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Сетчатые медиафасады

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Медиафасады и рекламные экраны
Ещё

 

Сетчатые медиафасады
  • Производство
  • Монтаж
  • Сетчатые медиафасады

Сетчатые медиафасады

Такие медиафасады выполняются в виде гибкой, легкой и прозрачной сетки, на которую крепятся отдельные диоды.

Благодаря высокой прозрачности (от 50 до 80%) их конструкция способствует беспрепятственному проникновению дневного света во внутрь помещения.
Сетчатые медиафасады могут устанавливаться на сооружения, имеющие нестандартную форму. Это позволяет обновить наружные фасады старых зданий, обеспечить эстетически привлекательный вид. На таких экранах есть возможность транслировать видеоролики рекламного, социального и имиджевого характера.

Подобные конструкции также могут использоваться для создания декоративной подсветки архитектурных сооружений в ночной период времени.

Основные преимущества

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(/figma)-->Небольшой вес нагрузка не больше 12 кг/кв. м;

    Небольшой вес нагрузка не больше 12 кг/кв. м;

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(/figma)-->Удобная и быстрая устанавка за счет специальных тросов;

    Удобная и быстрая устанавка за счет специальных тросов;

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(/figma)-->Не требуется установка доп.конструкционных элементов;

    Не требуется установка доп.конструкционных элементов;

  • 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(/figma)-->Имеют сравнительно невысокую стоимость конструкции;

    Имеют сравнительно невысокую стоимость конструкции;

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(/figma)-->Обладают высокой эргономичностью;

    Обладают высокой эргономичностью;

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(/figma)-->Обеспечивают требуемый уровень вентиляции;

    Обеспечивают требуемый уровень вентиляции;

