Гидроизоляционная мембрана Индастро Смартскрин HK10 E2k
Эластичная гидроизоляционная мембрана Индастро Смартскрин HK10 E2k (комплект 25 кг + 10 л) поставляется в комплекте из двух компонентов: HС10 E2k (компонент 1) изготовлен на основе цемента и модифицирующих добавок. HP10 E2k (компонент 2) представляет собой водно-полимерную дисперсию. Гидроизоляционный материал экологически безопасен, не содержит вредных примесей, оказывающих отрицательное воздействие на здоровье человека. Соответствует действующим на территории Российской Федерации гигиеническим нормам. Допустимо использование продукта в контакте с питьевой водой.
Области применения
Гидроизоляция эластичная двухкомпонентная Смартскрин HK10 E2k предназначена для устройства эластичных гидроизоляционных покрытий на минеральных основаниях, подвергающихся в процессе эксплуатации деформациям. Применяется для гидроизоляции:
- Гидротехнические сооружения: бассейны, каналы, трубы;
- Емкостей и резервуаров, в т.ч. с питьевой водой;
- Фундаментов зданий, фасадов;
- Цоколей, подвалов, балконов, террас, стен и полов во влажных помещениях.
- Для внутренних и наружных работ.
Преимущества
- Способность к перекрытию трещин
- Для деформирующихся оснований
- Устойчива к воздействию солей
- Атмосферостойкая
- Возможен контакт с питьевой водой
- Удобный визуальный контроль сплошности нанесения
- Удобный визуальный контроль готовности к нанесению последующего слоя
- Короткий интервал послойной сушки - 1 час
- Армированная фиброволокном
- Возможен механический способ нанесения
Упаковка
Фасовка 25 кг
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irPx+4lS7Aj5xnKjkyELeOGH66p820rcuZDbDuERMnXwNvQDIPW31OPNl/uw1fWAvSIvaQx2FB2GOmHrQEwEo1CmioyLcGRibZg3H6AugqydOB8MWyHJMpPrPybXLBG6LlgNUJtm+PLNOWsQRIcPz0XTka2GL3hZ4whaRndIo/LJyw834lAkTG8Ews1bjEVI31MczDui3GdNKc6JPPxE3Vb+L568ccsdDFxRPSfL9XpFmX3sT2wBSz9NihmFMtB1dJ/HD5v5YDZcufhBhBKSC4my/S0ILnN+apxpA5I5nKSy3A/JRA2zXyRyC5ErVcLXZDMXwvZo/XwJTnkYQeUnspXGXocVYAqQBV4Pwo0WEiuvIHNga0gbDkIy84+0/j+061z2e/fwL37aGxRBWzIcSUkXdFGUGPapLokCslKLd4RJDdCU1s/xGecR/6F/VgcYEdSHcKQ8YSA8YujmGHPwLJPBLafzEfBpUNY/kVbMNbDsKWQIx4y8U89aY41XDMnWe/5Ckhu1NQWfvEZOJ9/AfsXB8BO2AZhGeyKCPJ0i0+DtpKE9fu4zz7uHsU33YXoGpGNxyz0saDONEYTgzaYkCV3Ti1IJrfR43uZwMj1O5xT3JmuGZJJ3vH6gTA3E2PG7kt4+PgWjsT0g8jUB0l3HmKzvykYp+nILHiC54+uIXvVSNgzRD9ltF2RbsFOIpTeWQVPcwtYWPTFjwSaKjQgGWWnEe1IgNtpPJKO5OF6/nFsmuBEJri5Y1EeCduX52KBizGsPKOxJ7cA13N+w9x+lhB9loCrDzbD35SB0/RMFDx5jkfXsrFqpD2YRk3RNTpH5+hVHhXWhu7y3AVwMbaCZ/Qe5BZcR85vc9HPUoTPEq4r/I+kvSz3gFEzKzSzJVFtZb7Ji+OY3c0QLUfuIoMYMqj4dRRsySBi+n/ZHIYXODqD2GLZBxHbTyK/4BIOLf8CbRkyIXBLIQf1uiBZv58oTNJ4qrxxGJs27sUFXUt6lJ/H9wTw24QfxHPiRZoT96QFqzDA3AYjdz0ke1hQZdC4iQHaTMiSrw6iiLKzkFz2by6WDrCA67wTKFT63/1bWD+UTHb9Ihn3XhJyZv2Pg2QCqyRVKcFLhOaBKdwAr3YtdEMyXy0qTs5CBzK5ciX9URENr6AvqQJUgfqsQMOEZCmurfCEqUE7fLnhKM6cOaN+nM3HP9yd+AoU/L4JG9PJClIErWRFmzH0UwadJ6ThDhvnKL+DfV/3gKnFYGxQTJiv+TuOQrLSx98NJAubwW9mJHw7iMAYWaLLwFnYka/Ocyy/lY75w3vA1kwAgYkNug+egc0XFVFFPZFktiG1ns9BihDN/GYi0rcDRIwRLLsMxKwd+WQhMnZjIZmB8sLSem5kjKBfCCUrILl5UCoBE+4kjUjy/8GlH3rDxNAF3ykJmRxSMySTnZXEWef6oVtzkmvclNhm742ZvxRwtz8kV7YivE8bmAsMwIjaovfoeKQlhsDKnOTrPiaVa0Ayu0LFT/1Iage7IgQZT2hBMqmmovAgYoPdYCdiYEAWFG8tDkbcYeXSd8SMe2R/oAtsTcl6iMY2cAmKR/ZDUhCJcV/ZGo4+bcwhMCCpH217Y3Q8WRUkxIpMdtxCJjuSQ6pu5ccwvb0Z/DZp3DEgMed7B2MR6GILU9IeYxsXBMVng6tCcb6sMBHeRk1hxwIj91kxjs7sAmGLQKTcV4p9HymBzSHoOBm/s0vYld9C+vzh6GFL1uMWmMCm+2DM2HyRLC0n33RCMtlVu58oTtZ4KkkZBsZAjDh1iFexl8D9arLihtUwbOVs1IZk0kk4N4+sT9l+En5/roDk5kFIVTuPIpK8H6nDa/C9Tz4hPmkAMZkoqQXJxAJJDlkBxagdwg+SQUOtWtQAyaQM/VpIcX1xTxiJ48HmjNONKkAVoAp8CAoov8M/BFt521h5Ad85GujmFMEArOa+h4qxxZ981yvuqLJpoPcyIuHRnHy/m5FAlAlhCtvPMP/wP6oodM3fcRSSlX1TR0hWns7jWQfk8jjrDR5SMyjUWomsEAmeIjkk13og3SlXgFxUsWI0809GtWWFa5GIW5fRvBMiTimTmWs5uMHtKiOQbAavxAeqP1rqJkqwf1xL9GQh+X1s0mtYTJZqHLjurjrl5n3YQeukClAFqAKvoECDhGS+7X+SjOH+iapgHnea5DGu5Z7C6b9u4onm3C++ZTbg4/j4CoXkmhyAQnJNytT4uezxLoxo3RtLrvIIPVaUo7ziCU7NE0MkjpOv3FFjyQ11R/2FZMnpSHTtNBXZyhSYhtoFtF1UAapAg1KAD/g0qAarGiNBTnwgwndpzCVS7aMvdCnAx1fePiQ/I/mt5Fb+hPc2+ecZyfM1hs2EA6qJcrrEqv6ZDJIXz/DyYwxwVheD5ydklYsN/nAalw423by2rfL8fHQ3ICuBkB8B+YbLNa7t6Ia7r/zlU7wgq5ro2ipKnqG4jE1/ecebtBA/D3XE2DTN1Jl3bAOtjipAFaAK1EEBPuBTh2I/iFNkZA4P3fgrwMdXaoVkZQH0mc0PpQ+qAfUB6gPUB6gPUB+gPkB9oCH5QG1YTSGZwi8dAFAfoD5AfYD6APUB6gPUBz5KH6gzJNd2It1HFaAKUAWoAlQBqgBVoD4poIxw1iebqC31UwE+vlJrJLl+NotaRRWgClAFqAJUAaoAVaC6AnzAp/pZ9JOPUQE+vkIh+WP0DNpmqgBVgCpAFaAKNEAF+IBPA2w2bVIdFODjK3WE5Erkb5+DSeHhCOceEzFx8jR8E7sWGfnFOtZ8rYP19BSqAFWAKkAVoApQBagCr6AAH/B5heLqz6Gyp/jvj1MwLems4oe3FKZV5GFzxERMmrcL1zVXX5U9QfbyKZi58Tz3Q2WaDZHeTkPsokzcr7p4UtkdHN0YjznTp2POoq04/aBhL6zMx1fqCMkSHJrQAk0tnDF01GiMHj0aIcGfw8vBCgLDzphy4DEFZU2PpK+pAlQBqgBVgCpAFXjrCvABn7duxFupoBwnZraHwP4b/KnBrhU5c9FVaAADA3csvq5BvaX7MMaSQd+fbmv/INSLc1jU/1MYOC1AniZUvziN73uJYNLeG2OnhONzx08haBWMlLsaZb6Vdr2/Qvn4ymtBssB1If7WFFl6G2u8TMD0WwHFT4O/v9bTmqkCVAGqAFWAKkAV+KgU4AM+H6ogpRljYcX0w8o7SnCV4uoiN5j0C8UYexPy6633VQHKijOz0YlxxgIVCcvw/NJWTHIRQSgkP1WtBcmVyIt1gXGHCdj/SLHW8sv/4usOAnSNzoUGk3+o0um0m4+vvFlIJj/XcTjcFozbD7im7MOSq0hbGIYhfcUQ9/JByJxk5Gj90kQJMr52hYODg8ajO3pHZatuEZRcTcPCsCHoKxajl08I5iTnqH+songvpog9EXNC/asf0hvrECwOxrobCiMkt3FgaTgC+hEb3L0xktiQ+1S56HYx9k5x0ahbaYcrZmZJiLDsfjcErzyInXODMMCtJ/oPm4pVfxRBPT4owdW0hQgb0hdicS/4hMxBcs4ThbOy54vhGXNC1R5Ib2BdsBjB624oytfeLyvahfCeTvCJO8t1bEnGNIj7fos/VE2U4sa6YIgD1+KawojKomNYGzEKAz3E6OHiDq8RkUjOfaa6YED65vaBpQgP6EdsdIf3SGJj7lPFfgmyZrJ94IygpAKNUWcFchb5wsmhB77cXMjZwv5Xa3+w+6+lY1F4APq7ucLdOwRzU/JQLHuEneN16eyMEetv4t/fJkLsE4ezdboaX8H+yiIcWxuBUQM9IO7hAnevEYhMzsUzhTsU750Ct+CVOLhzLoIGuKFn/2GYuuoPFCl0ZveLvWJxmrVTehd7Zw8hZSwA5356yma1q23jyvaMkZfFHajo5+B1qtMktw9gKdG2H7kW3L1HkmshFypXVh2leCHJwkxX4s/OQUgqUF6QZF9FDhb5OsGhx5fYXMjjGuFzjdXqX6w9tfmfwl76RBWgClAFXlMBPuDzmlW8v9OfbMXnpiIE//pCboPsHlZ/ZgLXhedxcKItRMO34ym3h3x3LOsNYfuZqu8T2cOfMdjCDj5RvyI92hlCTUiuvIDvHA3Re9kNje9/GZ7dvYbb/5a9v/a+5Zr5+MprQbJB50nYeeoMzpwhj5P/xd61k+Bm2QpB2+/Kha7IR4J3Mwhb+yIiYRtSNixAcBdTmDhH4biij0G6dJOfCcQzdiIjI4M89mBuXyFEo9K4vJuK/AR4NxOitW8EEralYMOCYHQxNYFz1HFwRTxNhp/QGqEc0MoVrbwcCxdDF8ReJmRDQGZ7kC1M2g7G7NUp+GX7T5ji0Rzm4gU4W8oe/xTJfqQ+31ikcfUTG/bMxwBjIYanss4h329sbo3OgXFIzUhD4tReaGbYFRF/vCT7K5Cf4I1mwtbwjUjAtpQNWBDcBabkl+SiuEbKz7cOzSKYoNgqLyPWxRAusZdV5av2kzyizNDWaPJJE7SanM2d8GJbAIQWY5ChLgCXyahP6BiDCyy8Sc7iWydDWHpMw+rUPdiTshJTPazQtGUYslgTSW/c3R4EW5O2GDx7NVJ+2Y6fpnigubkYCzgR2J9HFkJobg5Tj+W4qeSp8uOY0Z4ht3EM0GtpAWeLvv6Q3voZ/lZC2A2KQtLOXdi0YBjak/4ZtvUG7pzZz/VxWqwvRAJ3RP7K9vd+nCh4gccbfGHYajKyVQMBrjqe//G1X4Kz3zrB0NID01anYs+eFKyc6gGrpi0RJhcKT5P9IDQ2h3XnQMSlZiAtcSp6NTNE14g/wErJ7je0CcfvpC+e7R0D244hSMi8iEcy/WXrawxXt3Uo1K5cyfWzoUssd6r07nYE2Zqg7eDZWJ3yC7b/NAUezc0hXnAWnCtXraAsFcOFQpibm8Jj+U3VH7/y4zPQnmFvz/XCUhae9V0j+q4xvf6lz/+qGk7fUwWoAlSBuinAB3zqVnI9OEt6Byv7G6LdDHnQTfbvVgSI7DH7TDle/BaCZlZjkF7C2vkE2wLM0Dx0v/q7QVKEW/dZpqnEpe+rQPLzbfjcpCXGbzuIZeO84NihHTr3DsaCzNvq4F49aP6bNoGPr7wWJDeutvB2I5h0D8WWPDkBl2aFoQXjitg8NfnI7m2En8gEvuuK5FFM8gW9sr8FRuxWjlbK8EuQiQKSS5EV1gKMayzURchwb6MfRCa+WFdEwn96vsArTkegI7nlEHNRHaKUPd6BQAsRAlPZMZcOiC1LwyiRJiQzEIgX4rKyCNlDbA4QwTxgKx6/zEJYCwausXlqZyKju41+JLfHdx2KSLI9C+EqCGZ7uRZILjkRiW62nvByZHhDsrQwDdGjZyDllpJuCbqfjkRHoRsWXSWfVZxGREcGzjEX1bdNZI+xI9ACosBUogALmQSyh46Al4Wn6lZOWfZktLP3hnd7oQKS9fUHAcU59iRnKgInVdRWipPLxmL8GnlUnG2+JCsU1oYB2KYaKMneACTzsF9aiLTo0ZiRcksFjKw2kR2FcFt0lfuMBVVGIMZCdWfj4eYAiMwDsPWxTA3JpXdIalEz9PtRMfLmUTbb9tq22iG5AqcjOoJxjoHalYluOwJhIQoE58pVC2ch2dASQ0d4wcJzJeR36MqQPbkd7L29yeBFDsl6rxE915he/9Lrf1UNp++pAlQBqkDdFOADPnUruT6cVYmLC0igp9dSsDfKX6aNhpUtCdoQfJI9SsYQ09aY8l/CW5KDmNCSZZxnOoyuDsnS2z+hr8AYFtbt4TNnEzJ/34ekab1hydhj2pFiHWU0jI/4+MprQbJWTrK0DP9eP4zFfi1h0GIkfvmnAn8vdIWw02ycUcIlqysHxQxswg/JI6sVf+KbLvaYdUp5kAYkV/6Nha5CdJp9Rg13XBEr0Z+xQfghEs5jv8AZQ9gPGoewsDDuERoohqWAjSSX4+7K/hA0tYR9T3e4uysfjmhlbAB7rlwdEFsNko0Uxyodg9zKWNoLwjbT8D8XFsJV2ImM5Bd5PQQAACAASURBVJT2c43k6mVIxPGQhC2fgaH9IIxT2BcWGgixpaB6JLn8IuJ62sBnzWms9hLyhmTOKtlL3D13ALs2rkJc1EQEe9jByEAeTZfeJXoJmsLSvqeGBu5wbGUMA3u2f+SQbD0uGQkDLeC1ppAMYEpwcIIdHKPWI8JeAcn6+uNAIdb7CmExZp/27FulbIrnmiCZMfgUdp27oEs3R4g9h2HSsoO4TbpY/8bTfq4gGV7ePYcDuzZiVVwUJgZ7wM7IgOsLNijPgqoRp4m6VumNpeglbINpJN+FA1lRP0yKGIgubnNx9Ln6OPJnqtayNY/U9ZoDdEN7DBon9+OwsFAEii0hYCPJ3HUjQFNLe/RU+THxZ8dWMDZgIwma/qconYNka4xLTsBACy+sKSSDyhLyx9POEVHrI2DPQXKF/muk1muskphWu3+dvFH7fl2m69KHfkYVoApQBfQpwAd89JVRn/eXH5uGtubDkfKsDIcntoJlyG/yu+okyryinxG6zz+Pstx56GbijUQ2kFht0wHJt5ajj0ET2IZlkQRTxSZ7gE1DyN3lz7eSuHTD3Pj4ypuDZIWGlRdi4GhggsBdxbgY4wRh12jkaH5/y4pIBI6BNekMln9k/5LRz6cDsUGZLE7wShVJrryIGCchSRzP0YJkWdEaeDHW5Ba5EpKN4RwShXnz5nGP6HBPtFBAcgGBWYHIC/O2pSI1VfOxE/tyHxGs4QPJxnAgjqdISyVWS3FreR+SRjIV2edi4CTsimjtRqJojRcYa5LuoIBkY+cQRCnsmxcdDs8WVSE5E1fW+sDGPR55kgdIfAVIlj07hu/6WIIRtYPYezjGTIvBivgRaMcoILmAQJ5ABK9526pokIqd+3JJqoACMkMzcTORpI6wEfDiDIy1JXcBzp/CNypI1tMf5NYMa7eyb2u6rGqCZKHVUCzJOIAD+9OxM3E2vGwYdJh6pKZiND7nab/sGY5914eMjkVoJ/bG8DHTELMiHiPaMVqQbOwwH+fVnQ0p+weEpNNMPaqAZDMxgkhOecfeEcgsUkTveZStYbDOlxwkGzsjJErux/PmRSPcs4UCkguwtJcAIq952Kblx8Snd+5Drur60ShaAcmhmTeRSNKe2Ls3xWTihy25M3P+1DcqSNZ7jXCQXNM1RiBZj389uKbP/zRspi+pAlQBqsBrKMAHfF6j+Pd/asle/MfaDlN+P4E5nc0xJFm5mhgLvz1g1P8nnF45AMY9NeaGaVldHZLxdDP8yWQ+rzWKO/zc8ZU4P98BQufvcUnj+1CrqA/8DR9feeOQXH4qEp0MmuErkkD7fGcgRMZkNMNGsJRbcTrGNGfgvvg6d3u7eM8otHCLQ76qEzQgGc+xM1AEY+9EaBcxBs0ZxXIn7Bd4LTnJJfvGyKPKmr1cno/dS5ZgRw47sY0PJDMwHbqZwKSyEc+we6QlTAaux4OnOxEoMoZ3Iht9VW7FSB/THIz7YlyX6ihfR7qFpf84fN7KAbNPkYQiMoLjD8kyFBGwNTQbhPX31OkWL/d9BWtBD8Sy7S5hl4JhofySBuiXI3/3EizZkUMmrSkhMwulhWQA0mwwViSFoKX7D7haRiL9SkjW2x+lOEImD2hN3CTDm5z5YtgOSVSKwzPdohJ/fesAputc1Xk1v+Bnv6woEd6GZhi0/p463eLlPnxlLUAPhTYcqJoOxWZ1Z+PZ7pGwNBmI9Q800i3K7iMl0IYMKBK52158yq7ZfvkeLkptXVNOcgn2jZFHlbVdeTeWLNmBHOXMQ81KlJCcVYpCMmhrNngFkkJawv2Hqyj7UwnJUuIeeq4RPdeYXv/6P/r8T9No+poqQBWgCtRdAT7gU/fS68GZJFVys78I7lO/Ri+T/qr0SNayilOz0MkqEGHDLdF1rnZwUW25DkiuPI/5DgK0m35MPXeK3E3eP645jLyTQL76GuTGx1deC5K1Ju6dOYnDu1dgnLMZDNpOxCE2Zv/iKGbYM7DsE4HtJ/NRcOkQln/RlkRYh2FLoRRl/+Zi6QALuM47gcL793Gfe9zC+qHGMP8iGfdeVpIiZsCesUSfiO04mV+AS4eW44u2JBI9bAtIEXpzklF2GtFk1qaZ03gkHcnD9fzj2DTBiUysc8eiPDbErQNiq6VbMGjU1BZ+8Rk4n38B+xcHwI7cfg/LYFeweIGjM+zBWPZBxPaTyC+4hEPLv0BbEuketqWQwJiO8qtBMoPGTQzQZkKWfJUFXZD8aRC23lJqdBdHv+lOovQRyH5cgkeb/WHKOGF6ZgGePH+Ea9mrMJLo3qipMsJdhtPRjgSknTA+6Qjyrufj+KYJcCITIN0X5RGMVUOmhNyyWeVpDgsLC/Rl823ZdBgVJLNdWnt/lOcugIuxFTyj9yC34DpyfpuLfpYifJZwXXWR1RhJbjkWv94mbSy8iUtHN2F8dyNYBO7gzqso+B2bNqYjr1jX1crPftkjMlo2ZeA0PRMFT57j0bVsrBpJ+q5RU9XdCg6SyXtbv3hknM/Hhf2LEWAnRJuwDG5FFXa/cuKe9EYCvETNEZjyAJU8yq69DfJUD2GNkAziytFwJJDvND4JR/KuI//4JkxwIhNh3ReBc2WVwooXKkiWQHpnFTzNLUi/9sWPJJmtQgOS9V4j+iCZ+I8+/6p9f1XD6XuqAFWAKlA3BfiAT91Kri9nkTvZP/aFmbkZjMldQa1leMsOYHxLM7KvNSZns/fqdW06IJmEz64s84CpyAMLTjwm3CLFo6PR6GXeDAGb72kEAHWV9+F+xsdXXguSNSfuNWrcFIaf2sFlaAR2/E2ioYqt/FY65g/vAVszAQQmNug+eAY2X2QJmgUbBkojqz8bQEwmU4FMh7uVPh/De9jCTCCAiU13DJ6xGVwRbB16v8DJ6KrwIGKD3WAnIis1CMzRmiwPF3dYuYSbDoitBslCNPObiUjfDhAxRrDsMhCzduSrZ42W30L6/OHoYWsGgcAENt0HY8bmi4rcHh3l64Lk5kFIVQ7XdEAyU22S5CdEu0YwDvqFJOlfwdbwPmhjTtY+JKkEbXuPRnxaIkKszBGwRXErpqIQB2OD4WYnAmMggHlrsgRd3GHF0mYakEkujls/9QNjOAAJ7EyvKpCstz/IxXbvYCwCXWxhKjCAsY0LguKz8VAd5K4xkixQtrFRYxiwvjJ0PrIU0fHiLf7E7iqLpbP9z2187ZfgytZw9GljDoEBA1Hb3hgdT1YrCbEikzC3gMzLk+ccN/PDzEhfdCD+YmTZBQNn7UC+YiKiJiQT4ZFDVsswaheOg8/1l117G/RDMukMFBJtg93siB8aQED+EIqD43BYuT6dUg7lswYkk5wR/NSP5MYPSOAm8GlBMjm+1muExzVGCqjFv7gKat+vtJk+UwWoAlSB11BAyRKvUUS9P7Xy/Hw4GDRFp8jTWqmoIHd7dwWJ0MRiNPZwK1vpaoouSCbHVdzG7q97wkpgiE+tCCcIrNBr5j5o3KDWVdgH/RkfX6kjJL8JXViwMSOLXz/QMUqRkDB/S/TkIPlN1PU6ZeiA3Ncp7o2dK0NhgidELCR/FNsTJA/3R6JyIPGW2lw95eFNVvRu2vAmLaZlUQWoAlSBD0kBPuDzIbXnXdsq+ecqcs7k4MpD1RJV79qEd1YfH1+hkKy3Oygk65XoHRwgyYlHYPiutz6qfZuQ/K7a8A66g1ZBFaAKUAXqpQJ8wKdeGk6NeucK8PGV9wjJ5Mb9y6d4IdGVY0oi/yXPUFymcY/+ncunrPAZSZI3hs2EAxoJ7cp97/dZJnmBZy/Va1C/X2vecu0ymY47Dm++zmckv9vYZgIO1JTO9TpVvqM2vI6J9FyqAFWAKvAhK8AHfD7k9lHb35wCfHzlvULym2sqLYkqQBWgClAFqAJUgY9dAT7g87FrRNsvV4CPr9QKycoC6DM7SY4+qAbUB6gPUB+gPkB9gPoA9YGG5AO1DRooJFP4pQMA6gPUB6gPUB+gPkB9gPrAR+kDdYbk2k6k+6gCVAGqAFWAKkAVoArUJwWUEc76ZBO1pX4qwMdXao0k189mUauoAlQBqgBVgCpAFaAKVFeAD/hUP4t+8jEqwMdXKCR/jJ5B20wVoApQBagCVIEGqAAf8GmAzaZNqoMCfHyljpAsxZ2932NyeDjCa3hMWZ7N/YxvHeymp1AFqAL1VoFKXE2di0nhExG5mf1J86qbFIXpseRvw2TEZxWRnfRvRVWF6HuqAFXg7SnAB3zeXu31tWQpbqfFYlHmffIXmW5KBfj4Sh0huQI5c7vAwLQzfEeNxujRmo8Q9G9LfjK33wru52+VxtBnqgBVoCEoUI4jk2zRhExwadJ+Jk5UXaZbWoBlfQRo9IkBXGIvkwbTvxUNoddpG6gCH4oCfMDnQ2nLm7LzxblF6P+pAZwW5KHyTRXaAMrh4yuvBcmCdjNwvOqXJMqwJ8SMQnIDcCDaBKpAdQXkkGzQrgvsjTpg5kntPwDS60vQS9QKrZsJtCCZ/q2oriT9hCpAFXjzCvABnzdfaz0tUfYcl7ZOgotICKGAQnLVXuLjK28fkov3YopbMFYe3Im5QQPg1rM/hk1dhT+KNMYzJVeRtjAMQ/qKIe7lg5A5ych5wv4SXyWuJAyHeHQy7qruEZTj2Px+EH+9Dy/JEcV7p0DsGaMR0ZLixrpgiIPXqfWosXzFISXXkL4oHAH93eDq7o2QuSnIK5bh0c7xcHFwgEOVh/OI9bgpfYrfJorhE3dWxy1nddWar0qupWNReAD6u7nC3TsEc1PyUMwdUIKMaWL0/fYPqJBDegPrgsUIXHtNNfKT3D6ApeT8fmIxOX8k5iTn4qniBwtZHXTZ6jozS26C7B+khrlUa4uDYz/MP6asVYLbB5YiPIDoK3aH98g5SM59qvilu2LsnSKGZ8yJajYGr7tB6qi+X1a0C+E9nTiNOCOkD3D0x3D493WFU/fuClu6o9ecI3Ibdfxfs2a6Dq7JjxTH6uxn+T4+flRyNQ0Lw4agL9G/l08I0T9HlVKk1r87ujs6wbW3L8bEHUShys0rUXRsLSJGDYSHuAdc3L0wIjIZuc/kHaiv/mr7ZUXYFd4TTj5xaiEkt3FgKfHjfuQ6In48klxHuUoHkWRhpivxZecgJBWoLiYS6M3BIl8nOPT4EpsLNT5Xl1rllRySGfdIzPUyRcdZJ9X+QG7kXf3BHdafz0BYe6ZOkFxZdAxrI0ZhoIcYPVzc4TUikvjgM56/tljdB6G4juQ+Km9KbddRlcZCkjUTruT6dw5KgrZsi+Dr5IAeX25WnVJruezfQbEnYjRC79Ib6xAsDsa6Gwrda+s/rpbark+VGfQFVeCjVoAP+HwcAsnw8OfBsLDzQdSv6Yh2FtJIcpWO5+Mrbx+SnybDT2gMc+vOCIxLRUZaIqb2agbDrhH4g6XcinwkeDeDsLUvIhK2IWXDAgR3MYWJcxSOv6jAX986wLDnYlxXfX9LkDmWHO+/hQPMp8l+EFqHIkv1M8KVuBzrAkOXWLkctZZPDpHews/+VhDaDUJU0k7s2rQAw9oLYT1sK2787zPYn5FBbI6Fr0gA98hfkUHe7z9RgJeyx9jga4hWk7M1IKFKD2i8ld76Gf5WQtgNikLSzl3YtGAY2gutMWzrPXLUC2wLEMJiTIb6p68rLyPWRQjHmAscJEvvbkeQrQnaDp6N1Sm/YPtPU+DR3BziBWdRSkrgdBD5IjaN2MvanLEH8wcYQzg8VW6F7D5WDyDtGroYe7n95JhfItBT0AxjM1nxpLi7PQi2Jm0xePZqpPyyHT9N8UBzczEWnOVqQLIfOT80q4qNhgoYeqq9X/YEmaGtyW35JpxGbPm313rDzKgbvly2DXv2yW2M7mcI85A9chur/F+7ZlUOfo1+vkd8S58fVeQnwLuZEK19I5CwLQUbFgSji6kJnKOOk96ron/6bmxZ8h90NzGFT9JdzlDJ2W/hZGgJj2mrkbpnD1JWToWHVVO0DMviBnv66tfeL8OTzFC0bkJSHlpNlgshvYvtQbYwaTsYs1en4JftP2GKR3OYixeA676yVAwXCmFubgqP5TdJb8i38uMz0J4xgIFBLyzVpEDF/upPCkjuvQQnkwbCrOMsnFKOsSrzEe/WHCNSsjCrQx0gWXIW3zoZwtJjGlan7sGelJWY6mGFpi3DkMX+rdC7VfFB9njuOlL6KPFCPddR1SrKUodDKDSHuakHlt9UqYbjM9qDMSC69VrKnaK3XO7voDVC1X+oiGmxcDF0QexlMpLS1396r8+qltP3VIGPUwE+4POxKCMpuoX7ZaS1lZfwPYXkat3Ox1feDSQzAogXXlZFXGUPNyNAZI6ArY/xMisMLRhXxOYpv2kB2b2N8BOZwHfdXfyv2B4QOsbggioi92qQXFpr+UWQnJ0De4E9Ik6yICjfSk8uw9jxa3CWdS52I1G4UGtDBGxjcUixvRIkV+DsHHsI7COgrqYUJ5eNxfg1Z0mB+iC5AqcjOoJxjsFF1UwpGR7vCISFKBCpT3VBXhnSRomqQbLd1xrR6uIt8BcqILniNCI6MnCOuajqJ5A27gi0gCgwFU/Jv1eB5JITkehm6wkvR0YByWy/WYL5bA2KFNFvkNScX4NNa4BkfZopO0L+/Lr9rA2hbJmag61SZIW1AOMaC7WbynBvox9EJr5YRxpU7XzujxKDznPY/iWT2dKiMXpGCm4pOYuofDqyI4Rui3CVB6RrlV9yApHdbOHp5QhGAckVpyPQkXFGjNpBSPftQKCFCIGsg7CQTCB96AgvWHiuVMwXKEP25Haw9/YmA7ZXheRlKLi/AYPMOiJCQcmVfy+EuMUo/Pb4ZJ0gWVqYhujRM5CiFgkVpyPRUeiGRaxIejd9Pqr/OqpaBQvJhpZDMcLLAp4r78gHF2XZmNzOHt7e7SHkIJlHuXogWW//6b0+q1pO31MFPk4F+IDPR6cMhWSdXc7HV94NJBvZY/YZFd0RZriBpb2EaDPtf3BhoSuEnWZDczcbVVnZn4FN+CE8/i0EFkaumHtScdtfch+bhhH404gkM4b2GDQuDGFh7CMUgWJLCLhIciX+rrX8Ayhc7wuhxRjsUwKxLilrhGQGBp/aoXOXLujmSFIRhk3CsoO31ZFWZVmyR1jvy0aK9xEs1LXpgWRODwGaWtqjp7s73JUPx1YwNpBrqwVRXBWvBsnSuyvRX9AUlvY91eWTehxbGcPAnu0fFkAYGNoPwjhOZ6J1aCDElsrcUw1AKb+IuJ428FlzGqu9hKpIcuGGQRCRyPTU5MPIuXwFV6/mIcGP3GXQFUnWq5mmjq/fz6x+NfpR5d9Y6CpEp9ln1AMIUj2nGWOD8EMSDpIZEiUf9vV0TJ8+BeN8O8HUcgB+VFM1ZC/v4tyBXdi4Kg5RE4PhYWcEA+KnbCCx1vpJXer+LcfFuJ6w8VmD06u9IOQgmdwFWNkfgqaWsO+p4R/ujmhlbAB71m4Okq0xLjkBAy28sKaQjFRKDmKCnSOi1kfAvg6QfKPiIX4ebI5OEafI3ZRKXPreBS3/sxcvyk/VCZK5HpW9xN1zB7Br4yrERU1EsIcdjAwU0VbNLtf5Wo+P8riOqhbLQbL1OCQnDISF1xrIZZsAO8corI+wl0Myn3JZSGYMYT9onOLvVBhCA8WwFLBtK9fbf/9X7/VZ1XL6nirwcSrAB3w+OmUoJOvscj6+8m4g2dgB88+rQsGELm5heR9y63pqNs7FOEHYNRo5GgwNkm+5xouBNbkVLSm/gp+DOpAvShM0t2uFZkaGMBQ2AaMJycbOCImah3nz2Ec0wj1bqCD5Yq3lZ+J2IgENa3I7V5WuoUPLGiFZCKuhS5Bx4AD2p+9E4mwv2DAdMPVIlXvDsgdIJLDItUdH8XojyWTFgKW9BBB5zcO21FSkaj527kPuIx2RTILjrxJJlhYsRS+BCF7ztmmXT+rauS8Xj2RyADF2DkEUpzPROjocni2qQnImrqz1gY17PPIk8nazKSncJi3CkSVfwb0lWf2gUSM0JdDANG0MM52QrE8zTSEr8br9zEFqTX5UeRExTkJ0jc7RgmRZ0Rp4MdYII87Dna+C5K8xcbQXOpi3gM+qS8RQGZ4d+w59LBmI2onhPXwMpsWsQPyIdmA0Ibmm+kkJSkjOvLIWPjbuiM+T4AHruwpILljaCwKRF+Ztq+IfqTuxL/cRZApIDs28iUSS3uS7rgjFGWNhS6Lj5099UzdIlpKct00kmt4pEqdLiUbOthibQXy/om6QLHt2DN/1IXcbRO0g9h6OMdNisCJ+BNoxrwbJNfooj+tI06vY13JIDkXmzUSSbsPeNShGxlhbuMaex6lvlJCs//okHUgg2RjOIVGKv1PzEB3uiRYKSNbXf/9P7/VZ1XL6nirwcSrAB3w+OmUoJOvscj6+8m4gmTHF0M3ki1pp5rPdGGlpgoHrH+DpzkCIjL2RyIZolFtxOsY0Z+C++Loid7ICT278hTN/XkDBo2fkS4p/TvJzPeWXHpkIW8YNP1xT386tyJkPse0QJCpv+9YIyVVykiv/wrcODLrOzVG2RPEswZGJtmDcfoC6GrI01nwxbIckkmP0RJJRgn1j5NHxSxpjjfL83ViyZAdyyOQvJUSpYb8qJN9DAslJbjv9uDqHWjPdomQfxnBR4UtcDrTc8HLk716CJTty8IyDZP05yZb+4/B5KwfMPlVC2LAKJJOaryT5w8a4Gyal3yUR99rSLfRppi3x6/Zzdf000y2eY2egCMbeiVwkUVlzcfoYNGfcsZgkzFc/X55Pz5AoPDvoS/Q2hNmg9WDzn+XbS+z7yhqCHrFg+7T6+Zr1K/Zb+mPc563gMPsU8QiZBiSToPC+MfKopLaDYPeSJdiRQya+KSE5qxSFa7zQbPAKJIW0hPsPV1H2Z10hmTTtn2T4izphxrooOLUig03S7XWDZBmKEr1haDYI69Ui4eW+r2At6IFYzXYpJaz2rHE3Q7lPKydZ/3WkPE35rITkrNJCMnBvhsErkhDS0h0/XC3Dn0pI5nF9cpBM5iDUlJOst//0Xp9Ki+kzVeDjVoAP+Hx0ClFI1tnlfHzlHUEyiRra+iE+4zzyL+zH4gA7CNuEIYNdweLFUcywZ2DZJwLbT+aj4NIhLP+iLRjrYdhSqCIKjQa+Wk6y3vLLc7HAxRhWntHYk1uA6zm/YW4/S4g+S1BPFqwRkoVoOfZX3L5/H4U3L+HopvHobmSBwB2PNeyVvyzPXQAXYyt4Ru9BbsF15Pw2F/0sRfgs4To5QA7JnwZtxS1S1n32cfcovulOopcR2XhMcjTKTkfD0dAMTuOTcCTvOvKPb8IEJzLB0X0R8kgUvjpkaUByxQs8unUQ07sQgNeMhmpCMgHW09GOBFKcMD7pCPKu5+P4pglwIpPT3BexPxqhD0DkkebGTQzQZkIWgWrSrCqQXH4xHr1MjOD63TlusmHtOclA7ZpVkVifH+np5+r6aUPqi6MzYM9Yok/EdpzML8ClQ8vxRVtyt2PYFrBuyp1vGYKU22z/FeJm3iHEkjxWQ7JeOEjqyGZ/UzBO05FZ8ATPH11D9qqRpDxyXSjuouirn93PNG4CgzYTkCUXVwuSiYMg2pGAuNN4JB3Jw/X849g0wQmmJu5YxDqICpIlkN5ZBU9zC1hY9MWPZGWFiiqQXFHwOzZtTOdWeKmiMnmrnLi3DNyiDGzbhppDZGGBViQ9isvsr1Mkmawms9kfpowTpmcW4MnzR7iWvQojyd+GRk27Ipq71VSBgt83YWM6WRVGY0yttlGfj+q/jtRlyV+pIFlCfhRllSfMSTst+v5I2l6hAck8ytWTk6y3//Ren1Utp++pAh+nAnzA56NThkKyzi7n4yvvBpLJ5DC/mZHw7SACY2SJLgNnYUe+eqJc+a10zB/eA7ZmAghMbNB98AxsvihfHK16y14RkkkB+sqvvHcQsYEusDUVwMDYBi5B8ch+qAHoNUKyAEqRGzU2gIlNdwydn6URLdS0vhL3DsYi0MUWpmS9QmMbFwTFZ0NeDQvJjKosZZnccyNjBP3CZjJXoJCcH+xmBxFZjUBg3poscxeHw4ql9KpDlhqSK/PILHqmCYQtvbA4RyMrWguS2SoKcTA2GG52pJ8MBDBvLUZw3GHIq9AHIApIbh6E1AcKgtGE5PJL+KG3CVl15DucU3V9bZFkVrvaNGP3a2+v08/V9dOGZBYOb6XPx/AetjATCLi+HjxjM5RuykEs+YENeZ81QmOBOezcv0LSX/LUG8mVrQjv0wbmpO8ZUVv0Hh2PtMQQWJkHYMtjXXcCtOuXQ3JzBKU+UNyR0Y4ks0pUFBI/DnaDnYjkypP6W5PlxeIOF8nvDGhAMpvu9FM/kl8+IIGbwFcVkou3+JP+l0fItRVm31WBZGLN4y0BMGvaGpOOKHyrTpBMipZcwdbwPmhjTq5DRoS2vUcjnqyGE2JFJvlueUxqKsYWf9I2d83VbjQt1Oej7LG1X0eapbGv1ZDMZon9hH4kRWhAAjuBTxuS9ZarD5JZy2rrP9aYWq9P9gC6UQWoAsrvT6qEhgIUkjXEUL/k4yt1hGR1JXpf6fhy0HsOPUCugKwQCZ4iBSRTUagC70qBJ0ge7o9E5WDnXVXLp54nyRjun4j6aBof8+kxVAGqwNtVgA/4vF0LaOkfigJ8fIVCcn3uTQrJ9bl3Gqxtkpx4BIbvquGOyPtstgQ58YEI33VPMVfhfdpC66YKUAXqowJ8wKc+2k1tevcK8PGVtw/JzzbDn6QwTDhQ2/IR716cD6NGGSQvnuGlegnpD8NsauWHrYBMpkjpqH/NkBHb6EYVoApQBWpSgA/41HQu/fzjUoCPr7x9SP64NKetpQpQBagCVAGqAFXgPSnAB3zek2m02nqmAB9fqRWSlQXQZ8WELOXELPqse5Ih1YXqQn2A+gD1AeoD1AeoD3xAPlAbu1NI/oA6kg5W6GCF+gD1uYS3YQAAIABJREFUAeoD1AeoD1AfoD7w5nygzpBc24l0H1WAKkAVoApQBagCVIH6pIASHuuTTdSW+qkAH1+pNZJcP5tFraIKUAWoAlQBqgBVgCpQXQE+4FP9LPrJx6gAH1+hkPwxegZtM1WAKkAVoApQBRqgAnzApwE2mzapDgrw8RUKyXUQlp5CFaAKUAWoAlQBqkD9U4AP+NQ/q6lF70MBPr5SR0iuRP72OZgUHo5w7jEREydPwzexa5GRX1xv11h9H51A66QKUAWoAlQBqgBV4N0owAd83o0ltJb6rgAfX6kjJEtwaEILNLVwxtBRozF69GiEBH8OLwcrCAw7Y8qBxxSU67t3UPuoAlQBqgBVgCrQwBTgAz4NrMm0OXVUgI+vvBYkC1wX4u9KDeukt7HGywRMvxW4LdX4nL6kClAFqAJUAaoAVYAq8JYV4AM+b9kEWvwHogAfX3mzkAwJDofbgnH7Add0QrIM/xxfhYn+HhC79sagsKXILlIfWFl0DGsjRmGghxg9XNzhNSISybnP5FHp4r2Y4uIABwcHdO/uCCdyvu+YOBwsVFA6u1/siZgTyt9wlqFoVzh6Ovkg7myFvMtKriF9UTgC+rvB1d0bIXNTkFfM7irG3ilieMacgOrsol0I7+kEn7iz3LmSrJlwJXU7ByWhQG0yKnIWwdfJAT2+3Cyvg/xfcjUNC8OGoK9YjF4+IZiTnIMnGr+mW3ItHYvCA9DfzRXu3iGYm5KHYtkj7BzvwrWPbaP64YwR62/i6d4pEHvGQN28IuwK7wknnzhVvdVelFxF2sIwDOkrhriXD0LmJCOHM0SGRzvHw0WrHnmdziPW46ZG+1Rl1liW4ohX0BbSG1gXLEbwuhsaxdesWTFpu9zW7uju6ATX3r4YE3cQyq5HZRGOrY3AqIHEr3q4wN1rBCKTc/FMoTl7vpZ2kOLGumCIg9dx9VfbL6uqrRQPjv6IcP++cHUiNih0695rDo5wDlOOc0lTMXnRATzU6GdV4+gLqgBVgCpAFXgnCvABn3diCK2k3ivAx1deC5INOk/CzlNncOYMeZz8L/aunQQ3y1YI2n6XYEj1TXpjDbxEIrh9vRGZWdswq7cIZl6r5VAmOYtvnQxh6TENq1P3YE/KSkz1sELTlmHIeknKepoMP6EIvrFpyMhIx+4tS/Cf7iYw9UnCXbYybr81QrMkXMWyJ5kIbd0EnzRphcnZhGSkt/CzvxWEdoMQlbQTuzYtwLD2QlgP24p70qdI9iOvQ7MI5pNN9gSZoa3R5JMmaDU5myuvLHU4hEJzmJt6YLmKIstxfEZ7MAYGMOi1lDuuIj8B3s2EaO0bgYRtKdiwIBhdTE3gHHUcL8gR0ls/w99KCLtBUUjauQubFgxDe6E1hm29gTtn9pO2ZSAt1hcigTsif80g7/fjRMFL0jw/CK1DIW+eDE8yQ9G6ySdo0moyV2+1/yrykeDdDMLWvohI2IaUDQsQ3MUUJs5ROE4Mkdw5g/2kroy0WPiKBHCP/JWre/+JArBya216ynolbdmCKy8j1sUQLrGXuWr0aca1XeSL2DRib/pubFnyH3Q3MYVP0l1yvgRnv3WCoaUHpq1OxZ49KVg51QNWTVsijHMc1jU0teMMwOVYFxi6xHL1a++vrq309lp4mxmh25fLsG3PPk6nPdH9YGgegj1lbBFlODCrJ8SjN+KWLsfnaqH/UQWoAlQBqsDbVoAP+LxtG2j5H4YCfHzltSC5cbVfq2sEk+6h2JLH4mD1reL2f7FpXRYKuOCvFFcXuUFgHYYDhEylhWmIHj0DKRqUUXE6Eh2Fblh0lZBHFQgmpIVL3zuD6TwHXKBYa38JTkR2g62nFxwZOSRXnJ0De4E9Ik6WqgwrPbkMY8evwdkybUguORGJbrae8HJktCDZ0HIoRnhZwHPlHfkgoCwbk9vZw9u7PYQcJJciK6wFGNdY5HERRrYqGe5t9IPIxBfrigjQzbGHwD4CajNKcXLZWIxfI49Ys2dIskJhbRiAbRoyaoFcyQlEdrOFp5cjmBoguTQrDC0YV8SqDYHs3kb4iUzgu65InTMuyUKotSECNCtjjdDY9JUleQVtuWK1IFmfZrLqkFt5Cd87M+g8h2gmLURa9GjMSLmlHphVnEZkRyHcFl3lPtPSTm5AzZCsQ1tJ5lhYMp9hTZE6TFz2azBMVZCsIRZ9SRWgClAFqALvTQE+4PPejKMV1ysF+PjKa0GyVk6ytAz/Xj+MxX4tYdBiJH75Rw0UVVUp/3M1xgd7or2JCL0XnkOJ8gDZS9w9dwC7Nq5CXNREBHvYwcjABbGXCVWzEMyQaN6wrzF9+nRMGeeLTqaWGPBjnjxFQgOSyy/GoaeND9acXg0vIQvJ/xeP1vtCaDEG+7jIn7JC5bMGJJdfRFxPG/isOY3VXkJtSLYeh+SEgbDwWoNC0rySgxNg5xiF9RH2ckiu/BsLXYXoNPsMFAkeXAXSuyvRn7FB+IFCrPcVwmLMPhJ7rHmrHZLLcTGuJ2x81uD0ai8IdUJyJf5e6Aphp9k4o20IVvZnYBN+SB4xZ03QC8n6yjqAQr3aMjC0H4RxYWEIYx+hgRBbCuSRZH2aHZJwkMwYdcOwr6eTvp+Ccb6dYGo5AD+qBgAyvLx7Dgd2bcSquChMDPaAnZEBVz47HmMhmTG0x6BxivrDQhEotoSgWiRZt7bSwg0YJDKHeGoyDudcxpWrV5GX4AdjCsk1OzHdQxWgClAF3oMCfMDnPZhFq6yHCvDxlTcHyQoBKi/EwNHABIG7VOhbTZqK/DQsJzAT4iyCec845JJIsuzZMXzXxxKMqB3E3sMxZloMVsSPQDtGNyR/PXE0vDqYo4XPKlxio7ZKSM68grU+NnCPz4PkQaIKkh8kEqAkUWtFNkYVm5SQnIkra31g4x6PPMkDJFaD5FBk3kwk6RRsVLgYGWNt4Rp7Hqe+UULyRcQ4CdE1OkcLkmVFJM2EsUZY5m2uTOswRVpHFSuUb2uD5Mwra+Fj4474PAm4NtUAyRdjnCDsGo0cTUgmubZrvBho1c8DkmsvKxO39WrLwNg5BFHz5mEe+4gOh2cLJSTr0Yx0GAe5Kkj+GhNHe6GDeQv4rLrEOg6OfdeHRHpFaCf2xvAx0xCzIh4j2jHakGzsjJAoRf3zohHu2aIaJNesrRRFR5bgK/eWEDRqhEZNCfQzTdHYTJluoew5+kwVoApQBagC71MBPuDzPu2jddcfBfj4yhuH5PJTkehk0AxfZchzg9VyyPDwzHYk7Cbwqviw8u9YuAg7I+qcBEWJ3jA0G4T199RJnS/3fQVrQQ/EXlJEkknurjLnmC2i4q9v4cDYYzYbLuUg2RL+4z5HK4fZOEUYXaaC5HJIjkyELeOGHzRmFFbkzIfYdggSb/3L5SRb+o/D560cMFt+sk5IziotJKDZDINXJCGkpTt+uFqGP5WQjOfYGSiCsXciF2lWtr04fQyaM+5YfL0URyZWndhYgZz5YtgOSVQeXnO6haU/xn3eCg6zT5Hou6wWSAae7wyEyNgbiWzIW7kVp2NMcwbui6+rUxP0QrL+skp5aKvK92Zt0Uq30KeZlINkdT42W0AF/vrWAYz9bMiKyKDF0AyD1t9Tt+nlPnxlLUCP2EskKUceSdY+v7J6uoUebcuvJMHfxhjdJqXjLnFgmm7B9gPdqAJUAapA/VKAD/jUL4upNe9LAT6+8lqQrDVx78xJHN69AuOczWDQdiIOcatGaDZdSm7LD4S5mRgzdl/Cw8e3cCSmH0SmPkgiyxQ82uwPU8YJ0zML8OT5I1zLXoWR9gyJ2nVFNBsOVUBwSMpt3L9/H4U383Ao1gsWhv2wgs1jZvczjdHEoA0mZMlXxNCEZJTnYoGLMaw8o7EntwDXc37D3H6WEH2WgOvcxD0GjZsYoM2ELPmqCDLdkeQsiRR3VnnC3MICFn1/xA1phQYkAy+OzoA9Y4k+EdtxMr8Alw4txxdtSfR22BYUEjPLcxfAxdgKntF7kFtwHTm/zUU/SxE+S7iuEqumSDLTuAkM2kxAFrdsQ+2QTAzBDKKfZZ8IbD+Zj4JLh7D8i7ZgrIdhC2uIcuMByXrL0qutxqRItl4tSNavGZdTbBmClNv3Sd8X4mbeIcSS3HBDstSg7NFm+JsycJqeiYInz/HoWjZWjbQH06ipKqLPJye5Vm1JCk58LxMYuX6Hc4qUdm1IrsSNw5uwce8F1YoaSnnpM1WAKkAVoAq8OwX4gM+7s4bWVJ8V4OMrrwXJmhP3GjVuCsNP7eAyNAI7/q4h1aLyDvbN9UO35kYwaCpEM3tvzPylQJ5TLLmCreF90MZcAANy67xt79GIT0tEiJU5AraQHyfhIPgTyBtFbnk3FsDczh1fJf0lX41BAcnNg1LxQBE81YJk0lOV9w4iNtAFtqakDmMbuATFI/shC4xsugWB5OZBSFWfrDuSTKKI0ls/oR9jiAEJ7AQ+bUgmGIxb6fMxvIctzAQCmNh0x+AZm3FRNWioxL2DsQh0sYWpwADGNi4Iis8GZ4bCm2qG5OYISn1AYsjspgeSyRHlt9Ixf3gP2JoJIDCxQffBM7BZbQhXiv6cZPlh+sqqXdvaIVmfZly6hXKSKEl3aCwwh537V0j6i12HQ4IrW8PRp405BAYMRG17Y3R8GhJDrGAesAWPiVj8ILkmbctx6YfeMDF0wXdKQia1akNyCVKGMTAQxyGfDV3TjSpAFaAKUAXeiwJ8wOe9GEYrrXcK8PGVOkJyvWsrNYgqQBWgClAFqAJUgY9cAT7g85FLRJuvUICPr1BIpu5CFaAKUAWoAlQBqkCDUIAP+DSIhtJGvLYCfHyFQvJry0wLoApQBagCVAGqAFWgPijAB3zqg53UhvevAB9foZD8/vuJWkAVoApQBagCVAGqwBtQgA/4vIFqaBENQAE+vkIhuQF0NG0CVYAqQBWgClAFqAJQTO7XiTZUHqqAlgJvEZKluJcRiylRO3Cl2mz+SuRtnoUpSw9zKwtoWUTfUAWoAm9MAemtPYiZFI7wcPlj4sRJmDwtEjE/7cCpe8rVyN9YdbSg/8/el0A1dbRh1ypJEJCIuCCKS5WqCAgBVEQsi2utCijS0iqKu7ZgRdQPiohLXVFBreKGuLQiQqnr+Wxd8LPQ1oMtLujvwnK0Wo+KR+AP+SHn+d97k5AEQnJRsKj3nhNI7p3lnWfemfvMO+/M1ImAHI9y0nHmpgLzqqKLOHL+nnrf7jrj8Q94BGi3pDupiInLQJHGzpxvBC7yRzg03RuRp/WdH6tZEjn+/u9yfOYzABK3j+C/8AfcZA4Ca+CLC/Fp4Cz/veSq7iA1Jg4ZBpWnFLdOfYfYBXMx56vFWHMgGw+1uJuh5/9eERszZy66onO4ZThiJX5f0hcC62k4WUvJpUj7rDUEA76lPYQbs3h82jwC7zYCsovzYWvUCr2HTkRQUBD7CfQfCbfOLdFc7I64HK4vr3cbx1cvvRyPU4Nh2+