYEerCLAZkeTcHYk4x7VYbX7q4bCLCIxztBK/UkmhC5kaksO5TjD7RluOtc9ru+BUWAK656fdwOcc/nWtHqhaJi72/ynkrMP61lajq+lT/uri3+07GyHU4Bqo3uO51jRDZtOOeePX60wwiV9zg8cA7uv4U8rlcsMDHQdqSKUxgoQX24wSck+1IBIo5IwFLDIyRxTyJPMGZNoHOPWmTKlyjmN2V1JXIJBB/CsZoLgedLJM0zxZ3I+Qr+2P60AbkrKrbeST+VRl/LUsS2z/ZGcVkxpqbXOJcgDoFlAT6HjtW3EWMKmRlz3EZ4FAEMF7A915EcisxGR1FXQmPlIFUo7S0t5JJoYx50vDHJbP51b88AbeSfWmAksKvwQc9iO1QTOI12IoI9adPLIAPLK8mqrSuGKttZcZpAiRFCZIbJJzzSFtpMnmbR0+Y8VGrkBt4IYcgDn8qR5A9uGTayDs1IYs0nlAsirn36H6VmzNNNM7l43i2ldmOTmpWkDvtVeCeCx/UUwQHLBFcuv3fmwPr1+vFSMmClIwoC7icgHj8KlXHAxmQDBPUgUyNSFCtvdyTjPUAdqlykaqBjcT3OPw/KmhDUeTzBtVlXP5jvx60MJBud0UgfdB4b/CniPKlppAADkdvw96h3M7gFd5YEcCmMQYLIpwSxPGf5Gnws6Q7pv9Yx6dQKrSSrbFCyOEdQWcdh6mpzNCloZyXCEcbV5pAWY1JIOfnAz6UjxtyYRufPQ8iq8N/asF8tmGfXnNXZHMKjCkufxwPWmBRmikij2/Z1jkfKkcFcn+lOgilyFV1EijACcA/hVmTUR9mJkiOQdoA+9nOM/Ssue9eclGQxBWwfX2IweBSsBHPbzrM1zbtI4A2SxSNg8dSPQ96sR6hC8f2eKc7xjKS5PB9COtLb3l1HBtkk8wBRtY9T7571UN0y329NPiO0bw68EljjNMReisrd/vRlX6k5OHOMZPrV2GMRx7Mn2wMVRkkd4JGWElhyNrckinW/nS2qoxw/8YJwQPWlcZovEHR0kOFYdz1H9Kwls4rS9aa0R1Kg5AO0D6Vozb0t4wZSXXh2VQM/hTrsFYGzcAttGB0Pvn8OKq4ijBbPJILmUHcANqE5wff/ABrFure5aVZ1faIycozEE54wMc1sEzNbRxxTbR1BQ8N7fSsubTb6bUozcpEkKksSrjJ9z6ntTiwZct7R4oN86ZlYfvMkHJ7VchusRBVjCyH+AEA8fWq9tv3iFpCxVtgDgnPPf8AaswCElc4zFnHmEZx3FQ9RiSyb02z7o33bfkBOc9D7VYmgEtqqZMuwAgtxuP4/SpgqSOWBDYAPTofUU5PNzIg+6jfuyRweOefxNIY2yf7SzK6sOAORn9ak2RXUckMxSSMHGwgdR0NQzQbZA6u0RDEqYxjORg5ohgdNsjhZH2gFhwT+FGwHGX+o6hY6nLA8wURPgDYCMdu3pVH7dc3GorN5m2QnauP4Qewrc8S6elrqEF7Or+VcKASDko4/Q9qp63fLLBbC2CYUn96se3cBjHPsa6U9jJo6DQ9Bso0+1PKbqfjaWBAT6Dr+db97dR2WnXcy4VoYzJgDHJHH61yNjr8txLFJd534LCRFOG9QR/hWJrmoXF7qEzTK8XIHlHgjHTI9alRbeo3ZIoO7SOzsxZmOST3JqI9ad70089q6DMaaKWkoATpSp1NJTlpAKaTvjqaWkHoPxpiHAIvL5Y/3Qf61J50smVgQRqeqxjH5mosov+0ffpTsSyDk7V9ScCgBfJwf3kqL9Dk/pTxFaBPmnkLeioMfzpoihX/WTE+yLn+dB+yhjgSsO2WAP8qAJI4bRuGuJFP+6KsLp8DDMOoJu9GBBFVwbI/eikH0k/8ArU9IbGQ4E0sZ9SARQBowR63YAPbP50fXCNvB/Cp01PSb9vJ1qwNvN08+EbSPqKrWunX6fvNMvUlI/hVtp/LpVltXZSLfxDpglXp5m3a4+h70AaEUWo6LbGWxkTWNGcfPGfm2j3HanWZijglvdCH2rT3H+mabJyyDuVHeoLPT57cnUPCl+Z0HL2zH5wPQjvUltJFqlz9s0n/iW65FzJbnhJvUAevtUjFCoqQLaT+ZauxewlY8xt3hb2IrL16NWsI5EG1d/CnqvByD9CMfgK0zJDcJcTiFoAx26hagYML9pVH161R1cSPYTq/zOOXx0yMfMPZhg/nQBzNFOjTzCQGAIGQD39h71Yks7i3i33Fq6K2QGIIIP0p3sBVowfQ0YFSBtsTIyk7sEEkjHv70wI6McUcdzSUALnjFL05popetAB3pQM1orod6bL7YwiSEDOWkAOPpUNxOohS3ijRQn3nByXP1pXArkoIwAvzZ5bP9KapAPzDIx64obHanRgkkDaO+WOKYAqu7fIrMf9kVu6TqFxbzxxbh5Y/gfnJPcVlw3AjlVmGMHlk+U49AatjUoWzF5bxx7MCQNlw2Ovv1x7iokrjRsz3V26NGkiQyqclnUKQD3HY0yTxQkeUMHnMo2lwcA9iarWmhy3LLBLeYDAsi9jkcEHvVuPw8lu6o7gll5kA6N9DWXuorUtaZqlpewMmTAyn5Vb+IfXpVuYGHEgGxS21mIBAHofam2AhWF3FoItjFZF24D8dQfSsrVLexuXaQXdxBt4dNpZB7j25qLJsrUi1LVo4SUhbcpIKlD0IrKmuL7VZCGdnXrtz8orZbQ7S2jEpU3SsoI+bGRjqD/jVS1iSG9KQlmViUAZQcj6VpFxWxLTI7KwUXEUd40mGYrlXxsI710hgngysKi5hkABDMA3Tj61jWF5bXV44miWGSMboVL8Nj+En1rc0+aKa2CgMETKsrdUwcionfqNEds8kEp8sl48FSpP3PpVogTIkbYI2855LfiPwrNbTbe9JQtPBI7HbIucDHY9vzqn/YN6j7Y751jDcZyDn161KSa3G2X5I2tHJZmWI92bGPbNP/ALQhFn5bT8KflEkwzj+dZw8OzSx5l1I4Hrk/1pP+EZt0PMsj8cjGPrTtHuF2JdX2nvMXebdgdIwcfnWbd3trKmLa2KuRjJ6/X61sRaXYxEZtt7L1BbO76Vejgto9xSFIiTkFFAOKOaK2CzZxqmeQiNYsuMkfJlqsRWd35lurk4lTzACTwASK6S7jJUPE++SI5UjqfaoY7aNrMOn7xdxK8nK5PP61XtNNieQqDRopHDzzlznGzpWhp9rBEHVLFVkHB3YfI9c81FDPEX8lciQcN5jZB/GpraZVG8KNp427xwfyqOZlcqN6SRxHnYQfQdRSbQ6gzOUIOV5xmrJG8ltgHTn1pktvFcJsnUYPYigB4VYNzbtpbqaVbePythQEYpVjBXHPHc07A2hs8j1pgNa3jFs0T4ZGGCD6elU7bRtPslYwI6lxghZDg/hVvy2yHdztxwvp700p8xYncw5A9KAEESRofLyMjHJpkjmMKPMwc9gKHnEYZWYZU1XfdNkyEEfwhWpAPUh1JMmR154/GmGQFwu4AYz2FQh0iQ4DEHnk5xVRpxMJAg4Xrg4z7ZpDLUl9HAryFGYoPvHgEVVFxHctgsCCMgDoD3/GiCBwHVV2ZGQAdw96kj022WISQx7Je/akPQIkSYr5Z27CM4zwfpTxtlkAxuVeuDg8UkUCpKJghBIxyOQP8ilVgZGxknPOVwRn3oAebe3uQBKpfy23KMkYP4U9tqFtyAjqAFzg0x54wSCRwcknsT3qBRJJsV/nDn7ztjI9uKYiaaXzFeMErtwTRZgHjPzA89RikuN8kYzsA27FI+YD61BGH27GO52wOATSGaF8sdvEFMZkwCWXOTz6etVG1Ky8k+YzFGIU5GMenT/PFaClJlZNw3DG7nOKqzafbyIYY0TcRhh0B/woAzns7K9k2Wc+CVLDjrj370/TXuIklSfM7fdyTjkH7vPoKzLjT5LJ3kCSwlBlljblsfyq5o+oW9yqWsjH7QRxvPJJP3c96q11oIrIbyLVTlUltZXIJAJ2cfp61KYtxtt0rkg7cTH5mUDt6jNW76PYWiQuArDLKcHr0p+6RnV44VkKjAHcfjSuOxDE0qb7dVPlk7YwPmJ4zn6dqsWcSx7mmf51PKDn69qS5M5VhEjx7wMBO3tUZl
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" alt="Использование программного обеспечения для расчета дренажных систем дорог"></p>
