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HhjgeYvQ/hWpZ/ELWUgiaV7c4yG8zPr7msZYGUkk7WTv13/8CMf3VtKn3r/hz06TwhbwlVMt6GPO64iI/PMYqh/wj0MJcNqtvb5ckIyIx+pOR1OT+NcbD8T7yOMSS7s4ORE4TaM/7IH86ll+MPkkGWK6IYcEzyE579X+lauFdK1v6+5milNtNVvxl/ke4eFNFsrKcYmupXB3FnmOOoPT0rnvEmo6fZahMpuUDKzZjVsnqewqlos919qiWaVnSSM7QWznhh/OuK8W/uPEl32DM+PfnP8AWvbUmpfI8KVPl0ZqXvjCKDP2S3kkP95yVH5daz28UahcQkrL5Cv2Qcj8TzXLXeopFgM3X2qWzuftESFEdgDjOPf/AOvWsJNy1MpxSjoitfXc7SZmuJJCVBy7Enp71s2riSwhPqnfvWXLbNcTrFBC0rmPPzMqjA4q7Yb4bJElMMToSMHLHg04P3mhTXupmBoMhj162Xr/AKUucDpyP8K9T1mwln8IKwUL5d7yWIXAK+/0ryaJZ4dXdjcN8lwjAKNvevZdStlk8J6kD8wjuo3GefUVz1n7yN4bHlL2Mf26ZHuEzgH92pkJ49qkewiiRnNrdTqoyWbEa/41bgiH9p3SRMYy1qCCpxg5qpbiRmlEs3mEwPkGTcc/nWW5qZc8zMQIraCPGdpfMhX/AL64ritesSIr+4vroO+9GgjVepPBU+nTI/Gu1lwM9QR3rgPEbtLKGbgOwwc/lVQbUgex7PZ+N44Ph7puofZopntYkjUP6jg59uK861n4iQ63rN/c6tZQWrzwYHlhsEKDjOfUVhC/1LSdCisdY0y4aweVbiG4i+YAcg8f55qj428Uab4jZP7Ns7yI+Ts3SjGcc4BJ46V5lPDr2lrXu3quh7E696d72OAfaZklQ/6xizL6c4Aq+4w2RWZbJlsnnp/OtmSPB6dK+lp6Hzk3c9P+GZxrGnn1Vf5mvoiMYnlBycN3r50+Hsht9RsnABKxA8/WvXp9e1B76VYyiAlgjIow5AwMZzwetRVmoz1NsPhp146O3qd7GpKg14P8Uxtupve8f+td+dT1iaV1aKUx5G+MHHAJztPoRx+Veb/EMOIY/NG1zOdw9OKvDz55bBi8L9Xim5JvyOI0ZQdZnPun8q76cldYsAuARJGwz0431w2ir/xN7j/eWu6P/Iw6fuOACpztz2ftXVVX7t+jPOpv959xJq0cU10Wk1BXyQDHDFnAzz6+9UXff/qhI4LFUdjjIGM/rVu/meKdhGz5AxwgGQCe5+tZOomdYo3+YYy21CASMEn8eM14aPYudX4J8IT+MfEI02ze3tZHgZ/MmBKjb1HGTnmvZ9N/Z5toEj/tjxBIzLjC28KoBj3YnP5V47+zZrUGpfFLyoBNiOynb94f92vsDUpreKDz7uNjGoAOCe59BXXCleN7amEqlna554nwX8EW7g3sM97MQDmW4bB9OFwK6TSPBHhOCLdYeHrCNcYDyQhyf++smpNQ163UxuogeCRzF5i8upC56evFdFpkiT6ZbyxEKsi7gNuDVqFn0Jc011ufMH7RETW3iWwhs0tYIfsOdoKofvN0FeJzJLKV869JwOAsecfpXun7Ro8nxbp8wEW4WPBYZP3mrxN7vDlnu4FZgM4YD+tctRe8bwd4n0Zo9+xv7INt2ADGBzy2T/Oud8d6bnxHH5jMQyjv/sCr2infZ2dyM5ATJB9gf6VZ+IibdUsJgOGA/mw/wrOTs1bzJfK9F5Hn99ZxQ3VlnAjd1Ugnrn0roIrJIhIlvDKFViM7ge/p+FZeuxjyrGRv4Lhf511sC4nuh6StWc5tRTQ4xTbTOUaF4rkMI5gdpXO0YAzn1qrc3YhCb1wWLgAISTg+1dVPGDM3HrXN3sY86MgqSs0ikFsdcGiNSSdxuEWrWMqSzjluXuPNZd4U4MZ4xg16Rba1Ff8Ah7WLYL8zwxyqQf7rjNcoqgKo4bCgcVe0sbRdION9tLx9MGhycnqPlSjoZFiP+KhRT0eAj9azLWErdyL7TL/46KuTXbafqtvNGiu/lsBk8dRVhbgymRorW3QsCWbnPPU9atEnOXELBTtHSuZm8N3uu6rBYaZbSXM7yLhVH3Vz1J7CvbfB/hXTtZ0l7q9gaWYXJjGHIGAqnp+Nek6Z4dsdIg/0eE2uRz5agZ+vGTXnVsbGlJxS1R6dDBSqRUm9Geb+IvC8Ol6JYWEiiXy4fJ3Y+8wGT+ua+evHuhtoKQsiEGRlJGOgY8fyr6t8So16iQrcHEMyyBmQcEdv1ry74ueErvXLOzk0eze9nE6eaq7RtUDg8kV5eDquNdNvdnq4qmnRcUuh8xQ2jRStHIhR1wCGGMc1pyxEN+NfR3/CsNM1WOE3MJaZsZBABJ+vavKPiZoNv4a1sW9sipGByB64BJ/WvqcLjoVp8lrM+bxWDnRjz30Nf4cRA6vYKRkGMf8AoQr1ueee3mmt7eALlmCbRuD4PAPHHAzj2ryb4bSq2r2LD+4P/QhXvzhyqvDbxzZPIdyP5A12V1eWhyYaqoPVJ+phWl1qL3CusbrGWBHBwoyRyOwwf0rzT4pA/aCHGCbhyfbivoXSfOkDCe1jjPGCgJ/PIrwD4tndqU2ev2qTOKvCxtJixtf2rWiVuxwWhjOr3WOzgV3CsF8R2bMSqquSR/uvXFaAMaveD/psK7VE83xBCCcAI3P/AAA/41119KT9GefSd6q9UVtRYC/LSi5kDEr8xwMdh2rD1+dVtDJFCIvvDO7JzgjmtfUZrYSStJKzTxk4+YDHYVzuuSobMLFgHBJAJYHPevEij2m1Y779km3834k3sxH+r0yU/m6CvsfWYftNq1r9oS3E3yuWUsSnfA9a+Tv2RIZG8Wa/Ii5aPSvlwB1Mq19ZOl4ctKdnpuYKP0NenDY4JbmFZ+F7dcRXdy81qjmRYYICgLEYyScn8BxXWWqxxWyxwJ5UaDaqldvFZSpI7N+/XOMf60OPyq5FpczRhg6AEfw5GaGgR83ftGMh8W6WWgEmLLkEDB+ZhXhOo6dJcSK0cEUaLlRluv5CvoD9oOHzfGGl28czIYrAPIFAOQXP+FeC6zj7T/ok85TnPXAPtgVwTd6jijsjpBSPcvCziXRo0Yn5U55Axgkd+/tWr8RAr6fpdwucep+qn/2auY8PTAaTOjOqeXMR8xwD84P9a6vxsvm+ELCRSG2dx7KP/iaxqK0/mZw1V/I5G9Zvsu5SjIrBhlc966Jeby693B/NQa8y1e9vLeyzYTSKA20x5yOfrVg+NNVSB3txAs+xOGiyOAB61jKLaRumd5OuJvqa5q8iP2t8DP8ApHp6p/8AWri774k6sEtmuUt1lyGOI8DIyPXpXVXE8t7bQ3MieRLI8EjKp4G5P/r0crW409DS2EAZ4q/pEe+8C/345F/Nc/0qlCuYV3