9TxKxdjpmDe2Lo5ts8SX51YN/+FJ7/irjBrWHkEI1cLdLyBhS95BAmdPRFYrHGgVX6xK7MQ+LEEQj/4SYeXNuOcR2sEXqiFoHQlwKnZ4b5C6dk3oBAz/Fr3GC0NnJAtF7leYZfIiUwN+0Or8/n4MtpY+HQRgjrcUm4yeqcoedvABQvKSIXXeFJ8kuCy0fjEfi3EWBJsqAHwrM0zx6nHbSfnMLMnkYQj0v+t0V8h/Ivxc3jW7H8m6XY8EMuf6jMO1TzL1dUOZ5d2Y3pTmKIRLRv/xtIksuPh8JmwEo6jKu+CMhwL2067G38kcyVYNcjCy7Epx7JNcmg8mdXsHu6E8QiEZ0PoJ8kV91eh8EtO2D8gb+VZywAZZciYCewxrSTUjr3Qf/zJglAAwnFRVdeA0muRPEvmxE2cSjcJf3g5OaF8eFJyGFPjdNR0pIjmOkSgPXH9mOh/xC4uA7GmFkb8HOx5jC7FNdSlyJk5CBIJP3hE7gASdmPlQpQgiMznWBnZwe7vn1h7+CMAb7BiD1WwB5RDDDPJfCMOqc4xIQRoeomtgRIELDlplIgfekrgkjv/IRVoaPhIZHAzXsCFiTl4EkdA+qSIzMh8YzCOdWgWV6MA6GucPCJVeZX4x+DgRPJz5SB/ThhVtpzyP9OQYjWfcVze48l+EWZdmXxL9gcNhFD3SXo5+QGr/HhSMpRnEDI5lKajtnOqnSV//sOQMRpJgEFNl4xWXRECsFy7wjmj6Q0opVYlV5D6tIQjBwkgaS/DwIXJCH7sUahpXfw06pQjPag527emEDPc+oCRSGMnnpkA6D0ehriCOfBLs6EcyAWJueSlCRpTUzJbndzSwAkAVsUEelv6bVULA0ZiUFUR/19AqmOslEtrgbGffvaw8F5AHyDY3GMTn9UXAb0lokv8URUdaUyarQFAZIAbGGmUGo9l6P4QChcHXwQe0lFaqW489MqhI72ID12g/cE0uOcJ9UdWcWviZg1Iw4/PdDAuLp0dDg3Y0nWQZKZA1aY2Rwjx2+URSnGL5vDMHGoOyT9nODmNR7hpK+aTVA3znRK5r4pcOs3Gmv+ULpvVN7Cjs9c4DZpL+4yL0dDOkEHqKfPdtbQZUbn+mJAxGl1+9MoE4ublo4rdJ8yqlNX5A/3Y4pWHKVeO47H1luskHXGVei8vv6CEa7uvFVtRrM/kRcfQKirA3xiL2mWTON7Ka6nxVG9D4aLM9V74EIk5ypPG6ITML9k2qejPxLzNdiHLBtxvg6wI2v1zgLlfUPtrfQ60uKoPQ52gTO1x8CFyVBkU7sPNCQzl/ZmsO9RISB/iP1TlJiz/ZuyvuwcMX7rLdYCr7ftUgv5OyUETlpxmTTs4bHkF9IrKY6Hu8B1/gn6xlx08FLyJEiGr8RvyqZXeTUeYyVBSLqnwLJW+Wr00bWea/Y3ZT9j8WBnBO8uZGVXFFOG31eNgMuU/YqfNf7KH3yH4RY28Ik4hLRIR4i0SLIUmV8ybcYR/on5Wmlmx/nCwa4fPt1ZQClyDVcjcx0/2fJ5xYAdb1fdw5H5NCPlFY1zj3S/i6j3QVZ4L9gvyqFv9ZBDdg/pXw9Cd/vPseMKcxhUw19ciE/D5/oaU5Q/wHfDLWDjE4FDaZFwFOknyZXX9iNy5hr8/FxDxrIfMMFchBFJT2HouUast+4rF115JZJs1HYcNp67iIsXNT9nsXp4q2p3C+mlxXAwtoT7nI1IOXwYyetnwb1tC3QMyVSclFcTdvb4aROYt/sQfrEpSKdT92b1bwPj3mH4mW1TMuTFe6ONqDN8w+KxJ3kbogN6wczUERFnGS1gTs8TQewbg9T0dKR9vwsrP+sLU+b4a7ZDVDxvNzlT2YFSFK1jkg2lz5DHvfC3NkXX4fOxMfkg9q6dCff25pBEX4Ly1GKtUmmf+EZTsxmT0bn5e2jeaYZWuOofLAZi+MakIp3KkJ6eiV8LKyEv2oghonb4eMUR5f10HAxzhaDNF8hg3gbSS1jsYAxL9znYmHIYh5PXY5Z7W7ToGIJMVX/0ZAdGmNLR4PuZdOlzeCEGicSYmMpMzTPYGMMqlHm5PMWRYGv0CIxHxuWHkMvyEO/dBqLOvgiL34PkbdEI6GUGU8cIsLBTx7rX3xqmXYdj/sZkHNy7FjPd28NcEo1LukChrlV/PRLOt7/DqLYi2AyLQOL+A9gRPQbdqfxj6GWkjSmDXCX+jHGCsVMM8wOyvHh4txGhs28Y4vckY1t0AHqZmcIx4izYvkIL4zR8v2slPutrCjOfRDBqYlBv2fjtMDlTSR4ZCf6MgROdzBfzJxHtGs/ljzMwuXNzvNe8E2awA5Iq3NvrD2vTrhg+fyOSD+7F2pnuaG8uQbQSsPKfvoIrvci3M8eu67jqJMmlF7GgjxFajdlLsaS4tNgBxpbumLMxBYcPJ2P9LHe0bdERIUql0IczpJcRN8AMZgNX4k+ZDNfWe0Es9sCqK1RuQzrByvwEO0aYQjJvv1JnD2PhIGqfE1Oh0xlEq15Uul+uX1ekd3HxRyYs+Xb6iiFwC8chRrd/PIf8F4b0zFB/wS1+dX8if4yMyZ3R/L3m6DTjtI5aq8Lt70ahrcgGwyISsf/ADkSP6Q4RHRe/u5DquTwFY8k6ZG5uBvfVCsLIJFJxdh66C41gZNQfqxjybKi9Vd3Gd6PaQmQzDBGJ+3FgRzTGdKeTL8fsRmFVjT7QoMyGT63k1PdUoyHF3Ys/svqQGuMLscAN4YeY+vsR5/JfGG67RHqLNg4hzD7GiiNMPOZzEGGuArT5IoM0vhwH/U1gGnBIqWPU1tYPhqjbPJxVGhNkvy2GnbEbVtxQtC3t/qR2H639nCmIZn/zHEc/7wDjwetwR9VUKy4gvKcpeyprdbE1v0iLcbuIaQGVuPJNTZJcjpSxIojMzWHmvhrsOI+JW3EW87rTyZ5GRui/Kp9ucA3HRNZ/MeUztgrFCWrWT48Ew7pHIOIzLuPh4ySMoPdDzXcR+86UdMesMwygHOWoKsSBoC4QdfDEnNUJSEj8DicU8/36havnUy7Ep55JNrHgUhTfLmJ1u/LKNwZJcm3haQ3FD0HoKHBA1GWVUUgzlKHnmmHf7O9cdOXVSLLqqGAd/41Yn2SyRKVGImheMtTveWYE2gMilzhcU3UomjgzL0mhAJKlf7LWTOaR/MFOjBbT8dS76XjqskyEdBDCOSZXbYmSF2L7CDFMfbegWF7jBUDxWUUSfogFrAWv9nMtkmwwfZI/rAeEjlG4rDIIUqf9aJ8fLMR+SHmiWRjFd60OtvQcwvtYw9PLHkK9JFmbgDEpKUiyDWb/rOzp6V7JrlEQKUlyVUEqIoPmIVkNNmRZ4eghckGcEuyqe+sx2GI8vlcxlPKD8DetTZLL7m6CVxsPrFE6lpdlhqCD0Bkxueq85YXbMUJsCt8txZBmhaGH0JEaXTUokD/aBz8LMfx0gcIB50sLbCGwDcP5apJdhvPffoEpmy4ZIMllyAzpAKFzDNTiylG4fQTEpr7Ywkzx1SCxqpeV8MMFuCTjoLe14lMKdZLkUpwL7wNrTy/YC5UkWZaFsB5COEZdrtZzAgz7/Cwg9kuh4YrhS+GT3BquwfOxYMEC+nyNsFmfY1gvMVqYOGFxFh0PX1WA1MggzEvW8JGlvMN7iOASd42sVDLow5mRouKvb+FhLobnnDlwF1tiGFm3mK7VkE4QyiyZWz/YAuPVCkcExtQASa6h+wZ1hcmIuciiNbkdjEfvUQyEmFsG49buD7T6i3rGLz0Xjj7WnvCyF+omybJLWGArgG3YefWAuuw8vv1iCjZdokbJkGQyKnw83gsWnusV1np6HZ6e0Q223t40SFSQZJmB9ia7tIBmGWwRpm48KDv/Lb6YsgmXyrXLbFBmglGrD2Nw1SKJjJoZ7nvYaDX+SDMno53xaOyptnJxaLsqkmwzG+qusAS7RokahiTr6KMNlb/s5HR0Nh6Ab5XWf+mZ2ejaivqaIrYV1Ci15s+6SDIZOz4eDy8LT6xnp2xINU7PQDdbb3jTYEdNkrmE08xP9/dqklx2F5u82sBjzU2FBVtHP8ekUHVvA4ZYf4Y01vjCkGTDcsifXsSOmChERSk/0bE4+JcukqZbRq53uRAfrmk19XAvQ5LL/tyMkR1E6BH6I/7RoZ6Gnjd1TOojHxddeSWSzHXhnvzFPfz60wFs3xCLiGkBcLdpCSOy+DEGt1oX0yhb2mL+RTXZYtwhVvUXocucn1H211I4i3pqP6fmzFgKhDQSPi5lXgBCtOwzBrPnzsXcmZPg29MMlkPWKAmT4rmx7TBMCglBCPOZ7AeJpQBOMX+i0lD6ZfewfrAALSxt4ermBjfVx74TTIxqyK0snLqDrcDlWFdY+WxC1kYviBqYJLPZyV/g3q8/4cD2DYiNmIYAdxu0NFJaNymA7H9fo5ftV7iggrcWSSYrn8d0hA3tBZeFZ/CMTbQSfy11hqjnfGhWC2PNWj9YSJbnTOQT/oIWlrB11cDEzR6dTIxgO/+imggqMTGIc/lDbPUVwSL4KDtiVkar/sdgKjS2xbBJyjoMmQw/iSUEjCW58i8sdRahZ4182QGC0Aqhx8lcwuiZsCX6jJmNuaQnMyf5oqeZJYasUQ++9OotG98YtsMmKXSI9GiynwSWgtqW5IrLsXC18sGmrI3wEilIMiuLoAUsbV3VOkS6ZN/JBEa2NXCuLrX2FwVJNkV39xEYOXIkRo4ahdHjJiJ0wVoc+esZUQnVJceLe7/ipwPbsSE2AtMC3GHT0kih7zT1rQ9nRQqMBfkjiN9/nyyRu1DADm4N6cRxoqx0yf6Hr3vZ4iu1wtWbJBvUFTYjJrPaJNlwXP39Bbf4ZKFlZqYqLiPW1Qo+m7Kw0UukkyTLH26Fr8gCwUdVo1RGbo2LJcntMCkpHkMtvLCpgGqx9Bim2tgjYmsYbFmSTD6detvbBRRt9YXIIhi6s9EgyRxkZqTT295U4hvoe1TBNP/XIslc2m6jkmTdfbTB8lecx1fswPMqDR/KcDzUGuLRu/BQ3Qg1i63xvW6S3G5SEuKHWsBrUwGVuBTHptrAPmIrwmy1SbLhcBrZ1fGVfUfRDNH0sKHo5bIQZxQdvw5jApMAGYV2jkKHT3Yr3dcUJLkh5KhDvHrd5kJ86pVgEw5cP5Isx5OsFfDpYIwufttxtbrfVBXQ0HNVuLfnPxddaWSSLMfTX/6DgZZCiLtJ4D02GHOi1mHZ+G4Q6iPJJnZY8rsGg6apw9UDaep81hmUXY6Cg6g3IrNVLI+pMPL33OQFYTtyK6hJkmdPQ5DXBzDv4IMNVxgrqOKlaOIYiIhFi7CI+USGwrODkiQbS
Подготовка основания
Основание должно быть чистым и прочным. Бетон и кирпичная кладка должны быть выдержаны не менее 3 месяцев, штукатурки и стяжки – не менее 28 дней. Перед нанесением гидроизоляции необходимо удалить с поверхности осыпающиеся элементы, масляные пятна и другие загрязнения, препятствующие сцеплению материала с поверхностью. Предварительно обработанное основание необходимо увлажнять в течение 3 часов. Поверхность должна быть влажной, но при этом следует избегать образования луж. Швы и трещины глубиной более 1 мм расчистить, углубить на 1-2 см и заполнить ремонтным раствором. Угловые зоны следует скруглить - изготовить с помощью ремонтного раствора Профскрин (RC20, RC35, RC45, RC50 RTi) выкружки (галтели радиусом не менее 3 см), на внешних углах – сделать фаски под углом 45°.
Приготовление раствора
Вылить в чистую ёмкость жидкий компонент и при постоянном перемешивании постепенно высыпать содержимое мешка. Пропорции смешивания: сухой компонент Смартскрин HС10 E2K (мешок 25 кг) смешать с жидким компонентом HP10 E2K (канистра 10 л) в пропорции 2,5:1. Оба компонента используются только совместно при указанной пропорции. Перемешивание производится механизированным (профессиональный миксер). Раствор необходимо выдержать 5 минут, затем повторно перемешать. После этого раствор готов к применению. Раствор можно использовать в течение 1 часа с момента затворения. При повышении вязкости раствора в емкости (в пределах времени жизнеспособности) необходимо тщательно перемешать его без добавления воды. Для приготовления раствора использовать только чистые емкости, инструменты.
Нанесение
Приготовленный раствор наносится в 2-3 слоя кистью-макловицей. Каждый последующий слой наносить в зависимости от внешних условий, но не ранее, чем через 1 час перпендикулярно предыдущему слою. Минимальная толщина гидроизоляционного покрытия – 2 мм. Рекомендуемая толщина нанесения зависит от требований, предъявляемых к гидроизоляционным свойствам обрабатываемой поверхности, и составляет от 2 до 4мм. В процессе работы и в последующие два дня температура воздуха и поверхности основания должна быть не ниже +5ºС и не выше +30ºС. В процессе твердения (не менее 24 часов) поверхность необходимо предохранять от воздействия дождя, попадания прямых солнечных лучей и замораживания. Через 2 суток после создания гидроизолирующего слоя возможно нанесение последующего покрытия.
МЕРЫ ПРЕДОСТОРОЖНОСТИ :ВНИМАНИЕ!!!
Смесь содержит цемент. Во время проведения работ следует защищать кожу и глаза. При попадании раствора в глаза и на кожу тщательно промыть большим количеством воды и обратиться к врачу.
Самовывоз
от 1 дня
Доставка курьером
от 1 дня
Транспортной компанией
от 2 дней