Двухкомпонентная композиция Индастро Левелайн PE2k/98
Индастро Левелайн PE2k-98 – двухкомпонентная эпоксидная композиция серого цвета (возможна колеровка). Поставка: компонент А (основа) и компонент Б (отвердитель). Массовое отношение компонентов А:Б – 6:1.
Преимущества
- Не имеет усадки, поэтому может укладываться практически любой толщиной
- Может применяться для изготовления полимербетона
- В момент нанесения отсутствует запах
- Хорошо заполняет дефекты поверхности
- Химическая стойкость к воздействию воды, щелочей, масел, солей, бензина
- Стойкость к механическим воздействиям, в том числе движение транспорта на обрезиненных и жестких пластиковых колесах (электропогрузчики, рокклы и т.п.).
Применение
- Для заделки отдельных дефектов бетонной поверхности (трещин, раковин, выбоин) при устройстве эпоксидных полов всех типов (окрасочных, кварцевых, наливных)
- Для сплошного шпатлевания бетона, «выглаживания» поверхности или для выравнивания поверхности после фрезеровки при устройстве окрасочных эпоксидных полов
- Для устройства примыканий, плинтусов, стыков и т.п.
- Для устройства полов и покрытий из полимербетона
Упаковка
Комплект 28,9 кг. Компонент А – 25,5 кг железное ведро. Компонент Б – 3,4 кг пластиковая канистра
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ZypLUnPowQoAUqAEqAEXgMCXBcerwHCWiZynWnziTnpBcSPD0XoxK9wtta/SKvAxdWTEDpmDnY+bujPUNdiTndQApSAEQKytF2YObAn/AJH4F+Hsth/38OerkjBt6Hv4+v7L/aL7kaKpIcoAUqgGQlwUXiUi5Owas4HmBgRRf7v+lU81f8nTFUZOP7NfEwNC8OUuatwKIV7/5yci0z1Xar5xFzlToy0bIXWbZww6UCpvg1A2e+IcCH/p62NLxbfoANJdTj0GyXwEgkon+GXUBH6f52MUvFahLiGYkcB8y/nlHi2fxK6h/6MXPof6F4icJoVJdD8BLgmPGQP1iHEXgCfkYuxdv0XCO/lBM+w3chmYjfKPOyZIIJtlzFYumEjvozoCbu272FLOrcCO1xjWtOrmlfM8UR4M9ATLpMOQF/OlSaFw83vDXSxrCnm5Ch7mon0zKco1Vfx6looKgogycxBcS39p0BFgQSZOcW1/6+rohz5WZnILdFPJENRlhjJyckQi1OQRsorq1WeEVvI/2ctyEwlaZPZPJLF2Siuww8rC9IhJuUwZaleKXhS4/+3KsrzkZWZi2omkjpX5tdMS+xNy4P2HsZEO2RFWUiRPNdFZJSlyElNR36lvnuQ/21XkIWMWgwrkZ+uYqWrgxhpeVor2EyUpG2yMvTbRo7nkprpiP2Pc5AjSUFGQZV+4SjPS8PjDNL2abnQBXKZPFKQxf4vQKbNUpCtB1pZ8gQphMf/leYgRZyp979yleR/EKZAnF2M2s1iStsbZiF/LkFKlu5/BzPtk5pbxv7zZ0YclebUrheYNsrKQE5tpyX1r+m3dTF7igryfxGzWH8TQ5yShsynZbr2rEayxhfZJczr3F110yS7iSV+nTHvIrkWpDcQ0zsQcXf0r4saaZmvTLkpEjzXXh9MPVORXs15DPOqnpu6buKs6v9HWf4cErEYqTn6PUQd+b0EW2r7aXUr6TdK4HUkwC3hUYmjU9vB9h+bkKnugJVPf8IIRx9EXyL9zfOf8E9BJ8w5r/4PrfJ7iHuDh7dWpxvor19da3CLaW0OzSzmPDE9fhZ8XCZBF5wrxYFJ7hgY+xkG8DRiToniK2sxuqsjhE4iiOytYOEYgKj92arGlaXh15l9IeLzYO8kBJ8cm7Engx3MZGm/YmZfEfg8ezgJ+XAMmIE9GczII0XKzhkIdLEC394B1pb28Ju8GXcYpaBIRXygOawc3ODp6Y72QktYit7FmlsV5KBxW6rubcTIjgJY2Yng4ekJT5EdLCyGYMszQ+ENGS7O9QLPXkTKIed6iiA0t8SIHWohJE3BzhmBcLHiw97BGpb2fpi8+Y5azMhwKdobZoK2qnKY9O1sYOb0AQ4THWS6HQqkxgeCH7weEo2JlbsRau2turBIjeWSJMwPFkEgcIILscPRPwKJDxgWZCNiINrbDIK2Huo6eKKdjRmcPjisOi6XIGl+MEQCAZxcCGdHf0QkPkCFMgc/jvNh04iEZmjFV9WjY9AifDurE2yHJOgiQvL7iOtphyGffogODhNxQCMylRKsD+YjMD5V3WZ8hGzKVYknRSYShtqhtUMEkiQHEeHBg9+/roCxWvZgNd4RumLc7hzVuSpLVX+Ntr0xFkpI1geDHxiPVLaDUrWtcPx+qMytxK5RAnRZdF19QyGHJGk+gkUCCJxc4GDtCP+IRGixGvLbf2fVwSwG5x7EI9DcCg5uxA/c20NoaQnRu2vAuqx+/Wp+ZtgGdETUadJxSk8jqmMA4u5Lkb31fXT/8Hc8r3l+je+KVFIuPxjrdc6D3aHW8I6+xNbTqO/o58W2pTlatHLC5IM6uc7c2LVt1RKCMXvYs43l1yhb6vJTfRvpZ0rgNSXAKeGhyMK6d3jovTxZJ84UyVjem4egVY+BcmZmzgmjfs5T9c/FxxDpaYuhP6i/c6QNOMXUAJNmF3Oz/jiLaB8X3VRryX6EuQ/B97e+RYhGzDHKvKcA/gsvopgxWlGIP2d1hmXAciTLFUj/NgS2rqOQ8IAZBKqQumU4XBzHYPezdHwbYgvXUQlQHUrFluEucByzGwX3l6G3dUeE/SxmB3hpVhJmdLeGz9xzqGAHdD6C10vUwiAHW4cJ0W7acVQZtaUKv0c4wWH4NjxR33HI78XCn1+XmJPidFQn9F+XpRalJDLSja8Wc3LcX9Yb1h3D8LOYkSBSZCXNQHdrH8w9x0oSVswJx+1TiwVyxp8z4ObMiLmG2FGPmFOkY+NAe3hN3olUpljC/kJMIOz9YnCdCdqwYk6Icfs0CkuKP2e4wZkVc6RtNg6Evddk7FQlRuGFGAQSURrDJibpyZB/dWFn8Efs0EYUZdcXw9dmIL7LVqlL2c0l6O44CtsOfYKOwvHYrymqTjGnRP7eMHgKbWDlGIHfq8iU4eFp6GBNhMqVa1geJETHqb+DnU1kTNDfjLW9URYNE3OK9I0YaO+FyTtTWf9TFF5ATCC5oYghYo+UU5ffFrG21mZWU8gocrZimLAdph2vHuHUr6rqsxwP14agU+AHWPDhW/B5dxPExacwy38gvkmTQ/r0Ia5cE6NGoFSbTc1ySbxYJ+aM8tJmofrAtiUPXr6d4TblsNoXirGPTLe0b+8AG0bM1ZPfi9tiip/WsJd+pQReIwLcEh7F2DHSFu4z/tSOXag4iY9czeDz6RVCVYFs0tcHtG0PvwEh6O3uiM6TtiO5vq6smduDW0xrV775xdzZclz5tLN2qrV4z3i4v/cDcnI26cQcibGV5WcjnxUTZFoq7RqS5gXA0ns+LlflI2GwAL6Lb+imUBXFyCXTgVX5CRgs0ET3VJVVFOeSKa3/IGVlH/CCViFNLbqYiFvB1qFEPM3B+UomMsdDn8/O4lHyI9w7vw1Tutgi6KtHxBIjtsiqcDxSBKdRZJ2RSWKuAnvGOmPkDvUUEjPNpRFzZPH5yj7MnUqa7u5FWYCtQ63Rcc55UhlVZK4uMWe6HSoxx+sVjUOXLuPyZfI6uwwhfFVkTpm9HsGWIgyL/QGJiYnsa+u6cPha+uHzOyTCaUzMKbNJ5IxEiIbF4gd12sSt6xDuawm/z++ova+2MAETLeplgwEbGJErw+X5PnAevw//L3k5evMC8ZUq9EWazHBkTlHyBz7u4oe5y8IhcmLEHClKWYTj071hIxTC1vcTnGLvCtQm6L+xYs5w28uMspA1IDKnRDaJ4lmKhiH2BxXTxMStWBfuC0u/z3Hrf+vyW82UZ21mrJDh9cFnZx8h+dE9nN82BV1sg/DVI+38p34ta3yuRNalA/g16SqeVMmR8nV/vEFuap7ficc7Hfzxfujb6PLmYpwxwExVbi9EH7qk8p3LZ7EshM9G5qqM8qphF9uWAvSLjkZfz0gcZwR70S6M9ngPM6d4w5aIufp88YVtuZVhgp/WQEa/UgKvEQFuCQ8lCpMi4GbdBRPXH8WVqyexaUpvuNhYwGf+ZRKZu4oVwe0g6jcDX33/PVbPHgh3lyB8dq5YFVzhCHduMa0N5RWIOSlkVxegSzsy1VpShN1j3fHPxKdQ5OqLOSke71+AYf5usBPYwNm7DwYHesDcKxqX/iPGit4kivaNOoqmVyeFeAV6kymgbySa+UPNQZUQ0o8GMUeqjkyBs/0kHKzQn2b1hHs7ISx43THr2FPiTEZsIWOtLPUnhHezh7B9Z/gHBCCgG5nirWuaVUFsD/LVTmdCX8yxIkkTpdPYXYUjU5xhP+kg2WFMzDXEDpWYM7d2RVd/f/gzLz9PCM28WLvkt2LQzdwZAcPHYuxYvdf4KDLVWo+Yk99CTDdzOAcMr5527HhEkalW1VZbmDB3Zqmr3oJtvzVIrziL2Z1E+OB3EnUlAnfjPxxh7T0YUz+Zjamhb8GDb159mnVjBq4s6QmfyGN4euIjnZgjhZWfnolObVrDgxwzoEtU5lSbZq3e9jKjLBoi5uS4FdMN5s4BGK7PlHweH5WIuw/q8ls1MtL2NaOZrJDRTLOSpQHthBbgdZ+FY09r+r4mD8PvysLfMLl7KLbnVuLUxx3QK/Ye5Mp8/DDUidx01KamKtcarl3VvuPvRyKiZvAi06yVRnkZFnPBa89g5dsdMf0PctO2fSQ8Rm/H0WgfVszV54svbMv/XDPBTw3zonspgdeBAPeERxnu/zwX/+ztiy5vDMTUtUew5j1r9FkhRuHPIyB0i8Qx7TLZKtLfdYUg+BvtGjsuMOce0+pUXomYg+waFnVth4k//YDR7iPwE5n/UuqJOeWTBAyxaYf3N9xAPpkyY6JoOWRq1cprHi7JCrFtmG6NDludijNYHkZ+1uR6Iobprf1ijlWcWY6wOTtwenVf8N6Iwz3tmEKiJRv6g+ezAFf/w4g5vWlWMniKV/WFwHcRrqYbs4UpQYaUn8Lg49oX0T8dw6ntU+HNMzzNqnz6A4aKxmGvxmn1xZwiA2v68vBGHBlMmWyZjUS6NvTnwWfBVfKFiLl53hCSiJVm1lE3zcqcbKodxqdZlTkbSYS0A2af1YtxVzzG5VM3IGGW9hHROc9biPGGplnJuriNITx0mH2WTH5rtgo8vnwKN9jEzL7awoTZq8gi0+zCd7BqBxFgHh/hBBOVZbbKTJzdvgYrln+N73f+grkBvGpiLnjOp+jbaSx25RHZfVJPzJVdwIIeQviFTUYfoQ8+PvHc8F1ezWlWYp+27TOMsWjINCvx340h4HWYjepYL+PUDQnKC7fV4bc7ofqlntrMWCGjv3ZNJsaqviRirV2jp8Jn/K8UN5f2QWDcbVLrSvw62g6DvmduYKpwKLwd+q3JqJW8Vrl606xV9fmOfm7qyFzw+kw8WhEI76g9+G6YJybsK8AlEpllI3P15PfCtvyfKX6qbyz9TAm8XgS4JTzIuvOUCzh1N1/XB1edQpRnO3xwuAwZa8jYHLAM+pMKzxOHgtdlIa5pJic4gJ9bTGsDeTVijgwdNxZ3g6OIPNwwageYZwX0xZwi5SsEWnrig99yyZlyFN7ZhnAfC7TxmIWzUiXyfgmFc9sBiDuZgeKSTJyM6QsHr1k4/X955GcXnNF2QBxOZhSjJPMkYvo6wGvWaZRmbMYQe2eExB1DWlExss9/gxHu1ugZexPSGgO6oiIX5xYFgEfE3JX7xmwh0b2bcQgQtMeYnU9YR617zRxZq7TyLbiH7YNqHRRpDH0xR6JTGZuHwN45BHHH0lBUnI3z34yAu3VPxN4ki9WVJUiKaI+2ZG2aRijpiznT7TAu5hgBuW24E4QBn2Dv/WcoK3yI3ZHdIOgwHSeICFWWJCGifVtyEWqt0FszRwTytuHkwZMAfLL3Pp6VFeLh7kh0E3TAdCYxu9UWJuxu8nh64jAHuHu6wquaGFQnY95qTbOaw8LKGYM3qZ560om5EpyZ6wsbv8W4XFGF21/0hk2nSBwtNBC1MtL216uMsWiImCOmZ2/DcPKwTsAne3H/WRkKH+5GZDcBOkw/gVJS97r8VvVoTG1m1YUMeQo29xwWEaHLirmyNFw8cQ7Jzw3UVx/nk0SM6D4FSUXMeXLc/swfPuRaKZclY0WgKz48olLUZWkXceJcMpjsqpfLZKa3Zq4e39ErWt2WAnadqvThl+gtcoOrewQOlUnZaXZGzNXniy9uiyl+Ws1a+oUSeK0IcEt4kDWq696Bte88nGeHgXLcWzMQTsyYTTo42Y0l6Mbvhlkn88koSC774htYHmwHNzKjons06tXj5xbT2jxekZhjGvBf6GomROjOQtYqfTEHZSHOfjkMPuQpVp6tMzq9HY6V336MHrZDkEAiMCC/lXXh6wkIEFnDzMwabkFTsYV9LJU5dAFfTwiAyNoMZtZuCJq6RfXEKpFa+WfiMT5ABGtzc9iIeiE09giyGOXPDuhmUDVWS7RsbQF7n0FYfJQ8KWnMlsyb+KKPAC6hO/BEPW7WJeYqd46ERV3/B9asH9Yyz2yT6a0z8ePZepmb20DUKxSxR7IgI6Ivprs5zIQ9EHVId3ejFXMlt022g1S23qdZlc8uYsCGuKcAACAASURBVN3kIHgIzdHGXIgO/SKx5XYp0Z4x