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Ir0tlcs3ZUUCVG2qRYj7IVXZqMjXXZFy2xbNKuvTXRbV5+6VpsPMzeXZab+iRjVfb1aWRkJEWFpPg23Zfkc53r19ZEoXKxzqW9sLCghYUFrTMM7f13fytJ8j/z9ejy7/zdeHT7f7nBrLKcfnRPdFC/98++ET3OT3/60yxLf14dGfWFu5SFu5IdMCseoflZSf0KWLuHRX4yVEWCA3Xq1aiWCq2e9AfSdDMD4Da3xo9Gx1qs73rC7JpT0BfVmTc0K09aZggazWaMgFWLNndKNxdz/UuRz2Obj7Vmn5xnRitF26zN7E14bczB23kLh7fYlLoJYzlqvNrSPKO5o7H23hp/MjbmoCLC0xfP+DUTmQlqejBh1rQk46mSdY1L8xibO5p1wz8aPmZ4kHyqsROR52k0/nWJjZfI8Xh5yun3eHlcM1kHGCnzOZTnHJM3zastzSd1MfHxImOVjlq/BNecJSzlLGLTg+FgV8wPcZJcs+H3gkwq1Z2ssEpMOKCcWV6WtKwL0QBi7SYWCQfmNmfOJBsPI+n6S5YKTW5Vi2JZ+/02CZLMkOZc2eXX2raD8vWeVfCANOwb1VI4d9Q2NEma1XxI8ubwCWBorF2tw/0KGMnHweSi/4BX8m7TqK9OvQ+Pqe1c4ccEYFPRP9qnojdcO57w65q3WxPKdzCqOUbgZkO3Ag1+SdLW4+aYgVxs3t+pi08Gdasrl08v83vszcfmtWewIbqPmv1xM3AVR6HPS2z/iXB22er3a6N/Is/2mBMDTHR7NRE+7a3Hg2p80qu58IxPO07Na731eVGn9hS7Spermi41+ycU8Ht1adu8drccU6v/kAINDdFNNvqDesBy6d5avCx1PhJt9+pggy6mub7Xd53SnqsNutgQfqI7j6vD0t0qfv+1r8vGhO5ZmY5XsBx/j28FJ3RD0o3uBiXeoUXanvgcZTqHUpxjptdJ4XPd3NGsuRlpizduAJd2nApKh7yW69f62iR+SrusK0+abV9Z87x0as/8/vxPZM01G25zd4NZPUrxXlOq7mSvvvpq2vUeo9BHnj2hvsT+X2tCSLIuVgnTE1uPExcWrmvq8di4mH19I9FxKWumWG6z1HUs62L7WI9Vo4f8j8myS1xXttjxLG1POK/kj1EcMzMzutcyu1ixHT06oDNnTmexZUhj7XXqnZR8o0s6F+3+FV6uUS1Fw4M5RmV2dEnnehY14GmVApbvfgkOyNM6rP5Asu+DCVq2D67dN9360Jjaw+NrzPaZbZt7tFjfOwMA6UzrUsOTeU3XWzWmBzXRrcoHC1srxXU0rUuD0m4HzTiVOzucox3aUDn33HOPXnzxxaIf98qVK3rwwQdTri+wO5mkpt1K7O0V301Miu92FtkoYTyM9cszL1yKzvYVP5tYoayD8Zd1xm+ZVWz2RIqxOJZJApbPaCw6gH9Wk9GGxVeenCD77FqrtoM+ST4dbKuNW95zbkmj6lVddBrkSIBJMQ7mc+b4meHWxGmWB1TQRMi1PXp61KfJ3rrwFM1mm4db46eDBoDSaNH9/vgvKaxq04MJX9YX/uQ4MhsTkps+r5XOR4obhKfP62aeM045hh3O0Q5tqCBnDuyXFA0osW+Y1N5diR3BrN3OwlslBh3rBAC6oJFUI+gL1eTTQzUXwsEou8dpOtynfRfMaszyGb/6zsSv39dnny+8zN7trLes7TknoyfpGvWcM5R0lbwairuo020b3iO6feK+icvWrk9sY+o2A0Dxre96Qo2HvLo0Xf6B5LYT6TblbVB0Pk2Hff9E2S2P6/luac98cZ+jW4uJXZfcxw7naIc2uFGmcFSUEBMd8iIp2axfUng65jPL0c22rtnInGL5voTZyWoe8uuxXS/p8fAXWV64NKvDTYVEBvNxdlm6gklmdzDfy4+n+MLLJh0eGdHuNTOnJXSJK6JKDZICAOTDnD4XJnP2rUq3wkFquvRACS6f9V3HtKP4h7UVO5yjHdpQaQ8++GBOFRmPx5N2e4/Ho7feeitukqs12xQ8JgYlUeoxMZ/+9Kf17LPPluz4AAAAcL977nm7/vzPn7As8UjKJ1545JEhrfNIWqeVf17Wn/7pn6bcugiVGDgRlR4AAAAUyjBu6zd/8zeLftwrV66kXV/4wH44EgU4AAAAOBUhpkp5PL9Q6SYAAAAAeSHEVKnbt9+sdBMAAACAvBBibKrUY1bWreOlBwAAgDMxsN+mdu/eXdLjnzlzJvNGAAAAgA3xcTwAAACAvBSj99D1//x7luPd1pVbd+vuu+9Ouw8hBgAAZDCtSw0Nmoj+HNKVZN8NndMhBy3HM38uTefeptz2KcexzOOtFu1Y2T9mbq/Rsq4csmx/aFy3ErZYHbSsHyz7CSWR+3WY6Rzsd47FlMt1nc22qa/rV9/2Nt1112v6n3e+Tb+x992qr6/Xq29Ix/7g/aqvr9evv6de9fXmT8TOX21WfX29nv7OT6PL6h84pG3btuuDu+7L2GJCDAAASGNZVw51a6XZr9b5eXXMz2tP54zmvPkHmVvjhzTRLe0JH69jfl4dQb9udjfo+fFC01E+WrR7fl67W4pxrGldaujWajEOlbVcX6NlXTnk1Zws2+/0K2AJMrfGD+niyc7wa3RcW092V+i1sbY5t+sw0znY7xyLrXzXdVPHZzX8kV/RXW+8rj984qsKBoNq+ldmYFlYWND/8/0F/e3nf18LCwuxne74JS0sLOjzA/+bJKm+vl4Lz5/S4uJVnf/Bf834dSCEGAAAkNr0qOZmmtX4RJfWhxdtPhZUY/OMrgXzueFb1urEjDb6e7XZurimS83+Zt2YCK6pCCCDXF+j5aCuJW7f69fGmQmtLktrX6MW7T7eWdnXJufrMNM52PAcHcowDD34+pc19j8+IEma/+k6vetd71Jzc3N0m02bVvTT93027XEWFhb00T8Zix4zE0IMAABIreWYOuZPaUdNivXL43o+sStOuKtYuq4pN66G1ixb33VKHadiN6lSQnefhsG1nwQvhh8/rkua2VUq7lP1JG1aHYy029qVJvLv+K5L8Z/Qx6+7ND6u5xsO6cqy+Wn1iqSV7vjnJO484rpuTetSwyFdGR9MfY5xbU0i02uUs5BuzkgbtlkOWLvdEnLSPEfL8a9HyspGrtdNzueY6RzKcI4pzjnx/FYH46+J+GveWmlKcq0k6ZYZu8Zyva6tItulv64lc0zM0xPf04uTX5Ik/cmH79cnP/lJffWrX9WOXb8uSfrt3/5Tfen/6NUnP/nJ6H4feP8+SZL313fpf9nyq+a+v/aKDGOd/uyR39drr72W/vk0AAAAcvGtzxjP1X/U+NGPrf9fb8x8yzAM41vGTH29ETzx4wz71xvPpd3ux8aPPlpvPPfRE8bN8JJrn7H+v/k4z9V/xriWpF03T3w0Yd+PGjOf+ajl8cz9rW22/jvVcaPt+sy34o4TW289VrJ2pzgPy/qiSHyN4mR4bn98wggm7hu3LNVzlO55S9XGHK6bXM4x0zmU6xwTXPuM9dqJPY75HCReW4nHz+Ja+fEJI5jXdZ1k25TtjLdx40ZjYWGh6D/f+laSB7NgimWbmpmZ0b333luy4x89epRplgEAuVse1/PdJ7XRH4x9Kt5yTHs6T+pi96DUedIct9CV5iPzlmPqmO81x2X4vZrwh5d3HlfHsXAH/kiXp2BClyevXz+a7or284/rltayX1t1UjdD0g5vhzb6J7S63KUdNcu6dXmnNj8irTwZ1K2uLq2fPq8VdWpPivECqY6r0KjmZjq151RkR7Mb0kr35RQnO63Vk9LW44nnEWlb+PE6vHEVqIIke43i1GjHqXmtH2xQoCH85Df71ZpQBVtrxnwOIm1O8hzp+LHkz1uyduR63eR0jhnOoTbD+mKdY4LN+zul7vNaPdZiHsN6HS4HdS3u2lL4OWrQxdFp7TgWblPKa2Val7x+yR9MOQ4m5XUdbXu46mL9XczAyKLrVykQYmyq1F92CQBAzpbH9Xz4JumBhJvNzceCarzs1dzJTu2Zz3QzLEVupHdE/nd6UBPd3Zq4HL6ZDl3VDe3U/daHqenSA/NdcUeJ6w4Ud3ivtjT7zRs0BXVN29Wsq9LMVd2UpMXLUucj8eNysjjurcXLUnOHNlgX1m7XRqUIMcuLuqlmbbHeNNds04aEm+WU55GrNK9RjOVGdd68UV0dbFCgYUKNwVOx12SNZm2wnEcx2pz7daMszzGV+HPItL5or0tEy35tVbdWp49pc4u0ev6k1HncvA5DV3VDJ3Wx4eTa/ToztSk88UHncXWkeU4ync9Kd7ckaeP2tE9SnErdszImpkrdvn270k0AADjJ9KAm0t04Lgd1bUaSTuY3vXDLMXUc75SiYxIKVaP1O6WV89O6FZyQOrxaH/7keXXaHNS9dX9Rpm2yj0yvUXS78Kf/lk/aNx87rq3RYGUJWaWW63WT7TlmOodynmOcFt3vb9bKeXMs1upJRa/DW4uXJXXGz9oX+clQFVkdDM82l2X1JKXO4+o43qkb/qOFT6NeYgVVYq5PPS7/mQxnuK9PI4ebCnmYvFjbVvOQX4+1bSp7GwAAcINb44cU8M9o6/FU07Uu68pRv250Hlfr9icV6B7U5vljyasc04Oa6L5sfuKfeA9qrWjUbtdGTejWstZ0dVHKdsTbvL9TenJRq5rRhv01kmq0uVP60WJQmunU5jzu99Zv2xmt5kSrBqGruiFpS7IdklRdklZnCpT5NcpFrTY0S9cWl6WWcKNDV3WjuUPNRS1M5HDdKNdzzHQO5TrHtdZ7O7TRf16r+2V2oQufy/ptOyVdTrjmM4tNFZ1lJSuNrftbpJZaNTZ7NXd0XJszdjGsXHey0ldiLoyor+9xTV0v+SMBAIBiWx7XTIYbx1vjR81xIsdatL7rCTU2n9TFlDNp9aqxeUZz3rWzcK2O+nWj8xEz3NR4taV5RnNHrd9d8qRWlEP4aNmvrTMTunY51kVow/Zm3ZiY0M3m7fFdwrLV0ptwftO61G3t/mPeHFt20OZOaeVJy+xTo37daO7Q5mLdLGfxGsUJV6Ssr1H8c1ujzR3NuuEfDb9G5jkWddyOcrxucj3HjOdQnnNM3jSvtjSf1MXEx4v8bhxNnL0uzSxi04PhYJc6/OXRQO14wq+NM37NRB838bqOqVR3sjKNiVnWGf8J3TdyWOWvyThTqVOt/cbcBDXgaZUChoa8xdg2qGDQK2/GYwEA0rkVnNANSTe6G7SSsG6jP6gHto2Gb6JOhW+izBuga95uTSjZ4GBzLMzm8UMKNDSsOV6sP3+Swefq1J40n9Sv1aLNnd1aOdkZHVtjfgrul/xP5HmzWqMdp47rZkO3JsLZZavfr43+iej6zR3NmutuMD9lP9WlzcfmtSfnQfTxVgcbdDHp85nFa9RVk7B/i3bPH5cs55D43K7vOqU9Vxti4zMyjLXIWfTmO7vrJvdzzHwOpTjHdK9TTPgamZG2eOMGfWnHqaB0yGu55mPnJyX2fVvWlSfNtq+seV46tWd+f/4nUtOlZv+EAn6vLm2b1+6Wtdd15Pot1T1rpimWPUYBj5yxy9bsCfWNXIj+bzm7dTm9O1mpZyf79Kc/rWeffbZkxy+tTCEml0AEAECBpgc10a0cA1a5TevSoLS70DETtmaHc7RDG8rrnnvu0Ysvvlj04165ckUPPvhgyvWlrcQ0HdZIn6JBZvmFl3S9rU2xODGrE30jupC4X7pxNAnBSMoypCTuV/OQ/I9Z2+J89fX1WlhYiFv2xf7f0ieH/z76///9//sfeue9by930wAAcIc1Y3rCn4ZHZpiyq+nzurm9t9KtKC07nKMd2lBm7h0T0+TTQ9GBbC/opcjYmOtTejxZgJHMcTSPTylxGM3sib41AUaSls/4k24ftz5xv+Uz8qfZp9KuXLkiSXrjlWvmgtf+u+bm5iRJr/63Jb312k/16o3/qrm5Oc3NzSn005/ra1/7mrnPbUW3jXh58arueP262g99UlkJjand49FAMPWU7/EAACAASURBVH5xcMAjT/tYtKAZHPDI44n8tGssWukMasDTrrGxgfC6AQWDA5ZtLT/tYwopqIHo40X+bf43sl37WKopRCLbtWssZFZhhiUNt3rkSTwBAAAK0XJMrX5pzhv51nOv5nZm/50alXJrMbHrkvvY4Rzt0IZyK9UQhUzhqAxjYjbpvq2S4sYjXdfU2Jnwon3qi46Vua6px/06s6xw4GlTtMAye0LRHGKposye6DOXL5/R5GybUhVw9vWNhNdZqj+Jj2Ejn+r5t7o0e1X/6ldb9N9entXY7N3644523bV7UOMfeFZ7/93f6u5flBo3/gt9/rfr9cd/t6D65g9pYWFBh45N6r/8nz4dHA+pXZLx02/rrXt/TW++7U7d8bZfyq4BtT16tL9XrWeDGooOLAnq7LDUH+hRrUIaa69Tb1NAhhFeHxyQp65dWjqnnlpJmlTv6YNaMozod0oZxlDsMUJjaq/rVdOjParV2rAx3HpWAcPQUOTYrQ9rrC1y7IhwaOkPyIj0HTMCEt3JAAAlsr7rlDq6Mm9nJ+u7jqX5/hd3sMM52qENlTA3N5dTRcbj8aTd3jAMXb58WR/84AdTblOhL7vcpLbHRtRmXXR9So/7z1iyzrKuXZci/b1mL0UTjB7qiXUDa/I9pJoL5n4XJqbka0rSRWxfnyXcNGn3PunChbWPYSff/d63JUm/+SfntfwPX9Gjhz6rRyVp3Z3SBxqj2/3T3/zv6v/uTeknP4ku+6v+D8owJGPFXPalP/+/9fFjvyHptgyZF0w2qdl7oF9qPavgkFdeSQqe1bD6FfBKCk3p9GS/AucsKcE7pEC/R61PBdUTziq+g20pvhQ3qIG6Xml0KWXQ8I0eUXSV94D6Nay5RVm+ZTdJgAEAAEDZvPLKKyU57oEDB9Kur1CIMUWrKJm3VDTDaKvus4aOTW16bKQtyT4xNVviU8qmLTVKKA0p5ficCo2deeONDdrZ3qmrUyf1trfV6yN/6NETRz+hxoeeknRekvTWta/pB7/y7/UrlgCTzCf+r6d0f32dfrSwoNde/7nuuuuu7BrhPaB+tepscEherxQ0yzBmsFic06SGNekZXrtff+yfTQ3JIkxIY+3h8NGTepL85PvGDLe2SpJ8jdsynwsAAABcowwh5rpeTpwLz9ptLCI8mD/7YONur7/+uq5OnQz/2wwwkjR35oikI5KkX9jyIf2+5Zu1IoP6/+UGs8py+tE9ksxB/T8Kr3tx6pTWrct2KJRXR0Z9qjsb1JBX4a5kZsUjND8rqV8BY0jJayCpx6IEB+rUq1EtFVo96Q/IOHA2RTczAAAAuFXpQ8z1l/RCJKzU7NWuTYnL3DdLmN2Z825nNwirtu2gfL1nFTwgDftGtRTOHbUNTZJmNR+SvDmEh9BYu1qH+xUwelJ0M8te/wGv5N2mUV+deh8eU9u5wo8JAAAA+yttiEkY51Kzd5cZVq5fi3Xm2nqfJcAkq9pI8eNYVvTydakpupO1G5h1koBcNenwyIgO57WvE2U5k0Rtmw76etXaKvlGl2IhwXskSXgwx6jMji7pXE+SYwUHVNc7qf7AuRTVm3zUqufpUZ2u69XDY20611MraZsafdJcxn0BAADgREULMctn/Oo7k26LfeqITAO2aYuio1IuXNLs4SY1Sbo+NRbfxcyiKZpilnVmbEq7wtWb61MTsXEs+3bnGWCqT/YzSNSq7aBPmpQOttXGLe85tyS116nOE5sP3Te6FA4SiwnHCWnsc+b4meFWj+JH0vQrYKQfvJW+iT16evS06nrrNNBgaMhrtrm31WNWj6jQAAAAuEqZBvbX6CG/pUKyaZf21pzRspliNNKXxSCYpsPq23chOp2yf01i2qe+VPMroyC1PedkJKusqFY95wwlXSWvhuKCUrptw3tEt0/cN3HZ2vWJbUzdZgAAADhdyb/ssuYhv0ZGHkv4LhZziuW+fUm29T+kyFcEXbg0G7e+6fCIRhJ3ksxJAfLuRmZPpfrioJjbJT4+AAAAUBoeI5dvpkHZzMzM6N577y3Z8T/96U/r2WefLdnxAQAAgFIpeSUGAAAAAIqJEFOlSt9dDQAAACgNQgwAAAAARyHEVClGQgEAAMCpCDFVit5kAAAAcKoyfU8MctXR0SGPx5PDl1LGvsAy03gXj8ejvXv3FtQ+AAAAoFKYYhkAAACAo9CdDAAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICjEGIAAAAAOAohBgAAAICj3FHpBgBwh9nZ2aTLm5qaytwSAADgdoQYAAWLBJhkgSVVuIkg5AAAgFwRYgDkzRpe8q3EEHIAAECuCDEA8jI7O1uUgEHIAQAAuSLEAMhJuq5jpVBoyMnmGAAAwFkIMQCyVqzqSzFl0x6qOQAAuAshBkBW7BhgskWXNQAA3IUQAyCtcncfqwRCDgAAzkKIAZCSk6svxUTIAQDAXggxAJIiwGSPkAMAQHkRYgDEqYbuY+VGyAEAoLgIMQCiqL5UBtNIAwCQG0IMAEkEGDtjGmkAAOIRYoAqR/cxd6DLGgCgmhBigCpG9aV6EHIAAG5CiAGqENUXJCLkAACchBADVBmqL8gHIQcAYCeEGKCKEGBQKoQcAEA5EWKAKkD3MVQa00gDAIqJEAO4HNUXOAHTSAMAckGIAVyMAAM3ocsaACCCEAO4EN3HUI0IOQBQPQgxgMtQfQGSI+QAgHsQYgCXoPoCFIaQAwDOQYgBXIDqC1B6hBwAsA9CDOBwBBjAHphGGgDKhxADOBTdxwBnYRppACgeQgzgQFRfAHeiyxoAZIcQAzgMAQaoXoQcADARYgCHoPsYgEwIOQCqBSEGcACqLwCKgZADwC0IMYDNEWAAlAshB4BTEGIAm6L7GAC7IeQAsAtCDGBDVF8AOBHflQOgXAgxgI1QfQHgZnxXDoBiIcQANkH1BQDosgYgO4QYwAYIMACQHUIOAIkQA1QU3ccAoLgIOUB1IMQAFUL1BQDKj5ADuAMhBqgAAgwA2BMhB3AGQgxQRnQfAwBnYxppwB4IMUCZUH0BAPdjGmmgPAgxQBkQYAAAEXRZAwpHiAFKiO5jAIBcEXKAzAgxQIlQfQEAlAIhByDEAEVH9QUAUEmEHFQDQgxQRFRfAAB2R8iBGxBigCIhwAAA3ICQAycgxAAFovsYAKCapPp75/F4JEmGYZSzOWv09fVpZGSkom1A6RFigAJQfQEAwAwwhmFEgwxQausq3QDAqQgwAADEAgxQTlRigBzRfQwAAPt0H0N1ohID5CBSfSHAAACqWaT6YrcA09fXF/dfuBeVGCALVF8AADDRfQx2QIgBMmDsCwAAdB+DvRBigDQIMAAAUH2B/TAmBkhidnaWAAMAgJwTYBLHwTAuxt2oxAAJCC8AANB9DPZGiAEsCDAAADin+oLqRYgBxOxjAABIVF/gHB6DqxRVjupLcfA8AoCzFaP6YocKTl9fn0ZGRiraBpQeA/tR1bjxBgDAHuEDyAXdyVCV6D4GAADdx+BchBhUHaovAABQfYGzEWJQNai+AABgIsDA6QgxqApUXwAAoPsY3IMQA9cjwAAAQPUF7kKIgWvRfQwAAKovcCdCDFyJ6gsAAFRf4F58TwxchwADAAABBu5GJQauQfcxAADoPobqQIiBK1B9AQCA6guqByEGjkb1BQAAEwEG1YQQA8ei+gIAAN3HUJ0IMXAkAgwAAFRfUL0IMXAUuo8BAGAiwKCaEWLgGFRfAACg+xggEWLgEAQYAACovgARhBjYGt3HAACg+gIkIsTAtqi+AABA9QVIZl2lGwAkU4kAMzs7G638AABgBwQYIDkqMbCVSnUfi4QmQgwAwA7oPgakR4iBbVSq+xjd1gAAdkL1BciMEIOKq+TgfQIMAMBOCDBAdggxqKhKhggCDADALug+BuSGEIOKIcAAAED1BcgHIQZlV+nvfiHAAADsgOoLkD9CDMqq0gGi0o8PAIBE9QUoFCEGZRP5xCmi3G/eBBgAgB0QYIDC8WWXVaKvr6/STZBkBpfIj8fjSftTTAQYAEClRf6+EWCAwlGJQcVkehPPFGSy/SNAgAEAVBrhBSguQgxsqxghhwADAKg0AgxQfHQnqyJ26VJWLNauacl+PB6P3v3ud5eluxoAAInoPgaUDpWYKuC28JKN2dnZsnVXAwAgEeEFKC0qMXCdbLuQJave/OAHP6jIxAMAAPcgwAClRyUGrlLMMTCFVnKyOQYAwD348kqgfKjEVBk3dy0r9yD+TGNyqOYAQPWIVF8IMEB5UIlxOTeHFiu7zkLGuBwAcDeqL0BlEGLgeHYNMNkg5ACAczH2BagcQgwczckBJhuEHACwJwIMUFmMialCbuli5vYAkw3G5ABAefHdL4A9UIlxuZGREUlmcIn82w0IMNmhkgMAxUN4AeyDEANUMUIOAGSHAAPYCyEGQEp8Vw6AasfsY4A9MSYGQN6s429+8IMfMC4HgKvw3S/O5Kbu80iNSgyAkqLLGgCnofoC2B+VGAAVxQxrAOyE6kslBDUQ997errFQhj0GLNsPBHNeD+cjxACwNUIOgHJh8H4lhDTW3qph36iWwu/rgf5J