<p>Расчет гидрологических инфраструктурных систем сейчас осуществляется при помощи специализированного ПО, что позволяет уточнить множество параметров проектирования. Программы позволяют анализировать и прогнозировать работу системы водоотведения в различных климатических условиях.</p>
<p>Ключевым моментом является выбор ПО, которое способно учитывать локальные нормативы и условия эксплуатации трасс, обладают встроенной базой данных по типам грунтов и их водопроницаемости. Это позволяет проектировщику более точно подбирать параметры системы отвода воды, минимизируя тем самым риски и дорожные проблемы в будущем.</p>
<p>Среди основных функций такого ПО – моделирование поведения паводковых вод, расчет водных потоков через канализационные системы и определение оптимальных размеров труб и каналов. Приложения также обеспечивают расчеты необходимого оборудования для монтажа, что упрощает планирование закупок и бюджетирование проекта.</p>
<p>При использовании программ для проектирования водоотводных систем необходимо регулярно обновлять их базы данных и учитывать изменения в строительных нормах и правилах. ПО должно быть адаптировано к национальным требованиям и особенностям региона, где планируется реализация проекта.</p>
<p>Одним из важных моментов эффективности программного обеспечения является его интеграция с другими инженерными системами использования, такими как GIS-системы, что позволяет создавать сверхточные 3D-модели местности, влияющие на проектирование дренажных систем.</p>
<p>В целом, корректное использование специализированных программ значительно повышает точность проектирования водоотводных систем, экономит время и средства на стадии строительства и эксплуатации.</p>
<h2>Методы очистки воды в дренажных системах перед сбросом в окружающую среду</h2>
<p><img decoding="async" 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
hDuzhOR19Pak+UZRsDI4zQA3GR5mcEdVFGV2DdxjsOTTo0x/qmBHOcDkUjpkquQd3JbpmgB5AVlUjB9QM/5NIgYZGAcdGPf60hG1WI3bvQ84pF+YBjtBONwPAB96AHSb4wABkeoPao1UKN3KjGSfSnuN23GGUEdOxowzOW5Ujv6igBmVduMFum7GM0oQ+YxkfHoCelIRxtA3Bj9KcsYSIEnJ756UAIAGQOD7fMOtICW3KR8ucg56UANjZtAVemc80DfkZK7c8HFACqpYBXc4I6nsaXO0AD5uMb8dKAZAcM55HJA7f0pEXkncpweO+RQAoyQMnYDz0611Phr/kGN0P71uQK5VIyZA6ueuRzjj0rrvD//ACCozgjLMRnrjNBMtjSooopGYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwUsaAcNznCtjHuaCZGjKeYxfqQeeKjyNrjdkggFunNNd4lDtGxBHG5R3pmw5LhpSWdiflwNh+7+FSJvG7c+0NgKSOR+NRKV8kFhl3JwMdfxFNWJHUytIRFn5gQcj8KYh5tJDKDFl2A+bIxn8e9IjIWLLGGfABz82D3IpZwqsxWRjGCNgHp707ITYHfO3J2jjaKAELHf5gYAFdpOPm/+tTGMLKq+Sdx68ZIzTmeLaDlycdV+XJ9aP3uxgits6u3cCgBrRbQA6gKuclDk1MpjWMCNmI52grio4m8pZIyGEkmAD12imPFIi53Eo2cYOTn3oAdhAygqhbsV5x70sjbQAHVmzt5OcDFNC4wXK5HAIOM+3FSOpbbKsQhJ6KeSaAGo2H+c7yoxkcgU5nVDjAJfAy3ABpocTDOzA6HtnFEQxIDs3HuDgj/9dADfKjVtwjyh7Ejg+1OkRWZi27fxtJH9KSQmMFjHtJwD9fak3yBkEYIkHU7s7qAHiSMkL5e4EDKNwc+uabGu5imMBvmCp1HtQsiTk+Yzow6t/npTmy4bypRv5yNuMD1z3oAJEjbbtMgZj124yab5ZLBSCPXJ/rTtkhXzZOS3HB4FKsDrtMitIzc+mBQM1NAuF2Pbu2WJLoQeo71X1Js6hN3AbFQ21yLa9SV02qp6DkAHrU2pjF/MeCCc/UYqLaj6Fak7UCj/ADmmSA96ByajM0S8F+fbmmG6QjKqT9eKqwXJxT4pZIpFkjJDqcqRVE3chyAoXH41E0srN99j9DQkSd7HcxXMUcV4oilcblVmxk8cg017W6jJ8sLMvo52sPxriRKZM7zluuSelWor28jCrHdzqOTtD1Vwtc6gW94/CwIPXMv/ANamTLbWK7tRuAWb7sacY/Dv+Ncy2oXzD95dTsO3z1WaQN827dnrnJxRcVjR1XVZNRzEhMNqMARA9fQn/Csho3Rs4yB6VaZJBg4IB4OTjFNETBXL7xjjCrnH40rlWKyqXIQFVyepq867GEbMWXA+6Mc+1I0CogfcFk6fNyT70K6lCoIYnnp2pMaVhVRMD5Nw6k7sEH1pwdWYNuG3ufT6010YqFdCreuMcU1QwjXZ8pbqSOcUDJU2LtdM8HG5T1HpSBVaT95hVHK7e1ICTwMZI4A6gUpIA4ACnoxNIBBlJWYnCZwOMH8KHl85lWTaCBgDsKRQd6ucucZyx4pwcFWOC7ccgY20ANSIb8hFbjkCnsCVVVfGec5pFbEZfGQvIUr1BpV/eqy4OQDyoxigBkoBVtycLzuY9PoKVmQNndtPoVxkUiglSCoJGAc9Qac5aOQrI6tj+6MgCgBhYgj92QW4yTjNKVkJwzAY7gZpVf5Mrllzzk84+lKzK+Gj5QnofvCgBYgynqCcZ54ApCQpK7CpBxkchqVPm+TBz0+tI5IBXLEDjI7UALj7zMvzZ64wAKUhDbHPcdMY596jG4MAMgY+6eMUpfa3zNu3dielAD2f5QBGM+vcUi7i2SdqdweKjBCqWK47AkcEU6J5M5DhgDxk4oARSS4G7B6YYdacWYNzg44JPGfwpzDO52APYjrgU1gxQbvlB7egoAVSS3yyMQT2/wAaGVQR8pfAzn0pv7zhjJtUDGQOooabb/DgY5yO1AD1ZQCVf22nr9KQfICQMN7jGKfa28t0+IEkmb1C8fnWnB4dvHYNNLHER6HdQK6MoEBNm4jPORXX6ICukW3upI5z3qC18P2cBBlDTv8A7fQfhWmiJGioihUXgKBwKGQ3cdRRRSJCiiigAooooAKKKKACiiigAooooAKKKKAPPWh8h5WfAXPK9qRZDGuI2