6G5uBmGPKBzKV1eYTEPrHoAgLEnbXFw3GUEeQpi3MYewQz9Ebrmt91M0tYWJyi3JuopdobAz88GnV+q4Hasl5szAe3M57qlP14i5nUdmwkfQDZ9eUEkhVF7H0l5EOJGHIGo9ZGys7dnqGGZBKsqumTOvq001+1sKMZF9HJc8lHFxHSYHeZAnmNvAXNgB/SK3gGBlt7r9ljlcmxkrZMzU/3+xZUu0trCHz6DFOEp+JI71QQvVtLkqd0N/y3F6tj9C1qWyHShzhjL/JJb8oxs6d+6KfjP2IJ0NEctxL9YfFswSB8LZqIBi8qjDd2pZwLalSswp2Z8iMIco8jh5OES1ZpIVc/Xk1yhb6vXTWhbTHZTAa0OAc8Kj9CriB5Hfkmvrja5ebeHgPRJrrpaoeZbh1obR8LGxgmNHH3jY2cBt0Bc4a+jm+xW2AOeY1mDRfGKuRsF/t6+VO0fBSfuzFXq1l57DJz79VWJOb/ff8ePzX8eirf9SMM9Z/DW2Yvw4zFkt5pqzRlKciw7FMmaN48vYiI9Ghy7Dy8ruZZhE86AEKIG6CXBTeEjxLO0O7jx6Yvh3Y8ty8OjWTdzPKtYtNaq7is1+hJtMdRiomNOxaNJPlQemovvHR7RTpNrCZFewtF8otqh/lkO7/2/0QVn4GLevHsCnb7ogZAO3fiiycc1Qgl/D/TCz3p8LaVwpNVMrC4/hi4W7kcHMWTR6IxHTY19g4e4MbQSv0VnSDCgBSqBJCXBdeDRp5Zsoc64zpWKuiRqeZms6AdmNL/A2WT/pH0Z+H1CzFM/05PRMSoASoAQoAT0CXBceeqa+Nh+5zpSKudfGlaihlAAlQAlQApRA/QS4LjzqrwH3zuA6UyrmuOcz1CJKgBKgBCgBSuCFCXBdeLxwxV5hQq4zpWLuFToHLZoSoAQoAUqAEnjZBLguPF52fZsjP64zpWKuObyAlkEJUAKUACVACTQTAa4Lj2bC8FKL4TpTKuZeanPTzCgBSoASoAQogVdLgOvC49XSebHSuc6UirkXa1eaihKgBCgBSoAS4CQBrgsPTkKrxyiuM6Virp4GpIcpAUqAEqAEKIHXiQDXhcfrxFJjK9eZUjGnaSn6TglQApQAJUAJ/AUIcF14vI6Iuc6UirnX0auozZQAJUAJUAKUQB0EuC486jCb07u5zpSKOU67DzWOEqAEKAFKgBJoGAGuC4+G1YYbZ3OdKRVz3PATagUlQAlQApQAJfBSCHBdeLyUSjZzJlxn+tLFnKbC9L0FKAPKgPoA9QHqA9QHqA/8dXygmTWkycVRMdfir+NktMOgbUl9gPoA9QHqA9QHms4HTFZXzXziSxdzzWw/LY4SoAQoAUqAEqAE9AhoxJzeLvqxkQS4zpSKuUY2ME1OCVAC3CegLM3Gw/sZeC7nvq3UQkqgsQS4LjwaW79XkZ7rTKmYexVeQcukBCiBZiOgyNiGiSGhmDd/PIL/uQb3pM1WNC2IEnglBLguPF4JlEYWynWmzSPmFKn4+ZMwRMxdj1NPZGqkSuQcWITxs7YjRXO3rMjHxe8/xZQJHyHhrmZnI1vgdU6uLMK9/WuxaEY4xo8Jxaihb6FbwAKcoYPR69yq3LRdWYIH++Mx98MwTAiPQuy2K8hX6EyV557H5kXTMHHiVCzY8CckRnywIefqSmA+KVHyYD/i536IsAnhiIrdhiv6RlQ/GaaVI8e9uIEI319GUktxft4AzD6tMV6GJ+e3YFHYP/Bmj87o7P8OQudtwZUCvYrXKJN+pQReBwJcFB6lD/dj5ewIhE2egaWJl5CnP8TLc3F+8yJMmzgRUxdswJ/GOphX1ABcZKqPopnEXA7ObI7D9OD2EPT8HDfYvlQB8YresPSZj8usvpMjeU0/2NoHYNLitTia8TfvUJUFOBTpA1tRAN6fHImPZ32CuZ8uxYYTmdDIYf2GpJ8pgRcnIMXtFUEQtn0TU7/8FptWzcZAN2v4RB1HkZLkWnoWn/awh8/IJVi7dglG+digw9RDeMYcq7k15NwaaaW3VyBI2BZvTv0S325ahdkD3WDtE4XjrBE1Tja5nCocmtIfS28zI4cS2esHY/jWQvK5Ene/GQwXQUcMnb8Re44cQ9L2lYjoaQd+19k4UWiocjVsoF8pAY4S4JrwkD9ci/72TgiMXIlNG5ZiXFc7dCJ9SAF7mZXi7Kc9YO8zEkvWrsWSUT6w6TAVhwx2MK8OONeY1iTRPGJOXaqyYBfGtG2LMbsLSLdaQ8yVHsU0NyH+8V0WOaLaZEVZSMku1n4HiR48SUlDXrmmGkpUFGQhI6dYJ3BkRchKkeitjVGiNCcV6fmVmkTk3UA6vaOKigJIMnNQrFVNMhRliZGcnFztJda3jaRXlOcjKzMXJdp01TJFgSQTObpMtQcNpVM8/hr9XEOxI0eOimcSZOWX6zgwKU2qpwLl+VnIzC3R8dGWSuytUU/5cwnENeqYLH6MpxVSFGamILtY0zJ6mdT8yNglrs4pOVmsTstwTENumRJKpuwnhajUy7L+9lYXJn8OiYEyHj+t0FmjrEBBVkYN3nI8l5B2FGehSL+N2PzESM0pJelNa2vG/qwMfR9hijZeP41x8rKnyEzPxNNSza2p2q4a7MWPc5AjSUFGQZUmKftenpcGpq4Mr7TcMiiZukqeoFAfpiaFQQ6ag+p36Ul8JHJA6C/PyJWh2spPRMLVZgR+fk4E0PeDIOwRg1tqZvLkFXjTOgjxKXqNxyYz8VzZRcz37YiP/9BEyJjEUpz8SASH0F90IrH8BCJdbTDi5+cqo7R/TSyHPZ+IuQ91Yk7yzSCM/JH0KeLV6CtojzG/PKl2XSkL9mOSyBJvxN7Rlqb9oPY7cVZRteuJvW7EqcgpJfTY6zIbukuFRBufpCCN7bQY/0iBRG/hnrI0B6np+URa1reZltawX1bPW3Wdi5FV/SJgrw1xak71kw36z0uwxWC+1Yum316cALeEhwzXlnSH3eDNyFF3MNIzs+BpPRzbi8lonP09Bgl7IEbXwWDFm9YIik+pdm2+OI2Xk5JbTGvXqVnFHFCFi/N8wOsVi9tSuV5kToHUdcGwcZuGY8x4ym5kX3wg+CGbkMs6gAKZCUNh19oBEb+Twa3qIRLGeENo5wqPtrZo1z8O58nAo0iNRyA/GOslmmGpErtDreEdfYntgOWSJMwPFkEgcIKLgzUc/SOQ+EAtAmRp+HVmX4j4PNg7CcF3DMCMPRmQk2ni+EBzWDm4wdPTk32J7CxgMfA75DHFSFOwc0YgXKz4sCd5Wtr7YfLmO2AmdpgBPu3Xmegr4oNH7kyEfEcEzNiDDGYcN5KuYt84OA+MxvJQHzg6tIOzrTVE/Rfg8BPVAFpfPaUpOzEj0AVWfHs4WFvC3m8yNt9RWQSD9fw3sn4cBx+mfiIhzFrx0daDfO4YhJiztxHXk49BCYwIN76xdplbwcFNxcnTUwQ7CwsM/C4PSoZjkAMGfBABfxcXuLazhdA7FOuuM41eT3vrFavM+RHjfJj8RRCatQK/rQf53BFBMRfJWXJIkuYjWCSAwMmF1N0R/hGJYJtYKcH6YHO0aOWEyQfVLEiK0qRwtG3VEoIxe4gZ9bS1XIKk+cEQCQRwcnGAtaM/IhIfgPUgo/UjnVbxFawd3RWOQieIRPawsiC+ELUf2f/NwY/jfFR+JTRDK35beJB26Bi0CN/O6gTbIQnqa4Cp3n3SFnZ4LzEH4vggOAz4ABH+LnBxbQdboTdC112H6hIywkGPJftRUYiUy1eRWqxr3apTUXC3/ie2FVVg3zg7uEedJnJLvcmuYWEXAd77sUizR/1u4rnS85jjJULkCX2RqkBhymVcTS3W+VjVKUS5W+Of216wHNYqOR4tH4xJe0vItyqcmh2C+Rcr8fDLAFh0mI1z2kppqqJAvvguJKU1hSppP8l6BJu3QCunydC5TymSwtuiVUsBxuypVPc/Idik6rSgyEzAULvWcIj4HVWsb/ERvF6irWPl7lBYe0fjkv7NhcYU/ff60hrzS/18SMmS9cEwb9EKTpMPqvsockJpEsLbtkJLwRj12Ub8p1G2GMm3mp30S2MIcE94KCGXa64pGR5vGgw7t+k4Se5imLHOzj0K2tUPZMy8trALBO/9iJpXfmOYNDYt95hWr1EziznSIeYfwZye7eDz7seYMcgVZo79MPWTUPRo3xVT90j0lHj1wV2ZvxdhnkLYWDmyYq7s2Cx08/8IvzNx2tLjiHTn4x/f5+K/xsScIh0bB9rDa/JOpDKjLxnELsQEEqETg+syBdK/DYGt6ygkPGAG+iqkbhkOF8cx2P2MGeD1O2E5OxjwWTEnx/1lvWHdMQw/i5lMpchKmoHu1j6Ye64CivRvEWLrilEJD9iOsyp1C4a7OLLRybrTlSF/8yBYtrGC7/TfQYJzxOOTkTCiPbm7+R6Z5JowKubIgL+stzU6hv0MlUlZSJrRnUxZzcW5CiP1VF85sqsL0Zk/Ajs0EVBWQDRAzOmLaflDfBnA14m5QDOYd56GgxJSKTKVfHp+L9h2XYSrUuPtTQjU3mRXsbAzHyO0hhIu6Rsx0N4Lk3emsgJLUXgBMYH28Iu5Dhkr5njw8u0MtymHoapeMfZNEKF9ewfYaMVcXW1N2G0cCHuvydipciAUXohBIBHvMdfJaMwOcnXVj1m71RMC/4W4SO5Gycko/HMWOlsGYHky08DMJsPVhZ3BH7FDbRvZc30xfG0G4rtsldCS3VyC7o6j8Muz/7I3O2bmnTHtoIRIWCUKTs9HL9uuWHRVapyDqrC6/1Y9wNoQeziTKFmePJsIYD4Clj0iZag3RRbWvcNj92l2se9KY+c+QP6FrVi5fDmWfzkdfR2F6DP1Cywn31duPoUcTT+vzbAKD9aGwN45FL+wd0zaA8RvjJXzSO9E1UdF9q+Y2v9dTIkcjv7jEsga3UocmCiE5dCtDRosWDHH84JvZzdMOay+OIr3YYKoPdo72NQWc8p87A3zhNDGCo5NKubq8ctqRFRijufli85uU6CrxgSI2reHg80Y9myj15FRMWfcFqP5VrOTfmkMAa4Kj/JTsXg3wB3Wgu6YfZwJDjBLH4LBD1iGR7oOBlnr3gGv2r7G0Hg5abnKVFO7Zhdz8qzfMKuPM9r3mYApIYyY64twMg3i3tYPU7YnEwml2fQGd0UJ/vi4C/zmLkO4yEkVmWNPU6I4/TpO/TwLAUJ3TDtaqhI5vF6IPnQJly9fJq+zWBbCZyNzVdnkztpShGGxPyAxMZF9bV0XDl9LP3x+63+RMFgA38U32Agem72iGLnMFG6tzktPzP03BSv78BC0Kk0nRIlI2TqUiKk5Z5GfMBgC38W4ob3zVqA4l0zP/cd4utxNITC3CMFGTVyaGCS78il8eKq7flbM1VHP/6SsRB9eEFal6UZIZcFWDLXuiDlns+uupxq9YTFniS4TVmD9ho34fts+nE3Rm/5Wp2PeaonMWmJOgP4bssklrNqU+QkYxO+CRdf+o4vE1tne6kSat1piTtUxWIqGIfYHVfsmJm7FunBfWPp9jjsyJjInQL/oaPT1jMRxZm6raBdGe7yHmVO8YVufmGOFjSVEw2Lxg9p/EreuQ7ivJfw+v6MWc3XVTwZ5WT6y89m7CLI8IA3XkuYhwNIb81WLRokxtcUcG4nrZYMBG5jlBzJcnu8D5/H7wNBnIteC/hug1nnMnRISBvHRZdEVtoOsk4O209SA1HuveICEUE/YdIlEEhNdUmRgTV8+AuP1/TsHG0N4pM539RKSj0bPvY2svQsxYexYjB0zED7WPHTqPxpjyfcJc3cgVeeqJKMKPEgIhadNF0Qm5Wp9RVuY0XJq2KRJJC1CtuSZejqzkkQbbWA18hetaNacZuydFXOCfoiO7gvPyONsXkW7RsPjvZmY4m1bQ8wpUPLHx+jiNxfLwkVw0oo5HnpFH8Iltm+6jLPLQsA3OTJXR9oqRtwa8ctqlVKJOUG/aET39USk6iLArtEeeG/mFHjbMmKunutIytzcvogtt17cL6vVgX6pjwBXhUfpnSQkblmLuYPcYev1Afbl/BcZa/qCHxgP3XBFHo7cGAIe6bO59BwkV5lqfKF5xZz0LlYEWUMQ+AVuVuhPs5K78DUDILTsjk8vaKa/NGJuIzKuLEFPn0gce3qCrO3RF3MyXF81AoG+LuC1fw/fPyQRCSYyZ24N167+8PdnXn7wJFNXXmSatfJWDLqZOyNgOBlQmEFF8xofhcS7D7CiN4nIfCMxMHgYicxVXUK0d/XoEBPVOzLFGfaT9rNTyfzgbyDRqBcNeZmxdAdRumMEeE4f4LBO3ZKx8mu8zeuJuPtyo/UsvxQNb/3IGlNm1RFMcbbHpP2kDeqqp9o2w2LOAqJ+E/Hhh1MwKfQddBK2w+D193VTb+q09Yq5IAdM2K+3QqjyN4TZtcO0YxVqMWesvdWFaN5qiTk5bsV0g7lzAIZr2lb9Pj6KTLWqxVzw2jNY+XZHTP+DrDXbPhIeo7fjaDR52KQ+MSe7hZhu5nAOGK7zHTb/8YgiU62kUdhpZMP1q4L08X4sGOYPNzsBbJy90WdwIDzMvRCtnWMzIOYY0bbqLdj2W4P0irOY3UmED35nrhHm+iDTrBP26623qsRvYXZoN+2wcQ51iDlF3kn8620n2PeOxhFtqKwQW9/lw2/pHb3IXAq+epOHt1Y/1rSE+t3Ecw1Os6qzUOTh5L/ehpN9b0QfySG1NLSZWI6hpOw+1TSOpcE7fyWeP7qEaxnMtGz1TSXmgrH2zEq83XE6/iDrJreP9MDo7UcR7VNdzG3MuIIlPX0QeewpTpC1gDoxZw5r167qvskffmS2wczL1GnWOtJW1uOX1aqhFnPBa3Fm5dvoOP0PcmOxHSM9RmP70Wj4sGKunuuIFXMvYsv/vJBfVjOffjGJANeFByrPkaUWlmRdXBoKt74Lvt9S3NH2SwqkfPUmeG+txmPDHYBJDF72SVxn2oxijoi3tWRdnFUvxN5kFEqNByDkYqzrbwurnktxgxUwajEXPAef9u2EsbvImit2obZKzJVn38Z1zfoaZSGZKmsHlylHUGFkmrUqZyNCeB0w+6yeQqp4jMunbkBSXohtw3Rr61hHqDiD5WFzsDMlue5p1v8ykQse3oi7pxvsyDTQhv48+Cy4isJtw2qsianAmeVhmLPjNFYbSSe7thBdBP/Ad+q1N4w9FccjIbJ5Hz+Rh/FqiSYypGvWBv4nYw368t5A3D3t1UFmpjagP88HC67m1l1P9ZVjWMzpT7OSOycSOeQZiCjUsqtWZI6PfusytYO0In013uIFYNkjqUrM1dHebHvU/FNLzKnv6MhaqOpNfBmnbkhQrlRF5oLXZ+LRikB4R+3Bd8M8MWFfAS6RiFe9Yk6uikh1mH1WL4JcgceXT+GGhEy7qSO4Buv3IBMJQ2zQ7v0NuJFfxd4wKHPIFLyVF+YZFXMk2yxynvAdrNoxE508PsIJ1QI9Fa9+69hpdxYNWUaw+i1m+vOB6s62Lg41OZLvCsk+fNjZFh4jN+K2dt0qc6IMF+Z0giOJBmpus1B5FB+2cyYRcj1RzuZp4rl1iTmFBPs+7Axbj5HYWN0INnfdHxPL0SWo9any9Ex4WvXB8oe6a4Q9iUT9NoQIYDd6V600GjG3PvMRVgR6I2rPdxjmOQH7Ci5hfjUxF4w5n/ZFp7G7yJpa1YMdOjGnP4VPnql9GWvmqurxy2o10Yi59ch8tAKB3lHY890weE7Yh4JL89Virp7rSO3nBtf+GbXl/xrsl9VMp19MJsAt4VGKMysmIDLhoW6MVDwmfZUVG92XXZiDTo7jsU/XweDoh2SdOIlm1+xhTAbQBCdyi2ntCjabmFNk/YBhDuboPPecelCoIeaIbdI7X6A3zxr9VjPrc1RiztzCCs6DNyGdUehaMVeO20v9wPedjoNZZGAsvYP4AUJ4kEXalUbEnIyIrG3DyUMIAZ9g7/1nKCt8iN2R3SDoMB0nyJNoeb+EwrntAMSdzEBxSSZOxvSFg9csnC41EplTKpCxeQhZ2xOCuGNpKCrOxvlvRpDF4z2JaJVCmfcLQp3bYkDcSWQUlyDzZAz6Onhh1ulSo+lAxO3aYLK+b0Ii7hbLUZl9FPMDhOgQeYT9uYhaoklPzMnIgLR5CFnzFBKHY2lFKM4+j29GkHUKPWNxU2qknkSPMJtxMadAZcF9/BLhBV5QPGo+0FjLrlpizgxmnqPx/bU8PM+5iG+Gu8EuZAMJsRtrbz3xrTJR9beWmGOWU23DcPLwSsAne3H/WRkKH+5GZDcBOkw/gVKtmJNA+vBL9Ba5wdU9AofKpOz0Zb1iTkmmn7YNh5MwAJ/svY9nZYV4uDsS3QQdMP0EUUDsIFdH/WQkmhVoCc8PfkMumXKXF97BtnAfWLTxwKyzmlX4hiJzpKrKPCQOc4C7pyu8tEJSxcvMzBOjv7+GvOc5uPjNcBL1C8EGMl9hlIM+Q+azPJncSAlh1y8Op9MykZmpfmXlgXngtur8XPg4DMCqO4yDkIcHNgxBW9cPcZgNXpUh7eIJnEt+zgpUY+fKinPJ094k74ybSPruW+y/lsGWlZXznER4yU8TretPHmjqh7jTaTobMrOQxxhBeg1Ty2GqVO9GBpPN7zrCxj8S224WsEsrlOXp+H0xueb5PbH0Wu1hRCvmJFKyZrY3RG6ucI84hDLp5epiztwCVs6DsUnVabFP6Zok5srScPHEOSSTB7lqbcYElKwev6yWmU7MSaRkPWtvEdxc3RFxqAzSyxoxV8911AhbGuSX1eymXxpCgFvCg6wrJw8c8TwjcCCXGcjlyDkSRfpNXyy8Qvq+qvOY60MejFt1h132UPlwA4a0dcWHqg6mIdVu0nO5xbR2VZtHzJHB6Ndx7WDmMRWHtb8ZVVvMgTTlxU+7wsJ+KBIyZWzkwYz3JpbfUy8404o5MriXXMe3EwMgsuXBSuCIzkM/w3ESxaolJvRFDqm/8tlFrJscBA+hOdqYE3HULxJbNFEA5TNc+HoCAkTWMDOzhlvQVGy5Q24XanVeemvmmH6XrFU6Ez+eTWdubgNRr1DEHsliBwhyEM8ufI0JASJYm5nB2i0IU7eon3Q1mo4Um3MUS97tAkeBJSyt2yMgfDMYc5it3nrmn0H8eMLH2hzmNiL0Co3FkSw1x7rqqcq6DjFnBpUzt0QrMxu49p6M725pb6XUKQ3YVUvMkSjmhCgM8bKFBd8ZfiPjcJyd0lOLk7raW1uC3gcDYo7lfXEdJgd5QGjeBubCDugXuUUVbdITc0r5PcS9YQ4RWftEfuTDRDFHyibsLq6bjCAPIczbmEPYoR8it9xWPUHK+kld9VOi8OyXGOZDnmLl2cK509sIX/ktPu5hiyEJeepK1SHmiA8V7gqFnZkPPr2ibkP1zQ7vjQmIGuIFWws+nP1GIu64ZmqS+F1dHPQQMh9lVxfAp42Bf0xt9hZWM4KERL5Pf9YPzuQJ8A4dnSFwCMDcIyRSziQmHGP9LdhlDKxldZ4rx93P/WDWonY5bZjfmiy/igU+bdQ+pn+OGZnOTW9AOYxRpm3KostYO94P9mZtYCV0IAxbg+cxCIsPS8hwU3vTiTnyZN69OLxhTp7IPU7CpLIaYs6MhzeX31Nf/6ZH5uT3YuFvoT/trmdDrT6oRlTPmF/qZcNcH8zTrILg9WTpB/NQzhswF5H1o2w1dGLO6HXUKFtM98tqZtMvDSLAOeFRcRffj/WBUOiKzj7tYGPXFWEJd9mH1BhfKzz9Gfo5k18I6NCR9DMOCJh7RPVLEQ2qddOezDmmNarbPGKuRqH069+UgHoQCNlkYFH7XwFJE9bv+a9j0da/+rqS6j/d0/QAK/PFuH3rEXLKq0eOpOeiEUqmdvUFUF3nNsbKpipH9jwLD2/ewK3kXDIV3xgLG5tWinPRoVj2QJ9kY/Ok6f+OBLgpPBQozX6AW7eTkVdh4EKrzIf49i08yilX3ShyrOG4yVQHiYo5HQv6qakJNKHYaWrTTcq/CeqnLHyM21cP4NM3XRCyIV271pDEQFVr5rS/w2iShS//JBKJO/bFQuxu6v/Y0lzlvHxCJueoLDyGLxbuRlOjNNkgeuJrS4DrwuN1BMt1plTMvY5e9brarHyC3VFDMO9gISfvvBqNtQnqJ7vxBd4WieAfloAH1ZYOKvFkN5munncQ9D9PNbrlaAaUwF+KANeFx+sIm+tMqZh7Hb2K2kwJUAKUACVACdRBgOvCow6zOb2b60ypmOO0+1DjKAFKgBKgBCiBhhHguvBoWG24cTbXmVIxxw0/oVZQApQAJUAJUAIvhQDXhcdLqWQzZ8J1plTMNbND0OIoAUqAEqAEKIGmJMB14dGUdW+qvLnOlIq5pmp5mi8lQAlQApQAJfAKCHBdeLwCJI0ukutMqZhrdBPTDCgBSoASoAQoAe4Q4Lrw4A4p0y3hOlMq5kxvS3omJUAJUAKUACXAeQJcFx6cB2jAQK4zpWLOQKPRXZQAJUAJUAKUwOtKgOvC43XkynWmVMy9jl5FbaYEKAFKgBKgBOogwHXhUYfZnN7NdaZUzHHafahxlAAlQAlQApRAwwhwXXg0rDbcOJvrTKmY44afUCsoAUqAEqAEKIGXQoDrwuOlVLKZM+E605cu5jQVpu8tQBlQBtQHqA9QH6A+QH3gr+MDzawhTS6OirkWfx0nox0GbUvqA9QHqA9QH6A+0HQ+YLK6auYTX7qYa2b7aXGUACVACVAClAAloEdAI+b0dtGPjSTAdaZUzDWygWlySoASeN0IKFGa/RD3M55D/rqZTu2lBEwgwHXhYUIVOHcK15k2n5irPIuV40MRGqp+jR6HyR8txsaTGajkXLNRgyiBvzIBKe6vG4cpP0lUlVSW4MH+eMz9MAwTwqMQu+0K8hW6+WWgkwAAIABJREFU+stzz2PzommYOHEqFmz4ExKp7ljNTw05t3paJUoe7Ef83A8RNiEcUbHbcEXfiOono85ySv7AwlEL8MdzZY0Umq8KZGybiJDQeZg/Phj/XHMP2urInuD8lkUI+8eb6NG5M/zfCcW8LVdQoMdCkwt9N4VAKR7uX4nZEWGYPGMpEi/lUfFsCraXcA7XhcdLqGKzZ8F1ps0n5kq3431LG/SZ+gWWL1+O5V9+jgVTQ+DBa4eRP2WB9pfN7pu0wL8pAUXqNwjxi8KfZQwAKW6vCIKw7ZuY+uW32LRqNga6WcMn6jiKGD1Uehaf9rCHz8glWLt2CUb52KDD1EN4ZkgrNeTcGuylt1cgSNgWb079Et9uWoXZA91g7ROF46wRNU42Wo4cyfHB6DnvHMprJGO/yu8hbmA49jN1l57HvAGzcZpRc5V38c1gFwg6DsX8jXtw5FgStq+MQE87PrrOPoFCQ/U1lD/dpyYgx8O1/WHvFIjIlZuwYek4dLXrhKmHCkBRNr2TcF14ND2Bl18C15k2r5izaofIE1V6lKtweqYHLPtvQDZzhcuKkJWWizKlEhUFEjwprDQg8phjWcjIKYZMLyf5cwnEyWJkFVXbi+cSMcSpOXpnMukzkSoWIzk5mbzEyC42ICUZW8Sq4+KUNGQ+LdO7q5ShKCulRlnqIqTPkJnyBCV6PZaiogCSzBwUa00zIb28FDkpYmQWauMGUJY8QYo4G/rmysueIjM9E09L9SaMGNtTJHiu3UWmlXJSkZ6vioHKirKQkl2sY0siM09IHfO0o59pjJh8xCxDhpP6pbHPaFuq6q/Pna1bWl7tAVj+HBK2HfTKIG32+GmFtk2VhG9Whj5fckidTpxVVNtPxKnIKSUNpG3j6nnr2wUy9BjyN6buabllUCorUCB5gsJKAz4kL8PTzHTiO6Va31H5qX555LP4MWk/Us+UDBToXx6ERl4aOVbB8EpDbpkSTF0lTwphqDiDHLSUNB9KcGRqB7y5/JHKJulJfCRyQOgvz7SDbPmJSLjajMDPJLqV/f0gCHvE4Jbad+XJK/CmdRDiU2rW18RzZRcx37cjPv5D59eMoDz5kQgOob/oRGL5CUS62mDEz881hqvfTSincBfGuP8DGzNr2kiyqDqEKf2X4jZzbSizsX7wcGwtVEC8ui8E7cfglyf6aZQo2D8JIss3EHtHezHp2VOJgnRNP6JuU3LtM66l2xQoz89CZm5JNT/UHdf7pGB8KRM5mo7iRX2/kX6dItGbflaSfig1HWzXwfYr+v0PiaY+SUGaruPQVUZ2DUu622Hw5hy1X0lxZpYnrIdvR7HuLMOfKvKRzowD2qNy0o/X7G/lKHuaifTMp9Dv+jRJave5miOG39k+sa56a5Iw13pWhq59NPs5+M514cFBZPWaxHWmr1bMKZ9h74R2cJl0ACUEpSI1HkEOA/BBhD9cXFzRzlYI79B1uF6q4iyXJGF+sAgCgRNcHKzh6B+BxAfMoK6EZH0wzFu0gtPkg7pOoDQJ4W1boaVgjCqDqnvYOLIjBFZ2EHl4wtNTBDsLCwzZohvIVCeqbAk0t4KDGznPvT2ElpYQvbsGt5jiFBlY05ePvmsydIJInVB+93P48YdhG1MhWRp+ndkXIj6P3KEKwXcMwIw9GZCbkv55Pg5GeIDn9y9cYcqUPcDqd4RwHbcbOWSwUBZfwdrRXeEodIJIZA8rC0cERO1HNhmLGI6B/GCsl2hGlUrsDrWGd/QlMqAokBofCH7IJuSyhxXITBgKu9YOiPidKAmTGanyMbdygJsnw5K8RHawsBiI7/KUxttSkYr4QD5CNuWqOnpFJhKG2qG1QwQYE/Q3Zc6PGOejaiuhWSvw23qQsjoiKOYiEWwSJM0PhkgggJOLA6wd/RGR+ACsR0jWI9i8BVo5TcZB7ahQiqTwtmjVUoAxe8iNAsNJ08ZsHVT+MPC7PNauuv2NqXsQHAZ8gAh/F7i4toOt0Buh666DdVVlMa6sHY2ujkI4iUSwt7KAY0AU9mf/Fzk/joMPy0oIs1Z8tGX8sGMQYk6dwpxOthiSoGZCIMjvx5HI0HtIzBEjPsgBAz6IgL+LC1zb2ULoHYp1ugujTg76LJnPyoLtGOHQB8uT1aJFUYiUy1eRWqzxFeICp6Lgbv1PbCuqwL5xdnCPOk3klnojg/TCLgK892ORZo/63cRzSTRsjpeoxk2dAoUpl3E1tVjlD0yOVacQ5W6Nf257kXKeY2eoA3rF3deKaK2xRMx9qBVzEnwzaCR+LHyILwMs0GH2OV09NQkU+RDflaBUX+NpjhFhOteLXNsijf8LYW45AjvUN0XSlJ2YEegCK749HKwtYe83GZvvaJ1Rkwt5lyHt15noK+KDZ+8EIZ9cyzP24N9ZL+b7jfNr0jcEr4eu69iNUGtvRF8iPQfbr4Rgk6rjgCIzAUPtWsMh4nfUuGxVdVPKSV+nrqbsMTYNtoPb9JP1LquRnvsEHR0m4oBm/Y1SgvXBfATGp5LMlCi+shajuzpC6CSCyN4KFqRfjdqfreqL6+pz1WYYflP3iXXUm1yJkCTNR7BIAIGTC2lLR/hHJIIdegxn+Mr3cl14vHJAL2AA15k2r5gjgsjzrfcxfPhw8noPIf5EJHWeit8YBUI2trMwM0fnaQchITfCyoLTmN/LFl0XXYVUkY6NA+3hNXknUllBVYgLMYGkg4zBdZlKzPG8fNHZbQoOqzvT4n0TIGrfHg42KjFX9XsEnByGY5vm7ptMucT68+sWc3qCSJGzFcOE7TDtOOm2TBFjJQqkfxsCW9dRSHjAdOBVSN0yHC6OY7D7mWliUPnsMKZ1sEZA3BVcW06mwjpOxe8FzKArx724nhD4L8RF9jaXDIZ/zkJnywAySMvVna5pYk6ZvxdhnkLYWDmyYs50RrU7QPnDLxHA14m5wDrbUl/MKZG/NwyeQhtYOdYWc4xfsJvsKhZ25mOEZqQkXXf6xoGw95qMnSqHQOGFGATa+yHmugxKRszxvODb2Q1TdA6BCaL2aO9goxNzem0MOTOo88GKOaP+pqq7mXlnTDsoIa1BIjin56OXbVcsuiqF/B4RYQJ/LFQ1DhSFf2JWZ0sELE8m52qqsxCd+bqBnxnQry/2hc3A71RRavL95pLucBxFolX/ZXiZwbzzNBxUXRg4Pb8XbLsuwlWpcQ7q4rRvFQcmwtH9Y5zSqjPtIdWHqgdYG2IPZxIly5OTyBUZRAOWqaN4zBmKLKx7h8fuq5aSiXLVee4D5F/YipXs8orp6EtErma5xcrNp5CjGfC1GVbhwdoQ2DuH4hdyY1BtM1rOI/WpCjxe/Rb4fdeiVnBO/gjLB0/CXuZmiwjG2SHzcbHkACYKLTF0a03hWK3k2l+kpxHVqT/WZakqILu5BN00bSq/j2W9rdEx7GeImf5KmoWkGd3J1PFcnGO+622K9G8RYuuKUQkP2BvRqtQtGO7iiDG71fY00PdVokvv+m+gX5sk5pT52BvmCaGNFRzrEnNsHctxKvZdBBBhLug+G8fZ/kuv8gY+Ss/PQUfheOw3JOaYafKeAvgvvKiK8JGbkT9ndYZlwHIkE+VYZ59rtGlr92Wo1BOx6Rsx0N4Lk3emsjeKisILiAm0h1/MdXKVcnPjuvDgJjXjVnGdaTOLORsERq5AfHw8ea1A7Lww9HERoutHB9hoE9sJCfpjAzvnyoAlA33CIPC7LMKVf5PB2VKEYbE/IDExkX1tXRcOX0s/fH5HxkbmBP2iEd3XE5HHmV6gCLtGe+C9mVPgbasWc8cjIXIahZ9z1aNHfWKO1wefnX2E5Ef3cH7bFHSxDcJXj8hwzIo5HvznHMClK1dx4346NLOh2sgciawlDBbAd/EN3QWvKEYuMz1sSnpmsCH1Lzo+Hd42QghtffHJKd0EhbwsH9n5rKol04BpuJY0DwGW3ph/WX0HzeuF6EOXcPnyZfI6i2Uh/NqROUUJ/vi4C/zmLkO4yEkl5kxmVLsDrCXm6mjLa//RiTkFWbD+cRc/zF0WTtqmAWKOHdRJtHRYLH5Q+0Pi1nUI97WE3+d3VGJO0A/R0X3hGXmcjQYU7RoNj/dmYoq3bb1iTp5tzN+kbHRToFkewDYVae9BfHRZdI1o7TLkZ+erOn4yLZp2LQnzAizhPf+y1hdkV2uKOZKMROJ62QzABkYcyC5jvo8zxu8jbc5GMgXovyGbeIRqU+YnYBC/CxZd+TcRUXVzUJ+uflMgeXlv8PquQUYtAUVOqXiAhFBP2HSJRBITfVHftATGp6miHkwuyhxsDOERxnfVearfjJ57G1l7F2LC2LEYO2YgfKx56NR/NMaS7xPm7kBqNVsq8CAhFJ42XRCZpItSagszWo7OpqqkyXBsHwnm3qv6pkD2r1PR/90piBzeH+MSUiCv3IdxRJSM/EV9F1g9Qd3fKvZgrPNI7FDPHOiLOUXKSvThBWFVmq5yyoKtGGrdEXPO6ytppo8bDIHvYtzQKgMFinP1lg3UFHP1+L4xMWeKX/N6RePQJabfIK+zyxDCrxmZU6Dkj4/RxW8uloWL4GRUzJXiTlIitqydi0HutvD6YB/b19cNlbhd8nL05gXiK41jKPUjc2R6NT8bqq6PTHumXUPSvABYes/H5Sojfa6xAol3M7MVhutdhWwy62MpGobYH1TjTmLiVqwL94Wl3+cwOPtutKzmOch14dE8FF5uKVxn2rxizqrmmjmg/I8Z8LDwR+xdVUQpyGGC7o6MtEXlb2GwazcNhy/HoJu5MwKGkwGBGRQ0r/FRZKpVLeaC1+LMyrfRcfofROBsx0iP0dh+NBo+ajEHWSp+Cu8Ge2F7dPYPQEBANzIFasI0q6c72gktwOs+C8eeagY5cwhEXeHv74eundrCxuENRO5KJ+uo1dOsRWKs6M1H8DcS7QCsdS12QKonPSvmSIry05jZqQ1ae0TimE7LQfp4PxYM84ebnQA2zt7oMzgQHuZeuukQc2u4dvUn9jEvPxL5MoNXtWnWjci4sgQ9fUi+T0+QdVMqMWc6o/rFXF1teaxCLeY2ZuDKkp7wiTyGpyc+apiYk99CTDdzOAcM1/kC6xPjEUWmWtnInCAYa8+sxNsdp+MPIqq2j/TA6O1HEe1Tv5iT3TLmb4yYI9OsE/brTRlV4rcwO7SbdoxEYR5j/4Jh8Hezg8DGGd59BiPQw1zNX+UFhsQcI9pWvWWLfmvSUXF2NjqJPsDvTFCXEXNkmnWCNlRB9lX+hjA7Eik+fNkoB1Vpmr8k+reoC3hDtujWpqkPKfJO4l9vO8G+dzSOaENlhdj6Lh9+S+9oI4pQpOCrN3l4a/VjTabqdxPPNTjNqjUCJ//1NpzseyP6SI5OQFYrybRypKc+hptwHPZpojvV8iBNVJQNyTP1QXbqmERO9SOQmvOVz/Ho0jVkkEh7zU0hJg9t+EaDzECym76Yk12KhrcmSqdJWHUEU5ztMen/s/cmUFEca9x3FhlgZoBhR0cEFHAHzZiAQjCYaIw3anD3qjGGqMQVt3zhJpK4JCbuGMVITKLGGL2JGuOSHOOOCy5v3ADhsgzygiAHkBfhwtyZPv+vumd6NmYGiIBtUn0OTM90ddVTv3q6+99PVXX/ZKwwyXi9Ff1I1+Y6Q9cmn57/NBdzjfi+LTHXuF+HQeTUET248wY5d4SQ6Jud0XlFEo2k3PN4v28wYg/fw1Ey1tG2mOMrQVz21FwEOpDxlkYC17DVaI34WNLLHnAKGoxpc2ZjWkx/+ElEum7WemTvW4Rhob5wlTrDO+h5DA7zgyiQtMN/bZxzjbJvuKo9l1mudy2uJPSEyFuB4fw1R/c5Lo50tfKh9oaZPtZfhC48HiucP1m40Jk+djHHRXPsu2DeGX5MRiTW5vEnThI2J90lYsUy3MxPQrQ4ALNPGp0Ia7KRejwNyofablYpGfOQd3sFwoLisOeLYfAfvxel5xYYxBxpRFXm15gQ3BER8V/j8PFvMC1I3KRuVqgysCqCRNqWkNC6LjpgGDOnQvbagXDyexe/XuLHzJVh+zB+nJrOe2pOYPmEudiVmW025s7S/uw+1TizqDdkIWRq//MyBM88Cu6JC8xdJA9xRvvXNyCtpI4Ti0wh6apxDMR8/dgWo24WIjkajJmLmouFEV0w5jsyPowbBK8Tc01m1LiYC5NYbsvb9VoxFzV3ISK6jMF3pCut/lgzxZwuQhQw+6TReJ0aZKceR5ryoV7Mrc+7jRVhQYjb8wWG+Y/H3tJzJOLVuJhTF9ryN13dI9cauvFIt+xn/dnux5u4mzwEzu1fx4a0EtSxoTRi68ZoRwTOZ8csaheLYo7Il3zSNS97cRV2vNsFfu8c5aJ72sicBJFr8/QCR5PzGfqLFVh2M5+LlFnjoCtO96HG7WUKiF9cC13PIPe7RrkXb3V1gd/IJFzVRZl0VuLM3C7wGLfXMA619he81d6bRHHNVZKqaWmtiTmNEnvf6goXv5FIMjXCtAqEYFNsYocLeHV420Jkziw77mstmYjlD8fnl+OW2cVZk7sB0VJXjPrOvJ+Owb0vh0I+9gftOEmSj7GY0+SuRoS4DxKvGzJkCjZgoDgYiy7wXqC1pWz7MCJcDKKQhEhxYvkEzN2VrW1vczHXiO/bEnNN8msrY8f4fOcujECXMd+hmNFOXLEo5qpOYMX4WCQbAdVkE591JD0p5Ma90aU2Dye/WY0Vyz/H5l07MU8h5sQcczcZQ5zb4/UNaSjRHlwoJMeMY+B8IqptnHOz+WuKpZIbnssM3ax1KEyKhjhgNkwvPak4nqZEM2O5lgpvld+ELjxapdKtnKnQmbaxmPPChB13kJeXx/3dufoLPhvZCfYBcThOjgruZGFnB/9Rm3GxuAKFZ9dhOIluRG8g3Tyka2H7cDI4WDEHP9y4j2oyaHl3bE9IA6bjKJk+piShcFbMKevJuKd+cvh27IQpB6pRn2ok5uouI1EhRYfRu3CXvcg21s2qH0+lQU3RKSwhJ5SGYo5BXVkmDswOgZh0lZxP48Ucg+KdMfD2egmJ5Fl6lQ/ycCwhAu6Bs/B7lfGYOWv7Aw9OzEN35xC8l1qDuqsfoZ9zF8T+UgaGjY6EkfGHb/4bReS6oC67hu2Tg2Hfzg+zTtZrOeptZz28oZgT2TvCe/Am5LDnOGMx12RGDU+ADbpZrbUlG2kKE8He0RuDN+VwF6xmizkiYQu2D4enTIE5P9zA/eoy3Nodi57SAEw/WgU+MrdeWY9bH/eD3LcjOk05gOp6tvuycTHH2PQ3bd3t7PwxavNFFFcU4uy64SRKGo0NWSpkfhIGB/838W9t4+Da9skItm8Hv1kn9QPsLYs5ovuKUzDMvRP8OwYablw4Xnaw8x+FzReLUVF4FuuGk8hE9AZkaWxzYFvfeHm4bzzc/d/FCb6nT52OtQNlcI1MxO9Z2uOSOz7zi7lZgnWn5yGYTEpadY29bNXi1oYh8Or4Fn7mIsfVyDp7FKfSK7gbCltpVZVFyGeP+9zL2P/FRuy7mMudA/ILKwgT8jgRcjMkc41E4u9k5rju/JCXl49ibqpi08vR1pWcD9aR84G17mRjILp1TfYWvOrhjNDY7bhcyootBg9zDuK9CHdI+n6Ai+balYxDW9m/EybsNYg8YzHHdlFvGULGHkYn4nBWOSoLTmPdiE5w6rsUl3n2urKZ4p2I8fbCS4nHkFv5AHnHEhDhHohZv+ukgrmYa8T3edGlnwBlPGauCX5tc8ycyB6O3oOxSXvi4GYhWxRzZMzgx+R86T/lR3CjWtSFOBRHztfdF+M8W//qLJw9egrpVp8HqIPDfjCGblZN5icIc/DHm/8uIrJejbJr2zE52B7t/GbhZL2Nc+5DUx8yyp2sNjyXGcQcGX9bsB3DyQQ2xZwfcON+Ncpu7UZsTykCph/VC3nT/B7/N6ELj8dPqPkWCJ1p24o5e8P70p5++lkSzvdBt+jp+PKKNhzAnYTI3ez4uCEIdLGHxDsEIxOP6AdIM/fPYu2kcPjJRGgnkiEgMhZbubt4IzFHZlBdT+wDkZyMlyFDylR6MVeHqx89D6lPDHZwSo40ZmNizk5n79NP41l78qytV97DL/qxRHbQNu7TeMZOivYhMVh5qgwqvpuVvdiR2bpnPh8PhdwJdnZO8A2fhq3sbDYustfI/vm/4t1gKXouPKO7+6vFpQ+eI+KVTIK4T05iJz/GsGAyi1XsAu8uAzB55UbM7M3OhixukpizE7+A5dd1EQK9mHvQDEYNT4ANxJy1ttSJE/ELy2EwoZmROfZYJHzPrp2EcD8yi7CdCLKASMRuvcqdYA1ijuEmJPQRkRmUWodompjjsrfmb9q6i/uMR9yQQLjYS+AdMhKJR7Rdg0zZSXw8LJjMYhXDxbsLBkxeiY0ze8NlSDKJZrCGE7+0MGaO28CU4bsYV9gFL8R5XfNoI3Ni9BkfhyGBLrCXeCNkZCKO8N2hNjhweRr9Y+4Rsejaj5sow/6surAIwe0MxyV/wnrKrj8+Yy/YxJ7f/xUJbzKDPKCzN6TuCsw7pJ3tqz1+7A3dx1bTqvHHhyGws/Ae5HbBZKzTwwtYFNxOdzwZ22JHunNzdMdpU8rhK1qJ70d7oA8Z19eEGJBuJzI+NXUNxoW4wa6dI2TuhPOzYviRY/5npXkutdg10t6CvVrb7SK1Ey+YkhP4dJwCcicRRM5yPBezFIfy+UblbWU/Gdw/8znGK+RwIjdATr7hmLb1miEa2kDMsbtY932bYo7b1bZf2xRzdmLyWJvrugizjcgcKafmj80YE0zG+3bsiuD2znDtMQHJf2hnf6ivL0Wovbb7liS1vRiJOdYfT348DMFkFqvYxRtdBkzGyo0z0dtlCJLZg8vaOZc71xv5kEmJDc9lxmKOa5+zazEp3A8yUTuIZAGIjN1qFsU2yfCxf+GP48duiFUD6pB7ZB0WTJuACVPnYdWBTMFGOfkqCJ1p24k5noiNT+1JyDD13UZSukngBP7abak7+esf79KSjVGB78d4IdRknJpujCH/KJdHKq4CP03uZHjOXBPzqi3JwNUrt1FIhjQYL/Wn4hFDupaN5Y61tMb7NXe9WeWU78YYXxIl5aJHzS1JhYr8W7icdgXpRaS73uLuRMy94YlxxmMYdenYx2oED7Qwi9ZiPn+DHzVVKLh5BVfTi1FjArMep+JjyDABY89pXR6WfKh1S3x8uQtbeJAI6h7ypAmXbhj9wQYkfcw+nNsLr23V9tI8Pmq2SxY2U4CKOdvtR7f+SQJUzDUXHIOy7Ku48ONCvOBjJkS4SKbRc/mam7VZevWN5QjvPbfBIzLMkjX+lURJDn+0GLstTo1tfPcmp2hWOeSxJOui0WPGsVbsAqvFj9N6YeYho/G7usqozn+AyJitusfLNLmGf7uETNlhfLR4t+VZ1a1Bo1k+1BoGtG2ewhYeFfj6H1J0mXtaN+xE25sm7v+ZdthP26JqcmnCZiowMcfc3U26rebjpzKTW7gmw6YJhUPgr92WDO7uJl2e839qwdc8qZD20QDyAOhQTCDPGzORCWTCy24y9GD+T2S8ZIs0MemyT3wV41KULZKboDKp+g3zX3kH+5vwPDNB2U2NoQRakICwhcdDHJziA883vtUNO6nE4Vh/uAz9Uj8MpQVRtFhWwmYqMDHXYtRpRpQAJUAJUAKUwN+UgNCFh6bgAOYovNAh5CVE9+sEj67/xDfpJrewgms5oTMVVDer4FqPGkQJUAKUACVACTxhBIQtPB7iwoootJdHYsYnm7H5s9kY1MkH4f86BaO3CgqOuLCZ0sic4ByGGkQJUAKUACVACTwKAUELj7JvMULmSx46bXioZR2Z3d+DPOR9XR77rCxhLoJmSpDRyJww/YZaRQlQApQAJUAJ/CkCQhYe2gdqkwees6/G5JeKFAwVd8Pii5Ye3cMneryfQmbKkmlbMceU4/q+NVgyYzLGjY7BG0P7o6dikeEBpo+3rWjplAAlQAlQApTAE09A0MJDlYb3e0rQc9YxlLCBOKYSacuj4OpLXi3Jvr5QoIugmRJmbSfmmFIciA2Gi1yB1yfFYuasOZi38ANsOJqnf8WRQNuQmkUJUAKUACVACTwxBIQuPKqvbMCoYGc4enRGsJ8rnH1fwUcnW2q2fus0k9CZtpmY02R/jsiO5O0LhWrU3Fciv+QheYlKw0XzsIS89qcID8yirbUlOchIT0e60V9GVrHpU6OZGpTm56Kw0mxnrhgGNaX5yC2spOKxIXb6CyVACVAClMBfhIDQhQeHWVONwttXcPlGPiqNelyF2gRCZ9pmYq5m71h4D4rH8phgeLi3h7eLE+QDF+HnuzpJV5+JXTPC4OMogZu7ExzcQjBpC/9KGxXOxQfBTuoFP39/+LN/5PUwdp5v4mduNrMayv0LECWXQurpA3cnD4ROScFN7ZtjoFbux4IoOaTklUQ+JG+P0ClI4TcK1XOoXZQAJUAJUAKUwJ8gIHTh8Seq9Nh3ETrTNhJzDEq2vAIH8s7D7tMPggTnyIv70pE8ogNcB29GnkaNG8v6wanzBHybwSqweuTvn4FeTsGYd4r9rhVzsrF7yau+tUv9bzPg660Vc5qcJAxyC8SkXXfAptaUnUFCmBtCEi5BpclB0iA3BE7ahTvajTiTEAa3kARcshTA0+VPPygBSoASoAQogSeRgNCFB2Xa8gTaTMwVbYqGyD4aSYWGZ9irzi9EsJi8i/VuOlY+L0b4qixD1ysZY7dtqBM6k1d+2BZzDArWR8FBPgxLv0xBSgr7tw1rJ3eHQ8iHuJK7HlEOcgxb+
Основные требования при нанесении
- Поверхность выровнена, поры закрыты; поверхность загрунтована
- Температура поверхности и воздуха - от + 5 до + 22°С
- Температура материала - от + 15 до + 20°С
- Температура поверхности выше точки Росы на 3°С и более
Самовывоз
от 1 дня
Доставка курьером
от 1 дня
Транспортной компанией
от 2 дней