![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzEAAAIICAYAAABelGBRAAAgAElEQVR4nOzdbXAcd2Ln91+T1K7spWhfLqZFIQjAG1GGfJDiI7gxHSOnwR11N4iMu4vCYi4JINwFqJSCU+RKBEQl5wWGzguVCtCLqHgovQCuCiRSLtM0kzPMJc6Eb0Y2nDBZgrmTkCJO0oQcwxTWjL3ZJble64mdFz0PPYOe556Zf/d8P1XYFacfprv/jcH/N/+HtmzbtgUAAAAAAbGv3QcAAAAAALUgxAAAAAAIFEIMAAAAgEAhxAAAAAAIFEIMAAAAgEA50O4DAAAAABBMv3TyF/Wf/5f/tR7ZtqwG5zy2rfx/f7C+rsu/9T+XXJcQAwAAAKAutm3pG49/S7L87eD12De/UXY5IQYAAACAGXKtOVa5tQgxAAAAAMxQPrrkEWIM9TM/82/LznQMrLYwy7Fd/2tJ+m//uzf0a7/2lg97BgAAAFqLEGOo/+If/Vfqe+5vSPIvxFhWZk+2peR3ftuHvQIAAACtR4gxlP1IsnwcIOUOQgf27dP+x5hdGwAAAMFETbaT2JJlS/Y+uQZNAQAAAMFSZ0vMPa2/HdflHUnq1svxt3TqsHv5ls5PLeh69p/dLyv+1ikVrnJeUwuZNU5OaeGV/oLtul+O661Th3Vv/W3FL+9IOqmphVfUX98BV3dWuffKvz8AwA87+uRMVA9eT+n4YH17eHjhjBLxzdIrDMQ1dHFMB+vbvYf8MT9zu9XvXch97l3LzjX0eq1zbOhmZFyq+rzd69eyba3v47JzQR9EP9UzqbM6UuOmu7MR3VjJ/GN0WSNny725c59ub5Zev7b9tYJzXe/m/j2gvuRFHesuvUWlc2jtORYfv9uoTpQs80xZyevzopp7rfGyrnidNma1Op5doXK5tFOdLTGH9WRX9r939N0P7xUu3rqZDzCStPNdFa9y73v5ou9+irAAAGG2O+v6w1ung2MXNZJKZX6W1SWn8p57LVcp2NEnZyL64MKOU5GMnNEnO7W/38MLb2j72WUdH2z+e+/ORrQ6uyGnIhPRzQ330g19HN/UoXhSI6lsBcfrNVRnUMdbcc26x/TCsnRjdqPyui4PL5zRjZVRncjeayvjzv3kyVUpTqU0kkqq79Z45l6qZ3+tsKNPzozr7kD2mFM6Mbqp7Wjp35VK59Cucyz4DMidy4punLmgh14bbCxqWwM6tLmq3ZoPr/GyrnidMgEme15DcZUtl3aruztZ//GTuf/e+awwobgDSmYNFa5yTx9+N3tFuvXt57Mhpl+vLCxoYWEh1wpy+NRbWlhY0EKTW2FQLKkZy5Ll+TOjZMnt0loatmQNLyldYp8zpTfOb599L4+VkzONLVdyxnUuw1rae6AAfONUym/cGtChlr1nt45dTOmFsW6nIpmq55vEDX0cl/oma63p1vfeR86mMt+Ilq5gP3F07468XoNBBifVd+u9GiqBO9pd3dSh+GTmm/xBHV8e1f3VZOlK8eaA+t7NhuhuHXs3rkMr2fescX+tsOeYpSNnk+ob2NRnSa8LVekczDrHI5PxkiFl99qKDo28q2dGN7W9WFu4bbysK1+n3Wsr0uhy7vPn4Njr6lKpcmm/+sfEHH5KuY/Ou99TPqO4A0re9Ztbrn/d02e5Vbr0JA0xxppO2LLtwp/E9LyGPEOKpOQ5TSqm2NolrdccDtJaGu7VpBZ1x7Zl23e0uDVUEETSS8Mamp9WwrZl2wlNzw9p2JVCKi1XckbW0HzuvO4sSpO9BBmgaTau6e7oskYuvq4nipftXNAHkUjBN4namNXqnpaImt7QsyUj/9qGbkbO6JMLzvusRma167GXhxfe092BER2pKSPU/967s5HMaxGtur/F3bmgDzLdVu6OZ5Z5vZZ7H+f/s/vKf8tazbGV2z6/TnbZzQvlWppq399q8b1QfF28yup25h7KHlNV902t571321XXeT+8cKbMOXTryIgKKqz5VjcvaT3YLAqnPU9X+Ob+WR3cc59u6kG6mv2VOf+dwmtb8prU+ns8eFYjNX2xUOkcWnCOfti5oI9XBvRUtFtHXhyVVq55fvaU10hZV75OuytS14vub1CcL1VeGKv/y5Lsl8bNUP/sZIefVJckJ/x9pntSZsyLK6CcfFkv373sjJ25flNbr/Q7rSn3vpfvR3jyeFELS9F4mtx62XEzeXvGsDz/od6OX1buFvQai5N9l/NTWnC9ycmpBcUqnHLxNq0Yp9Mstl3/yP7oa4uK9V7SenpCEz2Fy5JX5hU7fUdv9vdq6FxSE3PR6necPKfJtZgW70zI2W2PJt5f1KXed7T0WlQTPWmtX1pTbPF9OXuNai4xLeuddaUnJtSjSsud49N0QtnD6pl4U9OTQ7q0ntZE8ckAaNzgWY1kuj/t0T2mF5Y/1er4uG6+mBmrML6iQ/Fkk7v6bGp7dURDqVSJMSyZbyxH3m3CGJe97707G9GNW3ENpZxvWHdnI0qckdNnvntML6SO7ukrv/c15/reHb+mE6mUjkuZriFv6JNo9RXG0ttnugDl+tA7/ffva0BP+bK/7PLsveDuOpO/LjfOPF0wluBu/FOdSKWcb5Y3ZrU6fkZP1NGHv7rrlhkHUXTMibjUl0xl1nXWcc7BWeXg0Wel+DXtnh3UEWVa3UodyM5tPdCAnqrpz9EtPdyR5HXOVe5v7/lHtarRomtb4l7y4/c418rgcRKVzqEV51iD3cW47g/ENVC0j4fJVd0fGHFe755U30BUH1+Y1JGaAkIDZV318sLxPo2Mt7MfPZL2WXLmyHW+PLYsS7bteuyH8xCQuvbfwOxk/cr3KLuuXEOLazxM91PPu8bO3NX3Ms019z78bi5oFIyHubeut70CjCRdX9DU2+u657VM0s7luKbcAcZ5UfE929zT+tvFYUS6vjCVC0R7ben81N5tpOtamJrS+S2vbTpQeknvzMd0+lSPoi9NS/NXynQ7K6VfkT2/YGvavi1Jt7W9JvW7Vzja52r1qbQ8qSvz0vRL7mAV1Zxt6yoBBmiPwbM6MSrdHZ/VzVmnn/xAA9/6VevQSLRMQPH4xrJp75359vN1V9eaMt1RKu4711VE0uCL6sp9S9vg9huL2t4c1YncIGCnK0r9x+N0uysYVDz4ovLDbZP6rLjL0WRchzbj+tiVhxs93+r34xFgctzfjnt0B+x5Woeylc+6lTivwUn1Dbi7Ju3okzfiul/j/vaev9S1fLb6a9vI7/HOBX0wvqJD8XdrDA+Vytrnc/Rwd7yoJTGS+ULCY9D+x/FN1+95t46MDNTW5c2nsi6/fFPb0Ws6kh3jszyqu+P1j4n5leEX9A/+3ot6vv+Y7C//Ugf279c+y9Lf/duDetySTr3wSxr4957Vvz/wvLqO/KysGr9fb2iK5cNP5e+2u5mEsnUzF2H07ecPu8bO5CcAuJfvS6auXF+ye1pfyoaQk5rKjI1ZWIjr5ezbeEwQ4HZyKrvNlHL5qmibe+tLymcV1/tMnVQpW+fzwSr/Hvnjur5wXkHLMY007SXPTWotdlqniur96fVL+dejr2kxNq93au6ntaVUqU3SKW0ppr6jjS4vHO9TfowOgGZz+sOv6O7KqE40cYYvt3aOJSl478y3n0+4P0+7j+qJOivjjZ5Xqe0f3r4lDTxd2CWw5+mK45wqHU9hVyzXbE/pT3W/uOtM95heKAoIfpVjpf3cHXeO7dDTRX/4BifVN7CiGyW6w0lqqDzziu6R/M517KIzQNu5hlE9eH05Hwar3J8f17Gu3+OdC/ogGpfiyTq6LJW6Jt7Lm/E77x7YPxQfkFQYvHM2rumuRnXEde8ejI7sCeXl+VPWlZYXhr3i4FSbA/v2S19LP993TH/13/pp6asv9fXXtv70e/ck62s9/vg39a9ufqgjP/szOrB/n/akmAq9hhoLMc9/O9ei5Qzuv6fcmP7ub+v5wyoYO7NnHZ3U8VxfrMM69dZC4SD+e+t6eyruCh3FEwS4nJxSvreZu5XIvU3hhAIvx11dwfpfkXeO2dLNfIJxvcdhnRrJbnBdq+tl0lWAzQ/tHdg/tLWoO1ezXb6ykjo3uabpN/NdwU6djmnt0rr32Bkv0de0GFvT5Llsqkhr6dVJrVXcMNtSU83yNU32XtFL2TE+iWnNDzEmBmirnaQ+25SkFe3WPRYGweLM4pbtiuWe9c1Io8saWR7V/fgbRd9KZ1qUspXYTAWz7jFddQUep/UnW5k+3uMKxr4EqCrV+nu8MavVagJMpXNo5TmWcXDsXafCHy0eu7WjT95bkeQKu5GIVqNOK8rda7XcLA2UdVXLi8Netw4+W8PhFflfv7Ou/+Wf/65+4zd/R9//wY/0+ZdfSJL+1Ue39IW9X1f+RUJf2NLqd35f6T+56/EIw/JfuDf2sMvMuBhJzpiXex8qlxG6nnTGohx+Xt/uLrFO91N7xqtsnZ/S1FTmp7h7WBnF0zS7W4nyyk8o4LmNe/zO9YX8sU1N5Z9zI/cMbU7Xs6ninzJd4UzmHth/ZzEmKabF94sDjKTkFc1rWu6eWj2nTiu2NqlzVbd09GjiqjMY3wlMvdp+M6HpituVaX3xWB5bfE25w9wTnAC0VqZLxOiyhuIDujvuPdC+sbe4rQd+79Ov9/aqWHi1zrTj2FwOHn1W2vy0cP30p1V0ZSn13pnuYu7xK+7j8eyC5TU5QWt0vTiY/1b6De/pc51puJPqG5Ae3HYdeE3l2aMnirdPf6r7pSaZ8JrGu6AVq8b91a223+OHF87kpvKt3AJT6RxadY6VZGYL00rhtNq5e33vdMwjy6PSSpWz1zVc1nUs144e3vJogaySZR2QdeBxWfsPSPsP6MA3f1LWPkvW/gN6ZEu2LO0/8A09kuREkqLQUqHTUGMhRoeVr/ff1c21/FiXk7kmlsN6Ppdi7up7H36WHw/z7eddIcZjrMrJKS0sLJRoIfHf4Sc9vgO691nVQapV/JjloZ6B/T0T7zsV/t7iKZbTWnpnXtK8htytNr1OK8r8lVoCgjNGJRuc5o66uoj1RNRfrtWlquVFY2bUo0gQZ2YAQuLhhTdyYy2cbzJXan6uRiHnD/Hd9/IVzd3FavqNuw3qyGjxH/NmvbfzXnu28b0C1uB1yXabypWNM3i7bpnwlp+6tah/f3dUTxUFhocX3tvTJae1MpXUzbg2s7NYbcwWzZrmMZ7Kq2tcmfc4MjKg+/HFzD4zg+RLjeHKXqfFwnLJdwmqcX91qun3eOeCNuObNQwYr3QOrTnHqnSPaSA+UBBMyv4+Z8bhVDWFccNlXXn5sdcLWxudcnVmVDNR/bOTScoGlMs7O5J2dD0XQNzdxLLhwFnnsmvwfJe7KaSghab0rGLNtPf5NkU8ZkhrtW/95Df0+eef66uv9smyvtJP/MS39OMf/1i2LNlffaGvZemx/Y/p0aPPZeuA9u/fL9mSXRxu6wpC2dnCJjU085Ls7BRf6XVdWotp8c7VPbOVOVMaZ2cXq7D79JKGey/ptHs/t7e1pn692SNJR9UXky6l0lK0J788dlrv17tcaaW2pNjpsk05AJphY1aJ+Ka6li/m/ggfezeuz6LjWlW9T9x2+o0/iIwrEYlLkrqWnX7ktTjy4qhuvJfUw7FaxujU995HzqZ0YjaS20YDXgODG9Xodclvv5rJLl3xuA7FV+s8HmdigNXxqFYzp921nFTfe1FtX9vQ8cFBHbuY0kH3dSn7JPQW6R7TQHxViXhUN4+mdHzwrIbiZ5SIRHKrHIon9YLr1n14+5Y0+nruuHdnI7pR5v4+OHZRJz6N6EYkc6FHlzXiaq0o3H5vuRwq6p5VaX8Nq/H3+GFyVfcl3R+P7HniffbYi69RpXNoxjlWKqdSDo69rq74uLajszqYfFofr0hdy6V+nwf1THxAifiidsdelORMFrCnNpr5TGi0rCtep8GzGlme1Wo0om3njQtbSw1j2Y3MtStJW+cLulVJ8gghXtMmF01P7N5PQVi4p/W38+NiTk4t5Mal7Jli+ZSrXce1LL+Ne1/dejn+llybFEyhnN+f69iLzsv7Pfzxq2/8mn7+Fwb2vP73Yn9LX9tf6c6dP9YP/78fKHLsWX2w8Uc69MTjOvELz+nHP/pL/dmf/1Df+MY+PfPsz2n1d6/p60eZEGM7LXP7DuxT8ju/rZWVct+iJTVjDUkJW8WzJKeXhtU7qVxoSc6UGieT38/W4h1dnbhdcp+ZPTvPielPZAKSe9se13v3K2HPKVrHcidUbeWOvfhcAMCxoZuR9+qarrdjbMxqdVztDxZGa8Z9tKGbs9LxukJ+UJhwjiYcQzCc/MWT+sf/5A3JarCDV0Z2fP/v/94V/ebKPyu5XuPv1n9cxb29CruJSYXdzrIrFY2HcT888/rN3GxfhbOJNco9GH9Hl+OuWcW2zntMoSwVTBKwc1lL6/mxL2u5AytseWoqy5alA+r7uZ/T33zhl/UTjx/QN7/5DT36er9+8ie/pb/6sz+j7937f/VkV5d+/Bef6+ATBz1me2jsOTE9E29qWpluZeklvTMv14D+YlG9thjT2uS5XBc0r8kCrOElpfeMiSkKIJJ6Jq46D9vMLJ+fTtS0XNE52Yl+TfY670uAAeBtUM/EVfesPKGzMVvwgMfcYOXRFwkw5Wxc093R1/0NwhvX9KDOMQqBYcI5mnAMKKvB7mRSLqDknzCpbz9f3BHM3e0ss1Zx0Dn8vL7dfVnOKte1MOWZKBrXH9PL3dczwai69+l/ZUonrzutMTuX45q6XLj85FTrHnj5O1eTkh5p3759+vrrR5Jta5+1X1/oK33n9/5Qj/RIeiT9fuJ/k2VZeiR7T9cxy67msULO2JRyy+ay/7Inyu6pZ+KqsqtEXdtVs2/PNeZs2WVWqLRc0TnZZVcAgMxsQ2eiurlR/8PeQiPbbSrXzUROVxS+pS5t54I+GJdOpPy9Rg9vy9gxCn4x4RxNOIYg2bdvn6xHtixXa8yjOvZj2Y9kZ+utFb5w9yXE5Ia8SPKa9UvKTMd8eSe3WteelZwplp88Xzi4v/vluN56/kO9nZmp7PrNLb3S30hkcN7neVdXMMnpDhb73tslHnjZr1cWFnT8fPEDL4u6xLWE82TTR48y4cSyZGcmpbOzTz3d515zb1yx90nyYXIAAAg3Z/pcOA6OXdTIWLuPIkC6x/RCE26fg2Nndcz/3RrFhHM04RiC4rX/5jX91m+dl+SEmWLu3j/ZL9Zte++X7OW289L4mBg0RakxMQ2paUwMAAAAUN4v/dIv6YcPfixb0r4GvyR/ZNvat8/Zx/f/7M+1+9kfl1zXh5YYAAAAAJ3IfmTrV//7/8G3gf1Z//Jf/G7Z5f6+GwAAAAA0GS0xHYpehAAAADBNflLd8l3TCDGmsvJD8q3MkyotS3qkxsOHZdf7sEsAAACg/Qgxhvqn/9O85JlEGwkx2f3Y+k/PnG5gPwAAAED7EGIM9dWXn7f7EAAAAAAjMbAfAAAAQKDQEgMAgDE2dDMyrru5fw+oL3lRx+p6cHjxvlxGlzVy1t8nyTfGOVYtp3Q8c1gPL5xRIr4pSepaXpbGC5e37lg2tLsxqCMtvVy13gc7+uRMVNub2dXjGro4poOuNXZnI7qRfTycEeUf9HMs8/ulUZ1IndURz2WZ89De4/f6PSi5ffY6eJxnpetQ8TptzGp1PLtCI59BzUVLDAAARtjRJ2fGdXcgrqFUSiOplE6Mbmo7ekaf7NS/165lZ1/5n6T6bo1r9cwFPfTv4H22oY/jmzoUT2ok5VWh29EnZyL64MKOtHNBH0Qau0bljuNmZFy7zdh1SbXeB5lK7bPL+fJVXInZjdwaDy+c0Y2VUZ1IpTSSWlbXyrhz7domPOe49/crpROjK7pR6vdrY1HbGtChzVXt1nx4rgDk/l2u4TpUvE6ZAJM9r6G4Gv4MahZCDAAAJthY1PbmgPrezX87e+RsUn0Dm/os6WcNolvHLi6razOujzcqr91OTxwt9fVvt45dTOmFsW6pe0wvpMz8prgutd4HO0l9tjmgvsls0uvWsddHpZVrmfC1o93VTR2KT2ZaBgZ1fHlU91eT7QuxIT/HI5PxkiFl99qKDo28q2dGN7W9WOMv4J7r1q1j78Z1aOW9TMiodB0qX6fdayvS6HLui4ODY6+rS35/BvmDEAMAgAkGz2qkXGV854I+iEQKvnXVxqxWIxHdrDmMDOqZ+IDuvlf4bfHubESrkcxPwTfJG7oZiejmhcwxRCJajcy6WigqLffYf6nWk50L+iDTTefuePFxuN5ro9xrzr+z7+UcV+H7VT6WfHehu+OF1738dTqjTy7MlrwGue1nSxRapfugWMkQd0sPdyQprQebRYGw52lXJTt77QqvWb6Vq+g1L7Xem0E8Rz/sXNDHKwN6KtqtIy+6Q1gtntXBPddhUw/SUuXrUPk67a5IXS+6mz4HdTyV+cLAMIQYAABMlfnm9alopsVheVRaGc9UDDd0c3xFh+LJusaJHDz6rLT5qR5k/r07G9GNW67uPc/GlSgKEHfjq3oqWbrLTOnlTvevG1rOd7tZfta7m0r3mF5ILatLma46e8YNVJLpqjSafa9lKR7X/YLl1RzLoI67jyMzbqDyddrU9urTmeXe4yKOnE3VNl7DfR9UXlk3x1ek0dedSv/ObT3QgJ7oKb/V3fFrOpK7HqO6H49qNfqpnil47Q3v4OnHvWn6OdZgdzGu+wMjOlJ0Kg+Tq/nXByfVN7Cij2sOTdng5qHSdah6edGXAA202FqW1bRnEzKw31D/2dg/0l871ifJ/eTS+tmWnMfE2NKBfft1++MtnT+/3PiOAQDNsXNBH2QqgrlvoAfPOuFgfFYaXXHGFPjyDWnmG9hlV/eeybgORVe1uzOWe/9D8Xdz/13TciX12eaoTlx01WgHz+rEaEQ3Fjd07KwPp5A7lUVtF7yX02Xm7vgt5587jRxLlddpJFpj8CrD6z4oIT9ge1QnKoakzLf3ubKbzAeuwRfVpRVp+eye19zbFGjk3gzKOXq4Ox7ZO7jfY9KB7DivruWLua5gR0YGtL2a1MOxKoP64KT6BqLaXtzQsbODknb0yRtOQH+i7IaZ61Ay5LmXb2o7ek0nUikdlzJjZM7oiToG97/0d/+mPv/qkf7N9sfa2fkTHXjscX311VeK/oe/rD/4gz/SMz8X0dORv6b/88ZN/cWPfqwf/cVfyq4h7xBiDHX48FP6d48ea8q+D1j7lPo3/7op+wYA+GDngj6IxqV4ck83jiNnk+q7FdX2yqhOpGptpSgy8LRT+cl8A/uUu5LTfVRPFFUCC7qh1LJcn+q+VnQjsqI9Rhs5gb0e3r4lDYwUVup6ntYhZUJMuoFjqec6NaLMfeDFaeFRritX13JKx0tWXAu/kffjmOu6NwN2jsW69syop4KxPjkb13RXozrhyl0HoyM6FI/r442xKlusnPFsDyLjWl3Jvv+yusbHK2xXqZWqcHlh2CsOTtV7bN8+ff7VF3rurx/T7p/8sfY9eqRHj6THv7Ff33zskX7u6V79zj//Xf3Df/if6I/+j0396Mc/VsED3u3y3+ITYjqQDw07AIBmycwOdKhUpW4nqc82JWlFuxtn6576d/faivTssn8tBmU8vH1L5aedbd0MAyYdS1mV7oNyMl2Vtq9t6PjZvSGraWq9N4N4jmUcHHtXfatRbUdndbDg/trRJ+85qcMrPN+/tqHjg9X+IjtjVI7ndn1BH2SDtUegLlDVckkFYa9bB5+t8tCKrP/hH8n6+ks9+OGXevzxx2Xtf6T9tq3kH/7v+uLRPv3O1XX9xE89od/47d+RJFnW/sIdVGiVaSjE3Ft/W/HLFfrynZzSwiv9jbxNXdzH1v1yXG+dOtzyYzCOnbkf9oskAwAGyj4bpavkcyIy3UdGlzX09HtKjM/qSMnKeDnZblGZN/Gq3Hi0Ojy4vSMNdte8/KCeVa4vfzMqmTu39UBOlxr3WJ9cQEt/qvuSnsour/dYqrxOjap8H7hszGp1XGVCWY+eGJA+c5dN+lPdHxjRgK9lUdu9GcxzrMSZLeyzaFw3Zl/Mj3vKzq7m1SVrY1ar4+/pk8nByt21di7og+iqnnLvJ/2p7utZPdMtVb4OdSzXjh7ekg6N1H6DP3z4pfMf33hMf/lI0iNnKP5ffvm1ssPy/+LHX0mWE0f2Vk3Lp5jmD+y/vqCpqbe1fq/p7wQAQHDtXNBmhUrdwwtvOOM9zg463/oOrOhGqVmuSr9R7hkdz+TeZ1BHRlUwW5nX4OT78cXcbEo1LR+cVN/Aprbf2DvjWe2zQTkVrT3HmjuVyaLrkhkEXrC82mNx3su1cVXXqSFV3AcFMuM4bhQ8K+QNZyreyUFlx17kyyYz6N7PcTuq8d4M6DlWpXtMA/EBKTftcYV7ZPDF6qcw7o7qqQH31MzZCRSy3b8qXYfKy4+9Xji5QfY6VzfhQmu1qDvZji7Hz+vJhVfU+jYZ1CepGWtI857LppWw5xT1XJbW0nCvJrWoO1cnisaQOftUwtac98b57deyb5WQXbRycsbS0Hz9y5WckZVbIabFO1c14eM3aABQj4fJVd2XdN9joPCheFIvHF3MfHN9MVdhcb71HdeqSj+d3Gvg8aF4UiN7xtqkdGI2okQk7rzgMTi5a1S6EYnUsbxbxy4mpTPR/P6z5zXWLSld9toUyo8LyO6ra9l5aF/x8ty4gXhch+KrruXVHktm8PV4xBmofnGsqutUye5sZnY0jzKreB+MdRdtP6jjqaSeOBPVaiS7ZmF3uYNjF3Xi00i+K9Po8p7yb8jGbE33ZlDOsVw5lXNw7HV1xcedbmXJp/Vx0WQQhZzpzhPxRe2OvSip/GQBxfd2cVe8Steh4nUaPKuR5VmtRiPadt7YuwXJAJZtVxg1U0bFLltb5zW1cD33z1Z26wp6d7JffePX9PO/MFB5xVpkupPtO7BPye/8tlZWPAY15pQOHMkZS0NbXiFFThTHYTMAACAASURBVEB4Z0uxNen0nnBQKcQUB6DMv/vzQSS9NKzeyf5MiHL2t7V4R1czb1RpeTbATGeOwVlfBBkAKMt5ZopKfnNeaXmbVeyOFDQbujkrHa+xch0sJpyjCcdgvpO/eFL/+J+8IVn+dPDKzsr7+793Rb+58s9Krtfclpj+V7QwpVyQ2fnuh7p36pTycWJL56cWdL14u3LjaIqCkVRlSCnervtlxd9yHwuqFX1tUbHeS1pPT+yp+CevzCt2+o7e7O/V0LmkJko3ueyVPKfJtZgW72TDUY8m3l/Upd53tPRaVBM9aa1fWlNs8f1MK1BUc4lpWe+sKz3hhJ7yy53j03QiF6J6Jt7U9OSQLq2nNUGKAYDg25jV6vgt17fHmUHVo8shCTCSNq7pwdOT7T6K5jLhHE04BpTU/DEx/TG9nBsb9F19mB0bc29db3sFGMkZR/P2uoqH0Wydn9oTYCRp53Lcc/2C5cXb7VxWvMw2YddAA1xp6SW9Mx/T6VM9ir40Lc1fUbLmnfQrsidLrGn7tiTd1vaa1O9e4WifYmuXtJ6uZnlSV+al6ZfcwSqqOdvOt9QAAIJt8KyG4tJ2NPuwvqi2n629S5DJHt6WkWMU/GTCOZpwDEFgS3qkTG8f23J+Kk0tVkLBVu2fYvmwnuySVDBe6Z7Wly5nXjqpqdxYmXtafzuuyzvKBJ5TyjWwbJ1XLoe4WlG2zk85r+9c1trWKZVqwDk5tZBZ5mr9KX6PDtLI01OT5ya1FlvU+0X1/vT6Ja3FTjuv97ymxViv3ll6TdGaAsKWUmkp6rVJOqUtxXT6aIlNq15eON5nuuwYHQBAdlrX+pe31sGxixoZa/dRNM/BsbNqzpPkzGHCOZpwDEHQ23tU/3Tuf5QlW4UxpL4vzO3sPips3qbnxBzWqbcWdMr90r11vR2/7Mo6O/rsnpTt77V1M5dg9PJEvhtYf+xldV93tru+uq5Yv0cXsZNTrnDTr+MnpevX974H9pofsvYO7o95D9o/N7mm6cTVXFewU6djmryU78pVUdQJPpO5bmhpLb06qTWpwoQQmZaaUuGlYPmaJnv7lbBtzUmZMTLD6mNMDAAAQM1+8zd/oy3v29aHXeZaUSqvqVyGUZeedIeOw6f01sIpj23yup8qTCmHn+pWUdOQSo7P6fCxM+5Witwg+Pe9BvRf0bymlXC1aPScOq3Y5KTOJSeqbOno0cTVhLatIVnz2fdPaHptqMJ2MfWVDDB7l8cWX8vPrLYnOAEAAMB0zR8To3v63p554u5p/e2iAHNySgsLC5o62fwjCrpGuoJlPXr0qOZteibe12JsTZO9M0VjXdJaemde0ryGLEtW9qfXaUWZv1LLyBhnjIqd+Zk76nQB6zsqqSei/tz4GK8DrGZ50ZgZ9SjCvN8AAACB0vwQc+9DfTfb6NH9bT1/uPi1lxVfWCg9GxkKZCv3mX8VDtAvGABVviNhfUHImS0spnkNzbiCSXpdl9ZiWryTDx+5n8S0NP+Olqp5BEB6ScPWcOG6t7e1lhvsf1R9MWkrlS5cHjutU/UuV1qpLSlWvikHAAAABmluiCka59L97eedbln3Pst35up60tVVy6vVRsqOY3Hc1fcKphTb0vmpKU1NTWlq6ry26j7Yfr2ysKCF4h/DupL9g1/5W/r7v3JK+61Hkv2F/ubgf+AMpLK/0n/0d4b09196UV/9+C/0H//K39HQC7+sxx97LDfftlvdrTk9E3p/MVYQTJyB/tmgUCT6kqa1pkvrVaSYnlM6HVvT5LlsQEpqZmje1f3LGWezNnku0xKUWX76VME4nHLLJ96c1trkq7ljTy+9qsk1Z0Y1AAAABINvY2J2Lsc1dbncGic1kp0G7PBTyo1KuX5TW6/0q1/SvfUlXS4eqpLRnxuNv6PLS+t6PhMu7q2v5sexnDxeYQB48O2Xpc8//1J/O/rLevDwvvZLkm3p8QPf0F954if1yf9zW8/99X599K+39DeOP6/HH/+GPv/yCxXMFmE3NsVy9tkqk70zitzp0zvz0nSi1OD9qF5bjKl38pySEy9JKj9ZQPGYmJj7QZWSeiauKrFtaSg/aEZ2DcsVnZOdmJHVa8mZ+T3Ggy4BAAACpkUD+7v1cvyVfMA4/Ly+3X1ZO06K0cJUFaP7+1/R1MnruemU43sS00lNdUCXtP/r/76l/ZIe/OBz/dRPH9L+A/f1Uz/9Lf3Zn/9Q15J/oP2PPa7d3e/p3+l+Uv/yD6/r+z/4ofbv31/HOzljU8otm8v+y54ou6eeiavKrhJ1bVfNvj3XmLNll1mh0nJF52SXXQEAAAAma/qYmO6X41pYeKvoWSzOFMvFg/i7X45rIf6yso8Vun6zsHNY/ysLWvAa+X9ySgsLr4S+FUaSbt/Z1ad3dvWnP/i+Pr5zR7c+3dEPfvgjHThwQPe+/1C7f/pn0r4D+pO7f6Y///4PtW//gfx821mWP5MDAAAAAO1g2U15dDsa9atv/Jp+/hcG/N2pnXma6oF9Sn7nt7WysuLv/gEAQA129MmZqB68ntLxwXr3saGbkXF5DimWdCie1AtjzX7q/IZ2NwZ1pO5zaET113B3NqIb2arP6LJGzg7WtLwdaj6mjVmtjmc3GFBf8qKOuYrfxHOsV1ufEwMAANCpdmej2t6UunzYV9dyI0GoEU6I0nJKR9rw7tVew4cXzujGyqhOpM7qSOaYP3g6H/AqLW+Hmo8pE2Cy98LDC2eUiJ6RMkHGxHNsRAueEwMAAIC8Dd2MRHTj1oAOtftQAquWa7ij3dVNHYpPZoLWoI4vj+r+alIPq1reDrUf0+61FWl0ORdmD469ri5t6rPkTl37Mx0hpkPRixAAgDbZuKa7o8saufi6nihetnNBH0QiWp3dcK0/q9VIRDc3ileuze5sRKuR7M8ZfZKbEdYJBDc3nP/PrvPBhfyUsQ8vnHFtmz2+fFe2u+OFx1z+vc7okwuzmWWz2i11rLNlTrjcNdwjrQeb0hNHXS0OPU/r0OaqdneqWV7m+mTLy+OaFai5XCsd054Lot0VqetFd3PcoI6nUpmWlhacY4vRnQwAAKCVBs9qZFCSPGqv3WN6YflTrY6P6+aLKR0f3NDN8RUdiicb6C7mjBvZfnZZI6nMTjZmterqaiRJd8ev6UQqpePZ5eNv6JPoRR1LzyoRl/qSqcy6Tni5+WJKx1PLUqY7mXN81bzXprZXRzSUSulgiSM+cjalkXKnVO4a7jn923qgAT1V6nEKlZZn7L0+Ua1qVCdSma507mtW3EOr1nKt8pj2rl84RirXzbAV59hitMQY6pFsPfr8cz36/HPZX3zp+vmqrp9Hn3+uR198rq++/EJff/mF7EeP2n2KAADAy+BZnRiV7o7P6ubsuO4OxDVQYdzC3fFIYUuJ+1v/naQ+2xzVCfcg7sGzOjG6qe3FfAjIdzWSNPiiurSpB7lnVT+rg7lDcL7h9658V/leI9GSAaZ13OdXefne6yN1LZ8tc82K1FGutR3zpraj13QkldJIKqWR5VHdHXe3glXeX8Pn2EK0xBjqr3zrMe3+8XbpqZCLu4NZlmTbslV5+mTbthUbHvbnQAEAgO+OnE2q71ZU2yujOpEaq1jhLzuwP/2p7mtFNyIes5KO5v+zoKuR2+Ck+gai+e3LzWrV6Hu11ICeKNsyUbjcj2OutVwrHVOxwhDilNv24oaOTVa3PzPKpTqEGEP9+q//ersPAQAAtMtOUp9tStKKdjfONjR98cPbtyRlZ6XyUqlLVreOXUzpmDIzXsXHtbriHZwaf68m6D6qJ7KtB1519ErL/VRtudZ6TN1HnbFBBSGkWwefrXN/AUB3MgAAAKPs6JM34ro/uqyh+IDujnsPfq/WwaPPSrqlhz6Mxz44dlEjqaT6BqQHt/fu0M/38k+Pnig+3vSnuj8woiPd1Sz3Sy3lWusxeayvHT28JR16uqeO/ZmPEAMAAGCQhxfe0HZmXMnBsXfVN7CiG+Vm6qpkcFJ9A5vafuOCazpdZxaqqmaa2pgtmkXMPdOVUzn27b2aoltHRgZ0P76YOYfMoPrcuJxKy/1RW7nWekzdOvb6qO7H38iNgXHeb0BPRbtbdo6tRHcyAAAAU2zMKhHfVNfyxUx3rG4dezeuz6LjWlW9T1jv1rGLSelMVIlIPPfqoXgyN/1uWYNnNRQ/o0QkUrjtoLPvIyMD2h6P6O5AXEMXxxp7r4zd2Yhu1H2+e7c/OHZRJz6NFI7rcQ2qr7S8YXWUa6Vj2nONBs9qZHlWq9GItiVJA+pzzT7X9HNsMcvmgSEAAAAIlQ3dnJWO1xmCgqETzrE0upMBAAAgXDau6cHT1T5kJaA64RzLIMQAAAAgVB7eVmYsSHh1wjmWQ3cyAAAAAIFCSwwAAACAQCHEAAAAAAgUQgwAAACAQCHEAAAAAAgUQgwAAACAQCHEAAAAAAgUQgwAAACAQCHEAAAAAAgUQgwAAACAQCHEAAAAAAgUQgwAAACAQCHEAAAAAAgUQgwAAACAQCHEAAAAAAgUQgwAAACAQCHEAAAAAAgUQgwAAACAQCHEAAAAAAiUA+0+AAAAOpVlWbn/tm27jUcCAMFCSwwAAE1mWZbnTza42LZd8DrQqKmpqXYfAtBUtMQAAOCTUgGkVCtLcZAp3g+tMwDgjRADAEANyrWU1BI63AGm1H7obgYA3ggxAAB4qLVVpdZ9V7MfWmdQD7qSoRMwJgYA0NHKjVfx+vHj/erZT/b9GTuDahFmEGa0xAAAOkIzW1ZqOYZG34/WGQAgxAAAQsSv8SrN4EeAKcbYGQCdihADAAgcE1pVatGMAONG6wyy6EKGTsGYGACAsVo9XqUZmh1gihWPnUFnI9QgrGiJAQC0XdBaVqrV6gDjRlczAGFGiAEAtITJ41WaoZ0Bxo2uZgDCiBADAPBVWFtVamFKgClG60y40XUMncSy+fQCANSBsOLN1ABTCq0z4TQ1NaWFhYV2HwbQNLTEAADKIqxUL2gBRqJ1BkAwEWIAAB03XqUZghhg3Bg7AyBICDEA0EFoVWmOoAeYYrTOADAdIQYAQoiw0jphCzButM4AMBUhBgACjLDSXmEOMMVonQFgEkIMABiO8Spm6qQA40brDAATEGIAwEB82222Tg0wxWidAdAu+9p9AACAQpZl6aOPPpJt21QIDUSA2St7r9q2LcuyyrYeAoAfCDEAYBAqyGajfCorDjMEGgDNQHcyADAEFWSzUT61YewMgGYixACAAaggm43yaQxjZwD4jRADAG1GBdlslI9/aJ0B4BdCDAC0ERVks1E+zVPcOsN1BlALQgwAtAkVZLNRPq1BVzMA9SDEAEAbUEE2G+XTenQ1A1ALQgwAtBgVZLNRPu1H6wyASggxANBCVJDNRvmYhdYZAKUQYgCgRaggm43yMRutMwDcCDEA0AJUkM1G+QQHrTMAJEIMADQdFWSzUT7BResM0LkIMQDQRFSQzUb5hAOtM0DnIcQAQJNQQTYb5RNOtM4AnYEQAwBNQAXZbJRP+NE6A4QbIQYAfEYF2WyUT+ehdQYIH0IMAPiICrLZKJ/ORusMEB6EGADwCRVks1E+cKN1Bgg2QgwA+IAKstkoH5RC6wwQTIQYAGgQFWSzUT6oVnHrDPcNYC5CDAA0gAqy2Sgf1IOuZoD5CDEAUCcqyGajfNAoupoB5iLEAEAdqCCbjfKB32idAcxCiAGAGlFBNhvlg2aidQYwAyEGAGpABdlslA9aidYZoH0IMQBQJSrIZqN80C60zgCtR4gBgCpQQTYb5QNT0DoDtAYhBgAqoIJsNsoHJqJ1BmguQgwAlEEF2WyUD4KAh2gC/tvX7gMAAFNRQTYb5YOg8epqBqA+hBgA8EAF2WyUD4KI+xbwDyEGAIpQ0TAb5YMg4r4F/EWIAQAXKhpmo3wQRNy3gP8IMQCQQUXDbJQPgoj7FmgOQgwAiIqG6SgfBBH3LdA8hBgAHY+KhtkoHwQR9y3QXIQYAB2NiobZKB8EEfct0HyEGAAdi4qG2SgfBBH3LdAahBgAHYmKhtkoHwQR9y3QOoQYAB2HiobZKB8EEfct0FqEGAAdhYqG2SgfBBH3LdB6hBgAHYOKhtkoHwQR9y3QHoQYAB2BiobZKB8EEfct0D6EGAChR0XDbJQPgoj7FmgvQgyAUKOiYTbKB0HEfQu0HyEGQGhR0TAb5YMgauS+tSzL56MBOhchBkAoUUE2G+WDICLAAOYgxAAIHSrIZqN8EESNBhjuecBfhBgAoUJlwWyUD4KIAAOYhxADIDSoLJiN8kEQEWAAMxFiAIQClQWzUT4IIgIMYC5CDIDAo7JgNsoHQUSAAcxm2fyWAQiwsFYWtra21N/f3+7DaFhYywfh1qwAk13G7wXQOFpiAAQWFQGzUT4IIlpggGAgxAAIJCoLZqN8EEQEGCA4CDEAAofKgtkoHwRR+wNMWkvDliwr8zO8pHSFLZIzrvVnkjUvB4KMEAMgUKggm43yQRCZEWB6NdmfkG3bsu07WtSkessEj/TSsIbmp5Wwbdl2QtPzQxpeSle9HAg6QgyAwKCCbDbKB0HU/gAjKb2uS2sxLb4WzbzQo4k3p6X5K/KOMWmtX1pTbPE1OVtENZeY1tql9UzrTaXlQPARYgAEAhVks1E+CCIjAowk9Uzoqn1VEz3FC7aU8kwdt7W9JvVHXBsc7VNs7ZLW09UsT2rGsjSTdP4/2+VseCktpZc0XPwaYCBCDADjUUE2G+WDIDImwHhKamZoXpp+0yPYSEqntKWY+o6W2LzS8oz5oSt6ybadLmyJaa1N9srq3dabBa+9KnIMTESIAWA0Kshmo3wQRCYHGGcw/pDmNa3EXLTyBgXWtH27+uX57maSoi9pWtJ0Yq7otUr7BNqDEAPAWFSQzUb5IIhMDjCSFJ3LtoJIQ5al2iYVq9T6Uri8oLsZEDCEGABGooJsNsoHQWR6gCkQfU2LMWn+ikeK6Ymov1wLSaXlQAgQYgAYhwqy2SgfBJHR921yRpY1U2ImMi9H1ReTttyj/m9vay12Wqd6qlkOBB8hBoBRjK5ogPJBIBl/30Zf0rTmNeTqO5ZeelWTBdMuu/Xo1OmY1ibPZYKPMxFA7PQp9VS1HAi+A+0+AADIMr6i0eEoHwRRMO7bqObsO+ob7pVlZV+bVsLOD7JPzlgaUkJ2ZrB/z8RVJbYtDVnzmdUTsl1TmVVaDgSdZZv/mw2gAwSjotE6W1tb6u/vb/dh5FA+CCI/71s/9pXdR337SmpmRpqrecYyIJzoTgag7aggm43yQRCF7r5NXtFWpQe/AB2EEAOgrUJX0QgZygdBFMb7Np2STjMqH8ihOxmAtgljRcMvJnQno3wQRM26b9vfnQyAGy0xANqCP+Jmo3wQRNy3eVNTU+0+BKCpCDEAWo6KhtkoHwQR9y3QWQgxAFqKiobZKB8EEfct0HkIMQBahoqG2SgfBBH3LdCZCDEAWoKKhtkoHwQR9y3QuQgxAJqOiobZKB8EEfct0NkIMQCaioqG2SgfBBH3LQBCDICmoaJhNsoHQcR9C0AixABoEioaZqN8EETctwCyCDEAfEdFw2yUD4KI+xaAGyEGgK+oaJiN8kEQcd8CKEaIAeAbKhpmo3wQRNy3ALwQYgD4goqG2SgfBBH3LYBSCDEAGkZFw2yUD4KI+xZAOYQYAA2homE2ygdBxH0LoBJCDIC6UdEwG+WDIOK+BVANQgyAulDRMBvlgyDivgVQLUIMgJpR0TAb5YMg4r4FUAtCDICaUNEwG+WDIOK+BVArQgyAqlHRMBvlgyDivgVQD0IMgKpQ0TAb5YMg4r4FUC9CDICKqGiYjfJBEHHfAmgEIQZAWVQ0zEb5IIg67b61LKvdhwCEDiEGQEmdVtEIGsoHQdRp9y0BBmgOQgwAT51W0QgaygdB1Gn3baedL9BKhBgAe/CH12yUD4Ko0+7bTjtfoNUIMQAK8IfXbJQPgqgT79tOO1+g1QgxAHI6saIRJJQPgoj7FkAzEGIASKKiYTrKB0HEfQugWQgxAKhoGI7yQRBx3+ZxHQD/EWKADkdFw2yUD4KI+xZAsxFigA5GRcNslA+CiPsWQCsQYoAORUXDbM899xzlg8DhcwVAqxBigA5ERcNslmXpo48+avdhADXhcwVAKxFigA5DRcNslA+CiPsWQKsRYoAOQkXDbJQPgoj7FkA7EGKADkFFw2yUD4KI+xZAuxBigA5ARcNslA+CiPsWQDsRYoCQo6JhNsoHQcR9C6DdCDFAiFHRMBvlgyDivgVgAkIMEFJUNMxG+SCIuG8BmIIQA4QQFQ2zUT4IIu5bACYhxAAhQ0XDbJQPgoj7FoBpDrT7AAD4h4qG2Wotn62trYJ/9/f3+31IQEV8rgAwESEGCAkqGmarpXy2trY8A0txqClGyIHf+FwBYCpCDBACVDTM5keAkSqHFEIO/MTnCgCTEWKAgKOiYTa/Akw1CDnwC58rAExHiAECjIqG2VoZYKpByEE1+FwBEASEGCCgqGiYzbQAUw1CDvhcARAUhBgggKhomC2IAaYajYacavaB9mnF54plWZLE5xeAhhFigIAhwJgtrAGmGtWcC605ZmpVgLFtOxdkAKARhBggQAgwZuvkAFMtuqyZp5UBBgD8QogBAoJKgNkIMP4g5LQWAQZAUBFigACgEmA2AkzrEHL8Q4ABEGSEGMBwVALMRoAxCyGnOgQYAEFHiAEMRiXAbASY4CHkEGAAhAMhBjAUlQCzEWDCKezTSBNgAIQFIQYwEJUAszQyJSwBJlyCPI00AQZAmBBiAMNQCWifUmGlVHm41/dahwDTmUzsskaAARA2hBjAIFQCWqPWsFKKe/3iJ5ETYFBKq0MOAQZAGBFiAENQCfCfX2GlGtl9VmqdASrxM+QQYACEFSEGMACVgPqVG6/Sjmv60Ucf5SqRxa0zgB+qDTnPPfecPvrooz2hx88WQj67ALSLZfPpA7QVlYDqtLJVpV6lupDROoNWK/e54tcMa/V+dgX1M8+P487uo5nXYGpqas9rCwsLTXkvoJ1oiQHaKKh/zJspCGHFS7kxMOXGzgB+q/S54scMa8899xz3MIC2IsQAbdLJAca0LmCNqmUQP2Nn0Ex+fa6Uu58ty/Lsplbt9gDgB0IM0AadEmCC2qpSi3pnIaN1Bn4zaRB/NV3WAKARjIkBWiyMAaYTwooXv6dRpnUG9TIpwFSzn48++qjsOia25ARlTIxUOC6G8TAIK1pigBYKeoDp1LDipRnPgaF1BvUIUoDJMvGBoACChRADtEhQAkzYxqs0QyseZMnYGVQjKJ8rtSLkAKiEEAO0gIkVDVpV6tOKAONG6wxKMfFzpVUaDTnV7AOA2RgTAzRZuysahBX/tDrAlELrDFr9ueLn+7X7MzGr1tacII2JkZxxMYyHQZjREgM0USv/WBNWmsuUACPROtPpTAkBQVdPa477NVM+D4BORYgBmqQZFQ3Gq7SHSQGmWPHYGe6DcCPAtI7X77z7NcblAO1FiAGaoNGKBq0q5jA5wLgxEUD4EWDMUu+4HJ6hA/iDMTGAz2qpaBBWzBaUAFMKrTPh0e4AE8YxMbXya0yMxO8k4AdaYgAfef2RowtYMAU9wEi0zoRFUCv98EZZAv4gxAA+yVYUi0MLf7CCJwwBxo2JAIKLABMelCXgr33tPgCg2aamppr+Htk/Tu4f9zIER9gCTLHs/WlZVu4HZqLSGx6UJeA/WmKAJvLqzlNuPbRX2AOMG60zZqPSGx6UJdAchBigBSr9ASPktF8nBZhijJ0xS5grvWE+Ny+ddr5AKxFiAAM0GnKq2QdK6+QA40brTPuFudIb5nPz0mnnC7QaY2LQEVoxLqaZisfbeP24xzh4/cAbAcYbY2daL8yV3jCfm5dOO1+gHWiJQagFPbzUgi5rtSPAVEbrTGuEudIb5nPz0mnnC7QLIQboEIScQgSY2jF2pjnCXOkN87l56bTzBdqJEANAUmeFHAJMY2id8U+YK71hPjcvnXa+QLsxJgYdo5O6ljWD1zgc9+tBGZNDgPEXY2fqF+ZKb5jPzUunnS9gAlpiEFqEltYKQksOAaZ5aJ2pTZgrvWE+Ny+ddr6AKQgxAFqi3dNIE2Bah7Ez5YW50hvmc/PSaecLmIQQA8AI1VQE6m3NIcC0B60ze4W50hvmc/PSaecLmMay+Q1EyE1NTWlhYaGp7+H1x6wT/sCZdo4mdFlDeZ0cZkz7falFpWMP8rlVy32OnXC+gOkY2A8gNIonHvjoo494IKhhOnUigDBXesN8bl467XwBU9GdDEAoeXUhq3dcDhUW/3VSV7MwV3rDfG5eOu18AZMRYgCETr1jYLwqJ5VaCoqXU8GpXZgnAghzpTfM51ZKp50vYDJCDIBQaccgfq9WhWrWRaGwtc6EuZIf5nPz0mnnCwQBIQZAaJgwC1kQnpcTBEFvnQlzpTfM5+al084XCApCDIBQMCHAVIOQU5sgts6EudIb5nPz0mnnCwQJIQZA4AUlwFSDkFNaEFpnwlzpDfO5eem08wWChhADINDCFGCqQcgxt3Um7JXeMJ9bsbCXJRAGhBgAgdVpAaYanRZyTGmdCXulN8znVizsZQmEBSEGQCARYOoT1pDTztYZKr3hEZaynJqakiQtLCy0+UiA5iHEAAgcAkzzlHpWjleLR7Xbt1orW2fCUulFeMqSAINOQYgBECgEmPZqtCWnmn34pdmtM2Gp9CIcZZkNLxIBBp2BEAMgMAgw5qumItiO1hy/W2fCUOmFI+hl6Q4vEgEGnYMQAyAQCDDh0c5xOX60zgS90ou8oJdlcYABOgkhBoDxCDCdpVUhp57WmaBXepEX5LIsFV5ohUEnIcQAMBoBBsX8DjnVts4EudKLQkEuSwIM4NjX7gMAgFIIMKiHbdtlfyzL8vxxb1v8epArvSgU9LIkrAAOWmIAGIkAg2Yppy4XjQAAEFJJREFU1cpSap2gV3qRF9ayJNigE9ESA8A4BBgAfgtLgOE5MICDlhgARiHAAPBbWAMMQQadjJYYAMYgwADwW1gDDNDpCDEAjECAAeA3AgwQXoQYAG1HgAHgNwIMEG6EGABtRYAB4DcCDBB+hBgAbUOAAeA3AgzQGQgxANqCAAPAbwQYoHMQYgC0HAEGgN8IMEBnIcQAaCkCDAC/EWCAzkOIAdAyBBgAfiPAAJ2JEAOgJQgwAPxGgAE6FyEGQNMRYAD4jQADdDZCDICmIsAA8BsBBgAhBkDTEGAA+I0AA0AixABoEgIMAL8RYABkEWIA+I4AA8BvBBgAbpYdhk8EoM28/riG5Q9uOV7nGLYAU6kcO7Wcw6bcOXbC+ZsuLGVAgAH8Q0sMAN+ELcAAaD8CDAAvhBgAviDAAPAbAQZAKYQYGCipGcuSlfsZ1lK63PppLQ271h9eUvHqyRnX8plkE4+9MxFgAPiNAAOgHEIMDJPW0vCQ5mOLumPbsm1biek1TfaWCjJpLQ33arI/Idu2Zdt3tKhJ9bqCSnppWEPz00rYtmw7oen5IQ2XT0WoAQEGgN8IMAAqYWA/zJKckTW0pcU7VzXRk33RCSqXTt/R1fyLmUVLGu69pNPu9ZMzsoakhD2nqNe2yRlZ7/TpztUJFe2tbgzsDy8G9nOOnXD+JgnL9SbAAM1FSwzMEp2TbbsDTAU9E7rquf6WUmlJuq3tNak/4lrhaJ9ia5e0npayXddmkoVd2IaX0k5AKn4NOVtbW+0+BAAhQ4ABUC1CDMyXPKfJtZhOn6om2SQ1MzQvTb/pBJt0SluKqe9o+a3mh67opUz3NTsxrbXJXlm923qz4LVXK4zN6Rx0IQPgNwIMgFoQYmC29JKGh+YVW3y/YuuMM3h/SPOaVmIuWmHHa9q+nf9XbPE15baIvqRpSdOJuaLXCrfpVAQYAH4jwACoFSEG5kovabh3Ulr0GAvjITqXbTWRhixL5SchK2ydKehuhpIIMAD8RoABUA9CDMyUnJFVQ4ApEH1NizFp/kpS6omonxYUXxBgAPiNAAOgXoQYGCe9NCxraF7TCbtygEnOyLJmVLrR5aj6YtJWyjWY5fa21mKnVdUQG0giwADwHwEGQCMIMTBLekmvTq5pOmGr4rAWKTNWZV5DBc+FeVWTazEtvhaV1KNTp2NamzyXCTrOwP/Y6VO+Ta8cdgQYAH4jwABo1IF2HwDgll6/pDVJa0OW5ouWxTJdy5IzloaUkD0XlRTVnH1HfcO9sqzsmtOZZ8Q4eiauKrFtacjK7HE6IbvWLmodigADwG8EGAB+4GGXCKCkZmakuaqaalojjA+7rCbABP0cq8HDLjnHTjj/VgnLtSTAAO1HdzIET/KKtio9+AUNoQUGgN8IMAD8RIhB4KRTqvLBl6gHAQaA3wgwAPxGdzLAB2HpTlZrgAniOdaK7mScYyecfzOF5foRYACz0BIDQBItMAD8R4AB0CyEGIRe9o8PSiPAAPAbAQZAMzHFMtDh/A4wVn6u6wJhqMwAqA4BBkCzEWKADtasFhivyktxuAlDBQfAXgQYAK1AiAE6VKu7kIWhUgOgPAIMgFZhTAzQgRgDA8BvBBgArUSIAToMAQaA3wgwAFqNEAN0EAIMAL8RYAC0AyEG6BAEGAB+I8AAaBdCDNABWhlgwlChAVAZAQZAOxFigJCjBQaA3wgwANqNEAOEGAEGgN8IMABMQIgBQooAA8BvBBgApiDEACFEgAHgNwIMAJMQYoCQIcAA8BsBBoBpCDFAiBBgAPiNAAPARIQYICQIMAD8RoABYKoD7T4AAI0jwKDVLMvyfD0MFV44CDAATEaIAQKOAIN28argFoebMFSCOxEBBoDpCDFAgBFgYJowVHw7HQEGQBAwJgYIKAIMAL8RYAAEBS0xQAARYAD4LSwBRiK8AJ2AlhggYAgwAPwWpgADoDMQYoAAIcDAFFR4w4MAAyCICDFAQBBgAPitNQEmraVhS5aV+RleUrrCFskZ1/ozyZqXAwg/QgwQAAQYAH5rXYDp1aQWdce2Zdu2Ev2T6i0TZNJLwxqan1bCtmXbCU3PD2l4KV31cgCdgRADGI4AA8BvLetCll7XpbWYFt+fUE/mpehri4qtXdK6Z+5Ia/3SmmKLrynqrK25xLTWLq1nQk+l5QA6BSEGMBgBBoDfzB4Dc1vba1J/pCf/0tE+V+iptDypGcvSTNL5/2yXs+GltJRe0nDxawACixADGIoAA8BvLQ8wPad0OramyVfz3ceS5ya1FjutUz0e66dT2lJMfUdL7K/S8oz5oSt6KdN9zU5Ma22yV1bvtt4seO1VkWOA4CLEAAYiwADwW3taYHo0cTUzDibTAjK0tag7V/Pdy6qzpu3b1S/PdzeTFH1J05KmE3NFr1XaJwCTEWIAwxBgAPitfV3InG5dQ0o4LSDZgf3WcI2tIJVaXwqXF3Q3AxBKhBjAIAQYAH5r6xiY5BXNa1qJuVwbiKJzidKtID0R9ZdrIam0HEDHIMQAhiDAAPCb2YP4vRxVX0zaSrmaaW5vu8bQVFoOoFMQYgADEGAA+M2IABN9SdOa15DrgZTppXc0r2m9FPXaoEenTse0NnlOzhZJzQzNK3b6VGYMTaXlADrFgXYfANDpCDAA/GZEgJEkRTVnJyRrSNZ89rVpJez8IPvkTGbMTKbLWc/EVSW2LQ1lN5hOyJ7IR5RKywF0Bss241MOaJqpqSktLCw09T28KgzVVCKCHmDMqSg1T6Vz5BqEQ7lzDNr5B+14paRmZqS5Oc+mGQDwRHcyoE2CHmAAmCd4AUZS8oq2Kj34BQCK0J0MoTU1NeX5381ulakGAQaA3wIZYCSlU9JpRuUDqBEhBh2FAAMgjIIaYCSpZ2JOE+0+CACBQ3cyoIUIMAD8FuQA4zY1NVXQag4A5RBigBYhwADwW5gCjGRGazmAYCDEILRM+mNIgAHgNwIMgE5GiEHHaNcfSAIMAL8RYAB0OkIM0EQEGAB+I8AAACEGaCoCDAA/EWAAwEGIQai1swsZAPiJAAMAeYQYdIRW/rGkCxkAvxFgAKAQIQbwEQEGgN8IMACwFyEG8AkBBoDfCDAA4M2yw/DpCBjAsqySy8L6axaWClY5lc6RaxAO5c6xXecflutOgAHQDAfafQBAWFSq6Na7LYDOQ4ABgPIIMUALVKqMEHIAZBFgAKAyQgxggEZDTjX7AGA+AgwAVIcQAwRANZUaWnOAYCPAAED1CDFASNBlDQguAgwA1IYQA3QIQg5gJgIMANSOEANAUv0hJ/t6GCphQKsRYACgPoQYAFWhJQfwFwEGAOpHiAHgC2ZYA6pHgAGAxhBiALRENSGH1hx0AgIMADSOEAPACEwjjU5AgAEAfxBiAAQG43IQZAQYAPAPIQZAaBByYCoCDAD4ixADoGMwjTTagQADAP4jxABARqMhp5p9oLMQYACgOQgxAFAlZlhDLQgwANA8hBgA8AkzrCGLAAMAzUWIAYAWYvKB8CPAAEDzEWIAwCCEnGAjwABAaxBiACBACDnmIsAAQOsQYgAgRAg57UGAAYDWIsQAQAdhGmn/EWAAoPUIMQCAHKaRrg0BBgDagxADNFG2YuCFygKCiJCTR4ABgPYhxAA+KRdYgE7RKc/KIcAAQHtZdhg+hQHD1BpoqEAAee0IOeVCSfEyAgwAtB8hBmgyr0BTXGmoFHqoZAB5zQg51YYYAgwAmIEQA7SIO6jUWnEg5ADVqyfkVBNiCDAAYA5CDBAChBygepVCjqQ93ceKXwsqAgyAsCDEAB2gmjE6VGqAvOKgE4Y/lQQYAGFCiAFAyAFCjgADIGwIMQCqQpc1IJgIMADCiBADwBeEHMA8BBgAYUWIAdASbQ056SUN905qreDFaSXsOUVLbJKcsTQ0n101IXsuWtNyoN0IMADCjBADwAhNDTnJGVnv9OnO1Qn1VLF6emlYvZP9mZCT1Iw1pK3FO7o60VPVcqDdCDAAwo4QAyAQGpl8IL00rN7tN6tsLUlrabhXl067QklBCKq0HGgvAgyATkCIARAKxSHHXYFLzlh6p6/alhKnZUUJW7nMk17ScO8lnb5zVRM91S5PSENDyvY4iy3e0dVT6wXd2mK03sBnBBgAneJAuw8AAPxQutKWVmpL0tarsiaz8aHMeJh0SluK6fTRUrursDxjfuiKEratOclpqRnqlaVpJWxbV3OvvaqlU1dFjoEfCDAAOsm+dh8AADTXbW2vSTr9vmzblm3f0WJsXkPWjJI17WdN27erXx5bfC0fkqIvaVrSdGKu6LVK+wSqQ4AB0GkIMQBCLqo523Z12+rRxPuLimleV2pKMTH1lW19KVzeH6F5Ba1BgAHQiQgxADpPT0T9ZZeVaSGptBxoIQIMgE5FiAEQbskZWdawltKu1zLjWrxbVo6qLyZtpVwb3N7WWuy0TvVUsxxoDQIMgE7GwH4A4RZ9SdOa1+S5pCbmopLSWnp1UmuxRb3vGTp6dOp0TJOT55ScyDwHZmhescU7memTKy1vXLnppKmwQiLAAAAhBkDIRTVnJyRrSFZ+vuOCZ7okZywNKZF7jkzPxFUlti0NZTf4/9u7Y5zIYQCAoha3o+cUESVzCg4FF6HgJFAgraZYGI8QwZ+810aKIqfJl2P74Wm8nW0hdun6d332Ybpt288eCkqCgAFwTgzAGON5nE5jPE4dhrk2kfP3bNv2770JGIAPIgbg+TRuX+4PcfCkyGn53/vyjgD8TgYwXl/GuDvIqvxLH8AiZ23GH+CDmRgApomc/Xw21sYYwEwMAFf47kzOzD2YG0eAIzMTA8BuRM4ca2EAviZiAFjKHr+sne/4tRoBA3CZ38kAWMpemw+c32fVSFj1uQB+m5kYAP6UmchZddG8c2AA5ogYAA5ldtH83iEhYADmiRgADufa3b/2CIuV1+kArMaaGAAOb4V4WOEZACrMxAAAACk3v/0AAAAA1xAxAABAiogBAABSRAwAAJAiYgAAgBQRAwAApIgYAAAgRcQAAAApIgYAAEgRMQAAQIqIAQAAUkQMAACQImIAAIAUEQMAAKSIGAAAIEXEAAAAKSIGAABIETEAAECKiAEAAFJEDAAAkCJiAACAFBEDAACkiBgAACBFxAAAACkiBgAASBExAABAiogBAABSRAwAAJAiYgAAgBQRAwAApIgYAAAgRcQAAAApIgYAAEgRMQAAQIqIAQAAUkQMAACQImIAAIAUEQMAAKSIGAAAIEXEAAAAKSIGAABIETEAAECKiAEAAFJEDAAAkCJiAACAFBEDAACkiBgAACBFxAAAACkiBgAASBExAABAiogBAABSRAwAAJAiYgAAgBQRAwAApIgYAAAgRcQAAAApIgYAAEgRMQAAQIqIAQAAUkQMAACQImIAAIAUEQMAAKSIGAAAIEXEAAAAKSIGAABIETEAAECKiAEAAFJEDAAAkCJiAACAFBEDAACkiBgAACBFxAAAACkiBgAASBExAABAiogBAABSRAwAAJAiYgAAgBQRAwAApIgYAAAgRcQAAAApIgYAAEgRMQAAQIqIAQAAUkQMAACQImIAAICUdwvGrfpZUBc3AAAAAElFTkSuQmCC)
Bei einem Warenwert über 3000,00€ bitten wir um Überweisung und Aushändigung der Überweisungsbestätigung an die Monteure.
![](/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
- Doppelgarage mit Satteldach
- 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
![](/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.
![](/images/wwcegly.png)
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.