jVWG37uaSHEkibegGdz5IzU5WNAslu+eMOWHf0qjUgjaTc4JLKOu3oPpSmQojxvuZu/HT0pWAQqWbcTzheBn3p8sit+74467DQBHBtVwXZWLHkkZIp01xuJCL+8Xjdt689ajUgoRMGQdeOOKcGZXWKNiSPTtQA4sSqxgRqh5Y9x+NNjkAOFUEMOrZ7U5A+0EOse7JIHUfnUvLW7gSkouDgAAkUARM7/AMLjcOinoc0x5HQty/Hp29aeWMSgCNwAuCeOKb5k5wBtK5zyc0AOYxpDjlifVeaakLPKonZkOeCfuinAuBuz8zZO6m/aZix8r92o6c9Pc0ASLEIzuXyz2AJ/XFQhpZwYflHcnvUiuUZ2O2R3X7zDqfah8CAsuUY8FCMlqAJjIdioFzghc4zUbyksQpVcYDMOd1Q5MwVPmVUGAD2+tSrGiRIhclzkMBwPbFAxhaNQQiszfyqRUIJdwQSOcY/KkdpFiwpQkHgDhgaaC+AN2NpzufgE0ASAgjbHgMvBJH6U8q5LbIo0UY5LZ/KoFd+gIf1xzzTRBHwzBkHOcc4oAdJIjAxnbjHLdz9DUlxdFkjXbl4l2Fm5LDtTrYIYwQSqN0IUVWmRI5PMhYnnA3CgTGO85I+YDPpxURLNkEE/ialBVWUg855GaGYbtpB+h4piICrAgFTxShSeNp/KrQU4HmuFOegGcCnskDAks8h4+7yKLhYpBSeMfhmhUYuFAJz2xV1kjCjanyjqB396fHIUkZZE6jG/rRcLFUQMjE8KPc5z+VPWJ3ywLAeuMZqZdhz+6co3brTHI4Cq3y8bXODilcdh0UKsr/JG2OcZ5pmXQZVMKegPOaaUVmyfkPYf3qlYFWDAgt7cY9qBiLGDGpYkgnLYFOJeOPy1Az94AnP50RkuGQs+7PsOO9NmQK7KpDbORn+KkA1JQruZY2dmHGe1DANuDEJ29hQI/MX5zt9iOlGduVABVeme9MAW4aZ/3rZKjvU4tyAJEdX2YBBOMmoQV2ksw8zOFC8/WlkjRiTFvIHQHvSAm8pxk7V3t1IYEqetQmPYCGYAj+LHWghtpcD2Veh4piGQoAE2jvz0FMCVucBT16c1HuGVkzux19KXySVLrywP3R1p0oZQsZHIOduOBQA132lmQEZAUAHNMiky4IIBXoD2NPBTaTI+31UHoac0as5yGIxnIpAIXEpGTk5yx6HmlZQqIW6EZ4HLUZRlVSDhV+Ujv9aXILqcKWIwR0AoAjXykY8fMexOcCn4AyQdg/h5pxXdkqMnr8vFIqh3+b5VznHc0ARh42fJLDb1VeSaf/rGwGGeMhu3tT2aUJhETax5dTljSlEXaPvAHOOpzTAjZRt3kgA8nGelKIt1uZlYhV6jbzTXj2t8pJQ8MT2qaD7QxEUELyAcZRc5oERo5K7UiCtjGSKXI3blwx6ZIx+daUGhX1ySZEFupPVzyfwFakXhy1Rf3kksme33R+lFyeZHLmRGIIjAPGETpVy106+vMbYGCdA7/KK663tYLVAkEKIvsP61NnnPf1pXFzHPReGdyqLi5xjtEvT8607bR7G2HywB26lpPmNXqKRNxFUIu1QAPYYpaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA89G4JtVXUZGP8DSxSqQ3J2JnCgdTQAzBvLbaDyA69RQqOXIDhUXBBxiqNRoIlC+Ypy55bGcU5dkb4WHYp6nHQeuaJWaJ1VT5hB/hGcU/Y7BUcsVPOG70ADjzFBkCgEZHzbsj3qMxq6BYtquPmJz1FBxCSjZRf4iDkGmvscYVHU8A4GQaBgyxFx5fzNwvznGTSo77ij/Kv8Xbd+NKXDnyVjTYOCcc5pyqEjO2NmReSGH60CGu0JZ13hlU4+o7c0MsIXEY3HkYPGKY0gZeRjGDg8Y+lSRJ5jKjPjHA+XP1pDIwrOTjDAL03YxTlgISXcm6TAwBwpqYxvAzxkoytnJGOlQSFkGxThFGMtzgUxCSBWTcGDMgwM4GKWOLcVIGw+pbOakcwTqpgT516ljnd6nFCCJh5mxN5PQ96AE8jzAFhdVUH7zfzzTcnkNLtZDxuGMinIWlKjAjj649aV2yPMfZt/wB3k0DFGwfM3AP8JGCaQxqFO+4/cueAOaWB0uCI22s/UHoD9TSsqxOpAC5XIB5FAhgjREZYynI+9/eqR0mDAZCqQMjd2qOOPduVsox6ADj3FJtbPmKW+XtnOaQyRSgCpuJweOOPpSZPltGHRo85wAMt7VHJumLsGZuATk5wKeWcwqGK46KVXtTARFdyUVAh7nOM+lPEQWMhlGc8uBzikdlc/ulCyA854/Kh2lic7pAM4yByKAGyQDYD52ecHjmkQNHCYlZMN97PUYpxQrl3ypb7uRjIp5I3HALKuM7jzmkAxFdVI2GQcewNNkYbAsXzN1OeaegMv3JyAOzccelAJVv3ZC45wR0/GgBqs6cbmAzkjpj0qI7/ALrRqWJ61LkHDMiSKOnrT22PHiIMP7ytzzTAYbhCu1gwZRtznv8AWgTI5AADHqW9TR8oUBgNueMr0pxDYDRNwo64wGpAIxDyYGBkZAHYU2VwoIIL/wAOfcUmE34YKGI4OelOCfdBAz1HOD9TQBGrO4EbSKI26kdzTwNhXao2PlRuHQfWkOwyMWw567jwKV3R0VPl+Q7sDoaAEnRYmG5RuIyN3ep4yEUHkDHbvTHKlw3UqMDjr7UhiYcyNhTwS4/SmApVCQCSZMfn601h82BhjgDaeKbGuB3yehzjAp2CgB3qcHDHNIBfnHJOFHOAeKA4OXdmCnoaYMmTHUH0HH406Mr8z8HHIAGaAAqMeYwAzwCBSZIOA2WPBycilDhwHYfMTyMZpRJjAWRWJX5jtyRQAvUlAUCnv04oTy2Vgy5Xt2wKjAzsQAyN2AXNbEOiXdxGD5H2dsADzGH4+9AroykClg3LegB6UNhh98KMYz1BrorbwzGuTdTlznpGNtacGl2VuQY7ZNw/iYbiKLk8xyVtp17PhobZnU8ZI2itW28PTsVNxKsQH8KfMT+NdHRSuTzMz49E0+P70HmHvvYtmr6KI0CIAqjsowKWigVwooooAKKKKACiiigQUUUUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8/eWNZUUAqc4Zh0P0prMZAMsF2nIB5zRGRcPsY4YHAwOF9/elaQINwCZwSeDzVGw0KFICzKPfGBj3pC8gRXkQOpbhicZoeTcuMZHQnpmkIdCpCcHsTQIUTyNN5aKIs9Mip5EkbJDMCO/TNQySjaVlhVQvB29c1JHGwDbI1GFBJZic0AMURrz5R3Ho2DgUsjI8jbyWPcjIUmhnKrj5cHAPHSiNw7CWLMYUjoMkn/CkMRWTJfbtI6nqD+FSJEJCjbmXaMEhsUhk/0hgyrgZ+cjJz9KjYtIoG1QGPYY/GmIeSVLHCN22tTvLXySrTKSeoHGKrqzRqmVVt3PzdhnipIihBjRBzyCTyPU0DEIjiV9se5uxzyfwp5wYkbZlicc4HFNj4mJAG5Oj5PSpPKaQ/eCMuSSOSQaAFEoYEouWX5eORUaxl2LsDKMkc9BR8kWNuSrDIPGc9s05gZHbdhdvICjrSAY7RkFB8gQdOmTUSp5zHLuCgyVYZNTAAMwjBP1PJqW6hAcNIAoYjCr9KYEYlaXbhCu3jn+IUpZjO6qVfrgx8UmUVyrrhjjCjkA0/J2K52FV7lcH9KQDYo2WQuybjyAowC1NIKZwwUY4UinPbo5EzOWyOi8YNSwK2MYUZ5DHknFMCuqMmYyEIIHJ6ilOOEVChGetTRxN1LKSvIJ6nnvTGATCksARluc45xxSAj80R/KVLNzyW4BpRGSF8x224/hHymnsEVcI+8jOCy/0pu/aqoxKBunfFADyigY+Uq/OfT/AAqOQbHKlSU4yD396bI8kSjZg5P51MpbYIyu8k9/X1zTAeWCLtWIOAeNp6D6VAYzIxO1vcjjNOKg/M2BtbFNB858fdLcn0pAObOxipIUHHzEY5qJlfJXfn0JPSpBvJKkAKPuknI/KnhYJFQKztKRkFun5UwIdsZTJfLHjgcZp2H2Bmy3qc1K6rCoTcDnnIXuajMcgdoiV3HnjoBSAXcWJUABT/DjNNjiVj5ZJZj0Hc0kqnAAOQTnHpjikjldDhfmLDgdMUAAIXCjeWDcEdBR5bnYRnDZAAPcd6kRGkZdpy2MknjFRtNhCM4bn5iOT/hQAuX53Bsdqfh3zsGcdc06w0+6vnEcCAtydztxW9b+GR/y83JL91iGB+ZoFzJHOBwo6Mo77jSw29zdyhIoHmPfaDg/Wu0ttKsrVtyQgv03v8xq7jAwBgeg6UEuRy0Hhm5kQefOkI6hU+Yj+ladt4dsYH3yB52/2zgfkK1j70Urk3bI4oIoR+6iRP8AdUCpKKKLiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z" alt="Методы очистки воды в дренажных системах перед сбросом в окружающую среду"></p>
