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JdLlgwTiJ2Iw0LtgDjAiqAFykfio7Jkw0vnO2zU/rij6Rgo337R9yNRTtuTC/4fIjrnmvK51gQtiBclEX3j3/Mk8KLq6++SCRRU6d+7px//hmuXeMAKbkFeJWi0AQYmlbAFNnVihVTAl0nYKwUBcAIbQAnmguMw4Iwi5/EHMURRJUXXHCmROxbbrm5W/TQ0G259HpRm3eaTWu5eEHsuON2siFQjJELpLwl0Pgvs6G89loHUYXkY5lZU4CxmPdhQdiCcCBwy3dS/vDDdAEuWtJzFKYyi0j3vPNOdxYt+kYiWQoypk//oqqEGRB+880XfAElnf9U5zTAmOiQ0lz4YsOLrh7pRQVhtLiAFu9v0eJmUXIAxvyY6rNlgUqg8x1bGodCxWy++aby3Yxbumdyru8AdNlMSDrSYgkfY1Wj5Htt9v3+JyILwhaEiwLCRF4s7AkThomNJECJ/pfuEbfeeo1wvjfddKUDncDRmuhVQRi+NexihqLgSE4EDl+M9hXLTJJTKjPTz4wKwqgj8I5gc2FTIaJUIKQCjSRXkBLosPeW/nooHZKFAPAOO2wrtE16V2Vjaj8n66aQssycKtw9Uf7IkVhmwhdnpzbyvXb7flusEXpx20njv7NnGiOAgSiXxI9JAhmrRGiC5s2vdw1j2rhgfLUoIeIAYe81KF/MZyMzQ/Lm5YvzAWH1jjCUQIWr/OjjnHLKceJdTOUZkTwa3HTgj3MeEcliSgQIU+ZNVxEFTjYIxhhzHoo2/JJuRka4wC1Q+UiKVdgwSUQaSZvli+N8bvpZNhK2kXBRNiIiKhJxl19+nkSMRGXmZ7ZwvtASu+22k3R2IGLONxLOtFgAY6gPKuOIYuGLibIBz7B+wpmKNdQcCMAiOl22bKKoNeBoe/fuLBFzIYAMdQb3AggfccRhVZsb90YnEcx9nnmmlZsQ/VQ2QT8gUb6Y+wC4DV/8vOWLC4QVFoQLNLB+E722/Z6k2/z5Y8WtDA9fNLYzZ44SwIXTHDNmsCtf20kiYSLTQoBwur4Yvvippx5wKYVvpPNwGFP3IBVzqqKgxRKfjf9FIbob85lEw0jmHn74LndT+buMddeuT4kHxrfffiSqjSj+zCm++CUBY6oViZTZ0GrbHC7U/VoQtiBctMUEuL7+ekeRnN155w3OmWeeJPwjCTQ4VY7MAAaAXQgQ1kVk+OIZou8lCfXii4/L9cAZO84PgcYjCAjzfaovhvPm3gphAq/qCNQmAOWXXw52wbepqFGU8uE6ooJIdb74UXcDbeGeZlRfbPniqONq6QgLvpEXZdRJZ6LAqZLJx8kLXwba7Jx77mmSkFOrSq9EDU41SmIu6DWqPwIlv1wHGwFRHhFgLuAKCsLe68ildQ56vZlex4biOD+5kr/TJRpG5QAnrI088/ls73upcISvV74Y28wlSyxfnO/42kjYgnFRwZgjOkdleGBAYvnyyVJ1RtEDhRyqNihkJOxdNAA+vhQfffSWROVvvfWylEB79cWZqs+igHC+izX9upXumDdvjFAdDRseIy2XGLtCcM8msp8iGxT0BpsokbeqTryWmXHea03/LAvCFoSLCsIsKOPyNU0WNEACaEyfPlL4WfyC4S6LBcJcD5sBiTn8FIgokbTBWVOaTFFJJsvMUoMw40O3ZAzYOVmguYYmmD17tDumxaEIDF88JYNlpim+qengGdf9WRC2IJyIxQKoeYspig3CqZb3CystM+cJX/zkkw9IxwmoCa+1YylAGGAzLnRzJJHYtu19bkXhq7KhUTGH5aZaWcYFEH6fY0qgl7h89zDxXm7T5h6Xk35fNq5sBk1+n1nbfm9B2IJwIkA4feGVDoQXVbPMRHOrlpl9+74sxR+AYLFBmNMDxS2oE+Cv6UoNrw4AqjdHupVlscAs1WIJy8yh0qEDesRYZhaOGinW/RX6eywIWxC2IOzSEalIOAXCSpegl1U/CgAGvphI79FHWxS027L3++HKO3d+UnjryZM/leIJr+Qsl5VloUEkpToxlplsGCQH0UfDFyvlU6zrKLfvsSBsQdiCcBYQToGLkbShZ6bQBO61S5en3UTiVZWl0aZtUNyLnyiSSPyll9oK74vkjCjcKDeqf18SQFjvn8ickwx+FPTto1gEnt20WLJ88eqnPttjLvbFE/dirI2flwQ6In3cAT4iUJJ3gPAWW2zmOpc1kWO30gL5PqvVed/7K3nf6ZWSs8x63ySBsI6B8sWcHABiyxdnfnY2EraRcCI3oSSBsFbaYcYDwEBJ/PnPGzr77ruXs//+e4uFJRwt9pFEr0HN5NMBm2M8YG54X7ofw/uOyAjwRObexFcSQdgrafv9d9NiqTpfbPwo8ikkyXfTS8L7LQhbEE4sCGN5WehiDeUrM3HCukChIQALAASXsl122cGpW/cg4YmphCMJtfHGGzlHHVVPvIRN0cnswBQFoE31HmZAUA/ZeF/tJMLn40uBMZDqgf3aGwHYcRdvhAEwbbHERoOPBnxx9+6WL2YMLQhbEE4cCJsCiiUOaoRSgbDSAhRy0KWY5pfbbbeNq2Vu7YLlODHE0fJnDIAmTRruNGlysbPJJhvLa2fNGi2RsR8YIzkDgPHMuPfe24T3Ne3oq/O+qkBAGwxIq0+EVuHlAmE2CpzQkNotWzYpcqQeBnSzvTadL6a7Mzy7t8VSHN9TTp9hQdiCcOJAmIht2LDezq677uhGlq+5YLayoNeYbmVJtAawonellHmjjf7inH32KS6QjRc+GBe2fv1eqdINq3sadAXFHY0bN3J9hTcTUMW1DWlZOkVhLCbniPWlqghwOONaMgEIYD537lfSjYRrufzyc51jjz1CImIKXtJBWCNPEmHQG3Cyfft2leg8Kl0SJ7ApX4zZPpaZVCmaEuiFq3khx/m9SfwsC8IWhAsKcFEmPc5qAMf666/n7LPPnlLWXEjXLi8IO86PMh74AW+44Z+cU089wb2W/qKMIOoEPJCKZTPiUSoCoN5zz13d5N3mAjCAOjw3AG8sJse6XT/uFYqDAgsiYm8Leu+4AZq0gLr55qvE+B4+GG9mwJikYDoIA+4Av1Fy3O1G7w+KjWVcycMozzTTe7yWmaNHvycl0D16YJn5rUTGcX1P0j/HgrAF4ZJNdj3yEwGmJ2egATjW45FL8guQKlQEBzhi3AMvPHRob+nTBvUAkFKJlh6d5m46Sin2dAFBXgdfTCQNffDhh73kHrp2fdrthNHMLdH+RNQWmSgL06F6TpULGlafjRufKqXK+DbQzBMPZtorAcJQGHTDIPLm/7p2fcbdSB6Wtk7aY68QMrq4AI6NgxJoKBPAmBNCbWmxZEHYgnDJQBjwwD1t4sRPJNJVkOVPFuBRR9UVEKYFUiGc1LQFEnQHgLvzzjs4m266sduBuKVoXNkIFGQ0KQaNECSbrxaWRMC0ObrttmudbbbZ2jnhhAZCsRDNmmKL1WVL3D8/ffp0dR3LhkoEi68FTVLZsLgGTHt69uwkBki8ls2CFk4c7fEUxgsDcCeiTDL4ekFcW0/xfy+88LhE8bXBMtOCsAXhkoIwnTToj4aoH1DSDD4gXL/+IQLCALUXEPONvhRQTf+3qdIteZ11/s858sjD5AgP6BHFesEL0KRqjQQcIBjkGngPnzVlyufO9ddfJvRGnTpbygaTq28b3z1r1iinQYO6Ej07zi/ieYztJ58JWAG8gKwm9mh1X7fuwc6FF54pkW8plRBBxibXazhJUNhh/CjoCgJfPF5ODem98/L9riS834KwBeFAgFKIyUoUqCCCbIlOvx988IYAFBEk/c022ujPUm0Vp00iixmAReGw447bumB3uBv93ueW2r6U1dSdBNejj94jHUAAyVzjYfx9lwpYX3HF+c5f/vJn16rzZOn6DE+8cuXknGDCZkSC77DDDnQGD+7p3v8gp169QyTShXZg49BGqYwNxj1durSTRB1qA6LiQjyvYn6mly/+6qv3JclJqyj4YsagmNdS6O+yIGxBuOQTWhNPc+Z8KRHfQw81d7nN7yQCBojioiIAcgCKYz56X3hfXNJ++WVBzvZGLHrADhBF7pVrURKFEsl17Pios9NO2zt77727JBkdZ5UDmOy2285CdeSK6ADh6dNHOAcfvK9zzDH15UTQrNl1Eg2aDtJzRaMM78tGhf2n4/xD+vdddNFZZR0FZ1aGGLkez61ly1vdZ9Vb7rGQydpCA6/38y0IWxAuOQgzIVlk8J1EqfSew8v34ovPdoFoPwHOqEk5om0iUmgBMvAqOSPyJRFExE0SLVujT97PYifpNWHCMKEA0heoysG4TvhepHV16mwlZbqoKDD7ATQAj2AgPEvGoGHDo53rrrvMBe8PpK8bY8O1EB2TvDK87xxRThCdH398A1dRsn61bsvFBJNCfpfhi9kAp7kb9RMS/cMXsyGZ7t3h2jcxn4LSSmE/O+zrLQiHfHhhB9i+PtziMKA5S0CFbhfNml0rEbG26wk6ngq+gCzvufDCs0SlcMYZDZ3PPx9QpV4AQHO1vIeG+PzzgUJdZIqCDfXwvZTkXnJJY/kOzHYAX75buWWi8KAgTCSNhA3w5doAX9MPb4BQEqgrjBn+Atmc+B396+DPt912G/m/msid8hzT+WJOJyl9cbASaMYGzp1xZBMLOqcK9ToLwhaESz4Js01utLlIssiUA2zwxQCPHyfL56V4X1NqfOihB0g7HhJ86ZKzbCBsJHQmCsaERqNgtZiE9yVCe+GFx8RL4qSTjpEiE6Mprl62HAaEuX71COazoB5IUAE43303vFJTPL3quSFlw1t4zTXXdDbbbBMB5Jqss03xxQulnRO5hG7dnpPTVLZiF+8cY0PHDvSee26NNdcQFaQtCFsQTiwIG4qC4oZFUgbcqdMTTocOjwrg8H9GX5yydNREH7QAfrbofbff/q/SNsmUQqckZ94Fkw2EiXIXLhwnFW0KjArw/K5DhzYia0N6xrVl0hTr94QFYeV9kc7df38zkapl0xTz2ZQ9r732WhINEy0TnUcFhXJ6n5Z3k1QlKWksM+fJTzZpHiBMgQwbexJ4ZQvCFoQTv1hTfPFCl6J4WxZP+/aPiP5WgRWwNqXG7znnnHOqKBKIHnmvKhWyLcpMIMxrKYqgqwYlypoIgt8lKj755GOF90UxAfXgV40WFIQBBV47ePCbEqnRvkjlaNnAEcClcAMARiPMuOSSwJUTyAa5VsYHXp/iF545fPHo0Zx6lggtw3h66RkLwhb0Eg96QSZ+qV7DguKoP2RITylMQEf7v/9ViGwL60fA18v7pkfLma47EwibKPhr0TCzgJX3vfjixq5j2l/ccubj5ff8f7qmONN3+IEwwACtAF+NjSV85Y8/zgikdGADgoK45pqLpYs1GttyKdCIax5xv0TFqFO+/da0WKIEmsrCxx+/V05NPAPViNtI2AKxBeI85wBcKcCFo1jduocI77vHHrs42F86zrJA3KACQDoIs1CRxVGlNnx4P3fxLpaqPQAe3pcEW3p7IT8wyQbCgL22T2JTgfelgtB4SaR431yfb6L9791N6X7hOmtTFJw+LowFVA4bNSeYli2bOuutt64rdTxACnE4LdlIOM/F5zfZ7e/DqRHKcbwAKGgIIh5Acdtt67jGNleL6Q6WjQYgq/PFue5zdRe1GeLVS+PMdu0eqeJ98foF4P20wkEjYcBiwYJxUjLtx/v6Paekmrr7XXehfg9FAR3BfCBpClWzxRabSnLWcX4QHTZcv+WELSDbiDjgHNAkHfwuCwneFzkYul8Ak6QYbmckpQxf/GXgUmcFYWPYs0qiSrjngw7aTxJ7QXnfXICikfCuu+4ktAOR9vvvvyF63wED/HlfP7CyILx68AGNhH8yenOStADxWmut5TRteq1IAFG9JKH6zibmAoKA3yKwvy9MBO71eWCM8REgsjnjjJMkE05ErLwvQIeMDJ6Yo70xypnpK2lTEO7Tp4ubNR/tVp2dLVKvs846RVzJgvK+fiCMMxgVdOh9SaAB+gBFHD4PFoSzzz/myOzZX8pmhzXp5ptvKolVnkEQSVuh17YFYQvCiY7G4X5ZBCTdVHKGv7CRg83PeO2oGhYs+LpKX4wPQy6KQqNoSn433XQT5/TTG0oZc1haI9NiTWmKV4nvxDbbbOX6ET8lkVgY3tcPCNAz46+Ab3Bt5oSzjRObM88TdQsJ1euuu1R8PaAs/Ma20L+3IGxBuOSTMBuHSgSDGB93M2gBdKD4LigwZ1sc6fpiLBFJ4MEDAlZaAk30CAATIe29924u97u9G50+K77CRKhBE2O5FinZevhp+OTddttJjsQoK4YP7ysSOL/2R0EBAGUAcjr01DW1Wi7oWPi9jhJwNkGoK8sJWwBMJAD6TeJC/b467/uOtAmqzvtWSPFGGPmVKYGeLRwvcjN61gF8RERjxw4R6gEPYThmZG8cWzH1gbeN7lcxRRY3/DXWl2eeeZKz1VZbyKL/4IO+zpVXXiAyNyq9SByZ8ubgjUEzR9ym3DvqNRfqmSbxc606wgKvBd4sc4DIcNWqKSLTUvtH4++b4n2jLmqO/kSlgDGJO46idEiGWybaHjr0LfE0fv75R7Ma9fh9t9fIHbMf8x1/ESMe+sPBLRPFE30PGdLL2X33XQScKT4xYIy/8TQ7PwqMERaECzzAfgvF/r4wCbR8xlUtJnv2fLHKYvKNN17IWQYc9vu0gWSXLk+537GdyNpIvNGjzXH+Ll2O27dvIw5dQbwpvN+vvC9VWyxwCi3+8pcNxd+X6BpJWzrtQEKI13bq1FZc13BXw3eCjYKfsPdnXx98XlsQtiBsF1iVdSUWk4udkSMN9YDqgbJTeF+SKHEAiwH4FcL77rLLjs5f/7q1SM6U0iAKHT9+uMje6OHWtu19ErWGsTkENKECaAC6++47O1tuuYXoi4l8+V226BbuFloEgG7S5GKhXo4//kgBbsMXV297H8d42M/AEN96R8SyuOxkCr7zJ2msUrxvheh7aeEO+NB5gg4SxucheKFFNn6UhUZkOnbsYOF9oTfwFKBFPBwsIGv6vM2SAgzM0TfYYH0BUqJjv2hYPYQBUXhfSqWVWuD9mdrcZ3sO2onDS2GgH4ai4PMtRRHvXLcgbCPhWr0JwYkCYOh9KTWuX/9QMVvPZDEZdvPwaopRNlx22TnSHumUU45zu/f2reYhrFaRZMkBXmiK117rIJH40KFvi8IgExB7eV+MfJRbbtjwGGm+aTTF0ZJsqtaAn4Yv3nLLzUWa5xdRhx2n2v56C8IWhGslCCvv+8YbHQV8kZzRPQNAiKuJJ7wv4Ird5S677CAVbxjiQG1oqbF6BGNyM2BAN9HWYhqP5pjoFXUEPO2DDzYX85d0y0zTvmiGgDYAr/RBnG3llS/mO6Bo4JY/+ODNjNxybQdUvX98nYNufhaELQjXGhBW6kF537PPPkU6Dqu/r9ICYSRn6aCT8hBeIfpe4+9rLCahOwBW73s4+tPzDbkaLltQH1o15dUXA8boi1FSzJgxUjhauGXA0PC+m4uSwnhJZOd9o4KkOrdhz0i0DWVzwgkNZJPgO4MCTpTvB9DYlMqFBuE6oW6ghei84XfPFoQtCPtOEr9JlPTfe3lfavfPP//0St73lEonqzh43ymVXZnR+8L7niW8L8BZUfFdJe9bnVuGXpg4cbgY/eA2xvE/W0EGnDEAja8vJjtYH6LvBXwx26Hrr5+HcL7Pycs7c91sYltvvYVYXdL0sxB8MeMBpz1wYDeJ+PFWyGeTjDIGxpZytnQHCfLdPCuanWLIE6QrtwVhC8I1HoSV98XTFeqBijcv70v0GmVx8h7D+5qW8gAG3S1SvG+fNN53qkSM3u9CeaFWh9kWeEpytlQ+78YbrxCAP+GEo6QUmkgU6iMIQES9z/T3aeUdHTyQs7EZwKvHzRczpmxir776nHjyfvPNRxLpU7xSrPtl82O+4LEBbeRXAQgIY/+JF4QFYQuwkcElrsVays/hCEshAt4Oyvs+9dSD7uKNj/eFFjDga3jfv/61jpTrpnsIsxiJdHv37iLys0xdkrONFaAD0BvJ2S5iuoOGF8Cj3JhkmZ8fRdzPwatFBpTwn/jzn//kHHNM/aree3FJ2hhfomyAkI7RVBCOH/+xbEhQFXHfW/rnsXF+/fVQoZRQrXCaUsoHgE4HZQVhTkEWhC0IF3yCFnoBhP18Qz3MkgVKdRtSM8AB8DUt5ZcKbZBPFKW8L9/B4gR4jN63pbQWIvKGF1QahKgNAx6OpyQCWbRB+E2jTljhuq+9LuC79dZbSjUb3Sq0mo3X8NlQAvDFdO01tET06D7smHv5Yi2Bpt39zJmjYuOLjTk6vdrmu891oPh29Or1UqWGO34O3DsGfDfPEOBlTiHXo9yc+YSGm9d6e8hZELbAW+uAV2kB7evGoiFaghag6GLkSIyz0eLCyUYHJ6/kjPbvF1xwZpWmWD0XVFMM0BMlz507xuWFW7i878PC47JYcwFwSnK2VFoEXX75eXIfJO5Svg4pbtmoK4xl5tChvaS4g2o7Iudsrm5hQTbI65UvNv4Un4r3BRRFq1Z3CKcbJ19sEpdT3LLuTrK50veOjeCf/wzG2Qa5n2yvAYzpuE01JeXszC86Z5MH4B5144WOsJGwBeNaBcYqK1Ped7vt/iqRknYcjgt8ORrjgAYnq3pfwFY7ZxCBArRodDmiE/2SJU+1H8q8CXiP93wW/dm8FWtEt34OZ3zHokXfuqXOj7vmPM0lguZa/N6XDyhleq+WRePUpsoNACtfvtgbkUL3EIleddWFznbbbSN8NBRFMfhi5gAc/K+/znU34jPEiY5rQKfNfGO8UZFYELYgXCtAmGgPAP7yy/edww8/qKql/PLl8ZUaV+d9KTWu43Tr9lw13lcjUkBvwIBXxJEMvS8LNj0Zlxm4Urwvven22WfP0N4NGqkDxrNnjxbfCRKFpeGLDY+rXDZSQMMXoy8GwIIn1ow6YY6cZpDn9e3bVYyOtthiM+f66y9zbSDHCS3EiaNtW8MXs2nFYf2Za4PiepgHgDA/GDC1anWne9/fy5hbELYgXGNBWHlfFpryvkSmSM/4XRx6XxYfx3x432++GeocfXS9Kp+HTLwvwEcVHJHv6693FN7Zr0NF6gi/wnn33dfSeF9kbdFLhKFm2JxoAqp8MRxtXIUoQaNnwxcvk8hQ+eK7775ZJG1BLTOheJDEMbZw7wp6t912rXwG6hLkY/DFlJpDRXEK0sg56LWGfR20EveHHvyUU44XA36u7YYbLhcf5SeeuNcm5sIOqn19dL60GGOX0vsa7o3kDEd2w/u+U2kxmW/Szeh9Ad903tckxJRbnlKVkIH3RblAYmzKlM9z6n3TZW3K+7KJADKZeN+oY1udL35LSqCJzgGPIInBqN+b/r7UZrPM3aj6OHvttZvoi7lf4xqXfbMhmnWcn6TJqYIvf95zz63yLNKVCWbjm+p0795Oqg+//PI9oYIKJWljHPl8AgKiXxJ2xx13pNOo0fHOzTdfJYlVP22z1QnbiLlsImaiOBY05cWUGSM769OncyUtkLm1UFggUeoBKRIJMXqAUdGW4n1TGxU0A1EQ1MO771JqvKCycsyP9zUKDThTU3l2lPgHA/yF4m8BCnwpOMrrmABg+ZoThR1fThdKUWCZuf3224qXMRSFlnnrRmWSmNNdRckL0gSTlvGMNZJDfpdJrwv3bzjbRW60PUHke/T3Q18cZ/umTPcN0Bt/5qXSV7BBg7ry/bSRykWPxAHCJqE7XZ5n2GeS/nrb3shuCqtNIm0pT1RDJpokCEdOYzEZj9etWkyi41WLye7d26+m903nd0eNekeuI0iDRqP3nVml98XlDN5WE1b5Lp5c79eiEr1OFiwdoFEycIwvZmRsLDOXCIVAbzX1Ola+mA2Plj8oDp55ppUb1baXgg2ATP2Ng1wvYM93jBjxjhROdOz4uDu3ponnRSH5YqgguGtOHuPHfypzFYoKVQXXz3d7JZJxgDDjQRNYqinNd0TXT1sQtiAsIOzlfeH5zjzzZFEkYDXJrm8sJqEeolMomshS6oHPxqCGgoBMvC/Hyq+//rDaAiJhlFtylmothGyJrrqq94UXJboPAihxAzQAtXDhN5I84ujO5uLHYcd9DYYvXup2DvnY5YvPl7ZO8NeffTbENaJ/xpWftXKjyCHyGgXNKPpnomY2WTh7NL5stCgriFzjvic+z6sThg/n30TzRif+gnwn16NAHAcI83mUtGOuxCnOaKrnRro/C8IWhKs5mRFNZOJ981k8Kb1vhYD4xRc3lu847TRDPZiEkdHiskA42s6Z85VbIvyYtBzy8/ZN8b4zBUAM73uuZM+RtRGtpJJS0TeROMYAIEJXzDH/vfdeq/Q0jmZ9GeV6GGPA33F+ExBR3pcimx9/BKR/iAQk2egCPDYwSgKMR49+tyB8cXqxhuGNF0o0jz0pdBr5Bu6bjZ3NCA05hThRG30S/fbr97JQdPXqHeJcckljN0k5UJ5n2I3LgnAtB2G1mET6A19oeN+ulXrf+HhfFgZ6X1zOkLahsuAYrBaTLGL+TTtyuFsWCLpbjrd+ka92qFDel75uJ55oeF/juQDIlQZ808GJewEI2GQ6d24rRSEoEeA2C+mMphsVz5trIKHFhkuU2qNHe5HoQTsNHmzaMXn54ihgn+LBjcYXvhjjJC9fHMTxLMh3Z6uYM0nGpcJPP/bYvc7jj98rfDHRMp238wXht97q7MoA68nnw6E3bXqNqFAA4iDXra+xIFwLQThFPSyW3RsNKLpS+MA4eV8tAyaaBXzR+z72WEv5Dq/FJK8jQgQ0qUBTB68gvC8LXMEXY5s6dbZ0QfzJvAsVwiyiKK/ViJ8yXMaEI+3UqV8UjKJgowKAaWpKZPjaa89LOTbPAaDiOH3DDRgVbSjyQDZAwDgulQP3y4ZKNSX6Yrw/2BiVs40yhvqeXGXLRjY3V8aVaJiKvzfffFFOS4By1H5+vI/PqVv3YEnQMY48Szq3hKW7LAjXIhBOSc6+F2kWpa7QAmef3UhMbkhYhemtlmnhZOJ9AXh4X29rIThCvovJjBcDrYeIlCh6ICGUO+llquQAD3jfk046pqq1EJGIeknks7CL9V7GAIUGXaDhMOPmi4kGGWOKaRhfIrZx4z4UesabLDN8cUWVvph5cdddN8XeBRqwBxAxQlK+OF99cVDvCOYMaoZevTo5t9xytXPeeafL6UMTkGGSh3zWp5/2F0c7kr1qvRll3lgQrkUgzGRjwlNyiuSMpAKVb6a1UCpxEWUieX0e+PvFF5+dlfclUiAqI3JQva92sVBuODfAr877QmN4ueUo91DK9zAe0BToiqvzxdH77REB4kCG7wIaXigg5UW9agHvfWuLJQAG97gtt9xMaIt8S6DTx5YI28sXEwRAR0WJvIOCMNfA3GMdUOaO8oeCo9tvv05OhAA0vwtyDVo4AnV31FF1hYog2g9LRXBNFoRrAQirHAzLx5TF5AMyIYka4wAfjT6V9+WYxsRW3lcXPYucH/SzRu/7WhVv63cdJOxSvO9Gq/G+fu9P+u+9fDGUCnwxlW9BEpN6b3r8ZqxIerZs2VQUAiSpwqgTjL54ptvG6WmhqtDgGooiPm9hjvEpvvjhKr44rPY2DAgzTtwXhR5I2SZO/MzZdts6kqA84ohD3fG6VbqXBNGPm1PGAuH3MX7CetMk+sLJ1SwI11AQZjGyeAHHzz9fnfeNw2KSCa0A36vXizl5X17LkVctJonOvK2FcgGkic5WCleMxSS8L2Y9cUdnSQFp5YupBoS7VDc6nmcuParyvuh94Zk7dnxMpH8AXZijdiqpBkWxXBKHV111kas2+YucnuCu+f+4EonKF7NpYwhlukwvqTTt8VeORAFhVUc4zirpssJ9qVIEUEYD7Lf5MaY65vhpQIt9++1Q8d0IM5csCNcwEPbyvvCjtMSB34P/pfgC4GLSh5kk6a/V7+Doxmeee+5pEi2Rgeb4m8lLgok5btwQWWTBS42N5Ayt8KWXniOaYjLaLNJy4n2jjjXPSekZFjyATN+8dMtML+/L+ALAJKFUjhX1+3lfqgQay8zPxE4Uy0yidBzkeNZhE1HZqCZoMTZbAO3OO2+Ujibz5o31/Y58QBhtLycE5hkabgViTmrcW7YWS1qswQmD0wE0z7XXXiIGQ0GM5b1jYEG4hoEwEQQLh8UI70td/VdfwfsuqSZYj7IwvbwvmlK8G