kkgE8cmtLQnSXUbbYGB8zHI9VYf1oW6B7M5jULMTXtnlygIfJC57A1V1qB5NLmi0a//wBKOCsbQ43sDwN3Y1u3kYS/04kY/wBIKn8VNNutPWOd22kFZAevetbJ6MmM3Takiz8G/FqmSLRfELrZ6gs7SfvTsWYYAAGe/HSvfdRMSRMXORtyMc8V836h4YtvEOmXEE8Mkk8Jd4TE22QEDdwe/CnisOz8YajZ31tHpcl3Aj7FCeYziVuhYj3rxcRh1Kq9dz26GKSprTY911eJ3lj+z+WN204z1Uj271UvIWt1JYEj+VMt5Zrq5tZJ4/JOPmY8ByPSu/i0jSdRjWW/vtttHHum2jBzxwM/zrhVFqR6DqrluzxS91d7cu8A2lQfmz0rw/x1eWmrXwutXkkjRC2EQjfKSBjGeg4PNepfEfx/oGlRajp1lo8TyyZWCaVmZ4nycMvPPavnDVFke8lad3lk2/MWOTnvXs4Gi5T5ldWPIxOIgoe+r+R6P4BvRc6vbPbwR20SQhYkTk8MME+pNe4adrt9bsYriASfMSrhCAcY4/n+NeBfDp3ju4fKGXEXyjHfete8aVrVxlY3tFZlYAl1ILD/ABr26kVB8qbPMpSdXmnKMX66G/LrmowtI0ETKJMAfIWCnGPl56dDnHXivDviTd/bNTlOMH7S5P1Ne2HW7xZjH9lBzllLxnA9APUcfrXhvjsFtQkZgAzXUhOBgda6cHZzZy4+8YQVkvT06nL6JkajfOvUTZFdBK0k00pZnV2Rx8i5b7g4ArC8PDdqN3nvNXYWgVdYbjpE54652iuzEaUX6Hl0dayPPbyLX76XyLIjToI1VTLIw86UccnHSl1fRP7FieRrqee5mTErSSbskY5Axx1rQ1rVYtNvjcPDIFJwM4xkY96o6pqP9vWqzxKirJ8oI55zyDXiJu67HuaWfc9m/ZCEqax4nnjLBvskSZAz1cn+lfYDSN9hdpFZGC5DP/8AWr5P/ZIhxH4pYtHJta2UHHHPmHt9K+sbiTzdOchcnoQuG5BxivRhscM/iE04ySfNIxGF6ZHzfpmlhZ45HL7QCTyzjpn0FS6bbmODc6srY6MoGPwFUf7NhfcTGMk5w0w5P4CmyUfOHxy1Bf8AhYlwGkZTFYW8Z+TOAS5/rXgupS24vJFlllAB+XCHkV6r8edURPiNqtuszxmOOBNsbZPESnH5nrXi15dl5Q/2rduGcsAD9K8uUWqzkejdOkonu/hVFmGpwOM5ZivHQ7Mj/wBBrr9bdZPh+0jnKxuB+Zb/AOKFcJ4fu/s17fsGCjykkz9AQf51U1q6ntIza3uo4t5cTpF5p2kMBjK+oxV143quPmc1N+4pGXcQm6sJ1V1RwQ2XOAKw7KaK6jlit5XlvIfleLymAPPUN0/Ol1DX9PtYncz3DsOghAUE+nNc1e+L5lJFiDCH5Yu29ifehU11NHJ9DQvvC2oXSKq+VEoYnMkgB5JP9a9MsLEXOhWxur63EiwwCQgk/NGwU/y/WvE3v7+7g+0Xl3Jb2pONxPLn0Ve/8q73wFdmXSdQVNqQQQuwLAtKTkHk9PwApVFFIcZO+p6TDawqBi5DKM/djY9auaVHa21/bMJ2P79Oij+8Pf3riYPFAVGeWzmnKfwqmT+ZPFVofiKZNRjisrNUkikVnR5QMqGGeegxx3rk5lzJWOpUZODdzqPEKmCZJYVd/Iug2Aue5HPtzVKfXTLM/m28gDKW3LGcZHb8aPE+pm6N1Fc2yxkzhvllDrjd6jrVK2htlX5reJ1PqucV0pJ6o4ndLU3fDutQDXIoZVaNJJVKyE4AJ7Y/Gtk/D+9g1YTaTpiBt+5ZN2I1OeuD0+lc5YafFNcg2ttCJEYOGC424PJPpXvQv5Ps0TRA/MOteLmFR0pJx6nuZbBVYvmWxy2meH59PnafVrg3d/L99mPCD0Ao8SWU4g36dL5DkcqT8jf4Vv3TJDsByzuw3Ma5nxNem3cpGx2keteRzOWp7fLZWPAvFei3M1+017bRxlAdjB92D6ivG7plM0pBypZsfnXvHju/Nvp93MTgrGxH17V8/SEhR9K+qyycpxbZ8vmMYwaUT0L4bSD+1IPZP/ai19F2jyMQ9okWc4IdCSfyIr5u+G3GpQf7g/8ARiV77aJqVrcOkLAKSXGD75x06Hn869Ks7SPPw8FLdpep3WmiSYgXsMeQflKoRj8zXzt8RQBq8oH/AD9y/wDoVez2Gpa3bzRi4UujMN2dpx3PYeh/MV4n4/cyaqWPBa5kOP8AgVb4KXNJmWYUvZW1Tv2Ob8NAfbbonr59dXb4OrS8gYgc5P0WuW8ND/Srk/8ATY13Hh+40u31e/bWrWW7UWcnlIjlfn+XGSD0rrxWlFs4cJHnxCje3r6HlvjDyrsTiO1LqpUyENjYSSM/jXN21x5FktuVVEHcNnHPv3q1rEM2reKri3hbY0YJIAHOO2M1zdvI892tsz+T5km35x90etebThHl1PSlKVz6/wD2R9c8P6Jpnika1q+l2DSy2wiF9dRR7sCTJAYjONwr6VPjnwyFQN4n8PmN/u/6dFhvp81fnBHoumxwjN9H5oUZVouG+nHpXSapf2OpXmlraSRtFBEEbbEcAjGO1HtlFaIPZOT1Pv4+O/D7ZC+J9BB/6/Y//i6dJ4o0FVBXxBoeOwW4jyfx31+dk4cuVRUZWJy3kgU68u3EcfmYOP4VjwTU/WL9C3Rt1PSfjJqVnffELX7y1uobgeZhJI3DKwCL0x16V5NJP9pVWeWMH0J5FT3F1CElIkYMRkgoBmstoVucM7JnH0xWN7ts1skj3XQ7jy9Ztyz7Fkh5bjjBBzzxXEa7rLalqN7fXk5Yu5+dyM7Rwo446Y6V0umsHutPOfvq6fmpryG/eRLma3dyI4ZWULngYJFdFeK9s35HJR1pkl5fNcyYjHyjpmpLC0Zn81baW/lAykMSFy598dqqW8QnuIommit4mPzSOTgfXAziu98B6jZeEdSubrUdctyJFVR9likk+UZ4wQKyk7LQ3Rz2qaRqmmxJdeIrOSKe5VTbblwsS/3QOxwRxVrwvqQs5Z0W6kiEysHjH3X4I5/MV23jrWNK1/TYJGvXaEnERit8vtJyM7mHpivP7OPR4bhCg1K4zx1ji/8Aiq5neSuzO3LUTZva74ludGmhsrWaEW80KyNFImQSSc89s06SHStNnubaG7D+cwYiSQMc4HGalvLPR9Q1jSmlsHkVrNmJnuj/AABiOFC5OcVyeqapp8byCPS7JCrHmSSSQ/q1Y+yjNWTt3O9OSXM9jqNQhS+sZbad3CMOMHBGK1/CtyZGm06ONbWO03cFywUDrz3rA0XxFcDToxJa2a4IG5YgSFOMcNnnB/lXQeIvEFv4e0m9tvD0U9wZUIMsMCKw9WbaB79Kzp81NOCetzScE3GUlp+Jx/izx5f3dxNYeHTPDa4KSPHndMe+Mcha+z/BcE8/g7QXvlYXBsIWkDcHcUGc18bfDLS5/iH8Q9K8OHUr2OynbfO7zscRqu58fXGB9RX6BXdhHZKkcChY0UKq9lAHArhzVxtGC33O/LVK8pPY4zVLVlePIIG4Vw/jYETxAcZHNbnjrWtXTUYrLw+beJo9plknQtuZsbVHGAORz9fSuRutSvtSt4v7bWAXiYBMJ4OckZX+E4H6ivPjh5RgpPY96dKSp891+p5R8VY2j0SXaPvBc/mK8Vmj/l/SvqjxL4ah1rS5o7kfIY8H2r5m1G2+y3UsGd3lsVz64719HlM4uDh1R8lmsJKan0Oi8CITeRqON0YH/kRK+grVNQtpVEc3yDGAq5A46H2r5nstRn0iye7tCFmjiBXIyM+YldTF8eNbsJ9kljZToACThlP88fpXp10uf5HnUKk4waja1+qR9DpcavDOUUo6NkqxTPJJ4x9MV4b46LNqaeZjebiTdj13VY039pV0Yfb9B3Ac5iuf6Ff61neKb5dRnsrtUKLcsZgpPKhiDg/nW+BVpMwx9SU4x5opeiMzwuCZrg/9NjXSQoy314XVubZiMem5a5zwsMtOf+m5rqLGGW5vb6O3SWWXySAsYySMiuzF/wAFnnYb+Ov66HjT2lw/iu7uY3nijjkZ/NHB+gP6Vt+G7aPULs/bYQ5WEDcep/Oup0fwpfX9ze2erQzWbvITGZIcbh2HtWbHpk/hnXrqLUovLRUUKQDhvcE9a8m65Vc9hqTvy7kWpWlsl7HAsJUsByG5JJ+lUYwun36/vSsUTZbPX1rXlvLa9u0uZ+ZUXGUc9B0GK5a7ut95M0bAsX5B5/SsJNN2RtTUuX3l95vh7AsWFzMBLljjBANNkEBCiO+baCNpZSe/tWAHkkXG9VOfXFL9paI+Xy0idFJytZ8vmbc3kbeoiRI2f7VHc5ICpt45PJqtI7lgcRNwFxtOBj8feqlvKZonV44+BgD3/KlWR4QFJhYgfxf/AKqpJol2Z6hpE37vTHJwFnQH8eK5bxXY2Wn3M0oiDSSXDljkZ9a3rJjHZY/55Tj8MNWV8RUU3YgVVSMSl22t8zMQDk+ldeMuqkWcWEs4tHEzaiij5IIx7MxP+Fbmjw292scl1C4hkQ/vSwCgjg4A54Pqa52SKKMZIAx61bur2P8AsG2jikVpFkcFQeVBNc2+x2JW3NTUoJ7O3lOiXj3EZ+8jqCSO5XtWNoNxHNdFr9y0cYJCE4yT3roPD03nxWLvERDkA8leRx1+tbun+H9DsNWGs36kxQJK0tmwCF38ttroM8gEhj24rnTunF79zRpRlGdrrsc/qMsEhtZFupLea0yYSuNwBOeRXG3Xl3l+qxPmKRssT6Dkn+ddHfarZ3lx5GlW6x2+9iqn5nbCHqf6fzrmdO0e+ngupFiMbFNiGX5Bg9Tz7fzq4r2cdWdMIuvNKEdPLyOw8I3qahdWiHOxpjNITzwOn4dB+FdXrF8sMfkLGCk2dyhiAD7gdawvAWhjSLW6nmlSVyQvyjhe+OafrFyGIY9WkP8AL/61cUmue0dj6/B4L2eG9pWXvP8AA9E/Zl0O0Tx9f6ooIFnYsmWzhWdgP5Ka+sdT1y2cf8fCZI6E14L+ytaBdN8TajjHn3iRI2OoVcnH4vXrviO7aGbLsSPevGxUnOu7+RxKEIfCrI5Txhp1jr5jmTUZLO5jGN8TfeHbIyOR2Ncn9jtdPhjjF002DuaR2y0jYxuJ+nAHYfiaj+I3j6bwpYQyWCCe6nfCK2SBjrwK5Lwh8R5/FM81vqirb3cJGUAIyO/X3q4qq6fkXOvNwVNy07HdajcQzaW8YlwCvYEmvmLxpALbX7gICFYZGRjtX1rBam40qSWTlSvyn1r5j+LFsINcjkXgMCDXflc+TEW7niZnDmoX7HISAyaVMqckw/8Asy1z14WWZt/3sYNdArf8SyYjg+ScfmtYGrK4lyRgkd/Wvo8R8a9D5/DfC/Uqqpr13USGttGA5xCv8lrxW3huBKCz9c8Futez3gP2fSc/88l/kK6sCrSkcmPldR+YnhU8Tn/ps39K7jwdcLb+JLh5GKgxhAfdjgVw/hUfJNx1mb+lbSaodHup71YROIpY8ozY3ffxz9cV14uyov8ArqcOFTlXSX9aHoNz4kudMnvrfUJYoPLt3KE8b2JJUA9zgZrxXxl4p1TW0tLYQGcKCTIYt0hPIwGx0710ereMFvJJJ2jLTT4MgVQ6oOhVSeenGRWPLInnhSs8u8AAj7pJPUcdulfO0W+V379T6asoxkuW22tu5xWoy31pCJow0MrEDYU5Hvj3rFbUp3kPnxRO46kAqc/UGu08TWJlt45YkkiMbBGyeWyT/wDXrnpbaPKebblAiEbsYLH1J71tZM5rtaFCW6nUKDE4B5G18/zFM/tAlstJJH7FAf61I0oZoHkjfYnBCjk/Wo3nR2YeVty2cYIGPShJFuWug5rx5Adt8ob/AHWWnQO8andJFOxPUzdKoSQlH+YEYPoakMSn+JfzquXsRznt1q2+2uwOv3vzANYvxE8yTW4hExPm2kcqjt3H9K2NNGWnQ94x/LH9K0rrw/pmu3WmS6rqUli405dkUUO958HBwTwMZ5roxtkoyZzYJOUnFHjs0RCFnYyH0HQVveGfh/q3iK1+3xyRWVhkhZZsnzMddoHX68V6HN4j0bS2XTf7DtxZY2rD5YlaVscFiMluccV1dx4U1fyEtNfvIbeTakix2GAkKEZ2AYABweeOua8mdaahtb1PWp0YzlZO77I4Wz06z0aBNPk1GKXYGLvKAgOT25PNcxb2epQateXOqxTTW0cREkkr8spwFUZ7YPSvZrHwdpFg5mW2E8/XzJiXbP49KxviXtsfB140SrE4wRtUVzU695cq1bOx4Xk9+b0R5nNC+lW13PosCrfS/KqiJXVY8EFlJGVYDA9+T1rlJtSu4in2nfGZCc7wRXQ+HPFVtcssF4pimJyf7rf4V0uqzQT2+xhHIrYxuUED/wCvWsqkou00fTUMFRnB1MJVsn0/rUo6ZL9k0CA7iWn/AHh47Hp+lc3ruoouAX+YEkCtXVdTVIfLRh8i7RjGBx7VyyWn2+6PmFgowRjvmogteZm2Or+zgqMXd2sfWH7OepwaJ8KbrULst5Ud7NLLsQuc/Io4HJ7Diu+8ReJ9HuooBbanbTzzMF8gtsdc4xkHp1xzXk/wiW7t/hxfWuhODdw3vnJFKoZJceW+xhxwdtP8RJdXniHw/wD2N4dsNFW2jjub57WaVlkHBEbbl+Vhjpn8awp0cPVdSU97ngVatalOEIq6ZxvxkknuEtSi5aCYqGzjqMj+X6V5/wCCr2ZvF8LTM8s1w53uepz796774oXjrH5rjdbsN0qjqWAIUg/8CNc38KbWLU9VgZrcF4mWQyFhyDkAAdeMVlTfLh27GtRxdRK59QiUxaEqnAATAFfL/wAW2D3cLZ58w/yr6P1q5MWm+WOMLXzB8TbjzLuAE5Jcn9KjLtcRFnNmLSw8kc5pqR3VqYZJDHvXbnGRg/8A6qtXHg6e6QmzuIZD2yxU9KZodrE9nHLK0il5fLG1QccZ5rsrWwUgeVcRs39xvkb9a+x/cTdpuzPjn7eCvBXR51N4T1axyz2xkAB5T5/5Yrv76Nkh0sEEMIh+BwK1vs9xbJ+8R1HuOKpa1/rbP6H+ldmHpRptuLumcNetKokpKzRT8LD91Kf+mrVB4pIGlXpfoJ4TjPu9WfC64gc/9NWp+t26TadcicMFMqEHaTnG/wDxp4tfuX8vzFhP94OMHnQxhY/njXggAZA7cmtPT/EtlY2ipL58V2p+Y45fOffoPUflVaSZIrcG2gMkaHDOOn4ioV0+2vLdzOxt1VvlywwDjPH5V4j5Fe6PoouSV1b5l648YxyRFHEsrZyNozj2Oe9Ztx4kuJ7fyYbS3iGMF3RSx/IVnyabtBMMwK5/iOKrzRSQbcuCD36ioVGm5XKliarjytJJdkv6+ZJueXmURtnnAXAqxCsJlBa3jJJ9Kpxs+cAxn/gWP51HPcXFuwIiK5AYE85rRwZzKR00C2UwCy2aHB52kiibTNHLAkPFnsZAf5iuPkvrhvvSMvsOKrli5yxJPrmhU33DnXY9xtB5eoOvqCP/AB4/41rXWqXOn+HIFsYo5bufzLeIMgZiQ5OFyODjv0rKceXq+D/fYfoDTfF01zF4IcWcjRltQMMmwfMyMM4z1AJ6+td+KXuxfmcWH+J+hqW3i3QbP4fR2EenJd60k1yLm/ikJWRmQALkcjbxtbOD83GMVNYahJcRBt7fdUtuPIO0EitzStD0zwJb2WkWWmW9/qUsSy3k1yoYFiOnPAA/rUPiKwstY069vdGiXStWslMtzaoSYrmIfeYDsyjnjgjPHFeBXcat4J6n0eEhOhatJe7/AFqQLduMYlYZHGD1rL1yzGs2MkGpyyvCzcKrkVgDxALEBdUjKqq7k2NkyD2zVf8A4TuzvGdUtpkMfO3KnI+ueTXn+wqxfMke37ehJWk1ZiQ+C9PgJSyEsMkpALFt3HpyKl1T4d3Om2fn2+pSvAeQu3iTIzkZHHFV08Z2TE/6HeqRz90VqR+No9Wt5IxHMqtgMXRVL46V0RdZJqdyL4ZTUqbS/A5CDwle6pdxWdhDPe3Uh+WKMZJ9z6D3Ndjb/BzX7eLcJ9I8/H/Hub8eZ9M42/rXaaYv9ieAo7+yGy81u6lR5h95YI/lCA9gWyT/APXrnmluFgF1NfFHZsJHyCfoen4VTqcvutXZCjOu3UhKy6db/edf8F2vNE1bWdC1u0lsbry0nWOVcbgCRuU9GHI5HFeka0+YpRnjHrXA/DnW5rzU5bDUR9olggeWzmbloRkeYgP90jBx6rXc6kwe3bcccHmvExSSq8y6nXSc7NT3R4B8Vp/K07APzNMq/wBa2/gXbw3uhGZo0M0Fw6B8c4yDjP41zfxa+a0iznHmk8D2PWum/Z4R00K+MgIVrlivHUbR/hXXJWwd13OJP/a7eR6L4luGFsyA44r5j8ezedrXl5yIx/OvpLxSAEck5XFfMPiR/tGsXEo5BcgfhXXlEOarfsjizWfLSt3ZN4fuFW3jiljZkWTeGRsMDjH411u/zVUrLHLt+6so2tXC2aSpFC1vL5bbsHjIP1rqYpLqONTNCkq9ynB/I19S8NCpq9GfK/WJ03pqdHaTXq6VcQTIUj3IxyeOvb0qnrIzJZ/Q/wBKhtdQgkQxCR4vWNsr3z0PH5Va1ljvtFDcEZ6/SurC0nRTV7nHiavtpJ2sU/DA/wBHf/ro1dXBf3FsoWKTCd1IyPyNcv4ZUCBx1/eNyO9dBtruaT3OK7Tdiy0lhcF/tum27l8bmjGwn8qzp/C+iXV2txbXVxZv0aKZFkiYenHIqximn2rmnhqM3dxN416kHdM4vVPhXrE0kkmmXdnqCkkhIpNh+gU9K43UfCuuaXuW90y7jbPB8okH6EV7JuI56e9XIdXvIBtSdin91vmU/gaxeDj0Z0xx0+qPntfMQlXBVh1DDFS3Un+pDdfLHT8a94uhpWp86vo1ncseC6J5b/mKxrzwH4V1Lm3lu9NkxgA/OgrKWGmtjeOJg9zxoPIjEDcDjnB7VLLaTM+FjyABzgd+a9VuvhZNdW8UOn3tnNGvBkhUecw7DBPFZd78PV08xxSWN7dtt5Zt3H6iuRwnHdHXGcJbM6q/TZq2f9tT+YIro9J0RPEVlqOnTDK+fHIuOxx/9asrxLbfZNXmizu8uTbn1w2K7b4YeU/iUwXIzFMYt3PYkrn9a6MWm6LscuHdqiubOueDrrxLbpe6cjT3yWogvbaHDSjAwJFXqykenIrnYvD134S0bU9U1yCSzR7GazsorkbJbuaZTH8q9dqglienFewa94MNhfDLefbg5ikxhwfqOh+lYFx4RsL25+0Xdr50/TfNI0jfqTXzTlGMryWp9FGvN0uRNW287HgLeHnvoY0CLIqqFBbnOBiqT/DmSYkpEwH+ymK+kYvCdmvCQqmOyLinHw+sBGUUp2LNytQ8RbYhQufOA+G90OSrnA6seKkT4fzp1YL7AEmvoySxtVHzAN64qDFtFwscYPY7San6xJlchwfg/SH1fww/hO6bydSt52udKeUbUn3D54cngE4yKwb3w5eafO1tq2nXFtPE5xFMrcN67e9eqXVhBfRFLpv3Z69FqdL/AFKytlt7LxDrCxIMIvnrIUHorOpYfgahzjN3ejOqjWq0I8qV15nAQD/hWmmSeIvEW6LUdQjFppVgy7ZJA7DzJmXqFC9CepNdzqMYYOFPB5FcZqfg621C/e+vpLq+vHOXnupzJI34mvVJtCEkBmMqIFQcMfauPFuCUeU7cJOpUlOU+tj5q+LNn56WEKZDSXO08+1d18HbQW+lzKAMKwAAGMDFc348j/tDxFZ28K58udiABkuQvOPzFdp4BRNL821RgJcg3BJyFZh2+nSpqSX1ZRLhb6y9OhH8QLoWljOxOMKcV8z3LGUBz1ck/rX0R8U7aMQbIrgTF8/Ko9s189FMwx/SvdyWK5ZM8TOJO8UWLGPMEPH8ddjAo8sZ9K5jT4/9Hg/66V1SjbDnueK+sitD5Go7sia2jmTEiA5HcVPqwAayUcBUwP0p8S5HNR6r/rLUex/pWy3MHexH4YIFu3++1dCkiODsZTjg4Nc54a/49Tn/AJ6NVyK0inuLlvmV1IwynBH5VTJ6s2CB25ppUVQ23kH+rkWdfSQYP5j/AApy6mqHbdRvbn1YZX8xSHuWilMK4BqRJkmXdG6up6EHNKQDTuKxXI9aQjtUxFMZc0XCxGCQflJH0qzHq+oQrtjvJlXsN5quR61G6+1Fkyteh1fjbR5rjxDdLapvHmN93t35q/4etW0u7W7LyLcKoC4AwMc9O/Ne1eNfgH4mu/EF9c6LDbXNo7BoiZ1RmGO4PeuOn+CPjq2Dn+w5mCdfLmjbP0w3P4V56lCcbNnpNTi9