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fyOvJaMEbmcGxqwBqBArF1tkz0yEuVuit7CXzdGHlmsISlmBd1f7yJpcvjOXh9PAwgmCZ15bXsL7QWoVUcOY9LFTpEVOdZR6NjjOHWG4UuhSGMcfFEkuWsuRk6Pun0qRRO1adbry4Pp1fy0WYwN6jMSYbqRlzQc5uLyMW6oZYhqQyU+FLGZwc7k7HGftUdTAvApmGcyYpGRi4VdK5Ahp/E6uBg0KxOds8GBqG2ig5Aw4ZBWo6WDuEUwz9eC/GdRaLN9b2knG8DcuHlaZqUM1sYEoaUitCrMStlKJ6YJWxT5GAyHoeWZfGCYLL/IQyhNPgaJe32V2QESEWkvs1m06wzXqilaPJ3pil0wloqhxXk7SXD8UjRJg1LbWVf9+JUuxepqhhjtVc5exod5ykB2DGeSltOA3j6LBdSsdJjJsnyd5zYFcq7N0pKmFvby+NF9jN2jwaJUeMkfUy/i2hKeLfcsiwp8zQmexNsQGK25aQo6PMtuAIHuLXlAON+DgZ5tXuvOrCtFyV26WFi5K6OhoKh0IML+zo1/SHfh4GebXVH1vWzkAdxfKmSeDH7CCzwxZnxjmbx1iYM4L2kr0EDoE9xlea52sQ2mlzCCle5lkhGeB5EJKoy7VA1SovcUnCxYjBXl7oqqFahHXklPWsWxAvZYicfrljdnvqSrKSCbCBgLU/ZxhyyqIrZilWzZosXpd1+ZUFtOxlSJ5hoNdQfIkrl9MY5E+RZ8nN2SxGuFBeYuwWaMXld6DKEmXl5tKNcAIrHSoqFCfMPm78qqghUMPL3lJlsKPKDIaNs3u+CHBkw2hTYaymR3t7KEzBmNXJp7g8S6CIVeRAc1FLj/fpAV2ekdgpdJED0QjfCJNEzz1aMLDyMMI4nA+KQ8R3J6g7SbECiuZ0PowD9dwFj7qWAr2aydLfzJgJw2kOuradlfLM9o55NQAg2+qg4fMHoseCEl4WMuLrv4GwUThHbXJ0GMCtoIxU4IjIXAlZSqqxAU0RwXf/CJ44z3orw0yXqzM6KN5W7hNrmwg+2IRaNoksWBXHkQdnxy5dT8ofC6wKuPGpYwKPEYjIISVmaUpbQfa2izqW724TY2Tv9DUbb9qqClDHrR8FM0BL2dvOsg5Lil8lluqQn0UjmFMlgObhlwRQOVbGLcSaUmKyT/BOV1a28E0ZmrNq60Z8AAuDfsAPb3htVaTBEvDSMdhp2XCCltNuDNwm3sA4jMIZCt/65w7SnA+LOSM8H072zck+FIU0E1Gs0jUSvI/M/Tzg1bzx0X4yyb6dqQ60AHl1Fg5Br2khPTXmx+PoaDI8uMUHh0gzYdYAYdJqbwDW+BMOnMwTDBhfUocitlS1YbSPfXv27ADphVgWhgI08v4Z9JkXZF8kapWuJnhgwY0+J1Ts06gHJxFcZl0ssdWo55QGu5yBeuC5qExfU8fDioY0+tvKRHg1A/XA8/BlcRasFR09+O1DhIkFgHMK0MjnpzT5PtJYtBr1HXDyInU+X3T04AtGMCUYOmwHR4m8rdLVBGakXhu5OIh9oezp4Y0yYNkTpiNc3O1nkJrYOkRcwPhFthrViFWEsE6HkzvOYjW5zS+d1NXBCJR3nkJoomY5vau1CcXedQapiTeRpFUN8+5qX5O0KinfY3JYDzmwkGh/Hs0OaCTYjTXx2JtQmnCrwObV8zXxuJtxmnSbnuTQW1Q2BsLHn8ZosvZhgl1qJ2hA8gQ0WU8Pd1IVibNrxJp4YrWvSboLBPMQp981zA2Sr6r2NYl7UPyiAJsBFuq4eKJ40q3w+hMPPUxk4lo5EU8SX13paoKHNMaKZuLJ4slFRw/6uq9+L/EU8TVlTw8HFFHxahUCiKeJp9wCrT8Ii5F+/uuGp4uvPYPUxD3iLUQDcbd4ag7roT67lYz+seLrTmM02c7uzT/jeKp42s04TXrlOJu7VCAU+/VnsZr8KuL22GM/FS+VTy97evhhEENTGgWCb6j2Ncl30kOya9KLxTPKnh5+IS27C8fGdfUbc1gPfZdaKiPvy6V4Zt7RYy+KVZ6bogwovymD9cgA0XeEg0n9mAMWJZ4pvvkmlCZ8sfb2IM9Y/kDKbzmN0nQRZzZVAErhgeJ+8azTGE22Oy5