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400гр на м2 (Первое нанесение грунтовки наносим шпателем на сдир. Второе нанесение грунтовки наносим шпателем на сдир и раскатываем валиком, длинна ворса 12-18мм. 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Хотелось бы отметить, что под словом «система» подразумеваются не только краски, но и грунты, 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В этом году проводится в 6-й раз. На PaintExpo Eurasia в Стамбуле было представлено 85 компаний из 9 стран мира...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgAEBQcIAwIJ/8QAPRAAAQMDAwMCAwQHBgcAAAAAAQIDBAUGEQASIQcTMSJBFFFhCBUjcRYyQmKBkaEkM7GywdE0UlNyg6Lw/8QAGgEAAgMBAQAAAAAAAAAAAAAAAwQBAgUABv/EAC8RAAIBAwIEBQIGAwAAAAAAAAECEQADIQQxBRJBURNhcZHwIsEUMlKBobFC0eH/2gAMAwEAAhEDEQA/ALS6UUJiGiM7JdefCYza9j8cFI9A8EHGhnrKmJTFmuU6Kt2O6+Glsx2ShSMg8+vA84H8dGcOqU6lWo1UZz3YjxYDbjzihjakNgk6pS8+v1v1dDtJplKk/DuIUBLcI7iVgZG1H1wR5zrKIuXHhVmusD6xzHFWD0zqyroobcirMPqQpLjPbkLDfaKDgK9PBGMc++iq2oEL7pdhMVZqoU+S4EPdhaVJJ+WRnBGqt6ZXdadftE0dme3Gltxi7JTNSU91A/WXnnIwRxnIzolsepNSpEyn99Le9QdijalsLSk+oowACACPHsPodYure6nOeU4psaZWV2Rtqsig0ekUpazHgs5xgFSdx/mdMbvdpESnPzqo7HixUD1uODgZ8fUn6DQXPuertXeuntSQCiSG1NZKkbOCOAOFFJznPuOONENzCdVredciRXcMIUvuJHO4AgFJ87hk+NLJqH51B61Q6NlZAxw0VH0Nmi1GnNVCmLjSYzoJQ62Mg/P+P00P3zBbMyA2lJG4ODKRk+3tqe6fwJf6KiQ6l1ClOuLdyk5z8znnwBz/ALahZ1SXtoNVkFKD6iogcAq4GM++SMa0RqGB5TQG03hXys9aeUu2rZctombKEepJV6UqdxuH7w9j+Wotx+g0OOfvZccQVuBJaYytS1ngEefbPOmjlaDtAfjvyG0112YlpLMoJLpaKikKAUnlO7jOPbGedQfUa7LcthaaZOdgJmuhSCtY3JZITkFW0KwVEAeD50QMzkKFp9tILbgM8gmrriSKBWozUqG6FwTHCWyBgqIGMH5HjHjjGg9qn05px9Uactp5hQHba2kjOecjwNB/SXq/bdVkO0ZyYqI4XS1FcCFJZfQP28kejPIwfp89RdDvy3bfvGrtVGvrqbHf7UeNAgKLkcbsK7gOAFcY8gAJ4HOkryaglgEMjbBzVUtWwHlvTajyPIj7JAUh3LAPcXIZWjGBngkDI8ePmNRfT+U8+4VyZnxTxlpTvTB7KEoVyMc54HGT76p6qdZ5FCk3TGVSJjUiUlbcB5SkgtuZIS4oHORg5A5yffGgm0+rldo9ajzlNmQywFKdilZS3IKhj1bRx5Jzzzpq1w/U8rY9JjOKs50yBlGe1bJv63adFtSfKbKlyVJcU3tV6gNhwkD3A0tRPS/qPTupdg1WW3SExJcGO426w4vuBGWlYUg4yRwRyARjS1GmvXLcpcwRShTtQV9pWuyofQpqPvDZkKhtLSBgqTt3Y/8AUayDTVzXZjSIiVuPuOpDKBklSirAA+Zzxrd3UbpZIvnp7Eo8xxyOtURl6K+VZDbqW8JKh7pwSCPkeOdYuuChVuzqquBNZQxUadI2r7awrY4hWQR8/AOdbfC7iFGRRBmdqEylTk1I09mu27cT8SpwZFPlx4L7nadSUqDYb9J59jj+OjbpbfHxl70WAJjqWUzW1gHkNlagle3PAyCMgedBRqtWvX7/AKlck2RMqrdNBafcwlQQleSMJAGOdQFutCmTkVBqS2qTHHfaO70pUkhST9eRpq5b5p5t6ur8u21fQG82oUiKma4yUOwZja0dvjGFpzk/UAZ+YGNNrguCqVOhzqVY3fTNjLZ2lBQ0pCVFQIy4Cn2z45x51SCOtFduVlEaGimMz8rccpzhKESRtxltwkgKGMlKhz7albEk1VPV61ngkoXLgFc5iO6rbtDZyVY4UhKvnxxrDvsmkQuV/KGMAZgCcesY6Vo45PEOQI9Mnb5FHdKk3zbzU+pXVKdlQvhTvQucl5SSFpwpKEISlPp3AnJ1RH2jbrTIv6n0yGt1uHCix1pabWRhx07/AG9wNutI9SZ+23aylZWltlr1KQoKUAcY4Bzk+MHWLepa3onVCTLV6jHfjK2lXPpQFAfyH9RoXBOIWeJ3BetAwAdxGSAf6I96BqirLzARBHfrPee1RtxXHVJbaXag4+9UMBSZryyXkoT6UoBPOBgH8+fOmdwVqbV6Y9NqLpkSZUjetxX62f8A4aIOvF7s3/eKa9FpTtMbTDRHLTjoWSUqUc5H0UOPpoKSxNkQUx22FENAufL05xnnzyTr03J9IERSRbJM0edJ5rkOhzpjm5xpMhhhLaR5JUTz/T+Wj+vWNXKfFkzYzTEkvu/FSlJdAdbUvkhQPkDnx9dA/QoTI8qamWyGqYl1l1x5xreEuJJKAE/tZxk48BOdWTdk6fclRlLYqkaNQGVJaekttbnCtWeCkHBUTgAkgJyM4Gs2+1xbwCmB1kfM05ZtBrRcie2aom+yz+kK2mllwJQkE/M86Yx2Qac64QQoH/T/AG1P9QbXVR3xURUVzI7qu2oONlDjDmD6FcBKsYPKf6agpUpCI7Sm85UhJI+Zxz/hpxGDLIpVlKmDV4/Y+qSkTLnpK3XUtzKM8UltWCFIyfP5E6Wor7L1LcVKrlTCFBmJTHEFaj5ccSrAAH7oJ50tI3eHeLcNzvSdziHguUHSt+UJbX6OU4Ej/g2eP/GnXz/+0BQ5tS+0PX7cpwUZE2q7WQo4HrSF/wAhnWlKfdFddpENBqcgJEZpICSEADYPkNZ/t1Srp+0TU68VKeagKefWpZ3ElKO0jJ+p/wANb1jg17SuXYiWECkV4vavBigMLmgPojR36pIuGQPh1NRKWsupedCMpUoA4z5O0KOBzxrjSenK6t0urt00+T8TKpE4IKGwSh6N29y1p4yCnIODzjPGRoz+zdU6PQadedYrHcXGAYjdlLYWVlRdPgg+yVeccZ8+NaOp/TJyndM5i3a7a1Dbr0YrZyPh4yFus4SMEDJ24z7nBOqXVDkhSZkfP909duXUUcoB+Zn7VhxxLsyntqaClPOBPaCfO/cBgfXOr2upT9Hr1JtbtpEmLRDHakJA37y2krTnzxg8/XRLbH2Wa5Q6vTJk297SVHpbjc+WAtzPZ37t3IwEnbwo8cHVpXb0jodQlv1l2u24xV0fhCY7JILRaAUtPPCSEH1cZ2nnjS404e4rEbV16/dQ8qDBGdu9Ub0tviaur3JR6lFblMSWe1JDbfrbwyEM49QAR5yeTwMahvtE0KmQbWo1TS+65OcWEo3JSMp7e5ZUQMk+MZPGr4p3TKkRLcjNNXlZqag48QJaZCR3l78lG8DcrG5Ixz7a4dRekzlwdN10dy87QalpSlQmSHztbQHdiiFYynJGzPzBGrabhem0997yLBaO8YwIHpj9hS34jUfSqzyzkSNu/vmsVVKly6ZTqTUnlhaKgyZDSVDO0JcKf9M/x1cV4W69ULZoVwvJBmVCM6ZfgAkKBG0Dwnb7fXVzXn9n6FX7CoNs0+6bXZq6IccQnC8SHghOHFN4G5SVeo8fT5a7VDotVU2XCtx2+LVZqVFbLk0rfUEtoUCNygRlI5TyQNPpyHJGYx70S814wqbTnzwapG+oC7GmVKFS46XIDwTIbQFFJS2vKeD7EZUnPyxqD6Y3azDjVlmvxEpotRccK0tIUsNuJQkHA5KiQpOfmdaR6kdF594OUyNBvC1W5i4alhKnlFT7RwdyQnkoBBOfHnVX3n0UqVg9HnrglVui1tv73S625TitSChaO2obiPZSB4Ol9Xp7TuwXrVtDfvW7Sm4MiqbuSVUKra9GkvPLdbblvxNyk4K1NpSApWSedhH9ffUNT6aozoCqgw6624pCikJzubKsYABHkZGjqdDae6KwX20o7rFwvqc45T3EDAJ/gP6aeqpUdiVZzgUtbUiEyXCggFJS6oHzx5I0M6fkWBtAPvRF1Rcyd5I9v+Crqte3INr2tVGYUT4P4tLjzjPeLgR+GQACfoPGlqVq7uabN9ZH4Dnk/unS1vtw5bKqgrylvWNqHe425PSmNKdUKdDOcDsN/wCUaqT7OTDi7muuWClbG5DW7PJy4s/yxq1Ib/Yo8ZQRwGG+QM/sjQ5FYh0i55suhwGokGc03vaQo4aWkHPGBnKiSTycnzjjWvqUbxbUKSMz5Y60rpGHgXxIBMR55oS6S0iVa1QuKm3PTFx6NUpiUMuPoHaccZUtQSon2IVwSMEjg613cT1q3XRLbgNXfRoaILrb8hKJ7aXUo+HWjanOQFZWPI8Z99ZluNnuwZi+66Q+CXEqWSCfc85wfyxq763Q6E503dYapFKckMWixPbbRSu06h0JGX/i/wBUn37fk4+usC/om0twFtydx9wcV6SxrfxCkr0Awe/lGc12qNrRGV1mVEvW1Y8CbTXaQ007L9LMYNJbjguEnKkqSCRj9tXJzqQodv0WJ1FFyrvKgvR3Jkl5+H8YlSVhxkNtqAPG8eoK9iMfLVX2OyIvTY16n2nAuary7hTBcalQ/iNrAa3BKR+wSr9r66fW9X3ad01vCSq1qBGm0KbHYjtyICXXGO66sLQtavUsp8Ak5GPfUsL31LzT/j064z/FWW8sKYjr19aOYVEhMItYwLstV1dEjLjzAiqdoLUpxC85SDkYRylWM8a4y6TSEu1lcu+LPiCtVGPOdU3OQ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today!","preview":{"posterSrc":"data:image/png;base64,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КИ - безыскровый антистатический наливной самовыравнивающийся промышленный пол - https://alfapol.ru/catalog/bezyskrovy... Ровнитель самонивелирующийся В35 Рк5 для устройства 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Floor coatings give industrial protection for decades to come. For more information specifications or 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онлайн Видео от Группа компаний «Промышленные покрытия» 59 с. Видео от 3 марта 2023 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 35 — 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