Ebtt8Q9bhCOQzr1ybYHP1wa0E+LupQgLJZ28nqzW5/lurzqbwD40sziTRNYj/wC2L4qrL4d8WW6EyadqqIOSTA/+FR7Ci+wvaVF3PUR8XpMj7TY2DjuPsrr/AI0//hamkyj/AEjRdLcd88H9Vrx6SDX7ckSwXyH/AG4G/wAKrPfanEf3m4Y/vRAf0pvCUXsifb1F1PcE+IXhmXAfQbBz/sXKgn9BT38W+EJAzS+HAAOSUuFP/s1eEyatdSHlYcemzNMXUpVOWt4W9wmKh4Gl2KWJqdz3tdc8FSopXRbnDjnymDEfX5qa154IlH/HjqUR9g39Ca8IXVmAGbZSc5JDYz+lKNZUE/uHA9pSKzeX0X0/IpYup3/M9pkh8EysBHPexyE8Bkfk9u1QeMleC1/dRuybOqnkGvJ9P1lJNRs1b7SoaZB/rjj7w969j8TzE2Mw77TXy+b0I0JwUfP9D6nJqsqsJuT7HiOnaAt/q0l/LqdvZPbhkRJWG4luSwz+Az9a2ND0eWwvXaK6truN1IfZJvdj2+gFcxr1yNOlLfajAXXOwLkvz9D/AErX+E0keoa9fuJzLtgX5Sm0jLfrVTw0PqSrdbfqONeosc6V9L/oW/GOizOvmyQpFGqkgg5LcV85SJsDKP4WI/WvsHxtEqaQxxg4r5Euh++nwOkrfzrpyOfM5IwzqNlFl7T1/wBHg/366d4sWyt71zunDNpD7SV1bDdaY9Oa+vPj5a3K0fBqLVQfNtvpU6DFRapxLaN7H+laLcy6EHhv/j0P++386v2R/wBJux7r/KqPh3P2Y5/vt/Or1jzd3ePVf5VoR1Zd+tIy54Ip9NNMRSk0+EtviBhkP8UZ20mL236Mlyv+18rfmOKu4xTSKVh3Kg1OMHbcI9u3+2OPz6VZWRXXKkMPUU1kVhhgGHuKqNYIDut2a3b1Q4H5dKNSlYu5pjc+9Uy95BncFuV9vlb/AApranCDiYPC391lP9KWg7PofqQ96yTYITZtyM5yan89sfdGfrWfO/76I8Z5GTVtcMoPy5x1FfNpn0BN55/ufmetPEqke/pVdskgAg/SnBeDux7incCbcrDnkGo2trZ/vQxN9UFIvQgYA7gU0IP4DgjuR1ouBUuvDmi3nN5pVhN7yWyH+YrMl+HHhCfPmeGtKJbqRaID+grfxu+8Pyo3DgEE/jVczQuVPocfP8G/AtyMSeHLQf7jOn8mFYt1+z14EuTldPuLf2iumH8816ac/wB7gUIxwcnjtVKpNdSeSD6Hjzfsz+EUmWaCfU1dG3Iv2hcAjkfw1534nyttco3DKWUj8a+o2dgpOckCvm34h2xttS1NCAB5hcD2bn+tfPZy3KMJvo7fee7lFoynFdTgtE+DcHxHs5b651OTT/s0hhRViDh/lBzyR61oaN8GZvhtey341QXsdwoiZPI2Fecg5yf8mu2+Fs8kHhrdGw+e6kOCPoP6V1Hi+4kn0JwwB2lT09CK2bl9RcOlv+CQ0ljufz/4B4x8Q5xHo+D6V8jOxbzWwcmQn9a+pfH0jXH2W36mSVVP0zz+lfN3iVGj8Q6zHJnK3b4z6E5FLh5fE+4Z4/hQun5+yR4/56f411FmxkiKk9q5fT/+PNf+uldLZtsUkelfanxstw6E1HqoybQ5554/KnNJyxqPVD/x6H2NWjIh8Oc2xzzl2/nV7T/+Pu8+qfyqj4dH+inH99v51esB/pN316r/ACq2T1ZonHQU0jNL/KloGRke1NapSM0xlxTTE0RE00mnsOOKjIpisIe9RugY8gU+kK7utIZ+lVzMdisgyQRgDrz9auW7gRqAhzjBOM14zb/GMyaf5d1pP2h1CgyRXIAkI6kBlG38zWrZfF7R2hiEltf2rNy2VV9v02nn64r5NSPqORnqxfuR8o7g0+OUMvy8CvNo/ixoA4a7lRAoO5oXJznGCMZ960rX4l+GriSKL+2IkaUEqJFZB+JI4rRSuS4tHcK+B2wTzTg4JxkcGuSl8ZaJAkkkmr2AiRd2TcpnHfjNZFx8XfC1rZ3Nwt+t4sIBAgjLbyey8Y/OqFyNuyR6Nk9FI96ZwMcd+1eeWXxk8MXpsIzemCe8H+rdD+4PYO3QZ9c967g3kS8O6qxxxnnnt+NFxzpzh8SsXQyt69aQOoBIBApn2hCBjio/PUZ9+KDMlc9T3I6V4T8YLTy71pF4M1vu/EEivbJJ/lGCSMcCvzo+KvxL8RW/j/xKV1FoUnvJFEezKKifIuAehwoyR1rjxeHeJpckdzuwddYerzy2Ppz4Xqo8IQksP+PiY/X5sVreLdYsbDSkhv7qG3ku3ENurvgyydQo9TxXzH+z/wCL/EN34l1G0vLwtppthPJGy7k3hgvy/wB0nPOPSt79pJrvWIPDcGm5AheeZirYYHao/wAmqVK1H2bfS34ClUTr8673H+LddsbTxbo9teTqjSyYjU5OWIwOnTk14j4+g+z+MtbQjaDMGH0KiuFmupLrVrJ3uZ5Z1lQ7vMyVwcjB9a6vxjrD6v4p1OZ4mhwVUKw+bhcc10Zbhlg4qF7mGYV3iZOdrE2hRRXMTRySeWQ2V9K3mt5bfO4cY4IrkdGmwrDOOa6yw1F41CSfvI/7p7fSvfSe6PAla9mMPSm6nyLT8f6VqPaxXSl7M4PUoeorM1NCptgRjkj+Vap3MXGxF4dIW2J/2j/Or+nY+0XZ9WX/ANBql4fiLWp4xljz+NaOnqfNuc9mXH/fIqhW3LwUd+Ka4AHAOamAz1oK0irFf8KQnipGXvUbUybDGqMipDUZJp3EMK1GwyeR+tTVG3JouDPYbpBCQAz7iM8DAFQi9w+AG3Aepzmi2ujq9jDP8okGFfHc1XdHglcbggfrgYr4xM+usWZL+UKSjMueCTzTzqLgruYsQOw4P41DGFZOdx44+tV5X8lgqhWAHPzZNUmBcOppIjb4VCHqMdTWZrizJvu9PZoCw/eRxNtAXGMgD9asPEMeYCu0cEZ6fh0qMvscFemcgHkValZ6CauV9LtbfUNNWeO6ujcxSD7YplA8tSeJAMZK+p7V1H2bVdLvAkPiK+hMzAStHMX245DPg52+h7npXDmebQtQj1HSsKN2CpGVGeqMD1UjjFejaRfwaobbUtKtkWBYzE0ERVDDKxAaObcRujbqhHTHTIrRtrVbGe+jJoPEvjS0UNp/iW9ljVMEuN4GBkjLZyQOTjOKvW/xO8dwWkc41ayureQAp50QJbJ2gD5epx0696r6DPYRTGLUVmOnyztbiWWdw9pNn/USkHof4X6HvXSReErDzd8LT21wjFQd+SD3+8G9RWbqNbhZMyW+NnjNUdTZadO0K72IIUhe5I3DjpXyf8Rp7vX/ABNqN9cwLBPdTmURovCbsk8Z+v519S+KfDMZ0+6uIbufzBF5MZkWNSVHABKhSQO3Xn868O8QWQOoXt4FjVo+YCRkSN6N6VUaquNwujmvhr41g8B6tfLcLJdmS3VWEYxtO4HvXSeO/iXpXiP7OhS5VZCVZioDRKF4A57tnPsfauE8K+Fb7U9TuLpFjdmZhtEhUE+uMHPNdPq/hCdYZLO9jMBuSGtjJ86F1/gWTI2k9Rkc9KttPRkq+55nNoc8GoRo0YRzJuTHYdvypGF3e3l5c3e5ppJmMrYwoOcfhXq58Nx3lpZJezEXMMe0uq/fA7HJ4NZr6XZ2OqQwb0ElyDhTg72z0+tNV9dNwlS012OS07T5FUPH8w/iA6it62TiuiuPCFxBCLrS0G5cs8ORhv8AdP8ASqECw3RZMGG5X7ysMc+4r06GIUlys8zEYd35kRJuQgoSCPQ03VSWFmxPJJz+lWWieJtsgx/Kq2pgKLU+5rvTucFrDPDR2wMM8b2z+daViP310T3cf+giszw8cW53f326/Wt61sMRs8EnmOxy64xjjHFNuwJXuO5NLikDYJBGCOxoIz0NO4WEOD71G0fHFOPy9aTdimSyu6YqNhg1aOD1qJlp3JsV6jYDPNTFaiYHPXFAHbaDe/Zb8QM22K44HPQ9v8K6DUYMSfNvY4yMHrXDSgiFJFzx39DXd6bcrrGlQzoVE6DY/H8Qr43Zn11hNOQXEbKwB/h2jkiri2SrF5eAuBjAxms9N8L7Vw/94Doa0LWbcNqFWIBHUEk0mBlqscEropVVJxg+vpUMgaPCSEZByCDnFa0ltCCuR5YA6gd6h8mO4VkRJBtGM9KtMmxjyMrK8ZjG1hg8daz9L1W68L6iZ4MSxSKY5om+5PGeqt/njrW1NbrExVDvcdF7D3NZmoWwlUCRe33q1jK3oRJHfQyxLpFj/ZFx/aNteEW9razQrtmXJL20rfwsM8Nx0HWum0XVZNIkt9Nv382wlPl2F1OzBg3eCRuzDJ2t0YV4poWu/wBh3D2moRm60q4dTcwAkdOkiHs47EfSvQDJp4v9kxjGl3NqDliduqDdw6kn93IhPbLexolElM6L4pzXdj4Ykms7WS+aGZZGiV8vs5DYHUkHGfavlXXfFs2sRmxsdMuJHlbCjksCT7CvqnRPETlY9K1G5TUUuUb+z79uEu0Xqj9D5q4AIP3hVbxX4NuNStlXSIYLWYHfMY8p9oULwAyjIO7P179KzjaL1RV21ozifhx4Nk0rQ7ZtQTZcMm5gMnDdcAjPNd1eaVp90j6bexQyiVNzRSEEyL0zt6gc9fpzVDTdI1m/tYvP1T7Bp6RA7bNWaZgMjczyDI9cgA4INV3vfCuh3jLYQyX2rAnmAm5uGPcmQkgdwefT6UndsZ5T400XXvAwnuNN00anoSEeXOSWe3BONrHrweN2MV52ND1fxDqM8utq2kLbqHTMbuATgqzEA4Qg/e6V9V6Xq4vrhLHWbdbHUHgZ4reVxKJoiSM8dT6oenbjisPUvDj6PBLcaIJn05FYvaxgGWzYggyW4bIZcE5Q5GPu1cZW6aktN9dDzLw34pl0GdtI8aRtGCq+XeKNwK9iSMh1PZhXX6r4OstYZbiGaOO6ZAYrhQGVh2zjqKzpNFtr3RIdPnsPt9squ0E9vcJvk7tJCG+bdj70Rwowa57RNbvfAiRxyTDVvDtySY5UPA9QM/cYd0P/ANetLc2sdxbbkEsE+nmS01iM70bbuB3KfQqfSsjWF2C32ncoY817GlppPi3TluLDy7uzfPQkPG3oR1Ujn/69cBqPgebTbmW7vg9zZHCoSeYgOmQOx55rsw2Jd+SRyYignHmicxokRSJ1kXYd7cela4LRkFScdsVZaxSNR5Sjy/4doxioGV4hlvmT1HavWUujPLceqLC3Edx8tyuD2kXr+NMlheEbxiSM9GXpUJUPypwaWO4kgJAP1HY1aXYV+4bg3Wkk9qsbIbnmM+TL/dP3T9KrOjwkrKpBppktEZ4oAJ5NO4bvimNkdPzouTYRh6VEyEngVKMAZNRs4B4oHZG3aGOdDGiEZTc7s3JI4wKveH72XRdWWG8Rkgu0G1WOOOdprFs3UOApAJHVuB9Kk1GOd2aZoyNmB+XpXx7jys+rvdXO/v42iJxhTnt0NRw3YhUjb9NtR6RqC67oqysf9Ig+R8df84pssaKuSrY44B5+tJeYM0+ZQN7biPbFKpbblGGf9rpWfHcYIVJCp6Yz1qw0qMqgFlY/xf4UyRk7BFIk3HIwSuPX+VUniRg/2hsKRnrzn0qwFO47iRHzyTnP0qP7K7qfKT5s43MeRVIRz+rWG8Fk7dMCrXg3xWdHl/s/VHZLGSQMkmWzaydnG0g7f7wBGRW09ok0TrldyDB245OPWuP1XT9juyjG0ZraEk/dZnJNao9E85FsdRTWrS7nd5muLqSzi/dxnjy7i3YYC8HJ5JPpXWeH/Ece0afrc6PfpEJbe4A+TUYDj94vq3A3LycjNeWeGPE5m086Ld3i2dyisNMvWUE27nrESQdqt0yOmfQ10dwlvb6RbwzWF9pkNo6yCXcrPp9zuIMoO4syFgOwGPU0pR6MSZ0/ifQ5dYK6jBDJdso8yXTZLlo4rtezDBGGHoRhh2FP0fQbPVFF1caNp9oY96RxxSRziL1XCjaCD1J56elWfDuvyaxI9hqmyHWIYxIypnE8Z5EsRzyDxkc7TzineJ4NTh0Nx4Zk+y3RkVgIgC8iHJKrwQHGSQQRnpyayu9mXoU9WXTLN5dW1KC3jubOEI8suXMSDhNg988bRn0PcM0zxTbaq0KRfbLN7gbrfzrfylmIAxtbPLHJOM/nXO+JtZ0vUtAuNF0OK8vtRmWOKOJo5GkDK+Szlhweuc9z7VpazaWw8M6Jo2v6jJaT2scUk8Vt+8mZ0DEBSM4AHU4Pb0quXTUVxNe8JSsl7LokAInz9tsfO8qO59WUjHlye44Y8H0rlLKE3ejPaw/YrmyQGF4Lu3dGXb8xScLhYnGCPNxk8V3Phfxe3iu6v4rS0uI7G1ChLuTH7w42/N2DH2/EVJ4k8Nf2uzXkHk2Wpxx7WkZS8U6c/up1P3h/48OwxzTTa0YWPDltL7wy7a74QmuG08OUnhmG4xEHlXxw6ejj9DXp/hjxdp/jCERQKsd8F/fWzkHdxyV/vL/LvWTbW11HM2mwSNpdxaA/6I0CTT2yMfmaJ3O1oOh7kDiuNvvDj6sZNR8Nr9lv7aX5jb5W3u39bduzeqfke1atKe5Oq2O51vwT5e650IAkctZscBx/sHsfbp6GuLeJZC+wFJFYq8L8Oh7gium8HfFJb+RdP8WmO1vQdiXMi4V8cYf+636H0FdlrfhCy17e5kSDUMZS4ReR6Bv7w9jj2ropYidF8s9jnqUY1FeO54zLakEtFwfT1qDduJWQYYVuarp93o18bLW4fs8pOIpV5jn9wfXpweR6Vn3FsCcOPowr2ITUldO6PLlBp2ehRZCvK8irEN78nlzqJEIxg9R9KiZXg6/MnqKaQkwyODWl0zOzWxJJa5BktG8xOpX+IVWEmeDnNKDJA+VJBHQipzNFdD9+NknaRR1+tLVC0ZXPzVE4ANTSwSQYL/Mp6MvSotwNNMVidf3TqycbSGHsR0q9E/nF96llVOMH+LPp6VSZvMJxwxPOO1OtJTHcDB4BGTx0zXy0kmj6eDszR8P3/wDZGqiORsW1z8rZ6A9jXVahCy3B8wgKeQV5zXE6nAZCzxPvOcjA6detdZo942saQhX5riH5ZAep9D+IrBO+pbVtC7ax7Ap25wcj1FPKNIzs7BQDwKrwylGIyMdCD1qWFEDM+0KD265NUImixuLZBK+oxT97lGXeAueCOtNVAqAoMuTywHSldZVKpGDjruNMRXKIikIjFs9M5/8ArVDdwrJEoVcEAkjj8ql81kz5hCjIwc8n61KT57PGo8vjJOP5UxHC6rY7CZraPC5+df611Gja/J4j01NGndBq8WPJkc7RfRqOIJHHzZxkA556GprjTwVb5ldtoGCOtcRrNhJp8oltS6jcCpXgowPrW8ZKSszNq2p6ndTwmzsDNZXnh9Y5V/s29kVR/Z0mOEbncY2bOSwx6d67zQfEX9sJLFqAFlrVmAL63UZ8w9pUzjKMCeQcjP0ryCz14+KNIZQudRgAfVLdWEbapAvffjIYDqO/WtefU9Ou3sZtKubzT7hWEWlah9neOKHCjFvIzMd+eQT0Haoceg0+p6fqWl3N9LaxWuoXVrbZdZoouHmUqPusc7eik47DPWvPvEul39xdf2N4X0q7h0zH+n30UZ3XK/xBXcgsBnGc8/Suy8PeI49bguIrmBbDV7dvKvrI9cj+JQBzGeuccfrR4l0zV72LGjay1gxOyeMIrP5ZwWKlQWVxjoOuM98Vmm4uzG9TmLnxTa+DLC30yPT0tRbZCWr3iNITnBLCMMSx9Tj2q3oPiTWb/wC0XOu6QulaSYztkaTa3HJJDEEqfUAYPY1gadqemWMz2vgPRpdb1PB8/Ub1cBCeNzlvu9Tnp0zmtlvBGoas8cvjTV5r0lS32K3JigyARywHJBAzxyO9aO3USNjWNCg1+O2lzPb3cWDa31s3zwsRldoHUEfwgAEe/FcHNpl3pepG1lkj0y6kkaVP3CzWt64H+ttgx2pN2K+pPtXRSXeqeG4VGo2Fna+HISE/0W4Z3t8tnI3/AHwCeVHp7V0t5Yabrumi2lWO/sLhPMVgdy+xEgBIbPpjB6mpvb0C1zxjXPD8Gt6pFpl5L52tzpvhu1TMi9/LvETIUjP3x+IpdA8dan4Evk0TxjC9zYLjyyoDtEvYoejpjoM/Qg8Vv65o174cvVkuLkDH7qHV2QFXB6W94g4Oegc8jj0rI17T5ZbRzrcsU9lZBQ8FtbmEWAblXt3PEi46jPNbJpqz2Jt1R6xIuk+KdJCpHDf6ZdKTkAtnHXB6qRxzw2fWvLvEfhC+8OGSew83VdGA3kkAz249SB95f9oc+o71ylnqes/Dm/gvrGcarot6wdXBPlXI98/dcfmK9s8P+NtN8X2izaadl0nzTxk7ZI/r6r/tfp2pxlOg7x2M5QjUVmeOAJPEJbdxJGw7c1Tltv4oTtPp616P4o8AefJJqfhxlsL12y9sRiGY+wH3WP8AeA2+tcAs2+4ltL2FrHUITiWCUYIP+HuOK9ajiI1dtzzqtGUN9iiJOdsgwe9MeM5zGcVentw3DjDeveqTrJbnn5l9a61I5XEWK5eAkHlT1U9DTzFazfMH8k9161GAko55NRFGQ8dKLBfQnkUZJIHPPynGKdCDhVU5VenPrUc8zM7SHGSOgGAPwoRyqggDpmvmUfROTk7svJGZ1dFZgTzktwB6egqx4c1AaPrSifH2ecbJOeBnoao2bGRijfdYYIHHv/SjUTvMkZACxnK4HP5/hXPLSVu5qtY3O61CxEFyzKSEwCGY8Ee56UkESEj7QwA9M0ti76n4UtDdOSyqqhhjPXH9KieMRyPtz97PNBJreXG6tGCAT04NQsPLwrvlRwR/nvTLQboC5J3dKZNKYVUIF55OR1NCeo2PMasj4TduPX1qCQTq6BVUD0PJ+uauvITGOg47cVV80sTwBhe1WmSOYBsfMAe2KzryzWbcCoKdGz71FJcyO4XOB7CrsDGSHLc9iPXiq21Geeaglzod+k1sXBRw6SDr/n+degTeIT4o8N3dxZRpJIyxrq8B3SPbxjgSwITtHc8dCaxdRto7iC4jlXKiNmBzyDXE6DrV7oeswXmnSmOZDjkZDLnBUjuCOorf41fqjK1nY9fMtkLiwfQ9Wt/7ahRBpVzcXAke/QjJjmTb8o4wAe4713fhvxHBrdjPuMtrqEDeVdWbHbJbS5JHOMkZyQRgDoeK4R9J07UfE1/oJ0+2trL7AblWgTbKsoJYMHyTx6dKxYtcvYtC0bxTHLt1n7X/AGfPKowLuAYG2UD7xxxng1jbmRWzPaViht/tU+nxrvO6WTyov9a38TYHBbAwR0/u5rkZvHVxrsr2fgrTH1CQsC9xdqUhi+oJ5A6fMenbjNdRp948k1vHEiQLPPg+WD8uCQCM5yRjjOetWVtILOKZ7SFISbd71go+V5jwWIPBznpWaaQzj/8AhAnvrs3/AIvvn1m9RCwt1+WGMDsB37c8A+/eDzbnwv4h1G+ZrbTPDSqp2OuwXEm0H9wgPByfofeuh8aapPoHhw6jYhGuVmCoZQWCfLkHHcjnGc9a82+H+kw+O9Z1S98VvNqUlmiNGkkhCcscjA6D2GK1i2029hPQ9TtL7T9f0sz6a0N3p9yhQgqSFzx5bA5+bk5AH0Nea+J/B0dhakr9qv8Aw/GPNWGI7p9LOc+ZGDndGD/Cefau2165HhvSLabR7e3tjJcxRFViAXaz7TwOpwOpyfethEVZokQbSL37OGHULjOeep9zmoUuV3Q7XPJ2bUbzT5c2Gn31tdqiS3s13str1QfkVIuiTNnB9DjpXE6joU+jSHW/B8l3A1of38DNtubJu4Yfxof7wzkda9H1+3g0fxRpS2MMaWup3gjubVl3QlhjEgU/dfPORx7VgrcS2+peNdWeRrnUNJPk2k0x3bE54K8KenpW8ZdUQ0bXgb4mQ+J50sNUkj0/VCoVQVPlz46Bc/dPU4Jwc966fxT4b0/xNALe+haGaLiG7iIEsLdgDjGM/wAPIOe1eLfEPR7Ozh0DVbKIWs+rQebcJHxGH4yVHbPp09MV6D8I/Emo65p+rw6pN9pOnRgQSOMuQRjDE9QB070pLlXPEFroziNYsdS8I3ItfEMYms2fbDfxqfLb2b+43sajZQy7oyJIyOvpXudza299DcwXlvHPA0iwPG4yrqRzuHc+/WvAvEdonhXxrd6TpDOtgvzJFI2/y/YE84+ua9HD4lzfLLc8+vQUVzISS2/ihOG9KgMpBw/DCtORFKo2MFlyQOlVJVBI3AHjvXc5WOLkvsf/2Q== 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Identifier: dictionnaireman00boua