1Tv+9ln/atxsmgl07tZACCmtVD2Uk+tNGNREGVgneiVnPH/cUVgUcagVO9hLJGPwe2iL2YcTTJojmx8JJsM7/tOFe8b97UCNHwfp5A999xVwPjxx++TjT0fSRuAhgPc4sXjXUvQO4UeQKWBZI6/o6vmu6FYjHl/dblhfiAMfWBOadwHmzxA3Lz5DZUl0B/Iukkv2WYOYqVJBSIyPxKfBAqoPiwI1zBQDbqQTGuhFW6rn2dE74u/L5wXUVJ8vK9ZBKa1kLGYpHOF6Ti8oKoiSXnft9/uLJaHQawl9T4N7ztDZGZQDwceuI+Y0Gj5bNDxqImvAwBNEcvjboXb027E+I2cEvAy5jmE5X3DjhEbpGl9tESeEXwxp5MGDQ533n8/PF+sRRU8W/wsCBp23XUnN5GIeTx87ScuR3ubAHK9egeLmbwmML2JxThA2ADxdNlkAH02NuYuMjakm/ybjU/HjGsnmOjTp4sUHTEGrIlBg7qFLgCxkXAZg3aK913k8r4DnNNPb+j86U8bSAcCtLgcp/JtLaS8r2kt9KFTv/4hYm/42GOUGn/niU6M5IzojH5syK3QB5sKIv9EhfK+Awa8Ws1iEk4zH4vJsECT5NfzvBlfx/lRNkKM6G+7rUml5Own34aYcd6biRzhiz+tOq0ce2x9SXip0Xo2BYZK0ti4P/jgDSl4AGivv/5y0Ss7zs+i56XHHZwtHDR2lZtsspFLUVzpVkAaJYwmz+ICYcZHXdrYbABkInAq/Vq0uFnyGdokVseSDQT+mCIUfpYuHR/6OVgQLkMQTvG+lAFPEQ6QIzu87+jR70tkGh/vu1gWw3nnnVbVvghawWsxySJABYGnK8Yt0BQsRhaUX7WbsbHMxPuOr0ZvxAkg5fZZ6lTGgiciIzKjuANuHU6eqHHgwO6y+IvpR1GdL/7UufDCM0WvnY0vNkEDm0iFVNBx5GfeQjl9991wmQfcAyc3+FkSyuQSAD7m9NixQ+RkBA2CR7LyxYDxhAnDnPvvbxbI2CmsdwRgDNBiHsVYf/jhW0K/qGUmn2ci9NzzPdu8syBchiBMAoNI12sxSQRpOg7Hp/clGoBbZqEQZdOCHLBVO0av3rdTp7ZiBgMwmNZCwXhfsv1XXHG+fEfDhse4UfTbEvmGoTDKDVTDXC/ApRwjpcbI+tDUKj9LNAkNoaXe6IwBjTCdNMJcT7bXmuuZKzSJ0RdvLo1YVcGiHZxJ5j34YHMxVeJ1nOCYt14PB0CNJCQJOq+qgyQa84Jqv3333Us6fTDvGQPmG+/JZLeZfs1hQdhLVVBlyFhT9ELy08sXBznxZRo/C8JlBMLaWohFuN9+e7tJi23k2MZCjVp+mT4pAFn1edhpp+2FekBOlrml/HwH3pfKJzSkcGpBwDOl931SKo4OOmg/t4Kqn4B3XPcRB7CU8jP0yA64mVLjVmJGAwXk1fvyOoBHTY86dXpCPDoKWQKdaVyq88UznZdffraKL6YakPsYOvRtmbPwvl26PCWntUxJLKVdmE/plAagTBDy738vkoo+VDlo0qE1TDJ3uq/yJwoI6z0z1kTAKH3gi1l/VIIybzNdb5A5ZEE44SCcSe+LxeSFF54lmlHV+wZ52Lleo62FyPgeccRhzjbb0FLeWExq5tvQILNkQSnvS1ae//Ma8WT7HuV9MQv3tpRX3jffe6gp72cxAzQsdHhG6CZaPnktJjPdq3Yo0bZPFOcAWlEjtKjjyfWzaUNPoR5AbXDQQfuKdeadd94gfsrkGIJErdmugfei+KHqkrZLfMcdd1wvPLGft28+IKzXo34UUHX334/xfUc5nXotM4OOnwXhhIJwdd53ahrv+55MwDh8HrQ3GgseDSiTGQcyJlB623otNUa5oK2F4MFyFQKorI3rNXrfxm6E9CfJ6Ke3rQ86aWvi6zSSJKIi2kXtgLqFsnIM1/1a9uiYKH3Bc6X4Aa04IMwz0qKPQo+fSs74ThK00AYXXHCW237oStcjo7cAZT4ArIEJQE/pMzp1urKsueaaYu7uVxkYBwinwBiJ4EQBYU4rPC+/0vD08bcgnFAQBrQwueHBIjdDdkbFmPK+cSwkoi0WSseOjwr4UtJMco/FS9Sl38GiYgFDPRhfg9cD876mA/BMaQtPdjvF++IhPNv36BjHfSb9MxQ4+RPeV83I4Tmj+t1yz4CRAjD8Kl09UtaepmdfnD8qOYMHhg+GF8Yic+TIQaKYIFKEhsAvhLmdbfPWBF4maoHvYG5WVEyUk1qdOltJz8OxYz90v2sP+T/mXK77ihOE+R61zCQ5CEXBD3xx0PJrC8IxT8R8JzXRJtlhGmnuuy8er38V3olJGxdfamiBChH40+4dAIbe+O23RSIrA+zNYjXJNSY+YnTAmQUS1GKSaIeE3e67YzG5lfPqq7St/z62+8h3rEv9fi/vS0ENqgd4XxJt+RQ/pN8XYMapA2pDKxbjVFFwH0TqzBk26COPPEy6srz88jMiUdSNRCkE7pX+e9lAmNe//fZL4puhQMYchPIiCKGPHIk9euYRQBjZ3m9CS9Svf6jQHbkoibhBmPFO5/BZs3gWBzmtWhBOAAjr8YrkCtni0047UZIaF10E7wu/ZvS++YCG8rkAKwCPnAfwZTIbE/dlApBEKu+/T5KjQrLNXj5RI6tc18ECIhJhAR1zTH35fKqgTKmxSfrlcx815b1e3pfICd7322+HybhH8XnINS5I3ABDnr16d9DOyLRYit7vLiU5W+76L3wmPsSA75VXXiglzkS/6bSDJt3S75HrU8N5ghCsTVkLqDz4Ye6Q4Dv++COd9ddfT3TSmhNhLNkEmNdE38y9XJREIUDYO/7wxWwMSDmDzFcLwgkAYVNqPFWOUki14LiMxWRcvK8x8mFnhmdkAlPtRkmzHiGVAyY67tatnfzQviW99DjTpErxvotd3neItHrhPqgkQryuFpNBJmRNfo1X7wvv++abKd5XJV7ZChziGheADpCgwk1d7ADKIK5h3mswtECF+EdQ6os+mNMUlAebMJtxkHsBQOGt2Ygo/wUgqfzk3xgROc7fnZkzR4k5DiXytMaikwUA77WN5O/IxwBhgohcNE6hQVhPj0GfmQXhEoKw6fW1QmrxqZOHk6VkMl0OFvRhpr+OhcJ30OWXfm1t2z7kTJs2wvU/rSeuUT/9NKuqFJNIA2C4/fbrxZYP9YMfH2nAl06+8L4zpJzWy/typLa8r+FdvbyvNqGE/2V8/MY56vPP9j61zDR+zk+5p6LbxQchSIslL++LUT/gu9deu8kJimg0CFWVaZ5CTxCdYzw/a9Y4+TtR+xNPPOAqdbZy6IHHSYG5lkmBQFQMDUFPQU6QgHS2llbFAOEwz8yCcJFBWI9wJMXwez311BPc49X6Va2FokziTA9ca+zR+BLxoMNdsWKGc9hhB4oEjYnIogEAiIKGDu0lHQJwrjKay5W+Rynok3Telwja8r7VE15qdwgX6tX7qiFNmAUb52tTLZbGumB3vwAgxTbMwXRONZ33ZQ6leF+qHpdUtpaPluwzsrYKsc1E64z2F0oOTTGWnMxRv5wIAE0OAn071XTZEmMWhIsMenFO2nw+SzlZAIruv2eeeZIcr6AeyKSa41U8vK8B1bckwsGSD4kTYEvJJ0kTXXz8Hzxb69Z3uWWwj7gc1jRRQJCYy7UZKO87fvzHElWTdFPet9TAks8zivu9AIuWGgO+8L5EnH5637ivw+/zACsiciJPqAWiUKMHN41e4ZLVVxjel3lLqXE23tfv+9J/rzwxc+6LLwYJ9bDeeuuJNSR8sClnXr1wI/1zmNeLF38r85GoORsvbEG4loIwEwmFA1lTqoaYaNTCx2UxafwbDO+LxAnel79zRIPeIEmG+Y5ZUN+LGxfll+rzAHgSiXCszATC1XnfD90j39kSCZFEhMawvG/1CJBTBvpRLTVG1K+lxkG40rBAFsfr9fTESYgOEygdjM/DeJlT8K20rSIJx/8H5X2zXVtK71vhzqFJUnnJnLr00nNdL4iPK2mu4IEJJw5UPFRhUlacTapmQbgWgTCeusr7Anjwvuh9MQExRiWLfI/8QRYXnzN37hjhZOlkC/gSgQHMHBPRZa633roCvNAMJN+gKEhgGB7QSNH4HGr/M4Ewr2PyGt53Y9lE8HkwvG92n4gg11+M18APckLgeRSqaEFlSmxoRJW0FurZ84XVSo2Lcb/5fIeCKxsIJzZK1w8+eD+nR4/2ktTjZJXP52viigAEOR7cMoliqig//ri3BA1hPXn1engvPeOOOOKQKrVFpohZO2sUm4/PNG41hhO++uoLq1zxkV4BRvlOlKjvV94X4KJhIrwvxytjMTlFjqMksvKNiJioAOCQIT1FA0q/NsBdk2EA5Icf9nLWXXdd8T3FgwCHq969OwtAA0jea8gEwlpqDE1h9L5bymIkEvLj6KKOX5zvA3wBXa6XaPSWW64S0xf+j00yju/iO7wt5VG5sOnieBa1tVAc1xX2M3QTYV4xpxo2PNrZfPNN3WaY50jOAsAkusxn3Ized6EU+7BRwd/yA++rhlBhr9v7eio40bMTKKDUyKTusZFwESJhABlONJ+HGeW9Kd53mThAnXFGQymnjJv31Yw69wif2759G+GZSfbpdTOhAVUSHGSLAWESL9OmfSEJuUxaVAVhQIoImgVHOTNHUHyKcUlDclZOvC/3OWvWKLn3E044SvwFJk0aLhuVZvPZjOAeo2iYU7zvRHG1Q1rFZsdnR+m8G2Xe5fuelN63QrpbNG3apNJi8iIxAvrPf5ZLEpl7GzCgm8ydsMUehvedIwUXJIFPOKGBlK83aXKx+yxMe6F8Spl1DLg2xn2PPXaV0vhMDQ0sCBcYhKnSKVUUDGjBSaHFhXpALqO8bxwWk0RvACDGKGSBccsCVIm2vObtRsO5TFQOZJjHj/9I5DpEtbmoAwVhlBT/+tc8adeC3vfkk49zu1v0FS65HKgH7l9PBERt8JmcRG699RoBAmSBlNDSkgl6BR6chBlRk9HLBouQAVr1eaD4RXlfbweGfAGy0O9Xn4eFC79xT0l3SHENNpGmH+Ey8chdtcpUa1J8ALVF8g4pJRuZX3t4L+9LqTFcM3OKuUUxkJa1x3mfzFPM7s8++2R51uknTgvCBQThMWMGC/AhT4nzofp9lvK+SLzgz2jTAvXAw46X96W1zWMuqNwux0Ui33QZjrYW+uCDN539999bNL9BmzHSxaB//1fE+YoeYocffpDQKWoxmS994jeO+f5eoy1AkAo9jLhNRDrTpVCeF2nelVdeIJsX0f1ZZ53i2iHe6BrLXCUc9x13XOcawIzw8UI2ngyMCcqSe+65Vaw+cYLzM47J9/7ifL+3tRC5AcCXEvaXX35axiudK2Vs1TKT/IMGAXCrxj969a7IfIfyvgRGqBagtIYPZ0PHQ9ioL+L+4TtJOFPWTFIxvXTYgnABBl0fIgBcLBpCj3BECCned11PayFzvMoXuAzvO7sa78sk8vK5SoOY1kJvS+IPr1VaxmAqkisyU9UDxzaiQZWcEe0Q1fuZocS9gKJ+nqFfFgsVQMQL2KLgoC0OVAwSq++++1gA9+STjxW5GNSKNpCkEwjtefjd4sXfrCYXrM77DpbqxvLlfUmuzZeGoUcddbjrybuBRI4pi8ncnrxaoMO8b9XqTpfqeVhoC+2AnZ6g3HHH7Z2dd97eVezEw/v6zRGVqm288Uai8EjfUCwIFwiEafdSDBoixfua1kK089FS4zj1vinet1cV77tw4dfVOC5zLSbaxsIPrS4JjnnzxkhJ8mWXnStcW65Ja6iMGWKEgv6TDhoqOdMOGn6TvtS/Vy4X/9zjj28gRi4jRgwS7pfjMxVdRL/mxLJc/mRhct+m0mqetGOCMz7//NPl2K38pIkAjd6XaBeJofK+KAXKkfclOmza9JoqvS994rS1UNBnqRWA0DtUV5IYhi82ZjorpTITS1RyCeh94X3DfkfQa0l/nUnwLXAaNTpeSqlN9VzKNc6CcIFAGEVE+k/Uh5jtfXq8YpGyGKEdyOyaCrPvY2ktpLzvzJnwvnRJeEQmtHaj0MnkLUnGJpINCH4YioLIl+uiS3EuqQ+fiR6TAg5UD6+/3qFseF/vMyIZQ+YeJQimL3pSAEjfeKODjAWdSOAh4YcxSDfJScMdI8tDR83vSKgqxcNYw+VzIsAvtrx53yUOmzjqGKiH/faD9zX9CPOVabFBrVw5WQp9WrW6w+V9m0nkC+VD0QT0QL6FSGHXMoDPSUWr57y5DAvCMYEwvFTYB5PP64meADgqeuDOtt22jsh2zELNXzfJtRHRaktzAMHwvpj4VNfhKu8LFwkwYMaiiahffpkpn4HuEmom27URHXTv3k7aw2j0W06qh0zRD8Cqyg8WHclE6Aj0rnCXJBzvvPNG95RwhFhGmoKKSTJOxozbSP70OM3Y8f+oHtig0lsL5TOfivFe7sNYTC6QYzkbLacCYzG5Ou8b5Zo0GCABRjCAGggAZlPDeIc8QxTVSZRr8b6H+yMnwIajm67+3oJwTCCM9pbGk/k+rFzv18wuR3b4L4438GeXXHKOC3q4PRnD8nyuQb8D+mHw4J7uUfc+WTDpOl59nZYaA75YUGq7Ib0GrokonQw3CgDvcVn5XxYMHg90IgCIy0X1EHaczf0ai0RzTK6QTYnneNJJxwrY8nuASpNqUA9sRiR51WISa8SklRr7z1vud4Xw/A0aHC60QLNm18lYsLEH6cXm9x2MGYEDmxigy3fQdYX/nzDhE5E0ksDTOVpMMNbqObwn0qvnLAjHAMKAL9QDQBx2YQZ5vXKtLFr+jhY3ZTH5QawWk0TX8JEkwuAt2b292ka9FoBh9uwvZZLj85DS+1b35wUsSDo1anScHDWVvjDRnVEKwBuvs846Eg3ymmIujiDjH9drkKfpvQEEkyd/KjphuEooJKJeXuPlfaE1aC3Utu39rqeHiY79ZFhxXW8cn6MWk0ZydruUGmMtSuGCAd8Zea0ZDQY4STEH4dEpNSYwwUuE/4ceIlhg3DjNUZ1JF+golpn5jAnBBc+bcn04YjUlsiAcAwgDvsr/xh0Na5YdHlB535133kGiVMP75k896BEOvS+SMzLtlBqn632ZgEwYjnVEFFAUSM8ySdO8kTBJEoCGggv9f0CIaj0WDfaDHNEB4Hwmebm8F1DgebKZ3n33TQIeyoOmeN9JAr6MMTSPUhvlco9GcrZIkl/cJ8/4b3/bQ6gHot+oZcDe+1eAX7JkgpQaIzmjECmbxWTKMnOMaLEBY/oMMn8zSdriHmutnqPBKElaPe1YEM4ThDUKVhCOKxo2GtPZEoV+/vlA0TNScPHMMw9V8b75lGsywXi/mqQQhRKpEJF5S43N60xPN/7OZEU437fvy3J0Ti81Tp+4RMKZQNhxfhQAYnECxgB+3JM+yZ/HPRMdshDVwJy/8zwY3xTvS3fp8ukAwrxlQyE5RrRJ1EfJLq2kABtjMZlfNxMtNWbTxvISbpn1AQesnHOuZ8+8ZUzR76Ofp8USJkC//74w72vL9b2mem6maN691XMWhPMEYW8UHEc0nJKcLZOEFt0gSFYh7+Jhxcv74vPQSywmKYrgOOyNrPWox/fCQzKJdHMIGslkAmGOiCxKTHzIYHsj5CQDZ7ZrM/SB4XLDXL8x75kp4wooICk0vO+9Mt6FaC0U5vrCvNbMFcP7Unl25JGHS1LsmmsuEk9g01oot97X7/uUwmKsoBWOPrq+lBpzKtNKO52jfp/F7wksfv4Zy8y+IqeEWlMlS6EoMU6vcOEYEWn1nAXhPEA4PQqOIxoGtJYtM6XGKAoAYTq3xtlaiOMXC4OjLnwsml4ARCeeV+8L70u1D1ENGswgk9v7Gu4HYKHoAFAh4qVa7P/+7/8qJWgpnjjsZyfl9URW+EFQeUUU6AfGqmBBjkeykkiYkwjPnOKOpFtMpo+70gILFnztHvGbuSY7m0nQoBaTHMO9utiwzy3F+64QVQl93dRi0mxWK/LilvU0qHwxrn2GL56T13Vnuk/WMbkWEnT4YrARWBDOA4QzRcFRouGUrGa5gCL+vjvuuJ1QD6rTDTtxMy0UFreX9wV8iSrSyyj5PyR3lD1Tvw//jHdDlGsAeAHhww8/UMCFAgMWEEfAIN0yonxnsd/DM4InpzKQJCSFGciwvP4Zek0ACtEQGzjcYL16B0s1HSeCIABe7HvL9X3ZeN9XXnlGEohBT0t+3wFwKe+LxOu8806XpFuY3nF+46Z8MRSF8sWYRcXNFzMnliz5VtpuUSHIGFkQjgjClJi2aHFL1Y+qI/T/kGv5PXhztJ8jDxrNKNEiR3TlfdXJKZ8owlTrzJfojAgU3pfa/HTel2sFaInKKDIAOIl+00uS/e4p/fdw2njYrrXWmqKmIIFCDT3UR75yurDXUqjXK4UED0rTR/hcJHcoS0xRiykXNy1zlgvHzyLUDZsNl8XvF0EX6vrDfm4m3pcNpVs3eF96/MXH+zJ+Q4e+LfmQXXbZsYr3jSMhnem+vXzxU0+1krVIRM+zzZfL5vu0eo4AjjJ2jeKtn3BEIPY+RBYUyoIgE9rL+wJMUA5Eh+zwY8YMkQeTL0B59b7wvg880Mw1R381K+8LAKSsKB+pkqblm/xj4hIp0kuOclEiGaJ9Nph8Npcg41yK15BcY8GSuGTDg/umxc1//7tUJHlEvGuvvZYAMP64gDWZchZnoXjIuMbBy/tScEBlI/MW3hdZY3y87xw5NTFvKXdH70uvQW0tFIb3jXrvKb7YtFiCd46LLzbVc0+6RSQ7yObLCciCcJFBmAdM+5SOHR8X934qxOJtLTRLomt28BTvO6Ia76u7MpPd6H1Na6FMVpRRJ7K+D0qCLrp6WiDayFcfmu81Ffr9cN+A1ttvvyTR1CefDBAfZXj+Fi1uFhUKGx9jk8nou9DXF/bztUQe3pfCnC222Ewc8QAP7iE+3rfCLfmeKHpaEntwy1APpSg1NqdDdNlz5XSIpA2+GPqO/4saRKihD5I6JHJQVxaEiwjCgA8/hxyyv4ASDQoBTG8hQ9gFoq9Xjg7el55u8JOG9zWthbyfa/jHeZIQYlFlK0mOei3e9xH14jvB/SLSh6KIOoHjuJ5ifYZm7GnlTr8yeo1BUznOzwJcSY98daNW61BTaryV6H2J8NnA4+V9x7sGVHe7LeW3dvbeew/h1uHPC2UxGXQeePliImKCFeZxNstMv89l/ZOQZT7gscIJwoJwEUEY8OMoxy6PQxZ8IMdWxPsszChOYar3hWcdPPhNAV9I/0y8r2p+8Z7le/v1e6WqjLMQwGgSUSvccuT27jF8bXF5IyFXiO/ym/yl+L1ST2y0HD3pOpKJLy7FteX6Tq6bSB2QJTdwxBGHilQSrwvjW7Ik701E9b6G931LTgnkC9D7QjlETQYXaixZT6xROH21zERlpJaZYb6XzeX226+XxOzvvy8R601oj3zNi8JcQ7bXlm2PuaCcMA8ROzsMvTEToU2LFmLg08BRjAUbJEpSzS48JMclKpM6dGgjxtGZzNtNpRaOaw9UUg+Googj4ZDtgRKBE41TsIE0h3JrihFY3LUFiHVslC/u1y/FF/OsktQbL8X7mq7GcLHwvldffVGspcaMBQoKTmAYGG2wwQbOTTdd5VIzcyWxl1S6ivFRigLLzKgtlrR6brPNNhE+fc6cLy0I57uDBAFhdjmE7Ghk4QT/85/FVcc5jjg77bSdRMa4bQGicEWZwFijKyIIpFFIyQA4U2qcysbrcdLbr4z3zp8/Vr433Q0t3zHI9H6jE77PjfrPcDedf0r0j5kPCy3IRlOIayr1Z6b44s7iCYHdpfETnlnSjYnNmAiX/oDwnyRRDzjgb25fvw8raYFoMkUd75Tel5by3wnvq3rfUvK+UecD65P3ImkjioUv5hkS2PgFGARErD+q5x555G7Z8Kiis5FwHrREEBAmCgaM6tc/VAA4ZeDBMWepVBw1aXKJZINPPPFo6UqhTR/1oXp5X1QGJN6Q8JBx9fK+UBRwaUQcvXq9KNGoKi4yNdWMOhH93sdRjU0Ce8v//neZmwQcLbabSPlqEy2RPk7KF/NcKNLArwPwY/ONo/O133NJAeNUmYfpvO8++xje14BKfuCrwQAAT4EClBRtt+CWR458JxaAD3q/cb6O7iZa7UjjAk1uB+WLjaHPdW7vuVMEzPE+tiBcQBAGDLEjXGed/xPe9t//XrRaA0cmPBP166+HioaQKOGee26RCjoAXKNXdL4cg/hTbfkUpDXaUL0vSbdBg3qslpiLczLm+ixAmGQGkT8cH0kIjGk4DeAKVlOlakHGV4/+RFSYzhAJ0Y1j0aJvY0l4+V2D8r4sfBpl1qt3iDRiZYNk8zd63/xLjYkMAXkoM3hfElLMCXU387vOcvi98sX4e1MC/eyzrUWdxKaa7cTHWoc+RCHFmmcjtiBcQBAmOUULFxIcRMG5juKALbskBRxMWEypiXqRs1BphvKBxpFe3tebAPJaUUJRlLIIwEy0RyW5w31pMubOO2+Qun/8EkwnhFS7l3JYdHFfI5QRpj6oJ1q2bCqteRiXQjy7dN4Xo3n6/6H3xV4zXovJFaKDRu+7wQbrS0895F3Fai0U93PK9XlaxML9ffxxb0mQ8xzZbNjU0te8qZ4bL3I/uqlwIrIgXCAQplKKAacDBsbSwSwbp8hiALBZlFpdRVsbx/lJHioyFz3qsWDR+9Iy/dFHW1a2IFpdmlbMScl3cV1vvvmi8NwKKKZyjOzwdeKihvY0jiNvse8t7u/TDYrPRTrIXCGyipMvNrzv4mq874EH7uMqduLhfXU+cnIDYJCcbb31Fs4FF5whratKpfeN+1n5fZ7yxejjU3yxMXnyUov4Cp955sliQg9tV4hN1+9a039fI9URWiGDMoC+Wn4JMeV96etGZQ3A2r17Z2n9Tnlow4bHSFEFR3tvSTLUA1pOdt6kFwDAe7IgUYZceOGZAsq1UTGRaYGwSRFN0YUCq0VKvek1lw9frFl9NkXmyDbbbOXss8+ewvuSS4gjAktZTFZIFIimmMQTXCn5iUKVGocFmWK8Pp0vNvriNnIq0BJongnYAAVFNEyi0ttAoRjXmek7ahwIs6AAXRr8tWx5q4BNtsHVYyJ6X/heJjIJLWNh+b08MDTGjRuf4uyww3Zua+/WbuZ6iFRkUZKsLYjyLTWO++FnK8kFaBCp06C0bt2Daz1HnD7ubKREVIAxPKPhi78RaVfQZ5SiHla6VZmDhQ6DerjnnlsLwvti8n/00fWkczJRIAEB89aUGk8NfN1B768cXqd8McUnPEeCKtqRsSmx1pctmyitvTgt5MKHYt1rjQNh7bJKFMwCyhQFp/jcJbJTUkQBAOPx+/HHfeTvxhjoZgHyY4890gXhbasoCrhmKIqkmn8DwtpFwDuRuG+umQo/KgcxtRk9+l1RTXBsru08sY6V8sXoi++99zaZF8jc/I6uKYvJsfI+NKk4trHxxc37QjVwpCaxRzkz8zhfi8ligU4xvkf5Yp4ZhVKcWuGLwYNffpkriiHaPgWjKgu7mdUoEDaC8+lSBUTZaqZdTo9wUA8ksFA9zJgxSpI0cGnKBaf/SZfaYcP6ijPaxhtvJIkPJG0cZ/Kpa497QgKmbD5vvfVSRlMik6E3qonmzU2yjk1Ik1IWiM2C03nCKYe8gOGLB2bki1VyBveL7AneHeoBlzM2vTgq0RTglfflOy644EzhfVG8QG/YZ7c6WGoJNFr9Ll2eFj32jBlfilb42GOPqEpex70Ow3xejQJheLCvvhosut9p00ZUM0VXi0kAE17OtBZ6s1qpMa5smUCYppgUabCgAC/kTVThEYXgzKWOVlFKoMM8rCCvhY5hU6HclSREtoXJhmWSeC+4puCbiHELUi3TXYKouLC7f5B7ScJrGE+iqRRf3MIthx4jVJSX99VSYwou2Ki1tVC+BTJe3pcEMNyy8r5w+rWJ981nPjDfTYulMdJ37667bpLiGEzq4/DjyOfaahQI/+9/FRId0GeLcky14KMoAy6Ikk2j4+1eZTGpfK5yeUQY6UCMXM37Oh5aii9uJAsDCoNOvaU2imHRAgD0ApswYVjO7hwmulohMqmDDtpPkhVECkxWklK1mVfMxBcDeGjPO3d+srK10CqR/BneF4vJi6VIRzsO57Mw9TjNs1DeF/qIajHD+xpNsd0swwULrE/wAJtX1jlqEk6GPNtC2gnkmgs1BoQZSJJoFCUAtkR5RCtwcRMnfiKRL0YlM2dmai00S