yiRRFPPmtlb6mGOrLFheBSqm4VHb1+EidnzhdVsQ9GagH4jKIWFlKcfkmlCbc4/5sxtPDeDE/QZVQ3ltFaJp9vUU5klT3nUZpugN4f/YLiueJpOjowUdUP4sf8OFr1b4mGSuUF414HIPksNrXJBOeiwj76lI3zTt6bKYvcNQOSsbiu8uuHp/vsa7SQRhuJKkK9gjL6RmkJl7M9UZNm4haUqCMVHQ1wbHe+A1IqJWafw/q60pwC1iEOuW+4gXihkJuoTzDX3VsiJNU50RKyjKNeqUUjyapxnr6Ske24Po9gIoPqvfGl4zwVnmcj3DBvCl/b5W8r9MxnP4vpcdk74gWspDppM2knQvEHN93ahTi31gcReMqxctUhSgjwZqH85ihAjfMKtX3V6lasAV4EWJFleTlVRJ3jj1GyJN4YaiggzFO+Xj0cDyfYugV1aFu9kKrX4dHeIc4O5hZl9hD9ejsaBMHCEUXB3iyqAwjxKfiEVSZKrgiLx3jMYNmhyX8qZQ/JhH5smsv8zh4oo+3jRnukuoGGuA4XBQDP1EOlGajfBHu+ZMSARDJTDRmEoHV/pScHqvCB85mvYmKyU9ndYpGDNXj0RwzY1d/RrJugyQSh+501o73sHtldgBf+tlTBD6j6U0UP1dSbEwXi+nhLbj8/M00t2L0ypKoHEmYY+DFGYuhP/3CzTQhjp7TJK+ituhiWGEKW0TEiXAS0L9+UWrbhv3qEgj8F7pTlv8qiQAP0mxXVDHi1RJPPiUuxAagMvHqCqpRFil+RcZR8bOSNsoG0DMuH+XPRLp4CRoqoYPD6XTBigs+e61MJgcwK9Zcx4GOxdiu1+ToQAXMcuB1+UAIHyvRv5ujbRVeyoHXFwPq6CoHfi8f4LlRot+QoyvyNPm7EIqB8bfJJC2GoNNfQ18P5pjfkCkhpYc3Szxtqe5pu3u3PMqLSVBDNSj9lhzjTISOMh98MV7C8CU06er7ax9lBBh4FpZ+P9vSgHNUtvPtEqdsZagMlG+VeBNL0tMx8o0yVnqjUs0U13kCwP8RKIPpHtIgSJWxAvqPge5OJ73ZCEd2xuJPMjFhcrCPoaLGqPDg8MMSh9MAS/gziYIFDPEgGY8gViM5RmhgOenPK8blIeDF82NU8skXU7yJjCbYRQwq9Tah4BLF392ti7fQ/nW0yApZr5VYdKqYFFfhd0ioSEUOiIVvQ5CLFt7ryunD5DBGWgEbfUeVshOhg/+VR71TopOPVJzhXXIU48CaqD5uL9gwJCn44D2VApDO3ZDLvVfe0uY2CkrY3ftklN3E3yXxHAhtnT662ioH6meGsYSTbIKV4thAVy3uDRJvhtNjJUgeltXA6yTeELMB3sIXYJwTYKven4+V4jjlmvFgi/fGMxRmWQV7vcQ7pDoSMtnW8Ry5gHn1sLntU1Kv4H1SX/y5IuhKfgCPcvsIdiN34oZN/YubVMzkBwv83t6pgQ9VNjA4mB6NR8EhzhJTvRHRTD8sU+YTOrt4Pt44Vbe8VWRpE/bwI3oIwql8vRz4qB7YUc8UDfEx3dWpNvofV+pAUFFVGB8vozPta9hd1hE+kfdVvPkkDDiLxiRfx2tpklqXIemncrp41M8UtI6XU60gblRRLnmflJ8GG4gPs5wHRzO6chalGJlMHpcMvMwfPqPFzbIs+CMX1cC7a8EgzTh8GQaflcUzDtSH59lr8Uk4T/b34cAfkuJzkD+g52/CEmag/3zpkBXDSWF08gvyeAoPtY+xeu8Aj4vUzxdhLSg09r5MgPxSWaiusEPJSBeAYvKCSQpDD6SwNlkrPrHVsLGclJ+GQMP1ZQV1ysdR2CoGKi5eO73s+i1WslTaYhlMlgtZTMUSr34lWZHzVMw4BCmOXaPEVKU4dejWS5pywooUt/QIlnqzCKrYNFlOzTE6pq7Sose3DA9rZ8PMuXLCMyF8PVNZQ4dmsbRtX91wTZ/1UdHrbnfdHdQj+QNQFCJVsV9e2XCvoFRvAza84D40tWDHCa3WwFM/o6tvlxthsKjI51oUjyV0qLDZXB/AVrYgorZcw9BvkyorhcKNfhJfp9Xj3WMYTY6jlCcw0jVEM7zrCTnDgTXGeo5Bh4UYqt+IuVCWn2r6o03Nra7+EQVZ6X9H8Qwh9bhi2p4OlcKgPqOCDnDIKqXzFfXKzRytcTK8JvAONUKcxNslrJLfa80WGyKNCVYP+uzAQ3zUSYMRamUgZOq9FLI21VA2gzyYLtLZdJF1jfR6NMvg2s0fq7BjLE11L6P6SgxmudE7pTNlY/Xssw2UhWcoGiycEZJ4sQRdp/AmHHKMJtiwXXhVgHtTzLowpstmTxHSJJaX21yZcQqj6fo7mXH5Nl5SAlqRRCbfjo+xm/h6l7EQVQuWkZencA412WfxUjOJrxcd44yMDcpYA5SvBhisJUlbmtKZdOPrNy0BixoVwn0OnndaAI91alg3f97n4PlHiW1uuL4GpeV2Ok6oO8bpT7fjkz1eyBEGZ4rLl7AA6HwfAvBuYSwQDtJFdDhDJ3sWyIIqPtk9vapcsbxX3ICxGamiL0wJFXs9t87/YAe4bi5ypWqBxBfA5yw6gB5w2fkPaFQzzYRIxX8iSleFrCsLR4ZQ+spSD7FE8xHGnad+EJ4FLB2vJ1QEXgiG2RWxjki3H+tItkT3VW7+Uej/UHnpx1GtT3Pfw8P66nQXEx1DLLEi10Yxo0dX8zyH3cOGKl9McZLLdb2M3P9SHN8SJfjT3pLi2Ja3Yao5pF0XF5RecprMXmA8t5/Ce7fwGHzui4uLnCRn36A3wgnumKFXbkwq/kvKOwMIjLMYReiHjmJUofjehPiP1XWzSIHbIxIZ7DMRWr9pJ15E4BEJQ+7iHQzJRDxmskULgL47UD50Koy7KSHsUVa3w4AICqhNSo7ISGWdOsj7/y0lnsLBWxzL5RTpWDTOtLwSDYdgJ+piNWU2HMSqVomRtbwfctoHxbm8byF5wcYo9HPF+gya5EG6JM4rMJO8z9/3oIvMhi4Dhhf0xF50Mp5GIyBuT0/pK4Gg/yPlxcpCCtX8L94x9sCpj7wIS8d671TcndSjgqPx+MQ9WqTJKLYnwzEsZLLfVE4qxV2K0IMKEex8cff/ARQQAADFmXmUFcUVxm+/2Rj2fZPlEXaDxHFBMDOPNqJZxEjcMByj4zJKUMGjIpNooFiGRVAEFVRAxwURRUAFGRVmSjGojIQ34CHjghn3uCG4L4j53dvvPTv/55z0sbhff9+9t25VV1X3G4MgIXnSctfO2duKWy0Qd+acQPq2vmpKydjKa8Yfd9nEY39/0hljRl955FElkydLB+koQX5eIJKQ/KBg1KSLJl9RMfEaKQyaTRORYmkr7UUCsZzSR/ITBWMuuLQiWfKTR0s1XGbaBBrQQfFRU1+qr882JaaQqKSxuWYKyNSq4IyKiyZfVZE86dqKq/6SPPOqCyZefcFF5C2STOYWc8XlzRQJoy4WSNcJ1ktVIG1bWWUdpZPqnaXLDPhu0/mnu/TI7ym9pLckqfdn0lf6BwOCQBLXfXbgQLZpljz9hzEHMlAGVYncnBh8+qQLJ10zSU6tuPjPk6+Q6O6IzN3hQXpxw/yG6ena9FPp9Q0Lkw3TG2akN6braFsaFiTTdQ0ObRP/rm+Yk96SrjWHmiRgRnLYkcn0hnRtcsSx/X8p+dlxFVDXTCnvn5gjc9bmST7clCL+SRZI4eH8R9WmR1IIO1XkRAmCxAzxt8SVAMUv4zElYOtpOSWBIi0lyEvMkitHxJU8FNeXx48y99a4kq/KYRIUoCQ/iSsFKNJJgsJElTT2iSuFqvSQoAhl+O/jSlHh9SKHtLYq6XdhXGmmMdTWDCV/QVwpLvybuO8kKEZJPhpXmhPj20vQHKXr63GlBYoM0JjZkl8QV1qiaEwLFNc9rrRSpb8ELVEqS+JKaxQWE+Mh5tdxpU1mPM1Rrv1DXGmrMVTQCmXi+LjSDiVM6lOYLd9MjSvtUfQptEapvS2udFClIMo25KG40hFFsxWgPOHjSicUfT5tUMbtiSudUVy3aA7O+TiudEHROchjGT4YxJWuKFpbAqVFq7jSDSV6cnNkZpe40j3z5NqiTOgTVw7TGGanCOW9IXGlR2ZGtYI3S+JKT2K0Au3n29K40ivTj2ZrOjmu9M5ka4fy2ilxJUk2IVt7lBFj40qfjKLZlv7XGv1ZJlsHlMWXxpW+xLiyqOpvr44r/VTJZDt3Wlzpn8nWEWXsrLgygBghphPKxoVxZWBG6YzSYVlcGaRKpQRdULaujiuDtZ/3pVlxcRBE51j2VJME596QvI7nd/5iz2sb7j9wxA0fXDx3TXLZhqUXrsyXgn8XocpQWcmZvz2Qeg7+wq6fJngFyK1lHJiSiMCwkQnx96QU5In7lwHxP6akejCEtB0pYc+RZn1+hnD7UxIWY19PEZIAvEDYRylxWyDCfIiNeLQk9G6I8o6AeSmz7swMIa+XSVMe9twykr5PPJdfbTZTGVcg7jdkuj+VMCDbywAPGaCjFwyIvELPCfL6DyCSKbPWkQK5D2JdLAkgk9fvggrvNYBznQEJ0wQ1QcibpPmEG6zk6dgBTsffgO0MET4L6MHM3GM2yp8Dmux+m/ATYGvoS5YbIHCLAZE9tEcg/D6Ie2jfE7cAQmdRrqQatSOyRD2jZZ5lNMN3OwByvDiScpF9IWoWhEVUoR3ngPYXSHIEadTJd48Bc1IpB/SKKvdztHKAPMvs+2UGmIzHDIivxe6D8PX00Qp/tcOo2MD5qHW0KRCOEDeHmxV4ZbMCJK2zFN6EspZEstKAyAbs20psBbSkPUc7mrjwBwNMykEyCu0TiNW4+jcA/crE/R1bWYrHGkByM3NiliKGGBB5mR6mEiK9AMWQ2LCK7ArcfLIrCF9E2Y3dB+F+Tr0sfE+pWDwYGkDCvSkJv8bDfw94jfYDRT2SIhk1A3BlEJ4bHZXfDRGuBLyFqyZ7C8JdYEDcCZA7lOiDO09NsG6BJgP4GSgK3BG0EDUB4coBzJkmU/uKzqjW7+ehKnCPotyER4MSOwAHiO+dkmTAQNw5ZNaBLDKLxwsGRD6kmP2EJAu52UFIEeNfTDHVADcLRQFL1A4N+YIZdfsBl9P3buxzpQx1E4A592THkr3EgEgjcz+LEKuwNSTWzya7gXm6Ym2s2o+BY2kn4leoxCWAtfgtMkvH6w2IewZbhIduQTmO0rBkiwj/GCQefjuEWwdg0kNyYEl6qQGRUbR6JfrQ5ePcqJ1F40AVNxXibK3zhDjgYbDSGFMWhLqfVMoBdy/O7toMkG0ZyTUbGYGQguRGpGrOTy6Y7TAKMp3K7jwq8J4bziXxmwGVpeKfxP6OWfDLAUyuqzDLCDoaYNBU1h4POQbwAA3ruugYATIRr1exN0Ho4tIF6habZd9vigHZhItX8BJtDW6NEGE1Lu/S5tLehdCpBIgbzZS+qsRR3KQJUetTDP9CCvCqAPwelDUU8KES76OwiWQAOezF80eSsCD9fLN097QBcf8k2feE+M8h3ubmC5oetwrkO8ZrYAw9HMI2K2UQCnRKvTcgLLPrQetwlpsNiL8buwvC6xP5EmITtit5DUwFyFIDdDDBgB377hIlKFtO40ZtvywRQJRhG8kqZwHoJtMvbzCK8F+nolWggIuHzyi5IuBOplM3IwvaZSRZXopV0AFpHL3pwewmIS9gCc5XYij13wWBlZossReCV4r/UokkN+xkNz1WAoCqpD9pn1AfBSvxSzHTd0K4sfjofE0zG1X5E3hDwUwDBI8zIG4k/noAajb/PDdY0tPRGTThWeFG4PIY4GJ4GpkFJsmC0hjQqi08B+juNZ3XcAmRthVGGBB5i3n4qz6GAcxUESQ2dJoJwDspUsL1KItwTSuRBuynVmaqSViB2SUZLjTLdGwzIO4d+t5PSHnAHt6RMmsnuAIZD2BRKCBmMEBnYAz2oFZUCVhLEXeYxWOrAXtcrjux7hBEDQovJXuQTCfHaCmxNQCGlxmvMJ1am51rlxsQOTUVvQPcUIg6iAGkrSat3xYDshIXfV9p7/p06IMOHyRGk0RZ7YGFfAByEfY8Qha4vSRypTHAxbBnU20W2HPS8BzQawo5kxEmkFRcEXDjMqlygCtKxRUBS6VSDvgV6kx4DpikXeSAXl/puW4ndA1+stwAQ95i4P/wqaaIlRhR7GgmdpkBHuZjBuR/8fFVrRtEeLvzciOzgha4forrdDLz3EWXkn5HYyGuMCDuOOyvqMrAmFoyVjKqLIgGMzSVAUfj8zn53Xh6ZYuE95ql0N0GxNOh24eHVuBfxB3Lq4RYALUJb92d+OprXEHIgEId3XaIcB3KmxCLzJLlHANRcVtTmSo7ozgU2064YqlgrQGbKlegHjsBx9CwdCd1efQtH0M8h2qAvoXs4X0QISsjvBXyWawdtgdQr6Wp7ZYlVtDlLmwzunQbAMyhn24W4iQD4tpjB5USUkdBB0ttTct8QqQ7oJGG5QRiQL3pMkl2BfIjShlWX1hsD3u9+5lmib3TgMgq7E6IUPv/loekthc5FGgN/kGIsUqsgBjPgKrM0t3RMSDVAL7TFNDfOqRqmtpnMoTsItt9Kf0apoDbUd6hzaS9o8T5Buxbzr2qxCDc04SpfYbsUsoANJkC9y7KHuo9qMRAFq2uGCYPC0HxAA5oYg+pB48o/JAQLM9MnrSt/Q2E7jl9NXFFgOfMCrgPMJjgeWYZQD8D9iPBnQchKWbvBgisf1rLA5TbysYtB5DwBYR34XsibTGE+xNKFW0erQrCFj9EqAXMJ5uC0JJQZA7oVaGVv5AhQ46qHODCDYkrAm5DClCaZWZTchZYlEo5IMeoM1EwUqUrPGzkvaZ/DlDgewK8TmhPZtivSEk5fwZwUyHaQLgT+OGgRQwjwS6G5K4kJcvcrzTLLOwxIJ4mOyGa2MYcoGbdxCyh6/YTPCawKt1LAN0ES82S41cG2Ah43YgHbiJdILGcvQwAwGEcKdVCZlR/GBXKZLriTxnCOsRGowII87mUDF6DZhoQdzFBGyDcidyshjwGYonmB4SzUBTYEXI2tkiJSm7WU85SsxCPGdBFq79JSdYAMZgbtZdlCLeEhkf4sBKPotC/5cC+qEdxyNsjvANVgeuE8hFNjwC/A8B02Mml86Nf6QD9lSwyBw85h+loB3k6xG1av4KXSaYgbMd0vMHfXfrp/BxOIcPpapFZiB0GbOOU94do4s8zYXsadTB5zKACvkr4Tq1nBHtJa4CfLn4L66EjQZ6tn0ziR1osaS81IHIKU6oe8gv6Ybda8W+TVoG7mWQK5Je039GKlbgEwMnsSYYldp0BEbqTAjyknlgOJI8V3UkKqEwabctPx9Xel+8xL91wyaeNJs7mdRpNyVXESZI43RtNBRSfBQTzQ6xrHPSppZMviMoB3WP22zUHVLKPcgPVAA3PVKN1nYaTUuHOGAhfTeE0PwPCeYzsAUrVg0KG006jEb5E96p9xtyOKqth2Xt8u6plZEkD7DmGrMtIji+z80WtfJYhpAVDWcqW6aZPpAGPQRC9UlJ+JIQ7g76HQ9xoFo/nDEj4Dnl09YTsfdcGAhuVq+BFsitwp+LWSHuJuXcPA/xT0S+g8GmG2DUOtjJ6N9gAvjcAtlHNKmwnslnHv6Y9zxBv16VnNa1CCu82YK9+9h5EHcRmbjjUZCc1KfDvoShwHHNuE0QHyhfihEXJGaIWosKAvQOTnSC02vLmEFhvHy4A3cByMnazEhUAzRMVFG1eXZxug/b9A5Osx4598WcBJxOjvYiUBk4jsolUMp00n8JWm+WZv2xA3AHIHRChVr+GwarVnw0K5HM624fneTp1/wBwFngOGCzEbw0wcOzxeOiPQV0Vug7dKK1xGD2MIpl+Obg2uJ1Le09drwPoUJaYJZkebhDyLPYQhG8ADKQ6tZeTQ0G4lDye9hCEPZda2iJaLYRzBjiq8XgSQlhm4UaI4RAPakH0wOxJXYEwlSfTnT0sgOvLcGsghkK4Qt73rEZ3iln6nmvAXlPmIY+TUUOw5e2ZagP2rQBgF0SudoIRa+tjtFk8ig2IPEW3rytB/+EBCGyyuSYDUBk1aiWWVoEXSuI88V9p0BGM7eMoLRaPywxEr1D10I41RG1TMWkVkDZSqg+jelylD4QQWz6A7KeYhRhiwI6vJl2/2r8jRG21DlhBOacsZ/XzSEelSKtgMm0vbSFE+Dkl3c8N6xxLFjIAJCS1eSRLAISo5dzmxxKAnweRIrdxgODK+iEZfwfX5eZJhiUZswzQWeYFXhr1L7dwmqttTTIFVCa88z4DaVoF+udWOYhdRVrJI10lQZq2EsLzRgJI2AW7EqKJonVZm21FWgWkjRR3FolwdRMgksS6aXRFMizJ9LCC8N9Dqof2ryFmjySZgRZao+53GVfG4x8I2AioJrqpH5MdkpfOmPXIR6rsLPjO1gtj6M0MapclJC5QYhRJefRmP6NbBXq2qoe3z2FCXAPJyIGFeNJANIHmMY5ZIkRtlEOBJl3M5Fgvm6x/y6GWih4lpl8tQ6gphd6CzxiYu7fo30I4DpQgv4Sbo/8DU1OKq4KPGK19/SgQBft5oG4YoAbfHtjbNThB1UFtth+R/wA=(/figma)-->Высокая степень прозрачности от 60 до 95%;