<p>Для минимизации загрязнения окружающей среды используются следующие методы очистки воды:</p>
<ol>
<li><strong>Механическая фильтрация:</strong> Применение фильтров для удаления твёрдых частиц, таких как песок, гравий и крупные органические элементы. Этот процесс помогает предотвратить засорение последующих стадий очистки.</li>
<li><strong>Сепарация нефтепродуктов:</strong> Использование нефтеотделителей, которые эффективно разделяют нефть и бензин от сточных вод. Отделение происходит за счёт разности плотностей элементов.</li>
<li><strong>Биологическая очистка:</strong> Применение биопондов или искусственных водно-болотных угодий, в которых процессы естественной биодеградации разлагают органические загрязнители под действием микроорганизмов.</li>
<li><strong>Химическая обработка:</strong> Добавление коагулянтов и флокулянтов для улучшения процесса осаждения дисперсных и коллоидных частиц. Это позволяет более эффективно удалять загрязнители из воды перед её возвращением в природные водоёмы.</li>
<li><strong>Фильтрация через угольные фильтры:</strong> Применение активированного угля для удаления растворённых органических загрязнителей и тяжёлых металлов, которые могут оставаться после других этапов очистки.</li>
<li><strong>Ультрафиолетовое обеззараживание:</strong> Использование УФ-излучения для уничтожения бактерий и вирусов, что представляет собой эффективный способ обеззараживания воды без использования химических средств.</li>
</ol>
<p>Каждый из этих методов вносит свой вклад в очистку воды, обеспечивая её безопасность перед возвращением в природные водоёмы или повторное использование в хозяйственных нуждах. Правильное сочетание данных методов позволяет достигнуть оптимальных результатов в очистке сточных вод.</p>
<h2>Инновационные разработки в области дренажа для мостов и туннелей</h2>
<p>Автоматизированные системы сбора воды значительно повышают эффективность удаления водных масс с мостов и транспортных туннелей. Утилизация ультразвуковых датчиков для контроля уровня воды позволяет оперативно реагировать на изменения погодных условий и предотвращать заторы воды.</p>
<ul>
<li>Применение геосинтетических материалов обеспечивает долговечность водоотводных систем, предотвращает их засорение и разрушение.</li>
<li>Внедрение мембранных техник, когда вода через пористые поверхности дренажных элементов быстро отводится из зон с высокими нагрузками.</li>
<li>Использование модульных систем дренажа позволяет легко модифицировать и адаптировать системы водоотвода под специфические условия и интенсивность движения.</li>
<li>Микротоннельные технологии для безопасной и быстрой прокладки дренажных систем без значительного вмешательства в существующее строение мостов и туннелей.</li>
</ul>
<p>Дополнительно, использование интеллектуальных систем управления позволяет не только контролировать состояние дренажной системы, но и оптимизировать ее работу в реальном времени, что приводит к уменьшению затрат на обслуживание и ремонт.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Влияние дренажной системы на долговечность дорог</title>
		<link>https://aktaustroi.kz/vliyanie-drenazhnoj-sistemi-na-dolgovechnost-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:20 +0000</pubDate>
				<category><![CDATA[Дренажные системы и водоотведение]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/vliyanie-drenazhnoj-sistemi-na-dolgovechnost-dorog/</guid>

					<description><![CDATA[Применение качественных дренажных устройств позволяет уменьшить риск замерзания влаги зимой, что особенно актуально в регионах с холодным климатом. Замерзая, вода расширяется и оказывает воздействие на асфальт и его основание, поэтому правильная укладка и расчет водоотводов являются важными элементами проектирования. Исследования показывают, что система, продуманная и установленная корректно на этапе строительства дорожной инфраструктуры, может продлить срок[...]]]></description>