7jgvffeXYo7vCBM765sA0gShyipQ4fHRHWAMB7tITQI359vFBR1EXM0RWqF2bkpUsmuCdYCAjYpijq4B4oIKAllYlowTi1yxornCu0w03VqG+mWzm65+abOFS6/nmot5F9Cm+u5pkqNVwrVoLwvJxUqwyzvGw50daxZEyZw+sg5+OD9xK6Awg0KWh58sLnLF78qmxq5lGLTOjUGhImC8UkgKjF630VyLMfjATMb/p7eWgiQROsLpQDwcszDBBxpGv9eb731REGQS12h2ehVq6ZJFhaKAq4Jl6r0EuiooBrlfUw6pFYco4P0quM+iODo3cb9k23HcUrBmLGrrZGXt9gCZzaSblu6crCOblusfi7v+7t7aohLckaOAVN6bVuPJ7Lp62Z537DrwCTgZ1Y1dUUNwfpEJ7xs2aSqqlilKDgFjh79nuAH0XKxwLhGgDA8L8fEddddR2zviBZefvlZ6W5Bv7Z0i0kGl0Qci4n34KdKgk6d/OF4UVfgE6EPvl27h4VL8k4EeFfAlv8zspgVEr0oX3zXXTdKgUdUy8ywk877em80DIAGmVAaFXO9jAFgzDEbORsUDpuKem4E+bx8rr/U71XgRZ5GBh3dMEU8W221pbPffns73d2CmP+6yZ3/uc/9B0kIR4vQNAmI+oJTB/OJzD0nKyRncXkI53N95fZenh26eOYqeRqkpaznU045Tqpi1ZdY70v5YrxEnnvuYdf18EFPi6X8ysiDjF3ZgzCcmJYo0/6FnYxmmSRK1OfBy+fyf716dRL+c/3113M1wI2qSpK9et/0nnWAPA9RB5WIiGiZP/X/NFEDiJFJJ7KmVxcJFfjiKD6oQR5ittcAxHBeHMFM9jw4UGgXCuRV8GdM4sMPP0hke0QO3COfibY2zOfmcz/FeK/6K3B/ZNSRp2H4QhJHwLd7O0NzucD8T1cJ8QPPP6LfA/OF4y85BvxN0PviIdys2bVCc9Vm57t8nrUpzpguRStsZuRsevfuInPW0ISZ14FpsTRLqk05iZALAqALzReXNQgzSExWjttIgho1Ol7auqe3lNdog0ILojrAkz9pbZ9uRZnr4QPC2CDyGiIWXPqzvV4zrsjgaJiIzhjeGSAuFl/M2NDGCW6YLH8UcxgFYyxBoXUOOGAfASTAGI2xqSRcVkm9lCcgp4B3qWwqeIaweSFFhJZB64uKJNVU042OXCD+x4O3RwLhFO9rLCZvvfVqOSbD+9amUuN8gDbTe72870EH7SuBFiXM0Dth1pz6F6f0xa8KGAexzIxyT2UNwq+88pxoYqmK2WyzTaUIgaRJdYvJaVK3f+21huelvT3A+OOPM0KXGhNBQ0sw0FARCsjZBp4HRzKATQKzbqRzxx/foGh8sSaS2NmfeaaVHHej0ghEbCQc4cpee+15Z//9/yaR/pZbbi6RImODUbYCcpKjZAVdQ68sk3mAyoGqNvh8KtyYKxjtaE+31RzOKD2++0bnh7ljQkXC5CGU92XeQoXh9zxmzAcyvnFwy1GAoFzfk+J9F8ozxLo2nff1sy3IdO9efbGxzHzYTfAPj9xiKdf4lh0Iq96XRdK8+Y1i0r3GGmtmNOphsbVte58UJPBg4GhRARiHpeBHcx1AHNL4Xv0z6MQ1lpmLRb2hlpkUSmhyoND6YgCUBCVgnK+DGmPKvbDBsAAA3yuuOF+ifeR9ADKFIqNGvVupn14m3Bxjbk4ts/PiT4OOOa+DJuH7TH+/uQJ+gC4bCQv2rbc6yfUedtgBki0/8MB9hRK47LLz3O7NXWXTygqKrpb67y7ltMqNZFe5wJrrurgOb2shMvIEA2xi8L6MpQXfcOvRy/uyvggyOLlwGs7E+4aZN97Xagk0NCcFO/DLVCeaRHXu5x70O8sGhBl0FhQ/8GeA4fXXXy5RLcdjImIAVm+cktPddttJJGuoH9jF4mgtRAQMLZGepAsy4MYys8I11h7kUIFHAgZP00LzxUwkJipAzATNF4i5V8AYioNMsrYLAtQAZAANBzuOg2ec0dA57bQTBKxps6T0BcDMD4DOcwGE0n/4/Gx8s4Kr9z18jiYPzecvk+/jxPLll++LixzXA+hybWwc8N1ob5EooW4hAclc82155b5mpcsvrvJZiMr7cl3ofY86qq7wvs2bXy/3WxMtJoOshXxfY3jfGeKTzDqH92XN+/G+Ub5XNdsIAAhk1OIAEI6DL048CJvjxizZeUxroccFTADhl19+zl3su0qBgRZJkNVn0fN7jv6oJchwp3c/jvIwlAvms0nURf0MjXpW54tpsVQYfTEgDBgrEGfyloh6P0R5CshMSvrq8dxosMmEveqqCwSYDX2xmXPWWSc7p556gkQtt93WRJKpAOVnn+lPf+n8a4yUTCRd/ceA62ef9fe8B6B9T8D+9NMbup9/vHwPdAkbAkbetA6iXLVNm7tFuscGAoXFdaLvJoFpKgYDZMTde/7BpV9WVdqbpo9ddd53onPLLVcLzWF4X757ccay8qjPoDa8LzWmRu+LJSibKeb8S5bA+2ZuTxbn2DC/WUf4EcM3s3lrVWVUqi/RIKwWk2h8KYhA9TBsWB+JHgDCB93ECFEF4AywccSnxHjXXXeSXZHBZ4DifAjpKomon22OOSYRRMNFwxcfWcUXF0I0rkDMRkaVXBSuzO9+DSDPkHHnOK+FKwrMqAuYvPCh6JhJoJDBJprRH8AaagNR/VlnnSKA7f3xgism/Po+PgewJxpHcsj34N/A4sA5i8jFgPovcmpCAcPr1BMiVOKFxFyrzIk5w/suchNC5Cuap/G+RlXiN47299WLZIzk7HsZU6xYWfdevW8h5nK2Z5BqsTRWFBjkifLhixMJwsr7Er1iMYnEi6McA40fAoMDCCOZOvbY+q4i4kXX93cTkZyRyWbBF2oSQ0NEoSKyXY+p6kvxxXDX+JwuX270xXFX3QGQfCYUSNyfne0eVwfmCrk3fgDr77+fKD8AJT+8ngKFNm1aVAI2oJ36AVy7d29fBa76PvMZkyQiYsHy+fDAfAc/SsP07t1ZNvAePdqLRCwSKALCbgm8V6Kmx1ZtLYQ80fC+T8r3R/qePPTHhVoDxf5cY81pqIdddtlBkqeffjpgNb1vsa8rM1/8aSVfHDz4SxQIK+9L4oQeaURLyNDMwjL6Pp3opqJtXeH1VHJGMijOY3amh5ovFZFtoihfPGrUO1I+TWNGJGEpjiueJADfn+43zJgZvW/xWx4ZbpnIOfWjJvkK1Jn+JNI04Fr9vbrJ6DjrnGL+kBglgYNPMLKlXP3IfBe0R6K20t00iKyxBEXeRnKPzZT8geF9k9tS3vc+S7gJMHaM6auvthNnRJQkNC01yWG6h4dL5hXiXrXACZoCOoyNgsCR71K+2E9HnwgQTud9SZDAXapzmWbiFUDwQ1B/B8zb+/R5ebWS5EIMeDE+k4kHSHbq9IQUSJgSaGOZiT9GnECpYEwfPTTMTOyaUprMOHEvgC/871NPPSB8MHrnwLxvLgCqBOEf3Uo6KA5AnaBhc9dLAp9aInnL+4YHSa1UJPpFwXLOOae5yfW1pXhiyZIJ8uyK2R3bb80jPzUbwjRXNfWFeDufdNLREkDR+CEIX1xyEPbyvtpSHkAwgz1zNVqBiA0rSUC4Tp0t3QTNaDl+xglOfgNf6N9rCTQLGUkb/BdJxu++wzt2hdAycd0v408FXMeOj0rHECOlwlGqvB261F+XSimSg8r7xuX9/MOvbuTr8sn/c8fpEZfbJkrjBINnLcBfanvEQs/RuD8/JTlbJkon3BA32ujPokQiYUtEXEze1+/+tKIR75k+fbqI6RWYdPDB+wulhu9z584pvlir+DJ9bslAWI+JDKzhfe/x8L7zc/jgwrVMc0444Shn7bXXlhtv0uRiFzRmCmjHBU5+D6HQv1faRZ2fzjvvdElWMU50fo6TLzbdBma7PFt/cZvTpGa5gbHqgolM2Mgx9oc7jsz7pkXCqvfF5+E/bpDwsVsYcEz9Q50t3OdCnkAtJovFtRd6Dhbz86vzvjtW8r795YQbh6QyrnvR0yOKnqZNm0j3FD2Vk6sAgAkAjCFWhUgjOSGhhCIqNhRF9QCn6CCs1AM8GUdDFj0RMMk0Jrcfz8P71XADu0bkR2uttZa0937ssXtrZBdhHhw/dIflftEXk9WPky/WCiEao2J6j3lR375GYRLWdyKuCR/0c8ycMNSDlldD5xCNxNGCKgW+i+TzKFmH9/2Le0K53FViTJ1K6faK2JU4Qe+/nF9H1xGiXHh6VE3K+xrJ42JfPCjmvSt2scmrTBYApl8dZe2O80O1U6oGUkTNBAVgHZI2TL28MsiigrBWDanFJG5FtBliYucS5mcaaMAanpToF6N2EiEMBpzcwIGvxdJSppgPONd3mU6y00Saxxgii6ELNC2WqL7Syq44TgE8B57HggVfu1rIp5xnn20tfgZa8ZYkmsLL+zKxSbpxUhgx4h1JNMahDec7oBYYk48+ektoIRbepZee43wn/r4VsXP1SZl3hboO5X2RaGIVe845p4qPN34dS5eOTxzvq+PAGoAqIUjBba1r1w5uwdhlUvWYq1edtwSafFfPni9WqxwtCgir5AwSmwtmRxgypNdqFpNhH7pGxSwEJFdko4mKDTezn3DHpcr6h72XoK9XvpjSyYsvhi/eQMCY5JPyZnGBMeOK6RESQcAtSTQFG1OK9+0sGzEnIy1RDjqe2V6n0S9SN1QV6jnNSQTvDNM7LngX5nyvpya838v7cuKCYqOA5ZRTjpdnlzTelzE31+z6hLgUA4VfnEDxHDcWtctkDgRVZKkjG3Si93kWFIRTkrNZUmoM+NJSPh//hmyTkaiHh8jDrFv3oCowJmKpqJhUI/liIolvvx0qk9nwxS1j5YtVfsPY4kyHrhawa9/+EfkebR+lxRl+Upy4gISNFTpLeV+uiwjFrxtyLsDlXrR8Wg1+lHrglMUJC4c+dVKzvG945YORmU4XGdfOO+8gwYPqfZPE+6bAd4actue6XVTQrFNViUmV12I0Xe4ZZI6ne04UBIS9vC9RhGkt9IRIzpjohZrAfC8Pk4Fj1/rb3/aQ5B18MaQ5Eq8gg1ROr0nni2lPZPjipbGVQGuxBZw9UizAb8qUz+W4DwDPnj1ajpFek564ATkT7wsto7xvoFJjT6JNQdf4TcyXnASl03B9s2aNkZZY2loIc3vjebFc7rec5kcSrlW10uPGfSiezAQMUA9saEnjfatTD98KV402mVyDaZkWnzJJvyt2EDaSs4USOT3//COuPrNVld43k+SsEJNE+WJAonXr5tIdojpfXHOOkXpsVr6YKIOMLVGGtliKswRa+3CpVvNXV6qFlO6++5pKhIyciIIFgI1ND5DLxz3Ny/tSRRiF92WMUH/otbBZUACE9wSJEiRs0C302KNI6J57bhdPAuF9K1sLhSppLmGBQyHWU5TP1EAM4EIhcO65pwl1Bv+r1aBJ0vvqPfKcuWZK2vGkwU0P6iEo5RBlrGID4RTvO1t431Zu1wEabqa3FopykVHeU50vniCtaZQvxgAegxhokTj40yjXV4j3pPjiT12+uLEkK5s2vUZkM4VqsWSSLLMkIgXUcCR7+ulWYjHavn0biS4xxyYK0khZwVDBOVfUTBTFInj77ZdEscFz8+N9Fbj1dXzv118PrQJdTgocL0mSwO9WVBiODtkRGfq//W13kZyR8LS8bzjaQTlUTmLMR+YBRUd4f7BBp7cWKsQ6CPuZZsMwvC96ciwrSZ7xOUaxFV+1aqZryxuEuQF2CRYiel+oB6IJIg/j21vYGwgy4MoXjxz5rtsI9DCpwCF5x+5MQi+TvphEV5DPTtprVBajGkUoGSgKqsXikmxlumdTamyqhxhPuDP4efSReCcQwRJxch0k+BScqYpSkyXV+aoQnnvgdRj9EJkwl7StUib7S6OwMRJGXLUwVgFs+V42BjYI+GNOabSlIoeAtAyFCR4knJgwdtfjcxLmbtLml9/1qAsgGxzGSttt91exB6URb67WQn6fW4jfa6IQSoT5ytykYAk1EEU9cZt/ZbuHyCCc2vGWyZGNhA3uXFgDFpL3jfowuF7jNVshyUGOm3gNI41p0eKWatU48JvwVtrEM+p3lvp9WgINH4/bmGmx1FsivEJZZnLPhkMGlGfLdwHMbITwqsyPHj2eF+oCkCTTzO94D+CNrSSAjeVjs2bXuU5ZJ4k7HpIgFglRSrYfeDuVptEeHu9kFhf2psZYf0lVNE5mmwgYiREnBspNmccqeyz1syu37+fEACXGiYeT5tZbw/veJQncpARj6WPKGiChC+/L3CLwokCJALKY4x8JhFXvS8ley5a3yg2Yo/DyxHukcu1MChYgzlxEP2uvvZZkv/GiZTLRiohIGQ9aALmYDyTu79IWS5xWADUAJ8UXG3lNMSiZlJOaaZwI2PHDeCt9YDyjySW0ERoFECWiJXIFSP1+WPB8jwYI3BubAdwjeQJ+x6awaNHXQm3UcdvW06aJ5LFG2HGPf03+vEy8L5asnDDpZm4osNWtB0o9Jsr7UtJeLN431z2HAmHlfdVikkiGyVy//iESTZokxvfC+3A0LfVg5/p+Q1FUSOcGPGuVomAXxxJTSxHpxpDk+wh6bdwvoEe0CF+MPpMGk4Xki4Ne2z//Ob+K96XEEz4OLo5I3nQFCfaTiT6oXu22UPIUtBbC5wHe17YWCsf5ep8pvC8nDMxqaIjaqFF58L4op3SeFYv3zRuElfdV8OUG4HxWrkSw/JMcIQEtEl/4+aKnJEouh6QGRw82DR4MkiRUFArA+uc77/SoEUDMRFDLTLhYNhz4YuRCheSLs01AqAOOhCTN4GypRCLy5XkEBfBcr1OdM/dMnoLWQpx88JRItRYK7vsaxzXVhM8wc2iFmBVhJbv99n913n23h9ARhaS5ooydl/cFk7y8LxFxsXjfyCCsxw0iKJpb4rRFogW9L8c61WYiXh4+vK97zD2iCsCIJknSYcYcVsMZZbDzeQ9HVSbP6NHvrwbAADHdGioqypuWSB8fNRlBa0uLqO2331ZUDIXmi1XvaxQLH7oSxgcleUYyJBaLycoqJ+PvWyGcJAZPgC8dNwzvuyjxtFk+87kQ79XCK4AWFQkNUuliQ9IUai+pvC/XtXDhN3LqeeSRFpW878Ki876RQZhjIC2/X3iB1kK3u9Ut/SrruqvzPDwgjiYImU8++RgBMppvwutBT0StZIpjMung62d529anf/5+++2VEYS5H3hiIoCalDFXvpjnQzcPY5l5pHgkMHnj5Iu9el8jOetc6fMwqKr0M19u2nhsGO8L5X2Zh/C+VBZa3jc89aCRJIlMFCVUZ5JXwGISuaApNU4m70uggSwOdQz8r57o48CVOD8jJycMrztwYDcRtHNs1yRKpgvQox89oIiu+DctiahUQ2bEgPCw8l1oUW6eCYPSgSiIvzOZ0j+HzD28Nj8nnni0WOkdeeThopKAZmHXZzMiYq5p+mJ4PaJDL198881XSRVZXJaZPH9E+oAvG/prr3Wo1PvGU8Vo1C/GaIcSeVoLIc+zvG944E3nfQk8UNjQQAELWag7TsdJLDUGYygS4hopwKHUGL9sb6lxFAwp5HtygrBqTlXq5HchKnrmhhkMIqnx4z92nbgeEt6R8lbTbWBGUcGYTQDwxeAnjOxM+WIE3KeddqIcaVNKkIpYeEu/MS3m75UvppkpfDFtxPGj0Lb2RnkQblEb3tdQD08//WAV7wvox3FvphrOtBaiMkssJt3nRNY71VrI8r5hxhp6TnlfCq9oLYR9KrQRp10AOEknQo3WmVNqxQr4GskZpcalCf6CjnkodUTQD/W+DiAzLWY+Fv6IyASbxN9/XxjLIgx6TYAwtELQ1+vrlC+GCyOzDj+M+QiRAZK8mkZRcN9m050ulY+cBFTSps5hfqeZ6rzv0Cre16hnAraU9yn9VXqDz2M+odLB3jOl97W8b9i5bnjfOZJgU9533XXXqdZIwNtqLOznF+r1hvf9WvS+1CtweifYK7beN+r9FRyE9cKIitEOUvkER0MXB7/y06g3lf6+QYO6SRTMD5xwlM81+uL5UmFH2eu6667rnH76ic7Ike/IUSdO/jTK9cX9Hi2BJidAzzSjLz7CjWiHeCwzM0fFbEzwvr16vSTPmjHCvDuOMQIojD8JBusLpTyeNldE7qgriNptV+Nwp5UU77vcLW75ymnc+FR53kjOqDJNOu8LljDPaDPEyYigL+71UMjPKxoIcxMsHnaoBQvGCVfDURfuhsRQoY4M8L9EwURh/BANo/SIOqhaAk2kQD08yazGjU+RSjAtVvGLFKN+d7Hfp3SUscz8yLnwwrPcopbN5FiKm5ryxXq/ajFJGTBeHfC+AHJciVmtegSAOZVAPSCxA3ytxWQ44M3M+7YV3vfEE1O8L1FmkuazUp7MKS/vO3/+2EpHttLbJIRdp0UFYS5OB1G74ALGr776rBwnjHQoXr4YWYo3+uXvRMRhB8r7egUDuDH44pNOOkZKgmnTxOsArXw+P4nvBUy535deetLZc8/dXPDbWo6pbKpEpCxWKs84JaAfRXccF+/LeBjed5Uck5X3hXqYPn2kaFaToPdM4nPLdk1e3pdninGR8r6MNc/Or9VYKe7XlBqbFlzlxPvmGquig7D3YuBsOD4OGtRDuBw4HcMXLygLENNjMTwa4INoHfF6TeWLjYHOUpGBwRcThXLKwF+YzY1WSNpaKA7b0uq87zhXVXGHs8kmhvedMMHwy9ZiMlwErNp/o4t/z60WPdml1pLP+xrf54VCcd17720u79tdsKNceN/EgrC5MGPEDpcDpwO3M3x4/yrv11LstmG+U5NQ2mLp8cfvc9Zbbz2XL25YyRcvjYULDXNNhX4tUafj/EMUD4cffpALjBs5++67lyRfHefXvCV8BnwN74uygqQbel94327dnhMO3vK+4cGXjVEtJlH5oCJp1Oh4Z9QoeN9VidP76oahel8qdbE01WQ52FHouV6Mzy9pJOy9wRRf/LVk0znq4k9r+OLy8P1N8cXvCwj/+c9/kkhj1qxRNYYvhvclAkEDjksWlZKTJ38qrmdbbLGp/F91vjgcWDAnjE0lpcZvSqkxJ4zu3dtV8b6rVpUf71eMxZyLetBkFZQZ1AMqn8GDe4oSIom8r+m6sUSqc5lTyFypqkxKqXGczzMxIKx8Mbs1E2bChGFiCA1FUSi+OM6B1M9SvpgJREURfDEgUs58sYn2Z8hzUd63a9enxWGO/yNSgRvGN3jPPXeVtuWPPtqiii8Oqi/WUmPKYK+88vwqi0mc1Uh6Jr38vRDzKZ/PVMMtgBbtt3k2W0n5bpJLjZlTWmpMMAb4miKp4lpM5jP2Yd6bKBDOxhffd18zV19cWL44BTQLBFTybe3OkUnd5MqVL1ZOlvv4/vvv3BPKA0IXjRplWsp7eV/li/kT83RsIimBpjhGO9JmKvRIfcdCUc1QTYfk7MAD95GN2PK+4U8SjCkbGlQOvG/jxo2kzyLduXkGSbaYhPft2bNTpcXkyyJrxWA9DKiV22sTC8KZ+GIkbaovjrt0GCph8uTPBGgGDOgmAJMvDZLOF2P5t/766ztnnGH4YmMgnVyqBV200ft2Eu/lkSP9WwupvhjvX/TF8I40ylTLTHO/RiWjvC8g/957r0t2fp999hC1DMdRy/uGA2Cj9zW8L39yjGf8kVJSNZrU1kLMCUqN8XlQ3pf1X4zWQkkA7ISDsJmEyhdDS1D62rr1XWL0TYImDkkbn4HCAWUGXR3q1TtEzIeI/uLqrqt8MaW1FHkghsdXA5c5IpNMLZZKNUFU74sHA7aP9GHDYjKo3hcw4LXc17hxQ9wOu3uJpI0FBl+sXsHGYtLwvhtt9GcZD1tqHA54dY5oowX+7eV9hwzplWiLSdYwa5k1XZN534SrI4JNOt3lDV/8iRR6wEsCnPlWyFAlhOUhPC7cI9rfvfbaTWw74/K2Vc7btFhaKk5llD/zQ6sf7q+UXqxKxwCMqB4ef7yllJgzLoxBVD5WqR34YsYUfhyKYt68ryWZZywmL7AWkxE7NCvvy5zCIxreF+kg64PqzqRaTDLXWbusYa6VNV2Ted8aAcLem4Ajgivq2/dl4Y7gkOCS/CI1JiwRqQIKfyK3okPIBRecKRVe0ATsygccsI+UWCNaVwc55TbzjVC1BJpIG76YYzieviwiIoNi+lF4OVmoh7feekkq4pAtcTqIQ++barE0Vxpp0tUDve9hhx1Yxfta6iFYMOJNABve1+h94X3x8L7kknPc06NpiJpUi0kv79unT+3gfWscCCtFoRFw796d5aiLpI3FnIlnBfio4qJkGfAF6PgTkAFkaWNE8uLssxu5yad7XUB8X0AdoKTcmSM5DSrJMsfVusnwd7ixTXMLEM6X76expeGLi2OZaSwmJwn4khR7442OsZYaeyefud/l7ne8IMZAkyYNr5HVhflu0kHer7wvTU8N73t8ZN6X3AfrgR9jOTsrVpe06qXGA6RRK2u2NvG+NRKE9aaIZAFLZCxUbBHFUsqazhcDAHPnjhG/YFowffJJn8oOvzPEAhE9L9EEJZG0bAKYSKSdf/4ZzlVXXSAgjbF7gwZ1JTnoF3UHWUj6mpRl5qBKffGGUqBgklwmyRJ3/b5aTNIdl/JPWlRpi6Mw1x72tdrTbaeddhBJG6XQYT+jtr4+RT0sdzp1aivVmXg94NXBfI9GZ02TVmSAIqXA/fq9XNWaLN+u6WoMxDNWlzPm2nff1Uy9b9R5WRaJuSA3p5aZgDEyqq5dn6rGF5ORJwG3bNkkaZ9+7rmnOtdcc5ELsBdKd1hjSvONJMron4eJybXXXuL2znpNFAJUFGFuz6Tnz7j755nEygJJotBmCK54l13i5YvTeV+UINw3qhAtRw4y1vm+Bo4Z0/gjjji00l/CFl/kGlOeGw50AC000ZlnniynJqgso/eN1vGFzZ2W7+ecc6oEIHh+o2Q5+eRjpTSYUx+RMRt2lGcOHw3vi7wUWwLWUk0pNY4yHtneU2NAWG9Q+eJ+/V6RB8/R18sXayRG0oJ2TUQRTESiCCY6qgiy9QMHviq0A+YwHM86dXrCOeSQ/aSaj8lbKFNrjXagQYjE6RCxxx67uNH6e5H5Yi/vS3cLJGeq92UzYZHFHWnnmqSACdTO3nvvIWMbNekX50JI4mdpJAmFQ+UYXcFx7aPBAKe3KBaTzF0dbw1KkLDhx0EgQxBAYpaT2MknHydriM4UYTh7Imh+hg/vJ5Wvfft2ERA39GHNKDWOc77UOBD28sUUTOBHgfTJyxfzGsAY0FUbTf7OhDnssAOcqVOJDH+RyYpm+NJLzxFt73vvveZORjq0zogUGYR5cMoXcw1E60Q+LL4ofLHyvoDv/fff5rz5JhsTPeRKI4Jnc6PUmeotJGpxKlDCjHHSX2vc+KaJ5AxVCREqVZhEk1FKjZlLBBxEzxpEMP8JRo488jDn1luvdrCEJPAgV0F1JKdETJqwMmWNZBsz9XngNeh9qcqjgzbfl7ROHEl77jUShHWQmXRMMjgo+GLE6yTm0vliVU00a3atc+ihB0jUC2UBH0yiDvUEfHI0zi1c1jt9gnhbLOFHQST0wAPNqvjiXIvClBqb1kLF5H2DTHKABDqC46/lhVNzJJ33xecBAObkAsCxYUU5hTGPAFVyHx988EZVVSgKCnTbmPfzLBo2PNo9pbSvBOPvhaa64YbLpfpxzpwvV1NcpHhf01oI6sFrMVmIfEaQ+VVOr6nRIJxKfBkpD3yx+t3Onz+ummUmCT7q1WlECQC3a/eIcL9wyKq4KNWD9fLFH3/cu0pfTIREN2uvpE2pB6R1aHzx34D3ZZEVk/f1GytAuEOHx4Rj98oG/d5XU3+f4n2XCu9LS/k//WmDKt5X20JFpY2InEm+Qm2xKTNvmFck5cgJ6Gb/+usdhJq48MIzJYlNAvCii84St7W5c79aDYRX531fr+R9ZxX8tFhT5kKtAOF0vhh9Mf3u4KyUv1KKArAGwLSfWjGoh6CTyeiLF7iyuYkSbaC3NZK2QZUtluYKIGupMUoRFnQpeF+/e4KSoLSZKG/QoO61lpJIlRovl8oxItXqvG88FpMEErim7b337mK6P2xYb+emm650/SQaSxt7dPKANBQVETdRM8U65EAoqJgy5XMBavX/8PK+rKW+fbta3jdiwU2tAmGAAb8Cjr+Uz8JZESUiOWPi5esV4Qc8cf3e8MUrnbFjBwtXzaKFu+O4SMEHHLgpNR4fKqES1/UF/Rw2O9rSQ//UVl7Y8L5TpDozDt4329gz75nfnASpqOMEAnhSjo4cE+8O5hCgTKsuNnsTkNA5hYIl43HCZxjet7+8nzXEWuJ1fEfQZ29fl6Kgah0I8/CVx2KSUYihu72xzFwcix9FoScZ92Dakn8vNAsRzkYb/UV4bNzIMFeHYol6fC309fP5jP8NN1wh3HBNbAmVbQxTvO8ykUMiRQSA27a9T4xsovK+fs8M2ofvfuWV54T7pbqOEnJ1wEMnvP3224qGPpMagutijRAZq94XPjkO/xa/a6/Jv6+VIOx9oOzwyHKIBNItM5PYY0s3EZKOLAo8fWmnhP8EETDeAbvvvrNEVul8cdImMtePSRCRGWqJUqk1ijUuKYvJhVW8L6cYpIhIJvPlff3uQ3XiOm/IKZxxxkni3Yxmng2cTYHNW5N/rAFtLfT66x1FP8xaYc2wdvy+0/7ePzFf60HYTBJjnsPfDV/cItEtljgqcoREcgbvi2zNGAMtlzJrohRcybQEGjVIEnuxsZGgUd555+3dxf9YjVVJpPS+pvqR8nDD+54g9FEpWgsRFXPqmzFjhES+0AvQCmyExksbT+LZEpkjYcMWALknkjmr9/UH1jCbjwVhD5mufDFcahL5Ym0tROUREQmZ7HTeV/liLCRV0gZvTBIM/WfSJENEZbfccrVTv/6hlbxwzeIVNZkKqD3/fBtpLUQ1JImxJLQWMhyvScZBKwAe/MnGPXXqF+Lz8NxzrYW2YyO3hTXxArCh5X5z1vj115rXoj3MTuR9rUYtcF1evhietRR8sR4hiT4AVvSiNLtEfkZiK9Oi4D2UsiIDI0qmyIMjP5QFyokk2Ruy2DENgtOuSdVz3tZCVLdBE2233V9d6uFe97RCqfGCSHrfqPM66PvYFCk1pjsKTWtTFpOWegg6hmFfZ0E4h6xE+eL3339TLDO7dn1GJqhZQPHviOmbAQAL0JLBhjcks41tYVCLSTX6JoGHGT7JH/hiPqPYlpnZJib3MmnSp2L6joSq3FUS6bwvlBB636uvvqgqARaHPWjYhZ7r9V7eFztXciP9+79aK1oLxTmOUT/LgrCPts9ElQuEC0MLSTmmuqgZ3WRhauHJTlMoAu9LpZ/qfXOVjmaaBFq8gfoAUL722kuFj0xZZpa+xRIRO2Wz5Vw9l8774rlA9xROITQJ4GSVtEaVKd6X0uX+kl+A99WW8lZyVthAS9erBeGAAmvDFxOVjpcWSHBlVKHF1WJJHwi8L6A/duwQiX67d28fm95Xq6JGjHinyjKzRYub0ywzizPxvBsGIEym3lTPlZ+hz+q8746VvG+fSovJZFEPumHASZMrsLxv8ee8d/5bEA4IwioNI2mhfDEgCXcGX5zPMVp5X6JfeF/UDQjhp037IvZSYwUMFiAVg5ooolS7VHwx0T0VWTjGDRzYLe92VVGPhWHfl533NZKzqBaTYa8j7OsN7ztO5i5zmNyHNhEI+1n29fkDuAXhECDsnXBklAHP/v2NZSbWjNqZAL1nEFBOWUwuEuqhZ88XBXxHjzalxoWkO7TFEl2Q8RXeYYdthS+G9igFX0zSk+Tciy8+HmjsSrn4U7zvAkl84u8LxdOkycWVvK9p3FrKa0z/buV9//WvBdLGizlred/8ATSOZ2xBOCIIM/hQFOqsBpdG5R2Wf3fffbNEGUSbuRyvlPelRx6JP/hf9TWO4+EG+Qy1zESgf/31l0sSCWlbdcvMwk9W3N5w6yqH6jntdkInasCX8cJiMqm8LxQPNBe8LwU9aOE1aWt538LPbb91aEE4DxDWwUXF4DjLpEpt7bXXdtZYYw35ofqI/08H4tV533ZVXY39Hlihfm/44oUCJoAKSaXqfPGMKvOWQlwD3z1kSE9P9Vx279pCfL/fZ6ZKjSuEv6a1EHpfCh1U7xvFYtLve6P+3msxCfWAsseUGlu9b9QxLdT7LAjHAMI8HKLazz8f4DZcPMHZfPNNq4AYba7j/CCRCNFmdd63RaW/8dJEiODT+WIFmmLwxanquR1ckHs0MdVzgBlFCgAtVA0uZxtvvJELaPcnlveFeoDOwq4VJzSoB8zzbalx6aPeTEBuQTgmEF6xwhjqkGRi8qPpJVIiIr7oorMlEbJq1fQq3lclZ5k6Qxdqxw36uQrGXr4YH9pRo94RvpiNpBDSPNQnt9xylVs9d4hE5aWMLLUnIVWGqGDUYvL000+U5CkudsnjfadJmbG2FnrkkbulcSfyyiidOILOF/u6/MDdgnBMIOylJkyvriVyfKfVy2WXnevUrXuwm4m+vyS8b9RF4m2xBF8L/0kJ9OTJtKrXEuj8JqD32v74Y7G0Xtprr93EHKZUJbJEkvC+K1dOllLjbbbZWk44prXQYtlsC7EJRX1Omig0vG8/8T5BRkkbIxLElveNb45GfUa53mdBOGYQZrDVqBv9K1HUSy+1Ffs/So2DqCYK8aDz+UztZE30Dl9cp85W4ieAiZAWgeTz+fpeThG4qVE9Rwuef/97UVEVBl7eF/CFjtlxx+0k4ar+uqWMztPHWKWNKEtUcsa1Tpz4iZwkaEiQpM0ijjlSEz/DgnCMIKySMxYFDQ7RYBKV0CkXW8lSRXZxTFzNprO4MTfaYYftpLji+efhvJfG5oXACaJBg8NcpcZlReOFq/O+70lXY8P7PiBdTAptMRnl+eiGobwvSg1sQXkW1mIy2ZFv+vO2IBwjCCMvQ+/LkRo+Lsm8b5SFD1gZA/AKuc9nnnnI2XTTTapZZubLF3Pcx9YSPr0YlATFN1ArRODelvKmD1tSed9US3nL+5YX4NrEXIyA6x1MgInFjPgdvW8mi8kooJfk96hl5jfffCTG4BtuuKH8OXEifLEBL+1HFuY+oCQopcVxjEarRN5h3h/0tdpNgipBL+/7xRempXwSeV/0vlBDVDoa3vchUWhY3re8gdhGwjEAMzQDhthUz0FDsCiQowUFhHJ9nbZYArRQTsAXb731lh6+uCKSwoHPo/ccOmsUE3GOjyo/OLYjH/TyvpxktPgmzu+M47OYU/Pnj5UiIMv7ljfoWjoiBtDNtKhY3EiDktSdOY7FH+QzDF+8QKLWZ599SLhiftq1ay0qkbDeuQAh1XtI1Xh/kGsI8hroDT4bmggXOagU+G2keIb3nZaoRJaZU/MkKsfIiVPWkCG9LO9boDUcZA4V4jU2Eq5hD7QQkyTIZ0I96BEf1QRgvNlm0fhiwBxvYaRhND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          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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      <math>
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          <e type="operand">h</e>
          <e type="operand">12</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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    <region id="15" left="18" top="360" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Quader</e>
        </input>
      </math>
    </region>
    <region id="16" left="189" top="360" width="131" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">V</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">b</e>
          <e type="operand">2</e>
          <e type="operand">f</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">l</e>
          <e type="operator" args="2">*</e>
          <e type="operand">h</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="17" left="369" top="360" width="135" height="181" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">y</e>
          <e type="operand">l</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">l</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">l</e>
          <e type="operand">l.1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="operand">l</e>
          <e type="operand">l.1</e>
          <e type="operator" args="2">-</e>
          <e type="operand">4</e>
          <e type="operand">b.1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3</e>
          <e type="operand">π</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="18" left="567" top="369" width="86" height="164" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">z</e>
          <e type="operand">h</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">h</e>
          <e type="operand">3</e>
          <e type="operator" args="2">/</e>
          <e type="operand">h</e>
          <e type="operand">h.1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="operand">h</e>
          <e type="operand">h.1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="19" left="189" top="396" width="102" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">V</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">f</e>
          <e type="operand">l</e>
          <e type="operator" args="2">*</e>
          <e type="operand">h</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="20" left="18" top="405" width="136" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Dreiecksprismen</e>
        </input>
      </math>
    </region>
    <region id="21" left="189" top="432" width="131" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">V</e>
          <e type="operand">3</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">b.1</e>