9dalDjKhsXa1DvcrYBgyjID6h1vVbtk403q4AyEGgKMRcgAUiu9+qaDgU+qd9Gn06R7Vhhd5h5Y06pvU6alkwSOkqdOT8o0ekdfcWkOBfk2enlIoq/VwC0IMAFcj5ABIh+5jFeYdkmGcU09t5k1Ni5qblJoaLDtsa5Rv8rTMzJNpvdl1bSAY34WtfSwkhcbUnrgMtkWIAVDVCg05BB3Auai+2FS4OnOwLUmyCc1rVj41bkuxb6b1YcOtZ3Ug8l4f6Ndkb508dXN6NG7ZwxnH5qByCDEAkEamkEM1B3Aeuo/ZWGhM7a3D8o0+nUN1RpImNbeY/fpYdzNJ3gPql9QfGEpYlumYqCSmWAaAAjGNNOAchBcbC42pva5XGl3SudwSjJSx+hK/Pq67GRyJSgwAlBiVHMAeCDA2FhyQJ5sAU9ugpnQVkkzr4RqEGACoMEIOUFp0H7O30Fi7PK3D6g8YWVRgtqnRJ83OWwarLM5p0ndQ5hCaTOvhFoQYALA5Qg6QP2Yfs7nQmB7unVR/wNCQN/PmUq3aDvo02fuUzK+wDGqgdVi+g23hKZozrYdbMCYGAByOMTnAWpHrnuvb3kJTpzUpabLVo+GEdb5w17LggEetCsgIp5zannMKzHnU6gnv0R+QYangZFoPdyDEAIDLFRpysjkGYCd0HXOO2p5zMnrSb+MdCqh/IHGZIWMo3T6p1ns1tObayHYZ7ITuZABQ5ZhGGm5CgHGh4FnNZvriF1QdKjEAgIzosga7o/uYe4XmlfyLL1HVCDEAgIIRclBJVF/crbZnSBl6nKEKEWJgC/wBAtyNkINS4e8HUJ0YE4OKi/wBos89UL0Yk4Nc8d0vSKWvr6/STUAZEGJgG7ncxEjiJgaoIoQcWPHdLwAIMXAM6w1L4v9zEwNUt0JDDu8RzkD1BUAEY2LgGvS5B5BKNr/fvEfYG+EFgBWVGFSNbD6pldZ2U+NTWqA60GXNvggwABIRYoCwVN3UuIEBIBFyKoHuYwBSoTsZkCW6qwFIh/eI4iK8AEiHEAMUSaE3MNkcA4BzEXKyR4ABkAkhBiiTahhYPDs7u2ZZU1NTBVoCOA8hJ3aObjgXAKVFiAFsxKk3MbOzsynDSrJgY0XIAbLj1PeHbFF9AZALQgzgIHa8iUkXYKTMIYWQAxSHk7u0EmAA5IoQA7hIuUNOpgCTDUIOUB527NJK9zEA+SLEAFWkmCGnGAEmG4WGnGyOAcBUzg9CqL4AKAQhBkCUHburZZJNQKGaAxRHMd4jqL4AKAZCDICsGYaRtgJj1z73dFkDyiPbkEOAAVAoQgyArGXqQmbHPvfZIOQA5WGtxABAIQgxALJSrDEwbuyyRsgBAKC8CDEAMirXIH6JkAMAADIjxABIq5wBJhuEHAAAQIgBkJLdAkw2qjHkZHMMAADchBADICknBphsuDHkSFRzAADVhRADYA23BphsFBpysjlGKdBlDQBQTQgxAOJUc4DJRrbTSNvtezAIOQAANyHEAIgiwFSOtcJDJQcAgPQIMQAkEWDsIBJenDguh5ADACgnQgwAAozNuHHyAUIOAKCYCDFAlSPAOE81hpxsjgEAqB6EGKCKEWDcyYkzrDGNNAAgF4QYoEoRYKpXtjOsFXqMYqPLGgAgghADVCECDDKpxi5r/E4AgHMQYoAqQ4BBMRByAACVRIiB63CTnhrPDcqFkAMAKCVCDFyFm/TUeG5gJ4QcAEAhCDFwDW7SU+O5gdNUY8jJ5hgAABMhBq7ATXpqPDdwI6aRBoDqRoiB43GTnhrPDaoV00gDgLsRYuBo3KSnxnMDpFeNXdZ4TwDgFoQYwIUIMEDhCDkAYF+EGMBlCDBAeRByAKByCDFVYmRkpNJNQBkQYAD7IOQAQOkQYgCXIMAAzkLIAYD8EWJsK6gBT6uGo//v0+jSOfXUptg8NKb2ul5Nxi3sV8AYkjdyxAGPWiMH7A/IGPIK7kCAAdzHjdNIR0JOurDDexmAbBBibCmksfZWDftGtXSuR7UKB5C6dilVkFmc06Rl+zVHHGtX63Ak1JgBqb1xSedSpiI4BQEGqE5OnEY68l6V7j2Lag6AbBBi7Cj4lHonfRpdigUS79CSRmfrdHoqpJ4kwSM0Pys1HUgaYKSQpk5Pyjf6dLgq49VQoF+ez00p1JM89MAZCDAA0qHLGgC3IsTYkXdIuf7dWJyblK/x6VRrNTcpNT1qiSvbGuWbPK2pUI96as3KjAIBqTXWhc03uqRzbVNx3dR8o/aq3lTzHysCDIBCEXLgJn19fWv+zcRG7kWIcYpIdebppJ3FND8rafZheXojccMyHiY0r1n5dHBb+ocYbj2rgGFoSJKCA/K01smjfgUMQ+eiyx7WWFuasTkoCwIMgHIoJORUIuBIhBygWhBinCA0pvbWYflGl1KEB7PSotGnZZyrlTmmpk6tHsUN7F9rUnOLUqQ/mW/0SGxb7wH1a1gKDK1ZZt0H5UeAAWAXqYJKNpMOVAohB3AHQozdhWcdU9puXF4Nxf0hqVXP06M6Xders8EheVNWYHxqtKxraiCZ2B0BBgBKi5ADOAMhxs6CA/KEKzA5j0OpbVBT3L8nqaA4HAEGACqv0JCTzTGQn5GRkbhxMYyHcTdCjE2FxtpV1zup/oChjF/nEhyQp3U2/ntk4sbBbFOjTzo9H5K84Q0W5zTpO6ikQ2xgOwQYAHCGbN6rqeYAhSPE2FFoTA9nG2Ck6FiV3qeC6hnySgpp7OFeTfpGwyGlVm0HfertfUrBnvD3xIQrPGQY+yPAAIC70GUNKBwhxoZCU6c1KWmy1ROd7jgi0rUsOOBRqwIyhrwyx8QEJE+rPLH5keO++LK255wCcx61RjboD8hgijHbI8AAQPUh5ACZeYxKzYGIAgU1MCANZVWqsQePx5N0JptUy9Mp1c29nUKDndqC3ORzTeezD2BX6a5nrvXSq2TIscPr29fXx3iYKkAlxqmCZzXbeKTSrUCJEGAAAPmikoNqQIhxqNC8dLCN7mBuRIABAJQSIQduQIhxqNqeIfVUuhEoOgIMAKDSijGNNFBqhBjAJggwAAAnsPvfKsbDVId1lW4AysP65U+wHwIMAMDp7DCoH9WDEANUGAEGAOB0BBiUGyEGqCACDADA6QgwqARCDFAhBBgAgNMRYFAphBigAggwAACnI8CgkggxQJkRYAAATkeAQaURYoAyIsAAAJyOAAM7IMQAZUKAAQA4HQEGdkGIAcqAAAMAcDoCDOyEEAOUGAEGAOB0BBjYDSEGKCECDADA6QgwsCNCDFAiBBgAgNMRYGBXhBigBAgwAACnI8DAzggxQJERYAAATkeAgd0RYoAiIsAAAJyOAAMnIMQARUKAAQA4HQEGTkGIAYqAAAMAcDoCDJyEEAMUiAADAHA6AgychhADFIAAAwBwOgIMnIgQA+SJAAMAcDoCDJyKEAPkgQADAHA6AgycjBAD5IgAAwBwOgIMnI4QA+SAAAMAcDoCDNyAEANkiQADAHA6AgzcghADZIEAAwBwOgIM3IQQA2RAgAEAOB0BBm5DiAHSIMAAAJyOAAM3IsQAKRBgAABOR4CBWxFigCQIMAAApyPAwM0IMUACAgwAwOkIMHA7QgyQgAADAHAyAgyqASEGCKMCAwBwOgKM1NfXV+kmoAwIMYAIMAAA5yPAmAFmZGSk0s1AGdxR6QYAlUaAAQA4XbUHmEj1hQBTPQgxqGoEGACA01VzgKHrWPWiOxmqFgEGAOB0BJgYqjDVhUoMqhIBBgDgdNUaYJJVXwgw1YcQg6pDgAEAOF01Bhi6jsGK7mSoKgQYAIDTVWOAkVJXW6jCVCdCDKoGAQYA4HTVGmAiCCyIIMSgKhBgAABOV+0BRlr7PTCEmurFmBi4HgEGAOB0BJj4AEN4AZUYuBoBBgDgdASYtRUYgBAD1yLAAACcjgBDgEFyhBi4EgEGAOB0BBgCDFIjxMB1CDAAAKcjwBBgkB4hBq5CgAEAOB0BhgCDzAgxcA0CDADA6QgwBBhkhxADVyDAAACcjgBDgEH2CDFwPAIMAMDpCDAEGOSGEANHI8AAAJyOAEOAQe4IMXAsAgwAwOkIMAQY5IcQA8ciwAAAnIwAQ4BB/ggxcBwqMAAApyPAEGBQGEIMHIUAAwBwOgIMAQaFI8TAMQgwAACnI8AQYFAchBg4AgEGAOB0BBgCDIqHEAPbI8AAAJyOAEOAQXERYmBrBBgAgNMRYAgwKD5CDGyLAAMAcDoCDAEGpeExqv03y+X6+vqSLq/Em0mqN/JkywkwcLJ8blq40YGbpLueq+lar6ZzTYUAg1KhElOF7P5mQoABADgdAYYAg9IixMBWCDAAAKcjwBBgUHqEGNgGAQYA4HQEGAIMyoMQ43JOeRMhwAAAnI4AQ4BB+RBiqoxd31gIMAAAJyPAEGBQXoQYVNTs7GylmwAAQEEIMAQYlB8hBhVDFzIAgNMRYAgwqAxCTBWw4xsLAQYA4HQEGAIMKocQU0Xs8iZDgAEAOB0BhgCDyiLEoKwIMJXj8Xgq3QQAcAUCDAEGlUeIQVkRYAAATkaAIcDAHjxGtf8momwyVQK4FEuLP7zlk89zzesDN0l3PTv5Wndy24uFAAO7uKPSDUD1yPTGT8gpvsTn1Pr/PJ8AkD0CDAEG9kKIgW0QcorP+pwk/gHmDzIAZIf3SwIM7IcQA8cg5BQXzwcAZEaAIcDAnggxcA1CDgCgmAgwBBjYFyEGVYOQAwDIFgGGAAN7I8QAYW4POXZvHwDYBQGGAAP7I8QAWSo05GRzDABAZRFgCDBwBkIMUCTZhBynV3MAwM0IMAQYOAchBiiTbP4wEnIAoDIIMAQYOAshBrARt4/LAQA7IsAQYOA8HqPaf2sBFyHk2EM+N0TcRMFN0l3PdrvW7dYeANmhEgO4CJUcAMgeAQZwrnWVbgCA8jEMI+1PZPKBVD8A4Ba2DjChMbWveQ8eUDDNLsEBy7YDa7fMtB5wGkIMgKhCQw5BB4AT2DrASNLinCZ9o1qKew8ekjfF5qGxdrUO9ytgGDKMgPqHW9U+Fsp6PeBEhBgAWcsUciQRcgDYmu0DjKTQ/KzU1KDa7LbW1OlJ+UaPhEOOV0OBfk2enlIoq/WAMxFiABRNppBDlzUAleSEACNJi3OT8jVuy3ZrzU1KTQ2WyLOtUb7J05oKZbM+qAGPRwNB87+R9+L2sdCabm1Ub2AnhBgAZUXIAVAJTgkwUkjzs5JOP5zdeJjQvGblU8rMk2l92HDrWR2IvBcH+jXZWydP3ZwejVv2sMgxsAtCDABbIeQAKDbnBBgpUjnRwafD73tLGvUNqzXDwP61JjW3mP36WHczSd4D6