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" alt="Влияние дренажной системы на долговечность дорог" title="Влияние дренажной системы на долговечность дорог" /></p>
<p>Применение качественных дренажных устройств позволяет уменьшить риск замерзания влаги зимой, что особенно актуально в регионах с холодным климатом. Замерзая, вода расширяется и оказывает воздействие на асфальт и его основание, поэтому правильная укладка и расчет водоотводов являются важными элементами проектирования.</p>
<p><em>Исследования показывают, что система, продуманная и установленная корректно на этапе строительства дорожной инфраструктуры, может продлить срок службы автодороги на 20-30%. Это не только сокращает расходы на ремонт и реконструкцию, но и повышает безопасность движения.</em></p>
<p>Рекомендуется использовать материалы, устойчивые к агрессивному воздействию влаги, для обустройства отводящих каналов. Усиление контуров и монтаж специальных водопропускных труб обеспечивают долговременную защиту основания дороги от разрушительного действия воды.</p>
<p>К примеру, положительный опыт применения геосинтетических материалов для стабилизации почвы и предотвращения её сдвига под действием динамической нагрузки от транспортных средств показывает значительное увеличение срока службы автотрасс.</p>
<h2>Основные типы дренажных систем для дорожного полотна</h2>
<p>Выбор правильного типа отвода воды с поверхности автомобильных магистралей позволяет предотвратить износ и разрушение покрытия. Рассмотрим основные виды этих систем:</p>
<p><strong>Поверхностный отвод воды</strong> предусматривает использование открытых канав вдоль шоссе, способствующих быстрому перенаправлению влаги в сторону специально модифицированных коллекторов. Такой метод является эффективным для регионов с невысоким уровнем осадков.</p>
<p><strong>Подземный отвод воды</strong> осуществляется через устройство водопропускных каналов под самим покрытием. Этот аспект особенно актуален для районов с высокой влажностью и заморозками, где возможно активное накопление воды в грунте.</p>
<p><strong>Линейные системы отвода воды</strong> включают в себя лотки, уложенные вдоль краёв дорожного полотна. Они могут быть изготовлены из различных материалов, включая бетон или металл, и обычно покрыты решеткой для предотвращения засорения крупным мусором.</p>
<p><strong>Комбинированные системы</strong> сочетают элементы всех предыдущих видов для максимальной эффективности. Наиболее часто такой подход применяется на автомагистралях с интенсивным движением, где требования к безопасности и надежности особенно высоки.</p>
<p>Каждый тип системы должен быть тщательно проанализирован с учетом географических и климатических условий территории для обеспечения максимально эффективной работы и минимизации воздействия воды на конструкцию дорожного покрытия.</p>
<h2>Как правильно рассчитать параметры дренажа для различных типов дорог</h2>
<p>Расчет параметров водоотвода начинается с анализа местности и климатических условий. Прежде всего, определите средний объем осадков за год в регионе. Это позволит выбрать тип водоотвода, способный эффективно справляться с водными потоками. Для магистралей с интенсивным движением актуально использование закрытых водоотводов с большими канализационными трубами, способными быстро отводить воду. Их диаметр следует выбирать, исходя из расчетного максимального стока, обычно составляющего от 200 до 500 мм в сутки, в зависимости от региона.</p>
<p>Для подтверждения правильности выбранного диаметра труб используйте метод маннинга для расчета скорости потока и его объема. Параметры шероховатости для бетонных и пластиковых труб применяются различные, их необходимо уточнить в соответствующих строительных нормах. Учитывают и уклон трубы, который должен обеспечивать самотек воды: обычно он составляет от 0.5% до 1% для магистралей.</p>
<p>Автодорожные покрытия в населенных пунктах часто обеспечиваются системами поверхностного водоотведения. Здесь применяют лотки с решетками, расстояние между которыми зависит от ожидаемой интенсивности осадков и возможного загрязнения решеток. Планка минимального сечения лотка – 150 мм, но может увеличиваться в зависимости от условий эксплуатации и требуемой пропускной способности.</p>
<p>Не забудьте про утрамбовку почвы по бокам труб и в районе укладки лотков. Надежная трамбовка грунта минимизирует риск обрушения водоотводов и сохраняет их функциональность на длительный срок. Особое внимание уделите местам соединений элементов водоотведения, где возможно просачивание воды и потеря целостности всей системы водоотвода. Здесь используют специальные уплотнители и герметики, устойчивые к воздействию воды и температурных колебаний.</p>
<p>Помните о необходимости регулярного обслуживания водоотводов, включая проверку и очистку решеток лотков, промывку труб и поддержание уклона и трамбовки в оптимальном состоянии. Это позволит избежать экстренных ремонтов и продлить срок службы автомобильных трасс.</p>
<h2>Материалы для строительства дренажной системы: прослужат ли они достаточно долго?</h2>
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
EpaKKACiiigD//2Q==" alt="Материалы для строительства дренажной системы: прослужат ли они достаточно долго?"></p>
<p>Выбор качественных материалов критичен для создания надежных водоотводов, которые обеспечивают стабильное функционирование инфраструктур. Пластик, бетон и металл &#8212; традиционные материалы, используемые в строительстве водоотводов. Пластиковые трубы характеризуются легкостью, низкой стоимостью и устойчивостью к коррозии, однако могут быть подвержены деформации под влиянием высоких температур и механических нагрузок.</p>
<p>Бетонные трубы превосходят пластиковые по прочности и способности выдерживать высокие нагрузки, включая нагрузки от транспорта на поверхности. Однако эксплуатационный период бетона может быть сокращён в агрессивных средах, где химически активные элементы вызывают эрозию материала. Металлические трубы, несмотря на высокую прочность, могут страдать от ржавчины и коррозии, что требует регулярного обслуживания.</p>
<p>Также современные технологии позволяют использовать композитные материалы, которые сочетают в себе положительные качества перечисленных выше материалов, минимизируя их недостатки. Композиты устойчивы к коррозии, химическим воздействиям и обладают высокой прочностью, что делает их идеальным выбором для районов с сложными климатическими и геологическими условиями.</p>
<p>Следует учитывать, что долгосрочность любого материала зависит не только от его свойств, но и от качества монтажа и регулярности технического обслуживания. Адекватный подход к проектированию и установке, а также периодическая проверка и ремонт, значительно увеличивают срок службы водоотводов.</p>
<h2>Примеры реализации дренажных систем в условиях высокой влажности</h2>
<p><img decoding="async" 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jGXh6gfxJ3H9RUdxexIUVJVJfnPoO1XBwc+lcpZuRdFwANxJIxwefSsqavuUzZnlM8XlmRQCQT05xzip4ZWlISQq5YfNiqPmnso/75qzYSs05Ujqv93FaySS2JVxUH2WcxMTsbBB9PQ1cwHUhlHoQe1MuYvMizjLLyP8KZby7k+bqvDfTsf6Vm/fjfqh7MiGmWqphY+T94/3vrWfLaXdlH9pjMUaniWFVzHjtkd/5it3B9KbJCJUMbg7G4I9RWcZtDaMJRaaoSPLMV0oxwcn/gLHhh7Nz6GqUlo9p8vlM8I+/MBkAd8jqD7GtbSYcXupREbl3AEH0q8YHiGYy5AXbn7zbfQ5++vsefQ1s5JuxPKc3FHGLiIwbpIpDhou7c9K7eDStHvIVuIbZWRxtz0PB7j14xWXZ6fZXGoRyFls5AVaHyD8jkddpPQ+x5FdHb2sVs0jRnaJG3MuRjPc/Wuas7aFQQn2Cz80SfZYt4AUHb0A6CpVjWOPZEqoAMADgClMiDrIg+rCqWoyRGJWE0eVOchxke9Yas10RRvFlkb/AEqL/Z5HBrI1Wwthps7CJUZFLArW5/asEluYZrmNGx/rMg5/CsnWJbdNPnjiuoJmZOArD+VbQbuiHYsIqyW0AkUMFVcA844p8kSSsu4btp4qtHfWaxRg3UIIUA/N7Uv9p2C/8vkWR70WdwujQYGJflK5I+hHtV6wiCFmEofsR1/WsI6xp5wftse4cHIPI/KrEHiLS4B8s8QLHnaG/wAKlxlYfMjH8SrBaapPHL5jPNiVW/ug/wD6qx2voCPLVCGZsbyOSPerfizULfUNVSazfegiC5IIwcmsONczRqDwzCu6m3yK5k9y0Ls27hQQGXkHbmmG93fecn/gNRXoxdMKgqxFz7Uv97/x2l+1KCPnH5GqNLTEaS3sQT5irjsDn+dW4tT3W8URlRGjYDbt4I9frWLGu7Ixntn0p7uoTbnJxQOx1tt4gjaIGeS3V84xubOOxNRXHiBUu1CNBIp4Chjgf7RNciScVLCMnd2oA7ddXgCgGSBj3O/GacNVgP8AzxP/AG0FcXj2owPQUh2O2GpwH+GI/wDbUU4ajCf4I/8Av6tcPtX+6Pyo2j0FAWO5+3Q/881/7+LS/bYT/wAsh/30tcNx6Uv4n86NAsdyLqA9ID+BWo2FlI5ZrV9x69P8a4rn1P5mjJ/vN/30aAsel2EOn/Yo91jIevJ+v1qcLp0ThlsArKcgkj/GvNEZti/O/wD32aXJ/vN/30aLhY9NmuIpxJtj2FY2yQwPB+lRw2irDApubs7lHWQccduK5/wkMadqDc+n6V1KKR9nGP4P6UyRn2GM9bi8P/bamJZwyLkvc+nExAq