          <e type="operand">l.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">h.1</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="22" left="18" top="450" width="94" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="ger">
        <p>Quader (-)</p>
      </text>
    </region>
    <region id="23" left="189" top="477" width="138" height="44" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">V</e>
          <e type="operand">4</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">π</e>
          <e type="operand">8</e>
          <e type="operator" args="2">/</e>
          <e type="operand">b.1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">h.1</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="24" left="18" top="495" width="144" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="ger">
        <p>Halbzylinder (-)</p>
      </text>
    </region>
    <region id="25" left="18" top="540" width="143" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="ger">
        <p>Verwendete Werte</p>
      </text>
    </region>
    <region id="26" left="189" top="558" width="118" height="80" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">V</e>
        </input>
        <contract>
          <e type="operand" style="unit">cm</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
        </contract>
        <result action="numeric">
          <e type="operand">28.8</e>
          <e type="operand">3.6</e>
          <e type="operand">5.25</e>
          <e type="operator" args="1">-</e>
          <e type="operand">1.77</e>
          <e type="operator" args="1">-</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">mat</e>
        </result>
      </math>
    </region>
    <region id="27" left="378" top="558" width="105" height="80" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">y</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">30</e>
          <e type="operand">30</e>
          <e type="operand">42.5</e>
          <e type="operand">18.63</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">mat</e>
        </result>
      </math>
    </region>
    <region id="28" left="594" top="558" width="89" height="80" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">z</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">6</e>
          <e type="operand">4</e>
          <e type="operand">9.5</e>
          <e type="operand">9.5</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">mat</e>
        </result>
      </math>
    </region>
    <region id="29" top="630" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="30" top="639" color="#000000" bgColor="#ffffff">
    <area collapsed="false">
      <title lang="ger">
        <p>Results.png</p>
      </title>
    </area>
    <region id="31" left="18" top="657" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Gesamtvolumen</e>
        </input>
      </math>
    </region>
    <region id="32" left="288" top="657" width="136" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Schwerpunktlage</e>
        </input>
      </math>
    </region>
    <region id="33" left="18" top="684" width="88" height="35" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">V.ges</e>
          <e type="operand">V</e>
          <e type="function" preserve="true" args="1">sum</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="34" left="117" top="684" width="125" height="41" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="1">
        <input>
          <e type="operand">V.ges</e>
        </input>
        <contract>
          <e type="operand" style="unit">cm</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
        </contract>
        <result action="numeric">
          <e type="operand">25.4</e>
        </result>
      </math>
    </region>
    <region id="35" left="288" top="684" width="220" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">y.s</e>
          <e type="operand">1</e>
          <e type="operand">V.ges</e>
          <e type="operator" args="2">/</e>
          <e type="operand">y</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">V</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">V</e>
          <e type="function" preserve="true" args="1">length</e>
          <e type="function" preserve="true" args="4">sum</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="36" left="522" top="702" width="97" height="32" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="1">
        <input>
          <e type="operand">y.s</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">28.2</e>
        </result>
      </math>
    </region>
    <region id="37" left="18" top="729" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Gesamtgewicht</e>
        </input>
      </math>
    </region>
    <region id="38" left="288" top="738" width="220" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">z.s</e>
          <e type="operand">1</e>
          <e type="operand">V.ges</e>
          <e type="operator" args="2">/</e>
          <e type="operand">z</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">V</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">V</e>
          <e type="function" preserve="true" args="1">length</e>
          <e type="function" preserve="true" args="4">sum</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="39" left="18" top="756" width="205" height="50" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="1">
        <input>
          <e type="operand">V.ges</e>
          <e type="operand">2.7</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">gram</e>
          <e type="operand" style="unit">cm</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </input>
        <contract>
          <e type="operand" style="unit">gram</e>
        </contract>
        <result action="numeric">
          <e type="operand">68.5</e>
        </result>
      </math>
    </region>
    <region id="40" left="522" top="756" width="97" height="32" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">z.s</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">4.75</e>
        </result>
      </math>
    </region>
    <region id="41" top="810" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
</regions>