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lNql33L9l+vdoi0tH5pBRuXtw20q1DtvZd5PVKan5WinRX0ZQDAG6Y2Z/+y/WR9F+3M3/17dWESj+d/Hxv65Kniq+KJdRV0H1nzYF5bd7fqunWVEWj2FPf1/VIp1pbl7G+SRuOJKRd4cX9p8uR6kZUzfjJ1HNurrT2Zve17nCq+1Th+ol0dlkXi2lVbCJnvd2ypCqFc72tqQczHtlt632q5OL+9BiWIp/Z1cSELku6XOJzu213U8HrF2dRm8hmtfzucit3H9HmV1oXuzL1HF7y+dekymuz+nOsfA6NOMdyn1M5K3ffq3Wx3lS3ssRNS2cRy5Oa7nw6NqKLu7dLKn7P5l5nV145LW28t+j+an4fth5Q1+H9mgi3ai514OItSDb84qbNkqSvStJnFweM/MdfT7VO/MpdT1e/0xwhy7KsmvYw+4Sihf2/loSQYl2sCqYnzt1PXli4pKkHY9nB+Fui8ey4lCVTLOeMScldt/ia3H01aWfsAeUOY8ntyra4v5yyF5xX8WPUxy+kP/hG+taZU2XWpqYqVk53soxst7J0aEkMhtQ5W2yczOJ+ZkfO6UTf2ZL7XLL/o91F95c6drumrSGF8/a9JD0VP1ZiUKHO2WzZC88FAFDMTMGUx9Wud9nMfk30qsw4GNPM6Mx+aVOVlWuzeOEcvVAG7wuFQtr4Sx2VN1yGcnXVGruTSWrfpMLeXvndxKT8bmeZjQrGw+Q+PPPkmexsX/mzidUqNRg/ZUHHYjmzis0+UWIsTs5U0gvHNDqVmepsVpPZguW3PPldc9/9GlC6W1mxWcTyhLVvJKLJ/oPZLmjDnTldzjI/OQ/PPJuaR7no/pr7TqQethkKKRTq1PDAdHXTI4eHZE23q78ldVwCDAD4zMz+godXpgdV92z3SYCRNPOMrtzk8y8uL5yjF8qAkmrsTiZlA8riEyZ1y82FHcFyu52ltyoMOrkTAOik4qVG0NeqPaKdTSfTwcjecdr3RLXlZKo1ZuFYTNFj+eu3RP34wMvU81PKrRvK/MvqK7un5r4TymwSznldySMPWSrXPBgesmRV2km58oeHZFXeAQDARFsPqDO2S9PZ7jBKdanx0V/Tr57VsscomMIL5+iFMqC02ltitFr54+GXzvolpadjzt1qyUapKZYLB/E37YwpHtuZfe3JM7U+kSV1nNjO/ItyS3TpskXt2lN0goHUc2acHCYz+/zX9L/c0q3Vm+/U1577G33tucVmtrG/S+iD4Tbd3fpWffO5L+mrT39W/8a5ogEAfGurNs2X6ypWab2zVu4+kn12R9f8vK8CjCSt3H2gpifKm8AL5+iFMqC02sfEoCFKjYmZff5r+s09/6eO/0lEv/j7f6n//tRBffEvHtejn/2cVusn+vJfP6auuz6oROKvdPr8/6wvPPBe/e3/+Oei+yo/JgYAAADwJkKMR7k/sB8AAADwpjp0JwMAAAAA5xBiAAAAABiFEAMAAADAKIQYAAAAAEZhYD8AAAAAo9ASAwAAAMAoK9wuAAAAQLDM6Exrr85n/92htsSRZT5YsXBf+VbFErptd6Of2DijizNbtcaVZ4ou6OVdYV25t/LDVi/ub9Wp8fQ/eg4veQhqpfVuqLpMM/s10Zt5wdLryovnuFy0xAAAADhmQS/v6tX5jpg65+fVNT+vzT2nNRfepZcXlr/XdYdT+yr8cSLAnGnt1cUGH6WUi/vDmjtdeburY7t0arxHm+fn1TV/WOvGe/Xs2ILt9W6oukzpAJO5FjpjyruuvHiOtSDEAAAAOGVmRHOnO9T28G6tTC9acyChto7TupAwt0LpvBmdaW3VqZc6tKritgu6OHFaq2L9WiNJ2qpNh3t0eSKhq7bWu6H6Ml18ZlzqOZxtkVq5+16tU+a68uI51oYQAwAA4JStB9Q1X6br2MKYnm1t1cT+mcVlM/s10dqqMzMlXmPTxf2tmmjN/OS2/KQCwZmZ1H8z2xS2VEzkrEuVb7Er2/ne/DKXP9YuvTy2P71uf9FWnIv7C96DQjPP6HzPYXUduVc3VDzzpK6clm5Yn/OmN9+kVacndHHBzvoy70/m8yrynuWp+nOtVKYlb4gujkvrtud2D9uqTdnWOAfO0WGMiQEAAHBTtnWmSWrardsOv6KJ3l6d2T6vTVtndKZ3XKtiiYpjPkpLjRuZ23hYXfPpnczs10R4l5QzZuJ87zPaPD+vTZn1vffp5fARbUju13RMakvMp7dNhZcz2+e1af6w1NorHc6MSbFzrNOam+hS5/x8tjWq0JoD8+oqd0pbD6hra6oslU//rK6oQ2ubl7k+ben7E9aEUt2z1mSXpd+zwpBa7edqs0xLt88fI7Uu87k4cY4OI8R41C9s2tzwY3zrzKmGHwMAAJSxMKZn05XZbKVw6wFt7hnXqd79Us94avxMhbEt53tblw7uzwzcXkjowukebT6SU1veekCbe1p1amRGGw6kFi12NZK0dbvWaVxXkpkFG7UyW4TUX/iLn4/NY3WFSwYY55xOnV/Jin16ffq8i70/Onyg+HtW7ONaxudaqUyF6+bChSFkl25IHNEGm/ur+RwdRIgBAABww8KYng3HpCIziK05kFDbS2HNjfdo8/zuihX+7F/ci0m+ossa16nW8aXrehb/N6+rUa6t/WrrCC++vtysVrUey1EduqFsy0T++nqUudrPtVKZCuWHkNTnNjcyow399vbnjc/FHkIMAACA09IzSZWcAnkhoQunJWlcF2cO1DR98dWzL0nq0eb5nL+o5xemwh6atOHIvDYoNTZmOtarifHiwan2YzVA03rdUK4Fo9L6erL7uVZbpqb1qbFBeSGkSSs3LnN/BqgpxFyaelCxYxUG92yJKr6nvZbDLEtu2Zp2xvTAttWOlwEAAKBQKgicLtN6sqCX74vpcs9hdd70qKZ792tNyVBQ2cr1GyW9pKsLqrkCu3L3EXXtTo17uXB2QSoofz2PVT/NuqFD6fKmC5V8RZc7utTRZGd9vVTzuVZbpiLba0FXX5JWdaWaWpw5R+c0fnayk3FFow9q6lLDjwQAAOBtC2M6XTbASFfH7tPc6R5tPrBVK3c/rLaOcZ0qN1NXJVv71dZxWnP3jeVMp5uahcrWTFMz+wtmEcud6SpVea7bsRqiSWu6OnQ5NpI+h/Sg+uy4nErr66O6z7XaMjVpw709uhy7L+e5MPdp7nSH1oabHDtHJzk0xfKCjsWe0KwzB0NdJDQYCilU9GdQiZKvS2p0R0ihHaNKLlmX2udgqRcnBkscL6RQzosSg8WXFytH0dV5x9mh0aUFBQCgIa4mJnRZ6SmJW/N/nh1bkGb2p1tpMn+hb9KGh2NaNd5bfsrhspq04UhCbYppOnu8Xl0p1ZWt0NYD6oy9pFMFr02FsFTl+HxvqyZ2jelqrcdKqzjFcpWvX7n7SGpQfbo853sO55Wn0vqaLeNzrVSmJe/R1gPqOrxRc+HU+56aUW5xFrGGn6PDQpZlWct9ccUuW7NPKBo/mf2nk926TO9O5v7sZAkNhjqlaUtD4YI1gyF1zo7o3Im+pRN6JAYVemhWkUmp+9wJ9eVtUHqfpYsxqFDnrEbS+0qO7lBLf7umrSGF0/ubHTmnE/kHSpVxWBooPFZiUKHO4ezy1P6U3T8AAPCDGZ3ZL20qNQGBLwThHEtr7MD+9j2KR5UNMgsvvKhL27ZpMU7M6oloXCcLX1duHE1BMJJshpTC1zXtVOyB3LLArvC+EUVajmoq2bek4p84PqxI9znd396izoMJ9dlOK8UkNNg5rMjIufRxkpo6OqnIyCGl9hrW0PSAQg9NKdmXCVSpYDMciSiiyaV7PD4sDUxng01z3/0a6O/U0amk+kgxAAD4w8wzunJTySm5/CEI51hG47uTtUe0Mzu+6AW9mBkbc2lKDxYLMFJqHM2DUyocRjP7RHRJgJGkhWOxotvnrS983cIxxcq8BsuQHNVDwxF1b2tW+PYBafh4mW5nlSUGOzUcGdGhbLg4q7lJqb01J2ysb1Nk8qimMl3CEsc1PDAt68T9WhqDEzo+LA3cnhuswhqyrCUtOQAAwFxXzyo9FsS/gnCO5TgwJma13rqucNklTY0eU6qz1xZF43HF43HF47HigUeSZp9QNoc07VQs/Zrolsz2xzRZZtDNlmjmGFFlXrLkGLAlcbBfk5FubSuo9yenji4uD+/TSGRYDy13wElyVA8NSwP353RZS85rVhG1rS/zuvCQrFKtP9nX54/3KTmsBgAAGGnl7gOuP1G+0YJwjuU4NLC/0GpteyATKvak/mJ+aUoPRmNanLF5QRdyAsbsmWyC0c6+xW5g7ZGd2Rn8Tk6UaFnZEtVi77R2bVpMMXnHwFLDnUsH2RcfD5PQwf7JnNDRrG3dEU0enSoywL+yVCAa0T5bvdEmNXfW7p4n1d9yXLdblizLkjU9oOFOBvcDAACYxNWHXc4+EVWR3mHFtlQ2w2id3po7kGX1Nj0Q31b21U1r80e+rF7bJKlwmr8S43MCPnYmd2B8dhD8oWID+o9rWAOazgkdzdu6Fenv18FEn/2B/Kkjpca+dB9aepyiKrTOFG49sk/Z4oT3aSTSov6ax+8AAADAKQ60xFzSd84vXTb1YEGA2RLN7x4Gz2nuO6SRyKT6WwqnWE5q9KFhScPqzG21aenXpKTh41X210pO6ehkamxNfgFa1V5Vq0vhCbSqXQVjatSsVuefxQoAAIAaND7EXHpRL2QaPZpu0c2rC5elx7eUmo0MHtKsvkMjimhYnbkDSdKhY+RcuotW7s/0gDT8UHXdtc7OaVLtal3SDLNebRFpdj6Zv22R8TnFFXm9kpqflSLVNOUAAADAVY3tTnZpSg/Gjmkxw9yc6pZ16cJiZ651b83pqlWs1UbKjGM5eVKSzus7l6T27Ityu4FtUTQzxqZq7doTj2vPsl4bIM19OjRyVC39D2l0X1h9zZmB/iM6VCxIhG/XgIbTUxjbO0RyflaKdGtprEiNs+nvP6hEX/o5MekpmO11O2tW3/0D6u/cq9FtmefO7FX/ZEQjRQsPAAAAL6pbiFk4FlP0WLkttqgr8yyX1WuVHZVy8oxm97SrXdKlqdGcgf352rMpZkHHRqd0c3qcyqWpicVxLFs2LTPAoBqZZ6v0twyq9Vxbahax6SLjZCRJYe0biail/6ASfbdLSk0WMFy4WWRxsoCzc5NS+/1F99fcd0LTcyF1htJ7GJiWVc30yOEhWdODCrWElJpZPcKDLgEAAAzj0MD+Ju2M5bSQrL5ZtzQd00IqxSgetTG6v32PoltOpsbRLBxTbEli2qIoXdLqKPX8lHLrhjL/sso3sTT3nVBmk3DO60oeechSqSNn11faSbnyh4dkVd4BAAAAPKrhY2KadsYUjz+gbXnTe6WmWC4cxN+0M6Z4LGfK5DP5D35p3xNXvNjI/y3RxamafW72+f+uX3vfn0iSHvndrfrac6ckST/1b35Wbwvfpf/ns/+bmn72Wn3zuS/p1HPTOvDbzJQAAAAAfwlZVsk/t8NFv7Bpc9Hls89/TZdWXKsXXrH0ztaQXntd+tVbU9uOfvS3dOr5l/Tmwve0768e0SvT/02vv7FS7/nY54ru61tnTjWs/AAAAECjEGI8qlSIqSdCDAAAAEzkwHNiAAAAAKB+CDEAAAAAjEKIAQAAAGAUQgwAAAAAoxBiAAAAABiF2ckAAAAAGIWWGAAAAABGIcQAAAAAMAohBgAAAIBRCDEAAAAAjEKIAQAAAGAUQgwAAAAAoxBiAAAAABiFEAMAAADAKIQYAAAAAEYhxAAAAAAwCiEGAAAAgFFWuF0AAACCIBQKZf/fsiwXSwIA5qMlBgAApUJGI38sy8qGl8J1AJwRjUbdLgLqhJYYAIARGl3Zd6J1JBNmii13shwAYDpCDACgbhoZNEyv3JcKMFL+uRW+h6afNwA0AiEGAALED60ZJioXYAoVbkcrDVAfdCXzF0IMAHgIIcN/qgkwxdBKAwBLMbAfAKrkxODvRv3AWdvZK94AACAASURBVLUGmEKFnyeTAwDVo0XGH2iJAeA7tGbAC+odYIqhlQZAUBFiAHhGvcIHlTe4zYkAU4ixNEBptL74D93JAHhCKBTSN7/5TbpMwXhuBJhiSnU7o+sZAD8gxABwnVcqfUCtvHotM5YGyEfLjPnoTgbAVV6t9AHVMulaZiwNANMRYgC4xqRKH1COydcyY2ngd7S6+FPI4jcUABcUq/TNzs6qvb3dpRIBy2NygKmEQAO/iUajisfjbhcDdUBLDADH+bnSh2Dx+7VMtzMAXkWIAeAov1f6EBxBu5bpdgbASwgxABwTtEof/ItrmVYaAO4ixABwBJU++AXX8lK00gBwGiEGQMNR6YNfcC3bQysNgEYjxABoKCp98Auu5eWhlQZAIxBiADQMlT74Bddy/dBKA6AeCDEAGoJKH/yCa7lxaKUBsFyEGAB1R6UPfsG17CxaaQDYRYgBUFdU+uAXXMvuopUGQDmEGAB1Q6UPfsG17D200gDIRYgBUBdU+uAXXMveRysNAEIMgJpR6YNfcC2biVYaIHgIMQBqQqUPfsG17A+00gDBQIgBsGxU+uAXXMv+RSsN4E+EGADLQqUPfsG1HBy00gD+QYgBUDUqffALruVgo5UGMBchBkBVqPTBL7iWkYtWGsAshBgAtlHpg19wLaOSUq00XDeANxBiANhCpQ9+wbWMatHtDPAeQgyAiqj0wS+4llErup0B3kCIAVAWlT74BdcyGoFWGsAdhBgAJVHpg19wLcMJtNIAziHEACiKSh/8gmsZbqGVBmgcQgyAJaj0wS+4luEVtNIA9UWIAZCHSh/8gmsZXkYrDVAbQgyALCp98AuuZZiEVhqgeoQYAJKo9ME/uJZhOlppgMoIMQCo9ME3uJbhN7TSAMURYoCAo9IHv+BaRhDQSgOkEGKAAKPSB7/gWkYQ0UqDICPEAAFFpQ9+wbUMpNBKgyAhxAABRKUPfsG1DBRHKw38jhADBAyVPvgF1zJgH6008BtCDBAgVPrgF1zLwPLRSgM/IMQAAUGlD37BtQzUF600MBEhBggAKn3wC65loLFopYEpCDGAz1Hpg19wLQPOo5UGXkWIAXyMSh/8gmsZcB+tNPASQgzgU1T64Bdcy4A3lWql4X6FEwgxgA9R6YNfcC0DZigWaLh30UjXuF0AAPVFpQ9+wbUMACiFEAP4CJU++AXXMmAm7l04hRAD+ARfHPALrmXATNy7cBIhBvABvjjgF1zLgJm4d+E0QgxgOL444Bdcy4CZuHfhBkIMYDC+OOAXXMuAmbh34RZCDGAovjjgF1zLgJm4d+EmQgxgIKe+OGZnZxt+DAQblSDATNy7cBshBjAMAQZ+QSUIMBP3LryAEAMYxMkA097e3vDjILioBAFm4t6FVxBiAEMQYOAXVIIAM3HvwksIMYABCDDwCypBgJm4d+E1hBjA4wgw8AsqQYCZuHfhRYQYwMMIMPALKkGAmbh34VWEGMCjCDDwCypBgJm4d+FlhBjAgwgw8AsqQYCZuHfhdYQYwGMIMPALKkGAmbh3YQJCDOAhBBj4BZUgwEzcuzAFIQbwCAIM/IJKEGAm7l2YhBADeAABBn5BJQgwE/cuTEOIAVxGgIFfUAkCzMS9CxMRYgAXEWDgF1SCADNx78JUhBjAJQQY+AWVIMBM3LswGSEGcAEBBn5BJQgwE/cuTEeIARxGgIFfUAkCzMS9Cz8gxAAOIsDAL6gEAWbi3oVfEGIAhxBg4BdUggAzce/CTwgxgAMIMPALKkGAmbh34TeEGKDBCDDwCypBgJm4d+FHhBiggQgw8AsqQYCZuHfhV4QYoEEIMPALKkGAmbh34WeEGKABCDDwCypBgJm4d+F3hBigzggw8AsqQYCZuHcRBIQYoI4IMPALKkGAmbh3ERSEGKBOCDDwCypBgJm4dxEkhBigDggw8AsqQYCZuHcRNIQYoEZ8ccAvuJYBM3HvIogIMUAN+OKAX3AtA2bi3kVQEWKAZeKLA37BtQyYiXsXQUaIAZaBLw74BdcyYCbuXQQdIQaoEl8c8AuuZcBM3LsAIQaoCl8c8AuuZcBM3LtACiEGsIkvDvgF1zJgJu5dYBEhBrCBLw74BdcyYCbuXSAfIQaogC8O+AXXMmAm7t36icfjbhcBdUKIAcrgiwN+wbUMmIl7FyiOEAOUwBcH/IJrGTAT964kJTQYCimU/dmh0WSZzZOj2pG3fUih0KASdtfDGIQYoAi+OOAXXMuAmbh3JSmp0R2dGo6M6JxlybIsTQ9Mqr+lTJA5O6fJnO1TP0MK210PYxBigAJ8ccAvuJYBM3HvpiUOqn8yopFDfWpOLwoPndNIZFJHp4qnmOT8rNTemt2+2vUwByEGyMEXB/yCaxkwE/dujvCQLOuE+qpIHGfnJhVpW7/M9amua4OJ/C5sO0aTS7qh7Sjbpw1OIMQAaXxxwC+4lgEzce/akG6d6d5WLNkkNT8r6ejeEuNdKq1PGe48rtszXc2mBzTZ36JQy5zuz1u2t/zYHDQcIQYQXxzwD65lwEzcuzYkR7Wjc1iRkUMlWmfOam5SUveh9FiXcxqJDKszG1QqrU+JjOxbHCMTvl0DkgamhwqWTWrubEPOEjYRYhB4fHHAL7iWATNx79qQHNWOln5p5JxOlOxfFtaQZeWsb1bfoRFFNKzjCTvrU9pbGTFjAkIMAo0vjtJmZ2fV3t7udjFgE9cyYCbuXRsSgwpVDDAlNLeq7DdZpfXwLEIMAosvjtIIMGbhWgbMxL1bWXJ0h0KdwxqYtioHmMTg0ufIJOc1q4ja1ttYD6MQYhBIfHGURoAxC9cyYCbuXRuSo9rbP6mBaUtDdh7kkh6r0n8w0zcsqdG9/ZqMdGtbs431MAohBoHDF0dpBBizcC0DZuLetSc5dVSTkoY7QzmzieVPcZwYDCk0mAklYQ1Z0xoY7kxv16J+jejcicxzZiqth0lCFncRAsT0L45GhgwvBBgvlMEUpl/LQFAF5d517jwTGhyUhmw11cBPaIlBYATli2M5CA9m4VoGzMS92wCJ45plQEsgEWIQCHxxlEaAMQvXMmAm7t3GSM6rxIMv4Xcr3C4A0Gh8cZRGgDEL1zJgJu7dxmnuG1Kf24WAK2iJga/xxVEaAcYsXMuAmbh3gcYgxMC3+OIojQBjFq5lwEzcu94TjUbdLgLqhBADX3Lqi2N2drbhx6g3AoxZqAQBZuLeBRqLEAPfIcCURoAxC5UgwEzcu0DjEWLgK04GGNPCgIllDjIqQYCZuHcBZxBi4BsEmNJMLHOQUQkCzMS9CziHEANfIMCUZmKZg4xKEGAm7l3AWYQYGI8AU5qJZQ4yKkGAmbh3AecRYmA0AkxpJpY5yKgEAWbi3gXcQYiBsQgwpZlY5iCjEgSYiXsXcA8hBkYiwJRmYpmDjEoQYCbuXcBdhBgYhwBTmollDjIqQYCZuHcB9xFiYBQCTGkmljnIqAQBZuLeBbyBEANjEGBKM7HMQUYlCDAT9y7gHYQYGIEAU5qJZQ4yKkGAmbh3AW8hxMDzCDClmVjmIKMSBJiJexfwHkIMPI0AU5qJZQ4yKkGAmbh3AW8ixMCzCDClmVjmIKMSBJiJexfwLkIMPIkAU5qJZQ4yKkGAmbh3AW9b4XYBgEIEmNJMK2/QUQkCzMS9C3gfLTHwFAIM/IJKEGAm7l3ADIQYeAYBBn5BJQgwE/cuYA5CDDyBAAO/oBIEmIl7FzALIQauI8DAL6gEAWbi3gXMw8B+uIoAA7eEQqGG7ZfKEGAO7lnATIQYuIYAg0oaFTQkNfTaKyw3FSTAmwgwgLkIMXAFAcYfGhkyJHMr/4Xlzn2fTD0nwG8IMIDZCDFwHAHGWSa1Zvj1M8t9n2ilAdxHgAHMR4iBowgwS9GaESy00gDuIsAA/kCIgWNMDjAmtWbALLTSAM4hwAD+QYiBIxr9xeFWa4ZJLT7wPlppgMYhwAD+QohBw2W+OJxqzSBYwC9opQHqgwAD+A8Pu/SRaDTqdhFKynyBNOoH8LvCaz4UCmV/AJRGgAH8iZYYOIIvEKC+aKUBKiPAAP5FiAEAwzGWBliKAAP4G93JfMbLXcoAOINuZwg6Agzgf7TEAICP0e0MQUOAAYKBEOMTtMAAqIRuZ/A7AgwQHIQYAAgoWmngJwQYIFgYE+NDtMoAqBZTOMNkBBggeGiJAQAsQSsNTEGAAYKJEOMDtLwAaCTG0sCrCDBAcBFiAABVoZUGXkCAAYKNMTE+ResMACcwlgZuIMAAoCXGB+LxuKRUcMn8PwC4gVYaNBoBBoBEiAEANAhjaVBvBBgAGYQYAIAjaKVBLQgwAHIRYgAAjqOVBtUgwAAoRIgBlml2dlbt7e1uFwPwBVppUAoBBkAxhBhgGQgwQOPQSoMMAgyAUggxQJWqCTClppnlSxmwj1aaYCLAACiHEANUYTktMMW+hCs9Q4MvbqA4WmmCgQADoBJCDGBTPbuQVfpyJuQA9pRqpeEeMRcBBoAdhBjABqfHwNQacuzsw6tmZ2eLLmcMEiqh25n5CDAA7CLEABV4cRC/nS9501pzKr3PpcJNhtc+I7iLbmfmIcAAqAYhBijDiwHGLpO6rNl5nyutJ+SgHFppvI0AA6BahBigBJMDjB1eCTn1ep9rDTl29gF/oJXGWwgwAJaDEAMU4fcAY4cTIcfJ99nOcWjNCSZaadxDgAGwXIQYoAABxp5aQ843v/lNz73PdFkDrTTOIcAAqAUhBshBgKmfcpWT2dlZvf3tb1/2691CyAkeWmkagwADoFaEGCCNAOOMzPvsx2mkCTn+RitNfRBgANQDIQYQAcYp1bzPfpxGmpDjL7TSVI8AA6BeCDEIPAKMMxrxPntlhrV6IeSYi1aayggwAOqJEINAI8A4w633mZBT/T5QH7TS5CPAAKg3QgwCiwDjDK+/z+UqVn4LORKtOW4IeisNAQZAIxBiEEher1j7henvs99aciS6rHlBkFppCDAAGoUQg8AxvWJtiiC8z8ywVv3rkc/PrTQEGACNRIhBoAShYu0FvM8pzLBW/euDzi+tNAQYAI1GiEFgULF2Bu9zdfzWZY2QUz+mttIQYAA4gRCDQKBi7Qze5/oj5FT3ej8r1Urjpc+YAAPAKYQY+B4Va2fwPruDkFP9PvzAi93OCDAAnESIga9RsXYG77N3BS3kSMFrzfFCtzMCDACnEWLgW1SsncH7bDa/hRyJLmtOt9IQYAC4gRADX6Ji7QzeZ/9jGunqX+8ljW6lIcAAcAshBr5kUiXDVAQYSEwjvZzXu6merTQEGABuIsTAd7xcgfALAgyqUUtrjhcryX4JObW00hBgALiNEAOgKgQY1FupyrCdrmpeZGrIsdtKQ4AB4AWEGAC2EWCA2pkwjbQXZjwDgHIIMQBsIcAAzvDiNNKZ4GJq6xgA/yHEAKiIAAN4i6ld1gCgXggxAMoiwADmIeQA8DtCDICSCDCAP9UScvi9AMALCDEAiqKiAgRXuXu/vb2dlhwAriPEAFiCAAOgHBNmWAPgb4QYAHkIMABq5cUZ1gD4CyEGQBYBBoBTmHwAQC0IMQAkEWAAeAshB0A5hBgABBgAxiHkwK5oNFr03/F43I3ioE4IMUDAEWAA+BEhBxnxeHxJkIH5CDFAgBFgAAQVIQcwGyEGCCgCDACUxjTS/kZXMvMRYoAAIsAAQG2YRhpwFyEGCBgCDAA4gy5r3sG4GP8hxAABQoABAO8g5ADLR4gBAoIAAwBmIeQ0BuNh/IEQAwQAAQYA/IeQgyAjxAA+R4ABgGAi5ORjXIy/EGIAHyPAAABKYRppmIwQA/gUAQYAUIt6TCMNNAohBvAhAgwAwAmmfdcwqN8/rnG7AADqiwADAHBTKBSSZVluFwM+R4gBfIQAAwBwEwEGTiHEAD5BgAEAuIkAAyeFLK42NFiQf6k5de4EmOUJ8rVpAj4f7+EzQSlcG3AaLTGA4QgwAAA3EWDgBkIMYDACDADATQQYuIUQ46qEBkMhhbI/OzSatPO6pEZ3hDSYqLzv8tvAZAQYAICbCDBwEyHGNUmN7ujUcGRE5yxLlmVpemBS/S2Vg0xisEX9k5W26dRw/QoLjyHAAADcRICB2wgxbkkcVP9kRCOH+tScXhQeOqeRyKSOTpVKManWlc7ZiCJl9z1YeRsYiwADAHATAQZeQIhxS3hIlnVCfc2VN81KHNfwwLSsE/erZBU2OaodnbMaOVS4TaZ7WX4Xth2jydRrCpfBkwgwAAA3EWDgFYQYL0m3znRvK5FswkOyhsJldpDU6N5+aeRQyXA03Hlct6e7r1nTA5rsb1GoZU735y3ba3NsDpxEgAEAuIkAAy9Z4XYBkJYc1Y7OYUVGzlXXOpO3i73q14jO9TVLOlt0m8jIPmVjUPh2DWhYmh5asmzurKRllgP1R4ABALiJAAOvIcR4QXJUO1r6pZFzOrH8BKO9/dLIub6y2aO9lWRiGgIMAMBNBBh4Ed3J3JYYVKjWACMpOXVUk5pUf0tmbEtqdrLhzpBCzLNsLAIMAMBNBBh4FSHGRcnRHQp1Dmtg2qopwEhSc9+J1JiW7M+0BiQNTFsVxtHAqwgwAAA3EWDgZYQYtyRHtbd/UgPTlsgYKESAAQC4iQADryPEuCTV/Svd3SuU/5OZ4jgxSFewICLAAADcRICBCUIWV6mHJTQ4KA0Z3lQT5F+G1Z47AcZZQb42TcDn4z18Jv7HZwxT0BLjZYnjmm1b73Yp4BACDADATQQYmIQQ42HJeZV+8CV8hQADAHATAQamoTsZGi7IvxjtnDsBxj1BvjZNwOfjPXwm/sTnChPREuMj0WjU7SKgSgQYAICbCDAwFSEGcAkBBgDgJgIMTEaIAVxAgAEAuIkAA9MRYgCHEWAAAG4iwMAPCDGAgwgwAAA3EWDgF4QYwCEEGACAmwgw8BNCDOAAAgwAwE0EGPgNIQZoMAIMAMBNBBj4ESEGaDACDADALQQY+BUhBmiQ2dlZt4sAAAgwAgz8bIXbBQD8iC5k/hAKhfL+TWUAgCkIMPA7QgxQZwQYf8mtBBSGmnLbAoBbCDAIAkIMUEcEGH+rVCnIhBwqDwDcQoBBUBBigDohwICKAwA3EWAQJAzsB+qAAAMAcBMBBkFDiAFqRIABALiJAIMgIsQANSDAAADcRICxLxqNul0E1BFjYoBlIsAAANxEgLEnE17i8bjLJUE9EWKAZSDAAADcRICpLLflhQDjP3QnA6pEgAEAuIkAUxldx/yPlhigCgSYYKGSAMBrCDDlFQsvtML4EyEGsIkAAwBwEwGmNFpegofuZIANBBgAgJsIMMtDK4x/EWKACggwAAA3EWAqKxZWCDD+RogByiDAAADcRIABiiPEACUQYAAAbiLA2BeNRhWPx7OtL7TC+B8hBiiCAAMAcBMBxr5MgMkgwAQDIQYoQIABALiJAGNfYYBBcBBigBwEGACAmwgw9hFggo0QA6QRYAAAbiLA2EeAASEGEAEGAOAuAox9BBhIhBiAAAMAcBUBxj4CDDIIMQg0AgwAwE0EGPsIMMhFiEFgEWAAAG4iwNhHgEEhQgwCiQADAHATAcY+AgyKIcQgcAgwAAA3EWDsI8CgFEIMAoUAAwBwEwHGPgIMyiHEIDAIMAAANxFg7CPAoBJCDAKBAAMAcBMBxj4CDOwgxMD3CDAAADcRYOwjwMAuQgx8jQADAHATAcY+AgyqQYiBbxFgAABuIsDYR4BBtQgx8CUCDADATQQY+wgwWA5CDHyHAAMAcBMBxj4CDJaLEANfIcAAANxEgLGPAINaEGLgGwQYAICbCDD2EWBQK0IMfIEAAwBwEwHGPgIM6oEQA+MRYAAAbiLA2EeAQb0QYmA0AgwAwE0EGPsIMKgnQgyMRYABALiJAGMfAQb1RoiBkQgwAAA3EWDsI8CgEQgxMA4BBgDgJgKMfQQYNAohBkYhwAAA3ESAsY8Ag0YixMAYBBgAgJsIMPYRYNBohBgYgQADAHATAcY+AgycQIiB5xFgAABuIsDYR4CBUwgx8DQCDADATQQY+wgwcBIhBp5FgAEAuIkAYx8BBk4jxMCTCDAAADcRYOwjwMANhBh4DgEGAOAmAox9BBi4JWRxlxovGo0WXe6VXyrVfBn4LcDwRehtfD7exufjPUH4TIJwjvVCgIGbaInxKRN/qfgtwAAAzEKAsY8AA7cRYuAJBBgAgJsIMPYRYOAFhBgfMP0XCQEGAOAmAox9BBh4BSEGriLAAADcRICxjwADLyHE+JApv2AIMAAANxFg7CPAwGsIMXAFAQYA4CYCjH0EGHgRIcYnTPrlQoABALiJAGMfAQZeRYiBowgwAAA3EWDsI8DAywgxPuPlXzYEGACAmwgw9hFg4HWEGDiCAAMAcBMBxj4CDEywwu0CIBje/va3Z/+fLxEAgJMIMPYRYGCKkMVdDYeFQqGy6/10SfLF6W18Pt7G5+M9Jn4mJpbZLQQYmISWGDiu0pdJkEIOAKBxCDD2EWBgGkIMPIeQAwCoFQHGPgIMTESIgXEIOQCAcggw9hFgYCrGxCBwnAw5fJF6G5+Pt/H5eI8Jn4kJZQRQO1piEDi05ACAPxFggODgOTFAAcuyyv6EQqGKPwAAZxkfYJKj2rHk+2RQiTIvSQzmbDu4dMtK6wGTEWKAKlUKOblBRxIhBwAazPgAI0ln5zQZGdG5vO+TIYVLbJ4c3aHO4QFNW5Ysa1oDw53aMZq0vR4wHSEGaIBaW3MAAPb4IsBISs7PSu2tara3taaOTioysi8dcsIamh7Q5NEpJW2tB8xHiAFcQMgBgNr5JcBI0tm5SUXa1tvdWnOTUntrTuRZ36bI5FFNJe2sT2gwFNJgIvXfzHfLjtHkkm5ttN7AqwgxgAcxLgcAyvNTgJGSmp+VdHSvvfEwyXnNKqKSmafS+rThzuO6PfPdMj2gyf4WhVrmdH/esr0ix8CLCDGAgSqFHKn4WBxCDgA/8FeAkTItJ+o+lP49fk4jkWF1VhjYv9Sk5s7aX7/Y3UxS+HYNSBqYHipYVmmfgDsIMYAPEXIA+JX/AowkhTVkWTrRl+n+1ay+QyOKaFjHq0oxlVpf8tfndTcDDEOIAQKIkAPARP4MMCU0t6q97LoyLSSV1gM+QIgBsEQ100gTcgA4wdcBJjGoUGhH/tiTsuNa1qstIs3O57zg7JwmI93a1mxnPWA+QgyAZSHkAHCKrwOMlB170n8w03csqdG9/WVCR7O2dUc02X8wPWYmocHOYUW6t6WnaK60HjDfCrcLAMCfKlU4KgUZX1dYANjm+wAjKTUmZloKdSo0nF4UGdG5E33Z0JEYDKlT07KGUsPum/tOaHoupM7MCwamZfUtRpRK6wHThSz//2YAYCA7rTW1/voKRuXIXHw+3uP0Z8I1kCuhwUFpaChceVMgAOhOBsCTmHwACDYCTIHEcc3afhgm4H90JwNgJDvd1QgygJkIMEsl56VuRuUDWXQnAxBITnRXQ22oyHqPE58JnzsAO2iJARBIdipJTD4AOIsAA8AuxsQAQAlMIw04hwBjXzQadbsIgOtoiQGAZap1Gmk7+wCCgABjXzQaVTwed7sYgOsIMQDQIPWYfICKHfyOAGMfAQZYRIgBAJcQchB0BBj7CDBAPkIMAHgUIQd+RoCxjwADLEWIAQBDMcMaTEWAsY8AAxRHiAEAH6t18gEqmqg3Aox9BBigNEIMAAQYIQdOIsDYR4AByiPEAABKYhpp1AsBxj4CDFAZIQYAsGxMPgA7CDD2EWAAewgxAICGqUfIgdkIMPYRYAD7CDEAANfQXc3fCDD2EWCA6hBiAACexTTS5iLA2EeAAapHiAEAGI0Z1ryHAGMfAQZYHkIMXBGNRkuu45c5gHoi5DiLAGMfAQZYPkIMGq5cYAEAtxFy6ocAYx8BBqhNyOK3DRxWbajhlzwALwtSyCkXUggw9hFggNoRYuCaUmEm9xe7ncDDFwEAL/NTyCkVVAgw9hFggPogxMATcsNKtb/cKwUdviwAeJlJ00gXCysEGPsIMED9EGLge4QcAKbzSmtOYWAhwNhHgAHqixCDwCPkADCdUyEnN7QQYOwjwAD1R4gBKiDkADBdvUJOJrgQYOwjwACNQYgBakTIAWA6uyEnsx1VB3sIMEDjEGKABmOGNQCmyw05VBvsIcAAjUWIATyA1hwA8A8CDNB4hBjAAIQcADADAQZwBiEG8AFCDgC4jwADOIcQAwQAIQcAGosAAziLEAOAkAMANSDAAM4jxACoiBnWAKA4AgzgDkIMgJoRcgAEEQEGcA8hBoAjPNdlLTmqHS39msxbOKBpa0jhEi9JDIbUOZzZdFrWULiq9QD8gwADuIsQA8ATHA85iUGFHmrTuRN9araxeXJ0h1r629MhJ6HBUKdmR87pRF+zrfUA/IMAA7iPEAPACPUOOcnRHWqZu99ma0lSoztadLQ7J5TkhaBK6wH4BQEG8IYVbhcAAOyoVGmoNuScnZtUpO2QzaOf1dyk1H5/ThxZ36bI5FFNJfvU11xpfaplRtPTUmenMj3OIiPndGLbVF63tgitN4BnEWAA7yDEAPAFOyFncZuk5mclze5VqD8TH8qMh0nOa1YRda8vsfNK69OGO49r2rI0JKVaajpbFNKApi1LJ7LL9mp02wmRYwBvIcAA3nKN2wUAACfkVz5SLSfqPiTLsmRZ5zQSGVZnaFCJqvY6qbmz9tdHRvYthqTw7RqQNDA9VLCs0j4BOI0AA3gPIQZAAIU1ZFk53baa1XdoRBEN63hVKSaitrKtL/nr21tpXgFMQ4ABvIkQAwCS1Nyq9rLryrSQVFoPwEgEGMC7CDEAgicxqFBoh0aTOcvS41qKt6ysV1tEmp3PecHZOU1GurWt2c56AKYhwADeRogBEDzpsSf9BzN9x5Ia3dtfJnQ0a1t3RJP9B9NjZhIa7BxWpHtbevrkSutrV2n2NQD1Q4ABDhbstwAAC7VJREFUvI/ZyQAEUFhD1rQU6lRocb7jvGe6JAZD6tR09jkyzX0nND0XUmfmBQPTsnKmEKu0vlbxeNz5B4ICAUSAAczAwy4BoKiEBgelIVsPw/QGQg5QGwIMYA5CDAAUkxjUjvl9vnrwpJ0uaVTgEFQEGMAsvgsxH/7wh/XpT3/a7WIAMFxydFBT24YC9dBJQg6CigADmMc3IeaOO+7I/v+tt96qj33sYy6WBo1kWZZkvSmFchdKoVBICjFXBdBIdFmD3xBgADMZHWJeeeUVfeQjHym5/qmnnnKwNHCCZVmKxWL6/r/+q1IXriVZ0le/+jU9+sif6pZbb3W5hECwEXJgEgIMYC4jZyfr7e3Vd7/73Yrb3XHHHQQZnxkbG9Mtt9yid7zjHdllsy++qPMXLui1y6+5WDIAUuWQQsiBVxBgALMZ1RKT22WsmKNHj+raa69dsh1Bxh/mXnpJf/3UU/qd3/md7LIf/OAHevSRR/S+nh79yz9fUtcd73KxhABqRciBEwgwgPmMCDHlwstP//RP60tf+lLF1xBkzPaDH3xfH/vYx/UHf/AHqbEvkmRZ+tSnPq0P3P0Bvfbaa/rnf76krq7yQReA2Qg5qBUBBvAHz4aY8fFxHTlypOT6O++8U729vWX3QZDxj0984hO64447dOONN2aXTZ6Y1L/9uX+r2267TRcuXNC3/8ec3rPrvS6WEoDbmGENuQoDCwEG8A/PhZiPfvSjmpubK7n+M5/5jJqb7c95SpAx31NPPaUf/ehH2rJlS3bZxYsX9OUvf1kf/nBqYofvfve7+urMjN7/e7/nVjEBGILWnODIfNbxeJwAA/iMp0JMuW5jtYQPU4LMHXfcofe85z3avXu320XxCEvnzp3T4cNP6Pdywsmbb7yhBx98UB//wz/UddddJ0l6/PHHtLunR03/LkAP9QDQEIQcfyj8HPncAH/xRIgpFV7+5V/+Rb/7u7+7ZPnOnTv18z//8zUdw0tBptKEBZL05JNPZivsQfH666/rox/9qO655x6tWLE4kd7nP/c5/cdt2/S2t71NkvTcc8/phz/8vrq736P8h8cAQP0Rcryv1GfEZwP4h6shZmJiQo8//viS5Y8++qiuu+46Pfvss7rrrruyy69cuaIvfOELRfe1bt063X777WWP57UgU6nlaX5+Xh/+8IeLrr/uuuv05JNPNqpo7rMsPfzww/q1rVu1bt267OJ/+Idv6JWXX9H7enokSZcvX9bhv/i8DnzigEKht7hVWgDIIuS4jxAD+J9rIaZYBX7Tpk26++67s/8uDDHlPPnkk0ueHbNixYq8bkjFjutGkJmcnMz+Iv3zP/9zSco770rl+sIXvlAyzLkdzOrlK1/5is6dO6ff/M3fzC7713+9os985qBisQPZZQ8PD+tjH/+YbrhhlRvFBICqEXIaiwADBIPjIaZU68NnP/tZXXPNNXnLqgkxhZLJpE6ePKnXXst/AOKdd96p97///XnLnKz4Z86/8HyrCTHFJJNJ3XPPPUXXfepTn9JNN91UZUndc+nSJT3yyCPau3dvdpllWXrkTz+t/t//QLYr4bFjx/RLv/gO/fKtt4puZAD8ghnWasNYGCAYVlTepH6KBZj3vve9+o3f+I26H6u5ubnoLGY//vGP9c53vlNPP/103Y9ZTubct2/fru7u7rrvv7m5eUnw+eEPf6hdu3bpIx/5SN5yL7fWvPHGTzQ09Ce6++69ecv/5vjT+tVf/bVsgEkmk/rxj3+kW36ZAAPAXypVuqPRaF1bc3L3ZXqF30/nAqA8R0PMPffco8985jOSpBtvvFF//Md/7OThJUnXXnutPvCBD+juu+9WV1dXwyv0Dz/8sJ599tnsvxsRYEq5/vrrlyzzcoCxLEt//ueP6T//59vzJjG4cP6ftPBP/6Q7u98jSXrjjTf0xS9+UZ/85IOLD74EgIBoZMjJnZLYNAQYIFgcDTHbt2/Xl7/8ZcXjcV24cMHJQxflRIX+H//xHxt+DL84deoFvfnmm3ld315//XV97nOf1x/+0R9ll42Ojmrfvn1aseKn3CgmAHianQp8pZBjaiAwqawAanNN5U3q68/+7M+cPqSrgna+y/Xaa6/pi1/8kt71rnfnLR8ff0I9u3uyLTMnT57Uxo0b1dLS4kYxAcAX4vG47Qp/pmXHzlgdt/AgSyB4HG2JAYqxLEvDw8Pq7+/PW37m9CmtWvWzamvbKCk1nfILzz+nA5/4hBvFBIBAMSkUmFRWAPVBiIHr/vIv/1K33nqrVq5cmV125fJl/e3f/V3edMqPP/64Pvax/12hkOMNiADgS1T+AZiK2iBc9a1vfUvnz5/XO97xjuyyN998U489/pjuuefe7MD9p556Su+6o0s33HCDW0UFAACARxBi4Jof/vD7evzxx/Tbv/3becv/dvJv9Gs50ymfPXtW3//+v+pXfvVXxXTKAAAAcL072YoVrhfBUUE731Is60198pMPqbf3d/OmSX41eU6vvrqg39qZmor69ddf15NPHtEnP/mgCDAAAACQaImBS56eeFq/8Av/q2688cbsstd/8mONjY1p7wc/mF32+c9/Xh/60If0lrcwnTIAAABSCDFw3KuvvqozX/+6fuVXfiW7zLIsjT3xhN7Xs1vXXZd6SOfzzz+vDRs2qKVlvVtFBQAAgAcRYuCon/zkR/rTT39ae/bsyVv+9TOn9bM/d6Pa2tokpZ4b8/xzz6m7u9uNYgIAAMDDCDFwjmXpkUce1XvvuitvbNDl176nv3vmGd11113ZZY899pgGBgbyxssAAAAAEiEGjrE09ZWv6Od+7katXbs2u/TNN97QY489pn377skGlr/+67/WnTt/SzesWuVWYQEAAOBhhBg4wNKlS/+v/v7v/17bt2/PWzM5eUK/tvU/ZKdTfvXVV3X16hX98q1b3CgoAAAADECIQcO98cYbevjhT+n9739/3vJXz57Vwj/9kzo7OyVJP/nJT/TFL35R+z60j25kAAAAKIkQg8ayLI2MjOg//aeIrr/++uziH//oR3pifEwf/GA0u+wv/uLz2rfvQ1rxUzxLBwAAAKVRW0RDnTr1gn78459ow4YN2WWW9abGx8e0e88eXXvttZJS0ym/bcMGNTe3uFVUAAAAGIKWGDTM9773XX3hi1/Su9/97rzlXz9zWqt+5mf07/99ajrly5cv6/nnntOdTKcMAAAAG2iJQUO8+eabisViete73q3vfOc7klIPtLxy+TV95e//Xh//+B9ltx0ZGdF/+S/3KxQiUwMAAKAyQgwa4tXkOVmWdP78+bzlX/3qV9XzvvflTKf8Zb37XXfoZ37mZ9woJgAAAAxEiEFDWJalX//1/6A77+xesnxVOrC8+uqr+v73v69bb90iidnIAAAAYA/9d9AglmQVDybXXHON3njjDX3hC3+laPRDEtMpAwAAoAqutMRYlqXHHntMd999d97yCxcu1GX/dp4x8o1vfKMux7LjqaeekiTdcccdWr169ZL1yz1vu89S6erqyiuHM0KySqx5y1veos997nOp6ZRX0BgIAACA6oQsyypV13RcvR5wODExkf3/d77znXXZZ6M8/fTTkqTHHnssb3nmHDo7O/WRj3wkb53Xz0mSzv7jKzp95h/U3X1n3vKxsTFJ0k//9PXq7u4W3cgAAABQLU/9GdxDecoxmUBiQjCpVql48o2vf13DDw87WhYAAAD4h6dCDPzj+uv/J50+c1ovv/KypFSgsSS99r3v6b6BAaZTBgAAwLJ5qjsZAAAAAFTCn8MBAAAAGIUQAwAAAMAohBgAAAAARiHEAAAAADAKIQYAAACAUQgxAID/v/06IAEAAAAQ9P91OwJ9IQCsSAwAALAiMQAAwIrEAAAAKxIDAACsSAwAALAiMQAAwIrEAAAAKxIDAACsSAwAALAiMQAAwIrEAAAAKxIDAACsSAwAALAiMQAAwIrEAAAAKxIDAACsSAwAALAiMQAAwIrEAAAAKwEQvEaRNi3bnAAAAABJRU5ErkJggg==)
![](/images/wwpdzel.jpg)
Farbe
Auf Wunsch des Kunden kann die Garage mit den Farben aus unserer RAL Palette bestrichen werden:
![](/images/paleta-poprawiona.png)
![](/images/wwdostawa.png)
Lieferzeit
Lieferzeit ca. 2-15 Werktage Bei Barbezahlung ist die Aufbau
(ohne Veraknkerung) im Preis!
Kostenlose Lieferung (innerhalb Deutschland).
*betrifft keine Inseln.
![](/images/wwart.png)
Die Art der Konstruktion
- Einzelgarage mit Satteldach
- Die Konstruktion besteht aus geschlossenen verzinkten Vierkantprofilen - 30x50x1,5 mm.
Alternativ ist diese auch verzinkt zu erwerben (gg. Aufpreis)
- In die Konstruktion wird ein verzinktes Trapezblech (auf den Wänden -T7, auf dem Dach T-14) vernietet.
Die Blechelemente haben eine Stärke von 0,4mm
![](/images/wwnarzedzia.png)
Untergrund
Vor der Montage ist jeder Kunde verpflichtet den Untergrund, auf dem die Garage befestigt bleibt, vorzubereiten.
Die Ankerung der Garage muss sofort nach ihrer Montage ausgeführt werden.
Der Kunde befestigt eine Garage selbst.
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Die Bodenparameter
Der Boden soll minimal um 10 cm breiter als die Garage sein
(nur wenn wi sie an einen Zaun oder eine Wand zustellen ist das nicht erforderlich.).
Die weiteren Parameter ergeben:
- die Stärke der Betonelementen Minimum 10cm
- allgemeines, das sich im niedrigstem Punkt 5cm über dem Boden befindet,
- die Auffahrt mit der 5% Steigung (5cm auf 1m).
1. Die Betonplatte- muss min. 10 cm breiter als die Garage sein, um sie frei einzubauen.
Die Dicke des Betons liegt bei min. 10cm.
2. Streifenfundament- man muss eine Platte mit der Breite 10-20 cm vorbereiten, dessen Außenabmessungen
um 10 cm breiter 10 cm als die Garage sind.
3. Betonpunkte ca. 20x20x30 cm- Bei Einzelgaragen in allen Ecken und in der Mitte der längeren Wand.
Bei Doppelgaragen (oder mehr) in allen Ecken und in der Mitte der Wände.