    Высокая степень прозрачности от 60 до 95%;

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(/figma)-->Установка на различных архитектурных сооружения;

    Установка на различных архитектурных сооружения;

Производимые нами сетчатые медиафасады

  • Показывать по элементов
  • Сортировать:

Стоимость сетчатого медиафасада

Цена на фасады подобного типа складывается из следующих параметров:

  • Площади рабочей поверхности – чем размер светодиодного экрана больше, тем ниже стоимость квадратного метра;
  • Требуемой яркости используемых модулей – возможно изготовление дневного и ночного вариантов исполнения;
  • Расстояния между пикселями – от подобной характеристики зависит качество транслируемого изображения, разрешения отображаемой на экране картинки;
  • Места размещения – сложность проведения монтажа, необходимость использования спецтехники, оборудования;
  • Типа установленных элементов и комплектующих.
Сетчатые медиафасады

Online Калькулятор стоимости нашей продукции

Тип изделия

  • Медиафасад
  • Экран

Выберите тип фасада

  • Реечный
  • Сетчатый
  • Кластерный
  • Не знаю
Длина экрана ?

Размеры экрана

Обратите внимание на место установки. Измерьте или прикиньте на глаз размер и определите формат Вашего экрана.

Лучшее соотношение сторон светодиодного экрана то, которое соответствует обычному формату видео и компьютерных программ: 4:3 или 16:9.

Пример экрана, в формате 4:3:

  • 8×6 м
  • 6×4 м
  • 4×3 м
  • 3×2,25 м
  • 2×1,5 м

В вертикальном соотношении сторон соответственно.

Пример экрана в формате 16:9:

  • 8×4,5 м
  • 6×3,375 м
  • 4×2,25 м
  • 3×1,68 м
  • 2×1,125 м

В вертикальном соотношении сторон соответственно.

130
Шаг пикселя мм. по ширине ?

Шаг пикселя

Чем меньше шаг пикселя, тем более качественное изображение можно отображать на светодиодном экране.

Для того чтобы подобрать оптимальный шаг пикселя, в первую очередь необходимо понять место для установки экрана, во-вторых определить минимальное расстояние, с которого будет читаться изображение.

Нет смысла выбирать шаг 3 мм, под экран с установкой на фасаде здания с минимальным расстоянием обзора 10 м.

Минимальное расстояние (МР) от экрана до зрителя прямо пропорционально шагу пикселя (ШП).

Например:
МР – 1 м = ШП – 1.2, 1.5 мм.
МР – 3 м = ШП – 3 мм.
МР – 10 м = ШП – 10мм.

1550
Высота экрана ?

Размеры экрана

Обратите внимание на место установки. Измерьте или прикиньте на глаз размер и определите формат Вашего экрана.

Лучшее соотношение сторон светодиодного экрана то, которое соответствует обычному формату видео и компьютерных программ: 4:3 или 16:9.

Пример экрана, в формате 4:3:

  • 8×6 м
  • 6×4 м
  • 4×3 м
  • 3×2,25 м
  • 2×1,5 м

В вертикальном соотношении сторон соответственно.

Пример экрана в формате 16:9:

  • 8×4,5 м
  • 6×3,375 м
  • 4×2,25 м
  • 3×1,68 м
  • 2×1,125 м

В вертикальном соотношении сторон соответственно.

150
Шаг пикселя мм. по высоте ?

Шаг пикселя

Чем меньше шаг пикселя, тем более качественное изображение можно отображать на светодиодном экране.