5tOelRw8RDJA5PU0AVzY24ZVHnkNwczNTv7OtOcpKfrM3+NSu6CRCXTAzzuFD3ECq2Z4un98UAZk/EgA7KB+lPbVoNKt4BNJGhlBI355wfao7j/Xn2A/lWB4uP73T19ICfzaga1NxvFVgTkzQk+vlE1XuPFlmSoWZeP8Apga4umP96kOx2P8Awldt/wA9V/78n/Gj/hKrb/nqv/fk/wCNcZRTCx2f/CVW3/PVf+/J/wAaP+Eqtv8Anqv/AH5P+NcZRQFjs/8AhKrb/nqv/fk/40f8JVbf89V/78n/ABrjKKAsdhN4ls5omjkdWRuo8oj+tZ73+niQSWkzQuAAAqEA+596wFO1gcA47GpgIp3wMxsTgIozkVLCyNK91J78Bb2TzWUHyygwDWXcRukihUBDAbff0qdbP5QDKCD1wOB+NMkVkUyiQts+7n+Ee1ZEsdGrW8JWWFVkPc8EGleZ3gBDgDduIHf8apefJMxJ3NgdSelOicjcrjCsMZHGKLCJ7X98SzruXP3c4q1O7QvuiYbGyoU9VNZflsjFME+47+lWISSyHfsXBB8z7o9eaLagT21wiS5eZY2+8Cylh9MCp2uYXOReLGc9VgJJp6NckAR3EAjH8flLjj8Kc8k8ShpdSVAemIP/AK1WrFIi+0qSD/aMpI9LcVDMsNw4aS6uZCBgfuOlT/a/XVpv+AwUhu176nfH6Jj+tWMz5YMOVjSZ09Wjwa1dJ8S3+lfuJM3Fv0MMvUD0BP8AWoftMJ63mot+IH9aryCykYsWvGY92K5oA6NtM0fxHEX0eZbO6zua3ccE/Tt+Fc1qOn3emTeVewNCezHlW+h71XLBJd8RdNp+Q5ww/EVv2Or6rdBllvWdUAwGjVv50mrgdwWUdWX8xTDLEv3pYx9XFeYYz12/maaUj7oD+Jrg9ku4/beR6NqUlpNp11E08B8yNgR5g5OOKyvCV3bW+kPFNcRxMszHDuAeQK435V+6oqR41aZQ653Yz6itVTXK0L2l9T0K9kluUgksd0wyTvi5GMetSpPssjbXCku2SdxGCPQ802O1laGNDPshCgKiLgAdqsQWltCcgFm9Wqox5VY03G2cAdFkkTGPuJjCr+FY/iR/sus6LfT/APHtDKyyN2UnGCa6MsD0NNlijmiaOaNJI2GCrDIP4VUXYTVzMu40uLhcv8oUBWH3T7g0+2sVhlEvUoCRz37VF/wj8MBJ027ubDPPlo2+M/8AAWpRHrtvxvsL5e5IMLn8sitPdbuRqOWwjDZZc85OWPNc5caJLpt+1zLIJIZnJBX+E9cN/jW+dTuIQPtmlXkPq0YEyj8V5/SopdU03UIvs/22ICThkm/dt+TAVSSWwr9zEMnbyRW/4bT9xNOV27m2j8KkTQ7CSEBFLj++HzV6yt0tYI4IxtVT0/U0JDbRV1Bg05BAIXjn2/8A11hXuj2rWc7W9nEJ9pKFAc5rUunPlyy/xAFgKk0qQJGoyTlck+/XNMRxkN19lLZOG7qw/nTTqXJwUA+ld+LDTtTSO6nt4ZmYcOVyfzqVdG0gdLC3H/ABUcyuVqcRpFz9suJbd8tDLHsk2D7ozw34HmuosZWuLTbdKDMhaGdexYcH8xz+NWb7Tre0tzNaRJEM/MqAAGoHj+zalEx4jvUEbH0lUZU/iMj8KUkmgi9TJsraOCefTply1v8ANE396I/d/LpVl7C0c5eJTkYJyemcj9aNciaJYtRjU+ZZk+Yo6tEfvD8OtSC5hDqEYy5AYbOcjtVRd0KSsypfJcmRVspotxGGSQZ/HNc9Lpd9ZupktnIJ4MfzfyrqBaO0hk8
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" alt="Примеры реализации дренажных систем в условиях высокой влажности"></p>
<p>Предотвращение накопления поверхностных и грунтовых вод критически важно для устойчивости трасс. Оптимальное решение включает использование линейных и точечных отводов воды. Рассмотрим несколько специфических подходов, применимых в регионах с высокими осадками.</p>
<table>
<tr>
<th>Тип отвода</th>
<th>Описание</th>
<th>Применение</th>
</tr>
<tr>
<td>Линейный отвод</td>
<td>Представляет собой систему канав и труб, расположенных вдоль трассы.</td>
<td>Эффективен для устранения воды, которая стекает с поверхности и из стабильных почвенных слоев.</td>
</tr>
<tr>
<td>Точечный отвод</td>
<td>Устройства для сбора воды, такие как водоприемные колодцы и ливневые стоки.</td>
<td>Использование в местах скопления больших объемов воды, особенно на низменных участках.</td>
</tr>
<tr>
<td>Фильтрационные туннели</td>
<td>Перфорированные трубы, окруженные фильтрующими материалами.</td>
<td>Эффективны в областях с высоким уровнем грунтовых вод для предотвращения их воздействия на основание и стабильность трассы.</td>
</tr>
</table>
<p>В гумидных климатах рекомендуется сочетание данных методик с регулярным техническим обслуживанием, чтобы обеспечить сток воды даже при сильных ливнях и минимизировать затраты на восстановление покрытий. Периодическая очистка отводных элементов от мусора и осадков также способствует улучшению их функциональности и продлевает срок службы асфальтового покрытия.</p>
<h2>Технологии укладки дренажа, сокращающие риск повреждения дорожного покрытия</h2>
<p>Чтобы минимизировать риск повреждения асфальтового покрытия в результате воздействия воды, важно использовать современные методики укладки дренажа. Здесь представляем несколько ключевых технологий:</p>
<ol>
<li><strong>Геотекстильные материалы:</strong> Укладка геотекстильных материалов под асфальт помогает отводить воду, предотвращая её проникновение через покрытие. Геотекстиль служит барьером, который увеличивает срок службы покрытия и повышает его устойчивость к атмосферным воздействиям.</li>
<li><strong>Линейные дренажные системы:</strong> Реализация линейных дренажей вдоль проезжей части значительно повышает способность отвода поверхностных вод, что снижает вероятность появления колеи и трещин на покрытии.</li>