pfUHxhKWJbpmED5EGIAOAohB0AunBVgJMmrIcPQuZ5I969a9Tw9Kp+GdTanFJOp+hK/Pq67GeAAhBgArkLIARDhvACTQm2DmtKuS1MhybQecChCDICqwjTS1Y3Xr3o4NsAEB+TxtMePPUk7rmWbGn3S7Lxlh8U5TfoOqq02m/WAMxFiAMCCaaQB53NsgJGiY096n4r0HQtp7OHeNKGjVm0HfZrsfSo8ZiaogdZh+Q62hadozrQecKY7Kt0AAHCSbG6MMoUZx95cAQ7g6AAjyRwTE5A8rfIMhxf5RrV0ricaOoIDHrUqIGPIHHZf23NOgTmPWiM79Adk9MQiSqb1gBN5DGf/pgOA42Sq1vC2XFzWm1rn3+A6Q7rnuZSvQfW8vkENDEhDQ97MmwIuRXcyACgzJh8oL+tzKonn0qWqJ8BICp7VbNZfhgm4E93JAMBmMt2IUcnJHZUYd6u21zU0Lx1kVD6qHN3JAMBlCDmpVdvNbqWUszsZrylQnajEAIDLFFrJyeYYgB0QYIDqxZgYAKgyTCMNNyDASH19fZVuAlAxVGIAAHGynUa60GNUgl3bhdwQYMwAMzIyUulmABVDiIGtWD9V4s0ZsC8mH0ClEGAIMIBEiEEZUfYGqgchB6VAgCHAABGEh7uI+QAADLZJREFUGJRN5E2XMAOAkINcEWAIMIAVUyyjogoJNLyRA9WLkGNvxZ5imQBDgAESEWJgG4mBJt2bdTbhhzd7oHoxjXRlFTPEEGAIMEAyhBjYTiSgFPKGTcgBkA4hp7SKFWIIMAQYIBVCDKpWpqDDHw2gutFlLX/FCDEEGAIMkA4hBkiBkAMgHUJOaoWGGAIMAQbIhBAD5ImQAyCdag45hYQYAgwBBsgGIQYoEUIOgHTcHHLyDTEEGAIMkC1CDFAhhBwA6Tg55OQTVAgwBBggF4QYwKaYYQ1AOnaeYS3XEEOAIcAAuSLEAA5FyAGQTiVDTi4hhgBDgAHyQYgBXIwuawDSKVWXtWxDDAGGAAPkixADVDFCDoB08g052YQYAgwBBigEIQZASoQcAOnkE3Ii+1T77QcBBigMIQZA3gg5ANJJFXKq/daDAAMUjhADoGQIOQAQjwADFAchBkDFMMMagGpCgAGKhxADwLZsEXKCA/K0Dof/x6fRpXPqqU23uUfRzfsDMoa8Oa0H4E4EGKC4CDEAHK2kXdbCAaY/YGjIK4XG2lXXq5RBxlzfpIAxJK+CGvC0anZ0SefCG2daD8CdCDBA8RFiALhaISEnOOBRq6zVknTBI6Sx9jqdPmhZFxyQ53ONWjrXo9qM6wG4EQEGKA1CDICqlhhyYjcbZmBRuAqTWZLtQ2Nqrzutg0vn1FOb7fqA1NqqaAe20SWda5tSe12vJq3LqN4AtkeAAUrnjko3AAAqKeUNRmhes/Lp4DYzXMSGsaQINdHtUzxQpvVhw61nFTAMDUnh7mx18qhfAcPQueiyhzXWln5sDoDKIsAApbWu0g0AAPuaVG/dWR0wDBmGISPQr+HWdo2FcjvG3GL2632jRxTNSN4D6pfUHxhKWJbpmAAqiQADlB4hBgDSiA8VRzTqm1TvU8FcjqDGtNWX+PVNDZRXACcjwADlQYgBgGRqG9SkxFBRq4amdNunqZBkWg/A8QgwQPkQYgAgqW1q9Emz89a+YyHNz0q+pKWVJNsvzmnSd1BttdmsB+BkBBigvBjYDwBJ1arn0X71WgbRh8YeVu+kT6NPJ0sdtWo76FNv71MK9oS/B6Z1WL7RpfD0yZnWFy7VdNLcWAGlRYAByo8QAwCpeIdkBAbkqfOoV5Lki/uiy8TvkantOafAnEetnvBcZv0BGZYpxDKtL1Sqm6iSfiEoUOUIMEBl8D0xAJC3oAYGpKHsvkjGtgg5QH4IMEDlEGIAIF/BAbXPH3H9F08ScoC1CDBAZdGdDADyFJqXDlbBqPxMN2qZQk42xwCchAADVB6VGABASRFy4CYEGMAeCDEAgIoi5MApCDCAfRBiAAC2x7gcVBoBBrAXQgwAwPEIOSglAgxgP4QYAIDrEXKQLwIMYE+EGABA1SPkIBkCDGBfhBgAADJg8gH3i7zGkdeRAAPYGyEGAIACEXKcL/E15PUC7I0QAwBAiRFy7C3Z68PrAdgbIQYAABtgXE7lpHruec4B+yLEAADgAISc0iDAAM5EiAEAwAUIObmjGxngXHdUugEAAKBwmW6+SxlyEmf2ciqntx+oJlRiAABA3iHHqdUMa7ud0F4A8QgxAAAgo2xmWEvGrgGB74EBnI0QAwAA8pZLuLFLaCDAAM63rtINAAAA7jcyMpJ3NafYCDCA8zGwHwAAFCTbUEB4AFAsdCcDAAAA4Ch0JwMAAADgKIQYAAAAAI5CiAEAAADgKIQYAAAAAI5CiAEAAADgKIQYAAAAAI5CiAEAAADgKIQYAAAAAI5CiAEAAADgKIQYAAAAAI5yR6UbUAqGYUjGbcljXSh5PB7JQ24DAAAAnMx1IcYwDPn9fr36s5/JMJdIhvTtb39HT/7lX2jve99b4RYCAAAAKITrQsz4+Lj27t2r97znPdFlsy+9pJVr1/TKjVcq2DIAAAAAxeCqvlVzly9rdXU1LsC89tprOvu1r+mRRx7Ra6+9VsHWAQAAACgG14SY1157VV945hl97GMfiy00DP3Hkf+oPzxyJDwexpP6AAAAAAAcwTXdyYaGhnX48GEzrIRNTn5d7295v375l39ZP//5z/U6lRgAAADA8VxRiXnuuee0c+dOvfOd74wuW129psWlBT3wwAOSpF/8xV/UrVs/q1QTAQAAABSJw0OMoaWlRX3ve9/Tvn37oktvv/WWvjj2RfX1/WF02enTX1Vb229VopEAAAAAisjRIebNN9/Sk0/+lQ4fPhy3/Pjx4+o6fFh33XWXJOm73/2u7r9/h2re9a5KNBMAAABAETk3xBiG/vIv/kKHDh3SHXfEhvZ8//svauPGjbr//vslSTdu3NA/fveCfvd3f1fx334JAAAAwIkcG2L+/pvf1Nvf8Q5t3bo1uuxnP7upc+fO6d92dkaXPfOFL2jgj/9YHs8vVKKZAAAAAIrMkSHm+vXr+uY3v6kHH3wwuswwDD3zhWd05MgfRZedOXNGDz30EW3YsKESzQQAAABQAo4LMW+99YaGhj6vT3ziE3HLv3b27/S+95nTKUtSKBTSz3/+P7X3194rupEBAAAA7uGoEGMYhv76r7+gD33oQHTQviRdW/lnLf/zP+sD4emU33rrLX3lK1/Rpz71qbjvjQEAAADgfI4KMRcvvqDbt29r+/bt0WVvvvmmvvjF/6RPfaovumxsbExHjhzRHXfcWYlmAgAAACghx4SYV155RV/5yt/owx/+nbjlJ0+eUGdXZ7Qyc+HCBe3cuVN1dXWVaCYAAACAEnNEiDEMQ8PDw+rt7Y1bfmnmojZufLsaG3dKMqdTfuEfv6uPfOR3kh0GAAAAgAs4IsR8+ctf1nvf+16tX78+uuzmjRv6+je+oY997GPRZc8880x4OmVHnBYAAACAPNj+bv+HP/yhVlZW9J73vCe67Pbt2/rCM1/QH/3RI9GB+88995w+/G86mE4ZAAAAcDlbh5jXX39VzzzzhbhqiyR9ffJrer9lOuXFxUW9+urP9Ovve5+YThkAAABwN9uGGMO4rf/wHz6n7u4/iJsm+cehJf34x8vytrZKMmcn++pXT/3/7d2/a1V3HMfhtybVUGhSzOZiHK6K3avSKnQQO9W0ERpQA27Nj04N1EGK/4C1dgzBiJFqt0qFSq3ZHExM0t2C7a2CdWmMIpg0OR0il4aa1XOPeZ7xcy+X7/rifM/nZmCgPwIGAABef00bMdd+vJbdu99JZ2dnY/bP4kLGx8fzWX9/YzY2NpbBwcG0tFinDAAA60FTRky9Xs/M7Gz27dvXmBVFkfGLF3P02PFs3tyWJJmcnEytVktX1/ayjgoAALxiTRcxi4vP883Zs+nr61s1n52ZzttbOrNr164kK/8bM3n7do4cOVLGMQEAgJI0V8QURc6d+zaf9vamtbW1MZ5/PJefb9xIb29vYzYyMpLh4eFV78sAAACvvyaKmCK/3LyZLVs6s3Xr1sZ0eWkpIyMjGRr6vBEsV69eTc8nH+et9vayDgsAAJSkSSKmyKNHf2ViYiIHDx5c9cn16z/lvff3N9Yp1+v1PH36JO/u2VvGQQEAgJI1RcQsLS3lzJmvc+LEiVXz+r17+fP+/XzwYp3y4uJirly5kqHBIdfIAABgnSo/Yooio6OjOXTow7S1tTXGC8+f5+Kl8fT3DzRmFy6MZWhoMK1vtL7slwAAgHWg9Bq4c2cqCwuLqdVqjVlRLOfSpfEc7+vLpk2bkqysU95Rq2Xbtq6yjgoAADSBUp/EzM39nctXvk93d/eq+ezMdNo7OrJz58o65fn5+Uzevp0e65QBAGDdK+1JzPLyck6fPp3Dh7vz8OHDJCt/aPlk/nFuTkzk1KmvGt8dHR3NyZNfZsOG8m+/AQAA5SotYup//J6iSB48eLBqfuvWrRw7evQ/65R/SPfhj9LR0VHGMQEAgCZTWsQURZEDB/anp+fI/+btL4KlXq/n2bNn2bNnbxLbyAAAgFLfiSmS4uVhsnHjxiwtLeXy5e8yMDCYWKcMAAC8UGLEbEixxictLS05f/78yjrl1tIXqAEAAE2k3Ccxa5iamsqOHbV0dW1/hecBAACqoNR1X2tdEvt1djY9PT2v9CwAAEA1lHZXq63tzUzPTOfub3eTrARNkeTx3Fy+GB62ThkAAHipDUVRrH2vCwAAoMl43AEAAFSKiAEAACpFxAAAAJUiYgAAgEoRMQAAQKWIGAAAoFJEDAAAUCkiBgAAqBQRAwAAVIqIAQAAKkXEAAAAlSJiAACAShExAABApYgYAACgUkQMAABQKSIGAACoFBEDAABUiogBAAAqRcQAAACVImIAAIBKETEAAECliBgAAKBSRAwAAFApIgYAAKgUEQMAAFTKvyK55Xj0N6W4AAAAAElFTkSuQmCC)
![](/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 Pultdach - Gefälle nach hinten
- Die Konstruktion besteht aus geschlossenen grundierten 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
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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.