Triple Pivot
The Delta Series Triple Pivot Direct Wall Mount supports any VESA 75mm or 100mm monitor or tv close to the wall and provides tilt, angle left to right and and portrait to landscape movement. Its two piece design allows for quick and simple installation and it is capable of supporting up to 12 kg's in weight. Suitable for touch screen applications.
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bPedQYbNxsjmMhjGb1Ak/YRqT70Dfc4yi+SAnvSBhawgq1Hvc81ExkPMJlxFe4gN0jr3kkGYS4S+LDFXLrp4R3IAyJ4Jp+GfkrrFA8Q1yyXb2Qm2jCDhwP9m/rE1ff9wly8ZYS3gEQXMaWG2cluMWzweb//C//6vKqD3gYKP94Ee82lLd7nxLeGySOS3BjdEURtraHvWPK7U0y79988vHlPe+WAOfhivJ271PCe4U2jquD1Z3ZokvinVtgSdYRQxv6hlCEOLC/jees+Fze7m1KeDvoTPFyK447nS3/9nwvtvRAx66f3Rp9RZ+J99sNPxSfp4T3FesSCa6Ru+K404kY3fub8UegvLrPE++XDfzGr/3qZdZIgEuIv8jTCm+miRHc73744UVwGU4xnWd7AmkrziTy8ir+K87rprTVEDxhQly85emE18ibZWFeLQS3JrEEtxjLljHeM0KAOTMeQU4oIl7ws/OQwpvpTRf7jMC545rlYTVlLKawZTjqzGKln8m/+tL3hCGefdB6Co+39XJboa04bnEWzuwciPkKQQnpeRWGyIzzWXlI4W2NNF6uUTc/8MEAvF+bZ5xS7b3WtDge+iMnh9PDPuLt+g1g/dEN7WfjYUMNeTWyijF5RcILW3i7zxjCqJtrxS0iwu6rcH6Ir+3ZeFiP94//6A8unq7GFVeK2FZ4oSj2p/WCt5h9Ho2HjfH6qbqI7TN6nkVRHJeHFV4hhWIfnjFmVxRjeFjhLfbBzZMa9M6JeyHFNpTwFotSN9fOyzPe5NqLEt7iLlaHWALUbkVRTKeEt7gKgbXm2XP2luNlw61HPyvGWxS3KeEtvgBB9e8CBNR6S1NQS36sEvGD8MRXHPfaD59UjHca1way4vEo4S3eoeMTUoLq32EJrpht+8CJH4T3ORBZ5/QJcDGOio8/DyW8xbsYLsGNt0oEeLvXHjix34MpCStEgIuiuE8J75NDcD3hB+IpjEBQhzx44ns/9+f4hB8Isfc1bR7HM/xjR/EZJbxPSrs6Qfw2nqswwtgn/Rzfhh+sB+Ux84BLgIfxDP/YUXxGtfYTQnAjtHnluV4LKwwl4QdIlwd8pN9eTVmPyBEGqL0eoHjGX7Qr4X0iujfBCNESgtuS8INN+n4zQ8eyLG1vAU78+iioD+2RJXt742bqHgPAM95ULOF9AnRwnTvCQxB5psRxTaTvOkQlv0BFaI7iAe9BbmRmACR2+WucvZGPsWGmYholvA+MTk5wQfhy40wn36qDxQMm9rkBh9bzfgbSFvFstYM60S5HEF3s9chwhRoeCEb9rKSTZ0kYwcOUG2dzSV4Ibm7ACW0cbdq/NtpC+TMIEWDiu2SYZy4GAe21NRVqKE6NTsOTzNReB0+H37qDJy+5Pp7Nyw1CC36YP3Vi0Nly1jEU9lKhhm14WOF9No8qgsuLgk60h0fVir/r58aa/BxlSr0lKfunn356WeHBLo/k5XbZw+OFOnomHlZ4M71+dNobNYjg7eFRtYJr896WKfbebGkT6sLvXQj1KLvXN598fGjRxR4e7zP+hnOFGk6Ip5ziWcazdWNkryns3/79RxeRQQTW03AZAI5CVlasiXbh5YLQagvtdZYp/DOvONmSEt4T8vVv/NbFk4yXsFccl+AS/48++uFFZAhtburJz9HEZs3pbARXu8TLLYprlPCeBB27G1YAsVtLcK/F+5KX73744eX6poryRXBv/bDO3qwxnSXmyk5wszSsO+Cc5XHgZ5vu78nDCu8j/X8UkWt/yEZYIYK7lldJTHLNljYvRIbYJqywZn6WYGmPV12kLdTFUQeco8Nm6ubag/AIo3cbL+RNuTnEu1x6Gp9fxnI9guuaxCTLwEBkkhf74+mtkZ8lkW+bsi1lE9JKTFu7HHmwOQvP5m0/rPCeeQSNAGb6mrKsJXCmwvFkdYD2OsmLPAgjJKzguL5p9VFo8w11ORd1JE1evh+K5+Ge2c6OxLPVY8V4D0YrgGCQmcavAYGKJ4v2OhH/TKW9z+ejT6tThwkBeD+1c0fEzThS9gw4aadiOur32SjhPQgEtw0rRHDX8ioZu+kyIe3eECMyCTdEcH3+wfe/t2h+1uxwYvxtmXjqU36LQF0kht0341jSU3s2ry8cdda0JiW8OxNvCsQinW9NwSXynqL6nd/9vXfXsQ/ywosjMqbUBDefPX21JGt1OGXpeqJjr5WBUDoGpmvnL+nxLpnWmWCTz1b2Et4diTfF6FrBXXMaT0zxpnmKiuHn+vKSOK59BHfN/MwhgxaBtLUoQ4tjh6x0SZrKTnB/+ze/ttoAUbxF/cb+noWHFd69fuJuCLfCCmtDRFvBlRehBBBZeUkcd+38uP5UnNveDGxFVRm6YpkB5xptXUgzM4H6S55tKI/3QTjiOt7WmyK4GRzSybckwsUzdH2Gn8Fgq/zcE8NbyHsbm24H2rGDLsFt6+KoHv4j880n+W2VUB7vBkRw400lb+00XufPtNlr+9n7pZAXaRI914ebbH62MJ/PgIE1g4MytXQHXY82K18X9aouDITKvvXgV7xF+x3RUVqTmketSCu4LX2rCBJuIADxurz67DvHzCG/qyAvrp84LgG2JjU3zgwMXSHbk768EEx1FZTBDCJ0y+DRZjcSg+8iuOpCPU9FGsU8nnHAq1DDShCHxCDByyUWBLVraL7T+QmI87rbHGGANJKXr37ta5frJI6b/Lz//vuX4wiJ74+CfBs0Wrp1KM/tQAbly8CHfO+zNAm1ei0v9xgcaYa6BRVqWBjixZsCb+qbr4vub01liV4eQSUQ7QbpTSkPwXIu7/bNJx9f9v36r/zyu1hmmx8er7zan+vujbrErWVshDSDW5B/+wwgymOTljq0X1scpYxDyWPdxWNQoYaFaL2rrFTQ8YfEDk2D8zfoXezjvbdT6XskL36ukfgjefO5Lz85bkv6yhuUIdP4a/XnGGLaJ6L22VIXSWtpwV1ygE8e+7C6wsBYPAYValgA3lSm7jqPbYzn6DjnSoOHaiMWXu0THhialvOSF8LmfT5L45qI3Rsc1uBWSMN3vFMDDvHsQ7kyYDimPS6CK6yg7Nrj6HQ99y5jBt/i2FSoYQYJK8Rzi8BN6eSEz3k8ZFvee/1XP/fB61HXITK2XD+C672tFdYzTFsNErcGG2UlVMoVgUUE15N56mLIjOMo3PJ4i8eiPN4JpHPrKLyQ3LjqCtwWRPxzffiMfO6SXyNTBse2nuJYnCst25x0rmF63ecZG1jVf8pKYB0XAX7z+rc7Z+Kex1vC/DiUxzsSHZ0n2XYSnX5oKGApiJy86Iyuz+tO3uIpt8TLjdjCMY6NWI1FHtpzvSfAS9I3vXYNNyQh/zzbDIRCD9cGnKNTMdznoW6uDYDA6Ni2Vgh0+K0Et/tj5QSWyER08vmWl+s4dAeKiFheh8LDVB8JtUiXeCzp+V7z8qw9VnYirOzeK/ueXq68qGMDm9exg9C9Wdo9j7g4DyW8dyAi4oVg+IQlgrtlJ49wtmENguPzENGJ6K7hDbpuvDXiP9WD7kNZP/jgy6+f3qLuU3bsLbhsJLMPZAD02f6lBqLyiB+HEt4rtJ6l5V4JXfDqtu7kPCcdmAi5PnwmuEPyc0t0fZenusb+7GO7HCzemrzwgsd6e7ewLC5E5ND13PeCjciL+tUmPiu/z/b7vKQAF+enhLdDHq3NcqawdSfXcW3ywtPJlD4iOkRwg0GDIHSJOA4tV3cq7PrxwqSfvC1ZT8osvXYgVBd9g8hWyEvaBm1e1Ek+E9sIMC9Y3p1zTYBbeysemxLeBp3Ek106gGmijaBs7VXpmAStjW/6rOOOzY+0CFVXpAmANKU3dHmZf6DoEu826UfMI8hzka68tiGWrdujRfnaEMc15NHgiFaglUHoKvXU0rZ38diU8L6gE2T6yquLIOkoP/+zn48vrk1EJjfOeKvy9Od/+VeX/GTaOnTq2l2K5ZwIQbzmob852xeKIDDqy0whQiT9ezeKhiCdtMvWM44u6k1eiOOYvDhOvWgH5/Pg37w+vu1zK8BrrcQpjsdTC28rQhFcHkk7jR8qSnOJ+Ot88ZQIsHzpuB6iiND6nqcZz+sWOrpySV9ZCXc8x6XIDTXXWEIc23bJjaq9SF7U29C8tGIa1Is2k07qSXqEXPrdHwLqY4nBrDgIL17MQ/LT/+wnXt/185Wvfv2y/fv/8K1PXwTv8n4P/svf/v0lr8mLLfvyGrIvOHYIzkm6QZm73Kuze9+7hmNu1WXy3M1PSLu8CN7rnuW4l/8uKU9fPkObpuPSjrfqwHfOS13kvHv5u5XmEshP8rQ1Y9vm7DydxxvPktdn43HkTx+3pM+TkhfeaUIN3XW1PrexWscOwTk8rPZcJA/xLseu4+3iGrzxW3XZXRoW2nZx/pDHpNci9aI9tEO33q7hOPl/exP0a697v4jySRepe/t4xD73ecyoUMTj8DTC2+1MES0Gv8T0eAw6Vn5LwPUT/0vHSqd0oy/v8TJQvuuUyqKjTkVaBL4NO9i3Nu3SMOVu24Vo+3PJuUhzCsmLwZBwqpehohsywN0bOBzjWDaQ8ENgm/IxtRzPzGnqjNv7iLRTF1M0mymd/WtP2a6RKWWun/xkipe8tfuRUEiOmVOGpG3r0rev5d73Q0iZ2rLI0xbcyn/yMyYv3XaayotYvKuLpJV9bX58XhPXnluWqaxdtqPx0B4vL4LnAJ7dmBskSxJPiocXT8rn7374Nj+mpjw+Hqx8Os57HpHjEgrx2X7b2DK0eWi96D3QLv4DTTnaG5lbkiV0rY0MzUtblwnP+Cwt343BOf6aSJu4Pjuwj8fss1nJ2DSLE/AqwA/Fi6FeRtDWe9zKq+rS9aSSnyF5cm7Xs7VP+cYgDddrvZlrN9du5cn3c0jZ5SPblnTzr16mzhxSV22aypPy3cMx2qCvvuUpafg+77v5XxrXGZL3NVi7bEfjoTzeeCI8CIiZ8kr28KqSF7g+xHGTHx5OlmDdQgywhUc05sZT0o9nFq/spe0vn4P9jjEr8P2SpC6kbUnU1jH1LsoqP4mxT0H7KU+LcsVr1dZ99Wif7/Dmyk9XylPuQeT7pduk2JdDC+8YY9OZdARTdRt0jq07eTo1gdWx397h/myKn/zoUBFk3/eVVedrO+aUzud6OrJOHrqCIV3Xcoy6W2qQkq76aG/ipW32wMAiP5CXIeVMe3r1v3jeW3PrwZqINiFNurBfGKUNE3h1rrofYpfOd3xgP8UD8dbxPS+Z7tlM0TJ923rq4pqZumb62P18jeS3O83zOedeO2YpUl/ye40xdSqf18qU17XK0kXdKRfbGEu3zN10fC/9vvJ2v0tbDiXXbtNYE9do878la5ftaJw61MDL4EHwHE1heVP+NLLr0a1N8tEuD3vrHQ1bkhTvtztF5S1Lyz7e0xYe/Ny1ovHslGWPGUdL62VqG7Yx9m+P2JX618bxal/6zWWfLShnZjA5Vvm1G3w3dibB65WO89yMnLvOujgOpxZenVuHypQs02oCzEgjYGuRjo1MOyM6fqh77EMA0tDRM0XV4dKhp3TcKejsUyESbVhhi/xeoy8vBpVbj4D32Ytz2zqRhs/aI/tdx/WgvWxsoBteGkvOk7aVLQS/eBAufu8JyfTLa9/02NTF/ilTvHvkmrak3Z2CziXpb0Wmmbemmtemg87x3a1zQ465d62paI9reblVn46Pzdyia0+5llek3ZayOWkl/SXtqw/X6au3LUj9rcVS7bEUp/V4c7Mh08guPF7eSqZ78UjmIp2+sALP6k1zA2su0pam6ezannvgpQ3FlD0e/1HCCmmba3m5F0aJB6vOr9mLY1xDuR2T6X9CEnO8/TYMIu3kYc96fRT2nH31cepQA3Smvkp9GVTeTdcTe5sjYs5zPnQsRHQI7hqdQ5oZOBLSWJOuMN2qq69/47cOF1YQE5+aF3Vtc746/+Yf/n6vveSY2AA7y4DFzmIH2iviPBRhENeLXUlL/QbXKh6DUwuvztFHOgvPJDBiHcO+Wx5Nl3QE5zk/y8N8jte7Ju3AwbO+JYZziGAon2uoo7b+wKtTb74jCK3Q7EHySaTkZSnxT523g96teu+zgwhmBNwmnWu0dtYKe/GYnFp4dY72rnNrvOgzXvt0KJ31WoeyT3q+F0pIx7JP2nt4ea7nhl3X+5XXvjJMRflcw5S6rT/X4BGrt2tT+a2Ql7SzvLT5XJJ20Eu9x2bYXOizA/XTnUFcyye78qNJsavi8Tl9qCGeF89C5wChTLyuDx2FgTsuHaqNrxFb6fk+ApOO5ry9RKcVAvkhAPKfgWYOOj+U2TV4vvblP+jawWzLAaeLvChzBsMt8uI6Bvh4sepCHd2zA4OC42KL8t6SAcRg9malcFVxTE4vvJnK6RiMnJehYxKOe0TIdKif+amfvghNBNZ+RHT+8eN/OkzHIAQ6NS/JK7qd+h46va1bZnWSMmcwi8jtuY40+czAsKX4qycQSPVgG0LyyG7YJ9tMO6WOU7dnYsi/ZRS3ObXwxojb6aZOycMgSkPFKB0Dzo+3p2Nk+rfVXwCNwQMBOnfKLs8tEdZsLbx6ddSGDhyjzlJmdfLmxROLgORv4LckeUo+txRcuH47+Ewl9Ul8M4DYt3V5lmDPH6l/FE4pvDoDbwyMuWu8RIRgEBBGHo/lGhGliA9Bgo5h3xHJcrrkXV7Vic/CJsSKYBAsA4knn4LvHJufm1R/6sg+gpB6yNR6axL2ST73EKkMWurvloc9dBbQtcEzCm6xHKcSXh