Title: Dictionnaire-manuel-illustré des sciences usuelles : astronomie, mécanique, art militaire

Year: 1897 (1890s)

Authors: Bouant, Emile, 1847-

Subjects: Science

Publisher: Paris : A. Colin

Contributing Library: John M Kelly Library Rare Books - University of Toronto

Digitizing Sponsor: University of Ottawa

  

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Fossile. — Ostrea isolée,àosirea. et agglumération Fossiles animaux. — Les trilobitessont presqnc les plus anciens animauxdiint nous trouvions des restes fossiles.Cétaient des crustacés. Les ainmo-itites, venues plus tanl, sont des co-<{nilles enroulées en sj^irale régulière;il y en a de plus de deux mètres dediamètre, et dautres très petites. Les Fossile. — Békmnite. Fossile. — Cérithe. la houille que se trouvent les plusnombreux végétaux fossiles {/ig.}. Desempreintes de feuilles se rencontrentencore dans les bancs calcaires. bélemnites étaient analogues à nos.sèches actuelles; cétaient des animauxmous qui possédaient une pointe cal-caire, sorte de coquille interne, seulepartie de lanimal qui nous reste à létalfossile, hostrca ressemblait un 2*eu ànotre huître. Les cérithes étaient descoquilles en forme de cônes très allon-gés ifiU-)- Les lyinnées et les planorbessont dautres coquilles fossiles trèscommunes. Aux époques reculées, il y ava

  

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Identifier: knightsamericanm02knig

Title: Knight's American mechanical dictionary : a description of tools, instruments, machines, processes and engineering, history of inventions, general technological vocabulary ; and digest of mechanical appliances in science and the arts

Year: 1882 (1880s)

Authors: Knight, Edward H. (Edward Henry), 1824-1883

Subjects: Industrial arts Mechanical engineering

Publisher: Boston : Houghton, Mifflin and Company

Contributing Library: NCSU Libraries

Digitizing Sponsor: NCSU Libraries

  

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the operation by artifi-cial draft ; the facilitating of the operation by thelessening of the atmo.spheric pressure ; tlie alisorp-tion of the evolved vapor by sulphuric acid. Wehave now to consider the use of materials more vol-atile than water, notably ether and ammonia, butcommon alcohol, ether, methylic ether or alcohol,sulpburous or carbonic acid, bisulphide of carbon,gasoline, etc., have each been used. Boiling- Latent Heat Tension Liquids. Point Kali of Vapor, of Vapor?. Water . . 212 966.6 0.623 Alcohol . 173.5 376 1.60 Jlethylic alcohol . . 119.7 475 1.11 Ether 98 164.4 2.58 In Ferdinand Carres apparatus the eflicient cause*producing cold is evaporation, but the liquid em-jiloyed is ammonia, a substance which is not onlynuudi more volatile than water, but, under ordinaryatmospheric pressure, is indeed permanently gaseous.Gaseous ammonia is liciuefied by a pressure of 8J at-mospheres at a temperature of 68° Fah., or of 10 at-mospheres at 77, the pressure required risiug very

 

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Ferdinand Carres Continuous Tce-makimj Apparatus. CARRES ICE-MAKING MACHINES. Plate XXVI. See piije 1104. ICE-MAKING. 11(55 ICE-MAKING. rapidly with tlie teni|)eiature. To liciuefy it by coldrequires a very low temiuratiire ( - 65.5 Cent.), amia.s its latent heat is great it would become a valuableagent for the purpose of producing cold if its va|iorcould be removed. To do this with economy it mustbe saved and recondenscd. This maybe done mechan-ically by a pump, but with much greater advantageby water, winch ha.s the property of absorbijig ainmo-niacal gas in great volume and with singular ra-pidity. This fact was first illustrated by Faraday in1823. He used a bent glass tube, containing at oneend a portion of chloride of silver saturated withammonia at 60° Fah. or lower, and hermetically sealedafter the air had been expelled l)y slightly warmingthe compound. If the chloride he heated to 100 Fah.,the ammonia expelled, and the other end of thetube plunged in a cold bath, the gas beco

  

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