Для того чтобы подобрать оптимальный шаг пикселя, в первую очередь необходимо понять место для установки экрана, во-вторых определить минимальное расстояние, с которого будет читаться изображение.

Нет смысла выбирать шаг 3 мм, под экран с установкой на фасаде здания с минимальным расстоянием обзора 10 м.

Минимальное расстояние (МР) от экрана до зрителя прямо пропорционально шагу пикселя (ШП).

Например:
МР – 1 м = ШП – 1.2, 1.5 мм.
МР – 3 м = ШП – 3 мм.
МР – 10 м = ШП – 10мм.

1550
Площадь медиафасада, м²
Цена за 1 м² руб.
Примерная цена медиафасада

Тип экрана

  • Уличный
  • Интерьерный
Длина экрана ?

Размеры экрана

Обратите внимание на место установки. Измерьте или прикиньте на глаз размер и определите формат Вашего экрана.

Лучшее соотношение сторон светодиодного экрана то, которое соответствует обычному формату видео и компьютерных программ: 4:3 или 16:9.

Пример экрана, в формате 4:3:

  • 8×6 м
  • 6×4 м
  • 4×3 м
  • 3×2,25 м
  • 2×1,5 м

В вертикальном соотношении сторон соответственно.

Пример экрана в формате 16:9:

  • 8×4,5 м
  • 6×3,375 м
  • 4×2,25 м
  • 3×1,68 м
  • 2×1,125 м

В вертикальном соотношении сторон соответственно.

120
Высота экрана ?

Размеры экрана

Обратите внимание на место установки. Измерьте или прикиньте на глаз размер и определите формат Вашего экрана.

Лучшее соотношение сторон светодиодного экрана то, которое соответствует обычному формату видео и компьютерных программ: 4:3 или 16:9.

Пример экрана, в формате 4:3:

  • 8×6 м
  • 6×4 м
  • 4×3 м
  • 3×2,25 м
  • 2×1,5 м

В вертикальном соотношении сторон соответственно.

Пример экрана в формате 16:9:

  • 8×4,5 м
  • 6×3,375 м
  • 4×2,25 м
  • 3×1,68 м
  • 2×1,125 м

В вертикальном соотношении сторон соответственно.

110
Площадь экрана, м²
Шаг пикселя мм. ?

Шаг пикселя

Чем меньше шаг пикселя, тем более качественное изображение можно отображать на светодиодном экране.

Для того чтобы подобрать оптимальный шаг пикселя, в первую очередь необходимо понять место для установки экрана, во-вторых определить минимальное расстояние, с которого будет читаться изображение.

Нет смысла выбирать шаг 3 мм, под экран с установкой на фасаде здания с минимальным расстоянием обзора 10 м.

Минимальное расстояние (МР) от экрана до зрителя прямо пропорционально шагу пикселя (ШП).

Например:
МР – 1 м = ШП – 1.2, 1.5 мм.
МР – 3 м = ШП – 3 мм.
МР – 10 м = ШП – 10мм.

216
Цена за 1 м² руб. ?

Стоимость за кв. метр рассчитана примерно. Более точно мы рассчитаем все после оформления заявки

Примерная цена экрана
?

В стоимость монтажа включено:

?
Диоды повышенной яркости

Почему выбирают нас?

Компания «Медиафасады.рф» производит реечные светодиодные экраны на собственных производственных площадях с применением современных технологий
и импортного профессионального оборудования.

Мы более 12 лет специализируемся на производстве модульных конструкций из светодиодов различной сложности (медиафасадов, рекламных экранов, бегущих строк), оказании услуг под ключ от изготовления изделия до монтажа
и настройки.

Наши специалисты пристальное внимание уделяют качестве сборке и монтажа, своевременности выполнения каждого заказа. На все виды оказываемых услуг предоставляется гарантия.

Сетчатые медиафасады

Наши выполненные проекты

НИИ "Дельта"

Медиафасад был установлен на самом высоком здании района Северное Измайлово "НИИ ДЕЛЬТА", высота которого составляет 132 м. Масштабная площадь экрана делает его эффективным носителем с уникальной обзорностью. Медиафасад закрывает западную сторону башни: его площадь составляет 2499,50 кв.м. Шаг экрана 25х31 мм, размер - 71х34 м.

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НИИ "Дельта"

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  • Адрес: Москва, ул. Складочная, д. 1, стр. 7.
  • +7499-403-14-88
  • mediafasadi@mail.ru
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