2BkOoMBFdnvAUB4SURKZ04ItVi2iQ9ItN6VkcV3CB/BAnybVMnhOpPvvX219kIhnLp5Mqk/ATAPscG+xO2UFdWT6AvXHNvEBvCvTTkXzvL5x5hBfVhtqP892zs3hIv6WmbhBVS70vUY3FiXgzn8HjqxBM87VNDecLmpYNeXu/hPOd3n0ySju+kc7SnW8aiLKmnfG6fCGrL57scr+yO66ufllvfDcU185r3Qf5cY4nr9NHWRR/y45g2Xz/60Y9e3/VzK82k16337jVukeOcc+taS+BaQ/O1NGuX7Wgc3uPlLSTG1vV+eA0vZXj9dBvnxQPk0cX75SH6zrR7S89qDXjBXW8WvMc+b1/Zf/D9713KzttVP7c8PGkvgXZrZxRdr/CelzmVaytdXF8dQR20ebsX2+/WNZLerTCF74rn5bDCSyh0xlvTzSl32XWqN6+P9mZ6/mgQL/VHWImN+tPRu3Wo7OpCnQwddIjKXFwrA4FXA6t2HhLHdf3YBnHLoJL0bqE+2uNawZ8aXjJwhW56twaQ7hrf4rk4nPBm3ahOQkBudYah3m4f0pX+I0K8cjNNOa+J0lIe7Fgi3tp4TEzdeUQaRM2AYkssmggn7T4MQjlWnYhrS8fmh82nYGUJ2Gy7+uHeAHLN+35WHtEBusVhhDfegr809zu217zcltzZn4r09xKfNVGPBEHnVq8E7pb3dQ9pZOrMm5P+LYG7R1ZbxCu8187BeeyiK9LOt09692wiNw8JMG8/TF0uyHOV3lCbrRBDP882AziE8PI+Mt1kvLVOcB6mvxFa9UqQpkBctQ2xJeLStGkn6V7zpK/heMKTtIYKbuAVJU82A0A2n2+llwHI9T16PfbaXXJ9TPnt5SEefvHAXG6x7URWE7iLPXZFQXu3dw6uj73u5i6NelSW1Os17t3B9t2tu+9ZgeCYe213L62hSOPa9W5dQz7Vx9zrI+WOzY5JM/XldShJ/1bZl2JseZZE2Z6J3YQ3hjS1oZ1nm9tguf5eBrcXqb8+1GkGpCHcOj7tvBSu05fetessJbiQTvf6Q+opS9Ku5fEWybvzhlxrDrdsYm3WLtvR2CXUkCmaKefeUy7Tz0dlbBzW8drGlN70eShCGS+2dDm3vWbSmhrq6EO+2M1LR/3cZp8wVRAKsN9SuSVsLKEKsfP2Osp9C0/hiR/LD+bcRLp3rbns2Rf3eBx9TzYV3nQG6IwV51oXN5KGiq+2EcsduqyrxbHEyLnSkJYbTlPSuoe02I3rtVtsybUJfm7ezbWxDEZDloj1kZt2yfPYlTTPcjPu2W46biK8MV4eQ4x3yc5YXOdePWsbgyHD1y5zhMpKAXenpfXmdX3wlhBdNraE4KsX6bmJeGuJ2Fhvvuy+n1rVsCBZk8t4hy63KbaDSPHktMtYT66l/c1eaX3n23/6+s02ZPBA6/1ORXps1gByz2aVuf0t56UxiDwDQkXPxCrCG2/Bmlww3loidgzSNkQ3y7qmkrS+++GH77xCbPUTmq7fhgEiuPbJV7ahOLZNb2jdbFHePX8LuViexS2G9xNvYUpMrFgW4hQIi7bBXA+jTUsbbz2TyUyqLwxgn4HFxg7b3+a4hvQc61we+9FmZmvfWCu2ZTHh1cFN93i5mbpWWGE48d5sS5IbbInjzp2KL5nWFNSP6xPIa2EA+7J6QOyQaMkv8W0HItiX9GKzQz1Y564dm5TvMGdFRHEsFhFencH0rLukZ03yzP0jkPpLPO+ed4augAT7Iybx+NI2c2Yf0k0+t5zJJH6aMqmja4LbIn/KLK8256kLXrJ0pKc86oigGaDs66v77M8W8Zeec6+1xdI82w2oh+bFG5iMJ10s7M5TPFuSxd5jF6R3yfl7LRx33W79TSlT2qLdXsTh6lNSqb8hpJ73qqM88bWUjUlLmkm3u2W/+ut+Z2vrbu06cT0kv2uzVxvvdd29mOTxtt5PPKkKK0yD1zS1/uLdtp5oYrdeLUqfc1c8aUPaeywPy3rgIV7uPaTHU43N2qSbLR6y63n1sIZX33nNVD/T/608Xcxpx+J4jBZeHdF0jSEw3K074xJs2WHuMXX6aAquHSLcluvl8xIiqZ2lJfYprS0HVu2TqfybBdYDx1GQHhG9ll7KmddsGdj8+BDx1WZCFKnvNWnFvkINj8Ng4U1nILjxqs7KliISdF6bOuR5wevUunQDSKckutIhAvHk5pQvXmF7s2krIpBEjkC6/hza9FKeMeR8Nk/0eMDSiHcM+4esmphKV2zlqTg/g4SXUSWsEG/BiF8MQ+eFTssbnXtjMOKoU0qbN0QUup6c61y7VvfYDKzxCrcWXGXyw+RTBLKP2OyUASR14Xz01Yn6S/jh008/vfQHbbG0MMbjjcOzVrvsLehrzxyOxiDhZWSM97d/82uXz89WSXNg0AQyYqLjtJ2nK4wE45oXLC2duzvoXROW7rVaXCdIk8f853/5V4uI3his+ya4bOrNJx9fze9QIpqYIripizywcGsg8K8VBJEAO14ogli3dTuXrse7FnPrfS7q8ZkYFeNt1zdeE4ezkQ621mBimdKtuvL9ECII6Yg6+5zpOMGPl0ZcpLXl04UROU+9ZQo/h6RH+MbGuFvBBS8zebo1cPkbenbjmm5k8nyJr3p9+68Uw/MwFHktzs8o4YWGz+i05Mi+BkOeoddZsNaIqxMSAZ0wW1tvreCrW8e3XrBjdeIILhGfGwqQJrFIjHhrbyfXV+dLXH9Oes41+KV+pWEgShraxDE2nrTN+5bYjrYhwHmVZo7vnjOVrduqWAlrysaQNYzZ9iLXzzrHqeT8tcqStZ/tGsyXznh5bfOfdbhZq+q1XWe61BrOrAeV/tbtlzIudd2kN7VunKctUictbf3L74sAv34znjYtrz4PxTl+SF0enLt2m21tE2Gv6+7FaI/3yPBOeIe5y+zznsTL4QG1U+mXer+88oR5nbwiHls82Ux7eUy+N3Vuz5+CNF1nys2muWiHlHFsGKCPNr0p4ZbUhfrVFqkTMyRp+/4//tmfvQvByO+cMIy6lr60pKltXX+ofSbEx7OeW3fFMRgtvJkaX7tbvic6othcfs2egS81xZtC6qitK50td6qRDuk1gpJp7xKhgKSJCPuWqH/tkMFn7vUzKI0ZjCJw8pK6gPpt60TMlg0Rxw+/861V6kqarqk+lGOo+Ia17Xmtex3F5xktvIlnMZqj4cYGw2Y8PAMG/s3OCoAhRKx08rEdoyU3ztoOnI7dkuulTnXKiPEc5N/1pEfM2047p1xDaEVOWZbyctlfK5ZDURdswc1UddHWb9JmN0sMDkOIfWofeRvKER2eYjyjhZfx/vEf/cHFW9hz2tNngJnC65wRGZ7RGMOOWCmfdCx1mko3j8lHOrYOL58ElyC45hJTcbiW/BOSdPLsX1N0pe0aRGypsELaZGx6OVcbJmxjRpS6gGPUfzcctBW5pnwegThWxW3Yjb7bbqMQ6B2LQPjewfDkwc2H0N4g6b6/dkMj5/teejkvr3PLKZ2k++JVvcuHfT67frt/CaTV1ktLvrPNLVsXZZTuUmWZk17OvVfWtM/eyIeti7xDHrOtyV51cYQ2GAp7bG0zfcq+obZ62ptrfR5v6+ki7+2/t16W15OpJpYa+ZOe8MKbTz6+5MO01szhpf4vnpb9S05v4x324To8Ptc1cxk9UvcgDWVSZ9KeWxbexNT0cm4bJ5dGn6fsWCwxw5gLO5HnvT1fdln0w14y+9Je+hjdyIwpN05jV7c4rfD2CakOxHAUXCUQUu+HxsUSe3WOc5HXOciX/Go0+Vs6rNASIb0nVq7rr8ohX1ME2DkRimviNoYYtrqaGlZg+Ej9ZuDrw7HdePueyHM3Fr818lB8ntgWweUMsCn7EpKMrcapsf8ubx3fcWwx5blH8pCpWGj3ZQpwK7851jTBekl0zx9L0gmZlmS7NR1JXtttDI5/MYrXT7dJ2vIjj2OmSinT0OPvIS9T03NOW79D68yxRyLlULcpQ/Loc7Y12atOlGspW1qStElb7963bdRlSB2e1uMNeeQ3GHmMQKabPCdTAF7mPa/XSGa9pPOcj1tT9ltk3aVRUXpWW8invFybOhtRbfKpDNl8loa0hqCsQ9actunJj1Gc96fM8nGNhBUcOzYM0EfSw9j0Ur8817Z+1ds99vQqr5Gyxwu/1Q7FusS2aEhsKvsSkrxmZ11N6uP0wvsyeLy++wwG7Adfgg55r0MTOIaeY2P0Y4QgaCDnRxBM6ft+PSxEBDVm93o+E3+CmONuIf9DaK9DhKRtnzwYhOS/vV7KxOjkZ0q9tHTTGyKWLW39mu7dqt+zoa0fpSxjmGtTS6E/aAN9STuw1exjq/rILfo06Qtc/N6RcLGvudlbYQogD3OnRjn/ZSR7V6ap6cpTpuDZhkyfclyum2mM1+Qr2y1y/aE4NtuLcb3u/Yz2e9sStHU0pG66yKc6Sf2mzu7VTZecdySSJ5u6sSWPvsu2JnvViXJNsYclSX23dex92mMoQ+rwoW6uzYFXyvvyuDHGhhiMiNaLCisg094ho7hjs17YOZnGeH3zyceX/UPCJcF0KF7sNXzvRk5uFvSFJ0x5szrAcXOJ1yCtsWGF8NFHP3z3ZGI85bRV10sfgnOOgjYGe2Df6oc3P7ZMZ2XpPj0U9dt6tPFyMyO7ZqvOudfPrnFa4R0qQmOI0Kn4oaKg0gmdTvMykF0EXJhDGkNxbFYYtI0Yg5C2zjgkTxE1BsOQukYhPYOL7zOV6sPv5JrKM0QCLA9TDAzOixFLa0zddGnFKfXhVZrSlmdlHEoGlr1R330o016C9AywFTZDT/R/tpR96t6+PmLPtintUx7vK61Hd6vj+o7QQuVroJAfEp/ygyrO0/jEUvrS9h6EdKxYSS9CJC1Il6EYXK4ZVPj1X/nli+gyRJs8yM8YUUPKESOOWM7B+uO++kg+oaz3BoosnUr9DGXqAHQN6alvdJdzLVFfxRcx0KUfx6PVDt19faQPsOd7/ega5fH2EK+qRaOocMKlc2igeEu8Lw0194fENbSGlFYadajgdgcBRIjkMyGUIYYirT4Pm3gq/xAyQCWUcc2IxxJhkv41AVRnBg2Cryx9x7EfeZOe+hkjvkuVBfImzCQf8hwHoLXvoXVe9NP9XW5t7Qf4u2EF9pJ9t6APaaexjkgoj3cgGkUHICLpsOksQ8VxDTQ8USWK8tKS7+TzzYuX65UYxlj6Bi9GSIj6ykRwlP2WsTnfNdTVGnWjnEN+fU5etZXjCVtXWH2vAznGIKPM8t0n0mvhWsogRIXkydaKezp5MY3u8s529sV+2Ee7bwixa201xQksj7eD0bG7Do94MX4No6FMdcc21NLIR8SEqMLggFb88hc28EoM7fd9Hwa0roC3MDjG1kfrNXzn23+6St3In/zLR1uWazFSeVA/2q8rrARXPUrLoOSz/Nu3pgCnfTJDcV1tk/b0uUUZi+mo79hmX1iBfYyxVbYiPbrABqfY+WmFdy2MjvGo0jhZ8ZCG8v0aojIEAkMY5If4Ew2fGRVxIYrepzN38+mz/RGZdPYg3XtlY3gt0lA3GZycHy9jaeQvHmDKwvhNHW8JZoQ6ZXZcBhHvDRQhdeg4aS6Ba0hLmgQ3dShP8uF7Xrf9PrfYX4wnda4t4ygh+1L3Y5EOGxwr2C2nF96uCEyl9aC91zjxSGL4aagpjbUE8pSbMDGiDAYMiyipD9/dy6Pvk4aRm5EionaLHOOcXJ8nsUW99OUvAqzdhoQfvvq1r707LmJsoJB/36lDbe5aRFgZI8KppyGk40dsEVvSXq33le/tL+aTVTnQ5qnn2Gv2TWWurZ9eeNfwBnREHS5PRemccxtqDjpvK3AExueM2gQ3o/oQ4WxRLuEI5+caQ8j15UcaW6Gs19A+8gP5uyaSboLmuHTOHO875cn37cCu3lNPtohxxNWW7+zLfQhtkvCV9pJ2bMlx8uB733VtTJrd0FdxHW3IkTADUs8EMoIbe93CQbjHaYV3TRGMmCc+uofg5k6sjkdsdEoGk47qM7zXseeIn/I5n8iIX7vmNdFyfYNSPOutGTKwqCf1o6PdKkuOC45XvuB7ZXSM66rr2EYryPC9TQjHps3UUwaKNy/TUunFluQpdQm21rUzx7heQl/FbdSnG2XtfY22v+xhr1e5PL82ki0eXRxCHuebQ86XlscC8zjr3uQx3Tyq2D662PdoI+yf0y7OTT14ffESLtfJlvzkmD2QhzFllE/lcN4tpOmYlHXMNcbS1m3bxl3a+m63NZGnPZhTNnXUbTPv7dvDTofU4elDDd07wFNpp+t7wsvhpfGekpd4vbkhZjOC86Ba5i6xS5yb5yXt//ef/ttlapaNxxCvrOudbUm8xCHIJw9IfV7zfu2TpvpWx7xZnxMyuLZiYijxbm3SlLYbtq7V1mmLvCLfOSfec/EW7aKe2v6Q/qOuPNC0p53e5FWAb2L0aD0Nr+3oshfywHOYQ0andpS65x2tgZHZddtre59Ru31/Dd/NaZeh7bpn2yujelAft+qij9RjW8foK7fPqfN26zu2jxzXd/69Nux66M4Z4iEvgWvsQeprKGmbti769u3BEE26KbwKEGOxxRjGVtJayMNcQ0kltem0Rr8FrmeLwaRcPseYXkbyy3f3mNMuQ9vVMXsbd+poSlvFrnNu2/bXyPWyRQjvba4xpE6Ra3TrNvUtLde1eZ+0s4XuD/GPwfX3oFuGa6Tt2jpyXl+97UXs6hY3Qw0JSnPhbaZrpkuPRH6cRjmDJUVbkKmnek3gP1PMhBVgmj/kceQt22bvKRx71GYJIYwpu7yrU+eq/+6Nsj5crw27vPnk40sbZZMXr+0xNu3q3FskFGF6LJ1u3dqfMJIbbTZ5tyU8BPWgPH/yrQ9f9zwOCSEkrKCO2rBCX73txaCVVq8C/AWMIl3lts+oMnR0Wpsl8sF7wJBRainUYbyWfPbeqJ0yTRnB0zZTGVqfjhmbtzVJ/dmm5Etda485dTcV+U2792F/axc5Lm3tO5uy+xw7upXmLaacswSue+3aKVPbtn37jsKQOvycx5uR1yv6ll8cZVQJc284vNTB5ZX3sBZZGtaO2jwm9au+fXZjJzd1wFsaW9dzb66dFfWkLvNghDoeA09Ve4DH2PaB0P2hlTlIP96pNtPWXa/YMb5Hvmfr7MO5zosXHs8fXpXH2l/HSqNblhbXyYa5/WlJ5Fv+9Y30B/nMI/xT+sgWDKnDzwlvOi4hiAAElWCN59GYK5hDpplz8VQUg1Gv8hvBjbHbl/W4fZ1wKO20c01c54ginwcj1GMEdAwRsvZBibTT3/3DD1+PGk/SIJgZFCIm3bbO4Ix8n3OVi8iyH3nM/rSFY7O9eRlI2LZNWRwXATaIOFf59PNsue4eKE/sty2XOojgJn9WqXTr7Wy8z+19fX8p3LUCpdARDexd+CXywfg0bl6XhrETVR1A3VkC46ka6EgZHXXEn//ZL8/6jQPXiic0haH16Tid5IjeRlAXBAfq9lZeb9l96gStM8KrvAdHRfdybETlXj7YQ5vf9DvefOL82cd+2nznfDFG9tbal/fyLy/tMXA9dZXYZPK7R/umbN06kLcjxXFvMURLBvdyDUc4Ho10oCEdaQzxXBg0g2FIOgbRVZc2HTP1yqDW+mGZNTiix9uiPtVrREXdx+MbA2HLpjNluybUgXC9efE6c6z83BINttKKrrzqwLEPoqsMjss+6WafV9jvmtIJRIvoElqvEV3HxPa8stMckzrbCtdqyytP7T5lulV/S6HeXXdO2TOg3YTHG4YG1m8FwrckNxTmIEAPaS2FPLWB/3z2mpspS16vZW59DDk/N3bOhDp/6cS99b53WeTp333ls3zJT5vP2Eybz759cF7sq/1O2e23xS77cI6tPb57jSWRF3ntlre7bwtSp1DmW/V0jdTfPc7jYl0hU6mpLOnpZoSGERr5zJuIJ5E43dGY4hGeBTebeKBof41tb+LB/tl339qDz4h9+Mxm4jnLd98+dmbjxdrv/NYrf+nrF1sf4jk6T12lb5iZSXvpOks54nlf27cVrtvqwVgPW/3o4229X+Nzwps41FlgsKZNBG+qUaiouaQzIJ0hBqQhDQ7eR3C3mDKtyRnzT3ggVup9Vj8sLSZDic2w4YinzwQnHTfT3QiQz+wo03HEztjWNVEdU8bWkZEP6Wat+1J1phwpe/pDnJZ23x6k7qc4dNrBY8pD+Jzwnq1DpZLAKGKoY5j7k3sx/HQYeeBR+QzCvrcxDeVs7T8FsVJiErSdTra1AGcVC5tx7fz9TNqAXaEVWPn0OedkWdU92/IdUXb+Pc9Vei3Olb46S+wyAjwW13V9tOVIWnFa9kZ+uvVwj5wz5EEnnD7UoLGIW6YIGnaMAGc0n1LRtkyJ3GyKUVnuokPjKMY0hFsd8pGIEGnz3Mnf0gN2HUIWu2Ar7c9CxvPL9+nU7CyfnfPmk7c/NXmPCB5b5ZE5d2xZI8BxKCBN6dwj4prlYW255EWaR+kj3bq/Rzz1sWX4nPBKRGVIKJvPNt/Zjtg5NSaM6BHg5HlpUkcaR2VHcHNtrzGmdJSzkI7/LOgo8X5jN9qOJxl7X5rYTuq6/RyBIo7yFsEUHsnnHD/GtnItZbOqhm3afO72afZ7C2ll0DJbNHClvvqw33UcH2Gyry3HUexOXoY6SmkLsKHRZXCHLQy9ezn0zt0e5G7o0DujKce98vSl533uErfv92Ruuww9/6jtf43cre5DWbSbY1461GVf2tPmfY6ZgnNtSSvEboLv22u0n5O/a/V+L2/ORcqVdLy+iPvnPo9BWu2W85PfNl/q1r7U8VlRh7Z7dX6L04caumQ6ZJSFUdXIlNFpCs6VXrzYjNg+85QSrzNaHmX0LoYRb0+7/ePH/3T5TzteZtqzXZOpnX3XbmzBa2ws+3mB2dfewI2nav9bD/Szz63n1H6WR9duwxMh1zDz8nqPeHU823ipwhyQ53sebxdpyZd6sjlf+ZUt/UH+5S1/xzM0Dno00tbRgVl9/VWALwwd7RzXjtRHJaO7kalvBMatkd6+vlHcZ++l33fenszNz9Dzj1bue2i3PpSjryxd23npcJfj7Mv7IcRGunYkjWB/25+6duWzc7rY3x57rYzofpc8yUebftLsu94t/BSl9Lrnpmxj0zsS8p6yLcVkj5dHcGSMsuJPPFLegBHYe69GrXg6fXis1zGW1xmhvRqxnWt0N6rzQIx8v/2b2/yEZDGPa08TXYvnxTPU5jZeITuQjp9lzNrWeI3X+MH3v3exF+clTmsFw5vXNcXO9308X5+dk6WdrqGvdb2r2C8bHxKT7OIc5ZMP6efmIjJjzOd7PxAkzz/zUz996RvxBO3jQSvHbO9wR9Lv1VXaaAkeLtTAIDU6487UzMaYMo2KAKvU7INz7cuUCNJybAaaCK7vGdOZHvMtxqOzaXs2YADX9shqGPbDZthJH4SNOKbTSid/XsneCHjSDL53HNFlq33CKi/SZeOQ1rXBBbeWTUaElVOari1PNmX7+jd+653QtyizPEI+9If0ISj7WQVX2ZRDnSwpuO949XwvtNObWzhu6LFbMmRK4BjfZ/qTYzMlCj5LK2XN+6MzN49Dzz9DXQTtqv2uMabML0JzeW3tKOn7zv4W3yV9rz4H77vHt3mR5rV/k+im5dhuWi35Pnm9dWyOSfqObc9JOu314XNfHZwJeVeGbtmW5nPuWqY3Z8PoZFpjpL43JTAC+95o7ngjvPON+vZ3R/Fvvt4YkW6f51EcFx6LttTWt7zBoWh/XhzMfHhD8VZ5przgTNl5fmwJsRu2FNvMd30eoe/iYZrC93mbyLVdz/VveZfKz+uVZ3bN9q8hj/Gk1R/vmv3HC49HnLK4vs2+s3q58dSVTRlStrX4nPCercJSWaZ7YnBjKisCzGB1CMYuLdgnTY1Qgns+MngSGe23tF2zhwhTRCgQOIM5AW7DCPLErsBu2VfXXh3DFp0nXcdHJNlmK8CcpKxkUM57NipPVhO4rvPu0fYP58QZ8dl+36fPZDp+Nv0IypF27LbJarx6vqMwzWmnRFuTqc69KdMUku6e5ZvDtXyrp0wfb9Xb0HIfsX5iF315u5XfOWXpXjP1m7oOL8L1+u6LIYa0Tc7pa5sckzT7jrmFc+E8eR16vuNcs62j7EtezopyqJehdbEkpxLeNLjKWvL6a6W7B9fyb79y2ry/1nGGlv9I9ZT2s3nfx638LlEW1yWuyUOEDtLPNdr3Oc55QwUg5/S13S1uHS9NeZJuNsd3r+M4n21D8npU2nLsxWluyZsOJK5m+rXU9F+6VkBkWvrIYQVTQVs7zVX+s2Lq3Z0mXpvuKvOauK7YIDtCG1N27diVUIIwgSk6e4bY8NCQiGMc6zqm/wkB3CP56pL6g3Q9rpy862fqdEw9H5m2HOpjs7BCD4cXXpXFuBhvhHGJRtcA0tURLN95ZMHtIt4Hhre2IC1N+8ehEa4hQnBNeJZEnsRn5SudOjFQsDkx0jbGmlix78bAXvUHIukaY8/PWnXIq/Skk99ySJ1Kd0w9H5EIbluOvfv7YYWXYaSyEtBfAmkyMILD6FvP5NFJ51RudQCiwDDPQv44NHYxtAOtOcCoP/XJk3KTt7Upg1zyaJD33iu0AyHLDThCmDYain7hfOVz7r22TF4/+uiHl+vLT/bFC5Sn7EOOOyOxFRyqHK8hh1G0cao1EHt5McJVriFu1abb/Xx2bpVFnQZ1nGPbc4bWxZ515to2bTc01ngrv3PL4vzUZ7bsT/68Zr98t23RIp22XNfW8fbhHOf2xS5d235bW2fZF3zXd9zZSDmu1fPeHEp4YzhrpN1HjHGr623BrbLEGENf+YfWxV51ljxHnGxDBum23F3mliVpS0e+Qvu+vf4QG2/LeI+uOHf7kbS65b+2b+g1j4q8p2yphyMyKdSw9IMWpgOZqm09HTC9ytTv0Ul8LlNI9bxF7HNp5Fl8U6yUzeTxXeW6NlVfq5ym5G3awh+wPyEH70P2szn5FVLrw5RfX1C+W+VC97F17excvAxKl9eE6tLXEsfNPselXs8Yx4VyCCsoR0ImR2WS8DL4xJTmwAilwQj3vlvado5HRh2rax1NB0zc8UywPfnPD7BAObz3nXL1sUYbX3sYwf4Ict97Aq0d/AzltfzqC2kv5RvT35yrXSPArtGKsO/Vh/3qLDeuz4hyKNuZyjH55pqbBoxhCmlwo5POs/co273T/Oioa3WuA3o9I/LNG9ThCJM2ZFN+2YuwZWAJ7MzxS6Ozp6O3g5jVDXnfHuN9SDvI/61/cchxUK6pDo805CP9T324dgavsxHBVQ5lO1M5RgtvO0JmWjUGRtOum91TcNsOUZwH4godLf8hpi2JyJvX31LwuwQ+R6jYGWdBZ12LNrTQ/gJZvN32fYu8Jd/61zVhZasR4FvHwbV8r278dVBEKfsiuHv2v6koWwYOHv0ZB47RwstwbPd+o7NLKguW3BxB8LKetfVCiuOTmC78/oCOR0jMoNgY28pPK3ZjnfatQSuq7ezJ+9wTce0PPvjy5X0f8q0c7FE5pNmH4yI2ytV3XMrJxj/99NPLMamDswouDBza+cwDB0YLb4zoT7714eX1HmlwhqCyGM2RKkvekq/iHGTAbGFTvEFt2QoM4SNkZmc258YBmEtXbFtRjT198w9//3P2fu9vbxybgUSa9wRYmR2nzG7Upb/FppWZUDnGsWe1c4Kbdt17prwEk2O84Zbny2g0usY/4ugkX6aHZ2/E4jO0pY4Zr5GjQIQyq+EBE99b0/ShELOWiCqxDWwMrUgPQTmIpHP0oVv5dZxyuVHHwXHN2LRy++6sgqvetGPKgVuD0VkYLbwatDWsvn9gyOjEaI48ysawi3PRPhl2jdZrzGwrN9gIExtmo3M7cGaAbZ/oW0YmHzl2DGxUH3KuG3D38sueneM45TvzdJzApu0ye4Eydge9szHJ42W4RqCuoKaxfXfmaU1xbPpCDX3Ea9RxdWCd1fvgBpwbvfGGp9AVNX0gg3krtq7ReqFjca57I9IkSF0PmFdM8HM9x8VDbHHeEt7+msifMqrHduAwuGnPOe11FCaHGnJnGYwtoxPBVVlFsSb3PL8WHZdNEiUCJRbLTt2Ac+OJkE/xfvs82K4nFtFoB4upsyxpER5lIT76HAhVQhq5Xiv0QRlBwMaWdQv6frini7Kqy7M7dZOFN3dKNT6vIdOBoliTdDg2N1YsCRHB9QMx6eA+8xR5v0S5z5u8BpHNPY4IXwuBC/l+rODJi7wmX9nA+fGd6/i36wi677vi7vzEeuWlK8p7Eh3Jn8xeE9V85/XsTBZeMFQN/Oak/7NUnBMCkiVlY8USOq804jWyYdN4gsSbImT2DxHJvnscXU+4TUc/GTJVVh55kBf5kkfpyruNk9P+Epr/ZvPQhvO66bu+cqWPSvMIyJf8tnHcZ2G08KosDazBb41OZ2JIByuOAwHRST08gYjlGPFNGjq8c3V+wkaQ2TZvMqI+xD5asYvARRS74Qciek18XctNNHlSLqKrv/ncHWRShsRyhU4i+t1+GY/bucnXniin8kAZUmfPwmDhFX/R6AyUh/tIo9OzNfqjYPkWEclGnEy9xwqwc9kz225ncQTN+wheFyKXaxHJLs7tQz77vpOWaxFQ145jIy/edz3yr3z1bZ6UIdNv77tp25e6Ifh79l2CK+8Go0dx3KYwWHjFXzToIwlucV6IlA7ctUkiykMcI8ARKunEe3SuODKkSfC6ad4bsFuvtiswhLCFINnn+o7tS9t+YpU8/uD7bx8GGeKRO882tP8qp21I2kNoBVcexKSfmRHCu//fZRRFOjDYJK8znyMs4r9ulhG+IcLUiiDBY+e2Ny+eplfCnKm6Y9v1tDk33yPf9XnBgZi38HQJquvfexzfMcqZNHjqqYMlkJa6U7cJk4z9iYAW6cljqyF9sfFn4rlLX5yGCK4OLC4bwSUM3Rsz3rvxBOKXUME9Ab5GhDheY34HQprophux6orrNZzv2Hi5Q0VJOeOt53Uu8eil3XrdU4RSWuqoVjx9kRLe4vDowMQzHZiwRYAJYisQIV5hPNFWgLsMFcjgmq3oyU/ivfHocEsM2++cP1U4XU89XLtZNwXpISI8FgOJWUHiyX3t8+yU8L7AUOZMpYp10PHFVYkaT5NA5fPQDh1P9bO46Nu1r62oRGjGkrQJjLwk7NAngtdEjN05rxXssbj21DJcQ58Ym6+0l3Z682A34JemhPcFhvLsMacjkQ6MCCZPlaAlDjoW5yRMAKIyJ/zQwluVFs9ZevFeDRA+e73GUnY3pU76kFf9wYwidX8PZdRmaZ85g8jT4I/Xnhl/CDj3zw6PxNyyDD1/jTrr/lFh+3lppOmPELO51hzUh3SS99RPXts/Xcw1w1J12b3mWrR/rulaKfMRaev5SJSbV+wOj4nHmLitf0zw/u0NrM/+PWFJpMkDTgzYtbohiDEk7AAe462wA8bGlY8EL117ZVaizZR5idnDs1DC+8KtqWCxLoROp9V5iaH3flfWdN3nez8cPheC+a//zb+93HwjwoSSqMjXFBGW54itdJRLOtJuhenWUrMjoyzKpX0MNPqOQSuvxTBKeF/Q2R+Fax7W0SBC8ZgSE3QnHDr0lnHCf/eVr1zW/fJSCSJRyWAsT/GEbUO8unjoEVdtojwRJtc6m8eb9lJHBpO0jzL5jMS2i/uU8D4gxGKKt7YF+ek/g108poQZ3rw+sLA1bky5dov8EUwPY/BW5ctmf7w+5ehuEWjn2Cxhg+NBwD59/SnKcPTBMu3jxpk2a2/kKYc6Uc492u4eBrkjUsL7YPA6PDygM6ezr8EUsZAfj57nzrfPb9fWrhPHHQtRIZa8OlvCHQYHYkpY7YfvHBsx8t5rS+qIOEVoCVjX45XWEE96a+Llph76Vk7kh4qGroDYmvaPUY9ECe8DonPrKKaAa3m/OuNQCKwO3MZx85lYrR3HHYMBQZ4ICeGUT/WJiGy8X4IcDxiEyj6b75U14owIcNfjhXSOgnJoM3lKea+h7Xy/1HK2penW81Eo4X0wdAKiSHB1nDevU2gCsoYA38L1dGD50YHlx2f4fNTOCnkjnPKZQYZ3rh5Tl12x9NlGqBMb/uaLh2xfPGKvXQj1EcINaS/5V+ZbgnsWjhpLfyrhZVjpOLZHRYchuAk36Ng6fTy4tae18Zhcj3i5fuq7vTFzFuTXpg6viWcL0cpPO+r4OR9eu3FHIt/+ldYe6Bt+1U3etVmxMpfVvA9OuxA/C71fhODyagH42gvO9yYPCyh7Fvfb9yKQr0d8xtC66DtO2q4j7XxOvT8rfQv47evuV5+xzamknsfYs2OTn/a8MWkcmb76PwIP7/EayU2dEl/M9LYNuvPIHhnldhNEPdiU961n8+GlfubCw0098/Jcr1vvz8rQqa42UV9zEM/MTOMe+WMDJAZdbMdDCy/DEmNrBTfsPbXbGjdB1APBzQ98+5wwwFQBJrpin9KJwCa80Vfvz8bQmzupp7lhoLRBN538CJT92sdDKvIm9OHaZ1tXfHYeVngjJGJyXRjfUZeZrI2OlvgvwXXjRx1FgIdiQGvPh8+8thLc2yRGrL5agTQ7uOX1OvbWAMlzTRtql5Y85pv2cWwbaz7q3f9H5WGFl7Aw5D54aO13XSN9BtL51JMOSSgJKEH1WQfvek3p+L7XaZ1PsH1Wpz7H4yqukxttvMy365jffr7l9QoNEE31fQ3nawNo14h02gxmPOhe66gPGsxlTU9evRroMoD2tds1HjrU0PW6VIxK0hjd754RdUAodUb1onPyxuzTwQ1IjCsb7P/Ot//0MmMgBBnEiHbV6TBM+9VXRDCxWXWsLtVpYLOWpn366aeXdrlXx2nTOBbS/OCDL79r5xYrL7Sx/Ej/EemWeQmiIwY3WmKwU+/aLSJ8j/fdYXt9/1CogFSIisgUjkG2xsswick9g35E2nqJgTIm6KjXaL2neG/FdNigmYZOrE7b97FN4jj3t3szeKbN2s/atG1P3z1C2y5ZDv3FQJXZtHZRbwZO7WWf77VftOcaD+vxqoiMQMRFpcRj0BjtqPSMoQYGE29VvTBOWzwj9ZaOGXzmffk+5xTzUY+Jk+u0SMw1nXfpH+pn/xlkcZYYLxsc6lUuiesm1BMdiQOSEJt92tKs8Z6mPKzwqgjGbEulaCyNhnY690wwFnVAPK+FByIEjIzBZfP5zU4/ZHNWYm9D0CY6cW6+EeG1BIYwENu0JUfl6LBBgwXb3MpZSn9BdEQ+7G+dubE8dIy3hQFbRsWwGdsZDG0plJ2xtII7RDwzgmebYmDFfdI+CSuoa3bKRnlZS4iv9LucsQ8Qu76y9KHePI039PgW5xDXtr9kH6YKbnh44VX5uSPsZkIqS4XGoBn8o8JYePfxFBhQcRwMhry37sDmvc5NaJYS34QxQhteOEuoQV0pxz07jt3nl/oivlnPfAvimjiu66j71utdpA+5ufaI5PHVPBLZfQTSPv8dZf/cRzWPSMr9zI/rHoG+R29fOvKlXfq+68Px2nKKneb/0Zxva99LN8hLm5+heduD9j/fuqTfd+3e/nt9wfe21HPOGVsX3brs42E9Xl6CWJnRKTGzLrlhsVW8aAuMzpkOJehf7EfXO9I2H330w1Gek6cOteUUz5eN5xyhBdfXH7w/0s9xjqHvRmPsXh2Z2XXt3gyCB5u+0WJfwnDOc2zS8lvRi3i4HR5WeE2droUQTDuuifFZieGZXjEgxtJOXYtjMGWqanqc0MNbMRj3t/TOgT5hyzS6xfQdY4X9CEQklakruC3pDwk7KGtCCG0c18qdpLXW4PTQMd5UNKNKnEelYo1RbC+UK4Kbm4fFMdA26ehTaT08YqCdtfe9dCMsid/mny+ISjson1FsofzKF5Ec4mg4jhY4Tx1mVigtAo43n3w8KK1rDLln9NDCCxXK2FQuQVKpjyJMMTyGlBF7jsEUy6J9tM3S9iY97Q3tTzBcywZCmtlPMMNzo6krUM7Jjyadhdg91MNYm1cHWdGRGYR2ikbMZUjo8qGFV4XydlXoIxFPhrFUHPe4rD3AR4Db9o/g8nJ9l82xXcGNDb15cUbOEHpr7T5lmkobarkXohiLR7Tv8bCPDGskI0/WRl4jXsLanWQJlCnxuu50sdiXtE3i64EQbj0wxvZBpIgwYbWmFZZVou0b8invkH/9Ysk+IU9T7TXlUZa5dt+m1W2rJblbf5e1DU/MS0MceulMsKzFMpkpS4qKdWE/7TKklizhOjrdZVNH6ROx+yXyo68vldY97l3j4WO897C058gYOXND0PSqvNzjkOk6z5FXe+a24f3xAjMD3JvUrXzNDSt4gEpa+vrctIbAq77H0wvvUYnh6QxicBXHPQ46lrbBvcEwN3HOQFY/7EnsHnNX6Gint6GeDwenlXPkwesUhgzAJbw70/cIYwS3bpwdD8LQ/ubHPY4gZkMxSAxZCrUWhM7N8NTtnBmEtNxkHLPUDFkPbEBds+1KeHcmazQz0toiuGeeuj4aBFfbEAQzkEdqmyG/X3CL/HGmOhpC93qx+wjenLpNP5LWP378T6PSUg44Rzpr8vTCu+cIH+JFiWfNvWtbLIsOmBj7o84+2gc0hqxB7eKPM9kub3UIrbORsMJcRyOCy2NNWn2PFt9CDFg5oB7WXGL39MK7p8jF8BLHnTu9KpbFgKgjp22mcKZH06f887Y6UsYx9dOKJA93zoAWbzshgrmDo74oPa9T23wITy+8e9AaHqN9VE/qjGiboOMt0ZHPgJnfpxOX9EeshMjukcFsCZGUlhtnvFRpzXVa1IG0kt6alPBuSAS3DfqvOaoW48hg+IxMFa1WrG6lQSSXCivEyyX4S/YheZLW0PTkwZZyjeHphbf1cNYkgstA595AKJZH+yzhhZ2ZKWGRe2Klf0WY2P0ckYzjwsvVTmmruTcHp2AggTyot7E6UjHelQWwHennGl6xLG1n0YHWsAUD7TOibhNWGLr07hptWn1hgLE30ZaAt22gDmNtp0INK5HRWQPNvYFQLI+22SKs8IwDbWZ3whBzBjSeLMFt0zpKfSa0op93V3PEG75FCe/CRHB1ar9eX4J7HNKRzUC0S7XNsqRulwin6Uc/81M//c5xWWM2Mof8iaZBoXtT0Xf3Boi7wptFxY/OkFHqFq3gZjp01r9WeUS0759868OL56QjbwW7eHRi+1girJB+lAeJsEcc9xZ+2xjy2A4K8v8Lv/hLr59u8Pa3cp4XvyjlF4vm/IrUkr+gVCyPdtFGe7DXdaegnmLDQ21Z+ZYqo2vqR2f9Bb5oyRCeOtTAC8rIOuXHTDI683DnjvTF8mgbbZz44B4INz0i6lX9LrESpPWYjxhWGIIy0JKhK0OePsZLNNvXPvqmOWJZWY9LcM9oLI+KTqB9jtA2R//Z0bGkbrOGdm7dJqyQtjoj6qTVgiHUzbUX7j2f3i5XYXQ2I9tZR+dHJZ6T9jxK2zzKLCh12429ToXHnMFxCQHfgwxCU+zt6YXXyD0EhuLHUghuhRWOydk9p70RkulCXBKSW0IkI7hHXa0whHYQ+vO//Ktp9vYa631aXozgczcVugiYO8YNhLMG/R+ZtMmPfvSjy+vROJvN5EaZ/pCbRUvdPFvyRtxeRA/mtuvTCy9D6LsTGaMbepey2JZ04qML29DVAUchguuVwMzBYCits7TVLaIHS7VnxXh7MI0QLE8ctzgWpnpnjg0eGeEGU2hYjyo0oL6nYN20fpR17WcPKywZYqxVDc1qBkamkkFwK1Z4LCIAOvBZOnFf3PTIqFd9wtNXXlshHkrEKnHcs/ajJWPbX+DV831qEseyFcdDu2ijM05Vzzq9TmhAvecexxDO3FZBOGHJsEIfT+3xZmRGRrXiOGifs/+1/ZS/0jkC+gNvT73/zu/+3uXfKTLj6COrFXjJZ22r1lNffeXSqwA/HRmZ1xzVimnwlrTPUC/ryJzZvtR/67n2ebJpq7P3o9jbVp7603m8RrWMzLUe93jwnHiJNQPZH32k9dj1l3zWjxID9Vj0meO40YMtbwA+nfC+//777wT3jNOhRyVhBTdzqm2Og9+aJU5Im2grqxVArM74K3zt3wft4YC9z+19fV8Um6MD+HtwS/cecfZBtAwmZxtIIq7aRf5/49d+9bK87G++99eXH5Q682ykva+zV7vUOt5iF3RsHcD/Zz16yOfnf/bLr++OT9olvz+QdslvzGqr73z7Ty/vz8ZeYYU+SniLXdCxj9ABtmCP/wSbAsHNutUIbuK4bVtNKQ9B3wvXFsY60rriEt5iMxIrBOPXEYr96fME4/kKM9g3V6z2GFxTBgPHm08+vpTjKJTwngDGo2PoILY9vYcp5EZGizLwrJ6Bo7YXW0q7xBOMWGVlyVlnI8oW7/1Ighvq5tpJ0Bnc2MDZbkTpBGe8wbQEyn60tiKuRAmWgmVVQkT4zIKrbG4KHv0GYHm8J6H1Ds8wRW+9PMLzjKIbjuTxxhPMP2ATXfuOctNpDvHU3QA8suhe4PEW58DTQZ6u8QSR1yPySE+dPRJsp/vkmfdHtqWhpE9s9dTZElSo4WTwnngkmRYeaWQ/Yp6enTaskHbp23dGlMP6Yh7u2R7iKOE9KUfqPKaqwh/d2KA/CT3LUqq10E7YY/quXTx5RphyfYOjH7zxwzdnuk/Q0tr+WePRJbwnhgHm2fk9OpHr5+mms3bitVFHe4muwVDcNq9E+OxPnfUNJmekbq6dGIZntQBDZJBbQUx4TryOoyxIPyoGxi3bBtqG2BJY9pHVMNpqiOhqXzfbpJOf5dwbdZhQlnKcWXRRHu8DEM9zCy8gxn/mJUdbEtHtDk7ZnxUqPFLMXXbHFgyIEVjtNbatnCM/8kyACd1eWAPusXI8lM0R3mJ73IFd8i6su9YvnWTVO7vuHJ/9d1ePgrrMigLt5n1e59Sx9GID0hmblnPbVQ7ysxdnXK0wlPJ4d4LHI0SwpDcRb3TpGJ68PusDEGvRxn7j/bKHMCUWK02hDZ5qZkFj7av10L1PyGJL4rXH635ESnh3ZOlpXMR8qZBDKw7FNNQhhtajwVNM1u9G+0WwMaLXFc28H0sGcPnYMswQwcXDh7IIb7EPa0zjTC3npps0HnGKtzXqcEroYMo0u71OGy4Yyx7tLr+2Z7G5WtVwIIz4vOB4HFOIh+OmxBTiKfF0ytudT5b7jSWebjzAoWi/tOFUtmx3ec3NPGV+Fpsr4T0QOqk1sQxwjvgKNfhXhykQ7keNq50NcV7T/TFCmrbLKokjw8bFkIUVns3mSngPio4z1XOJ1zDkfF62DpBYZDGdvvp2U3IqU29qHV3E2JuZHcF9Ji+3pYT3QOgwbo71iaBOPSZ8wOvNGtE+Iri87Gc1/qVIXfaJ7NRQQwubkP7ZYcMEl1Px7KGsEt6DIdSgs7aiqWPrfBaSD/VMb3m9OrHY4TNO8dYgcdg1hIQ9nJ0MTGyaQ1A2V8J7KIgkgY3oxoNqY786+VDx5Vm0Ai59HeCZp3hLE09Unc6lb5BM+50hZttHO8iXzX1GCe9OpMO2Ikp0CWw6cZ+R6oDt9NX5t4TYL1FFcFHGvxzqXf1qr2t1+sEHw/5hWBu1gySkn99ZmBMr3gPlSVihbO6LlPDuBGM07WqXC7mLjRhpPCCC3NJ2UCJs6xPftrO63m//5tdePxVzEW/3W7D/6T//xU1RGfo7sV3RhXS7NnF08v96ylNhheuU8O6IzkQQ/W4t2ulkGyZI5wvxgkBcba0XDEJM1D39lHSe/bdxl8RyPXW7lCBq775wBfvotv9R4Si4D1Fe7n2qJx6ACCLvgEgSTWIagW0FuQvjJrrxbp1rigfGrzObDhfLQWCIofodQjvzgPO7MxRtf02o+gT5SHRtrrzc+5TwHgydjKdqG+rpxNB1aOe1S3W8vvnk48v7Yj5ERuhnqOiiFdTE2v2ATVd8r3FNkPdG/nPzjM2V4A6nhPdg6GQ6dTv1vGfQEVye1RhBKMYzZkDsop20q/b0Izjd8NCZUBaDBxstmxtPCe9B0TlbT6fv5ktwLOM/qmf0KPDwhH/GCA2BsnXxn2d7wEMVFhjqbXdx8yxhhfo9j+mU8J4EnpIOTIAfYVH9GeHtDq17wkag2gHzj//oD97NXrpx3y0gujxUgjnW21Ye20cf/bDCCgtQwnsSYugEeI9O++zE2x1S9wbIVqRzzqfNT1/7fkvi4U7xUBNWQAnuMpTwnghGb6vp3fYktjuk7nm5whHailgfob14uLlnEBEeQoUV1qGEtyhuYI01obIk71ps1/fX/o33WmiiXYu9JfLKe73luTvGxtOtsMI6lPAWxQ2sseYttmGCFnFT33uYIjfR4ln6fEu0thQ0QktwPW3nibJr3muFFbahhLcoBtC3hIxXmOVhXsOtKTlhc97UJWlTkSfe65tPPn6XvzwxCXnKzcAKK6xPCW9R3MEDE62wBp5uvEKC1fUQ2xUNEHawT7x4rbWv8bqHwJsnuPHaCe5a+So+TwlvUdyAMHnYoW/aTZAjdH0x2+6+eMZCEa23uSTyREiHkLCC/PSVr1iPEt6iuIP4bR88WIJFwIau73W8afwaP1gkjisfvNaut90iv7VaYV9KeB8cnWyoB1R8ER5hX5gB8RIJ3q1VAlsRAdXefR54wgqon2zclxLeB8fU01Iona6YBu/xWv3ZLz5K9BJ2CFvfQAMxFTpw7YisPMqb2HLCCuXl7sv7n15bJ1OcHp3NY6p+F6C8m/GoPwMXTMn7IG65IeX4I9VzOxDwyEtsj0MJ78ngvQzpQK1o3Fq3WfSjnoUZeI5ZMtaHeiZq8SarnoshVKjhBPCqPBnlhohp7T2IRonudYb8Tb464+XeesIsHmUeOKh6LoZSHu9JaG+Y5A56buikwxMC8Ugx3dyJr3WZ04nXey3MkPouT7cYSwnvicgSoGtYb5rmLE93GdoYbpehYZ+i6FLCexLSyQmBmGPiirxgcci83opHFkVxDEp4T0h5WkVxbkp4i6IoNqZWNRRFUWxMCW9RFMXGlPAWRVFsTAlvURTFxpTwFkVRbEwJb1EUxcaU8BZFUWxMCW9RFMXGlPAWRVFsynvv/f9g+ECcxCENXQAAAABJRU5ErkJggg==)
• Durable, cost effective adjustable wall mount for LCD
monitors and TVs.
• Simple Installation.
• Tilt, swivel and landscape to portrait movement.
• Touch screen stable.
• Provides +/-90° tilt and +/-90° angle left to right
adjustment.
• Monitors can move through landscape to portrait.
• Supplied with 75mm x 75mm and 100mm x 100mm
VESA interface plates.
• Can be locked off in position.