<li><strong>Применение дренажных колодцев и трубопроводов:</strong> Установка дренажных колодцев и соединительных трубопроводов под проезжей частью обеспечивает эффективное отведение дождевой и талой воды, существенно уменьшая нагрузку на покрытие.</li>
<li><strong>Использование водопропускных технологий:</strong> Покрытия с водопропускной способностью предотвращают накопление воды на поверхности, тем самым защищают асфальт от размыва и продлевают его эксплуатационное состояние.</li>
<li><strong>Регулярное техническое обслуживание:</strong> Проведение периодических проверок состояния дренажных систем значительно повышает их эффективность и срок службы асфальта.</li>
<li><strong>Системы для сбора воды:</strong> Установка специализированных систем, способных собирать и перераспределять воду, помогает контролировать её уровень под покрытием, тем самым сохраняя целостность асфальта.</li>
</ol>
<p>Применение вышеперечисленных технологий в организации стока воды позволяет значительно улучшить состояние проезжей части, уменьшить риск повреждений и продлить период службы асфальтового покрытия.</p>
<h2>Методы контроля работы дренажной системы после установки</h2>
<p>Регулярный визуальный осмотр канав и труб обеспечивает своевременное обнаружение проблем, таких как засорение или повреждение структуры. Профессионалы рекомендуют проводить такие проверки не реже одного раза в три месяца и после каждого сильного дождя.</p>
<p>Использование видеоинспекции с помощью специализированных камер позволяет точно определить состояние внутренней части водоотводных труб. Этот метод выявляет трещины, скопление отложений и другие дефекты, которые не видны при внешнем осмотре.</p>
<p>Измерение уровня воды в дренаже в разные периоды помогает оценить её пропускную способность и своевременно реагировать на ухудшение условий оттока воды. Нормализация данных их мониторинга через специальное оборудование дает представление о необходимости ремонта или очистки.</p>
<p>Проверка эффективности улавливания загрязнителей осуществляется путем анализа образцов воды из дренажа. Это показывает, насколько хорошо водоотвод справляется с удалением веществ, влияющих на окружающую среду и инфраструктуру.</p>
<p>Профилактическая чистка и ремонт являются ключевыми аспектами поддержания работоспособности любой канализации. По результатам инспекций проводят плановые работы по устранению обнаруженных недостатков. Это предотвращает серьезные поломки и продлевает период службы оборудования.</p>
<h2>Ремонт и модернизация старых дренажных систем для продления срока службы дорожного покрытия</h2>
<p>Модернизация устаревших водоотводных установок начинается с диагностики существующего состояния. Проведение видеоинспекции помогает определить уровень износа и наличие повреждений. Особое внимание уделяется нарушениям целостности и засорениям, которые могут блокировать нормальный отток воды.</p>
<p>После обследования разрабатывают план действий, который включает в себя укрепление стенок каналов, замену поврежденных участков и установку новых элементов с лучшими характеристиками. Применение современных материалов, таких как высокопрочный бетон и коррозионно-стойкие сплавы, обеспечивает повышенную долговечность водоотвода.</p>
<p>На следующем этапе реализуется установка расширенных водоприёмных колодцев и решеток, которые способствуют лучшему сбору и отведению поверхностных вод. Это снижает риск скопления воды на проезжей части, способствующего разрушению асфальтового покрытия.</p>
<p>Также важно регулярно проводить техническое обслуживание обновленной структуры. План обслуживания должен включать очистку колодцев и каналов от накопившегося мусора, проверку состояния антикоррозийного покрытия и, при необходимости, его восстановление.</p>
<p>Применение инновационных технологий, как например телеметрии для мониторинга работы водоотвода в реальном времени, позволяет оперативно реагировать на проблемы и существенно продлевает время эксплуатации автомобильных маршрутов.</p>
<p>Соблюдение данных рекомендаций и интеграция передовых решений повышают надежность водоотвода и, соответственно, эффективно защищают асфальтовое покрытие от преждевременного износа.</p>
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