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76W/6aV7ZNS4PEg4elWUUfgLQcGT44FJM/ny61TRdAfW2jMh/3CMaSlatQrpzO0xPPnNA67sS58/B4sRrOX7+BrZs24i9+LVG7bt38MGTQaBqeNju2dAEsMm+WwRNyBiyDoRcIuTgbF3Pr0jqf1oKUCfUta0pCS9VcB1QzgDSdD+zVE7eznsLBwfTn85VTedVq1YxuKCwBUjUAWiIO1yl9BRjA0teYPRhQgAFkPIQqwAAKlZ+dM4DMgFAF/g+4ysIRh3s4nAAAAABJRU5ErkJggg==data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu2dCbgkVXm/31Pd986wzAYSFTCYREVNFE1EMKAYUUBAFtll1RlmWFUgIohsIouAsi8zA7KDBCKCoGDAgEoCGkXcEv4mBhJFjQKzsM3c7jr/51RX36nu20t1n+6u7lu/eh4fH+bWd5b3O12/Oud85yuDLhEQAREQAREQgYETMAOvURWKgAiIgAiIgAggAdYgEAEREAEREIEMCEiAM4CuKkVABERABERAAqwxIAIiIAIiIAIZEJAAZwBdVYqACIiACIiABFhjQAREQAREQAQyICABzgC6qhQBERABERABCbDGgAiIgAiIgAhkQEACnAF0VSkCIiACIiACEmCNAREQAREQARHIgIAEOAPoqlIEREAEREAEJMAaAyIgAiIgAiKQAQEJcAbQVaUIiIAIiIAISIA1BkRABERABEQgAwIS4Aygq0oREAEREAERkABrDIiACIiACIhABgQkwBlAV5UiIAIiIAIiIAHWGBABERABERCBDAhIgDOAripFQAREQAREQAKsMSACIiACIiACGRCQAGcAXVWKgAiIgAiIgARYY0AEREAEREAEMiAgAc4AuqoUAREQAREQAQmwxoAIiIAIiIAIZEBAApwBdFUpAiIgAiIgAhJgjQEREAEREAERyICABDgD6KpSBERABERABCTAGgMiIAIiIAIikAEBCXAG0FWlCIiACIiACEiANQZEQAREQAREIAMCEuAMoKtKERABERABEZAAawyIgAiIgAiIQAYEJMAZQFeVIiACIiACIiAB1hgQAREQAREQgQwISIAzgK4qRUAEREAEREACrDEgAiIgAiIgAhkQkABnAF1VioAIiIAIiIAEWGNABERABERABDIgMGICPGNTgvBWYLPUrKy5D7t6f+CZ1Da6cRQJjMPYWwh4N/AuwuAUWPXEKHZkCNq8FsHYBcCiFm15Cmt+jgkfIeTbUPoR8NIQtF1N6BeBoHgymM91VbwxB1BefVNXtr0xWgeKbyPgfWDeQDjxyWHQBAlwb5yrUjInUNyKwHwvbsbjhME+EuCunZJGgOsLdy87lxBOXAu80HXNMhxeAqMswIXx/bH2xgjuEE3KJMDDO9zVso4ISIA7wtX65m4EuFKitXdgi8fAy0/1sD0qahgISIB77oURE+C0/U88jIfobSdt63VfNwQkwN1Qa2JTK8CNlw/XhfHXEoS7g5kPbDJZlrV3Yktu+fr3PWyTihpOAnUva/YUwtIZQ9dUzYAH6RIJ8CBpD0ddEuAe+iGNACer24Bg7Ezg0MQ/Xko4cbz2hXvoleEsSgLs4RfNgD3gyXSYCEiAe+iNTgXYVT2XYOxi4MBKO8xvCcN9ofSdHrZLRQ0fAQmwh08kwB7w2ph2/hBLLpPAYsKJYzKcQQQw/uZoidEGW2Hs5sB6cZ8fA1zQzYOEhXvh5f8Fwv6hrCm5+/3JZDHammjlrs7HblTa2DsIuD2xHH0B4cQJwOoBjY1kNUUobkFg9sbwTixbxn90e9OPYsydlFffNwyRsBmw6WWVwybA62PGb8LY7T07OZDnrwTY00stzDt/iA2NAK/1GoLS54GDUuEJ7dZQejjVvf43SYD9GbYrofOxWymx1s7yIHZsf3jx6XYV9vbvY2/DmDMwduc25T4LnEI4cRWwqrdtyE1pEmAPV0uAPeBN0xnwKzHFxRiza2o0EuDUqEbkxm4FGApjB2G5Lu7nSkK2g4lHBtRvQ6GwAza4oiYorG3l9jTC0rkZrja1beEQ3yAB9nCOBNgD3jQU4ALB+KlgT4779gSG8yiPfRNe/F1imdlFwL6GAm/H2h0IuXyAD9km2LUH3MOh3L0AU+MHGGgChilL4G78foHyxF2Am+26az0KY7tg+TSw6eSLgjGHUV59iztI1UOOeShq2AS4MXNFQQ9yLA5FFHTnD7HMl6DX3hAzcROG90beMuGOlMvfHKTnuq9LAtw9uymWnY/dySKmZKs7lnDCZdXq9zWbYOySyW0Ta+7BBkc2P488cxNMeBnG7lQZ6zxMuXAAvPxkvxs6zcqXAHs4VDNgD3jTbwZc8/D8JaHZE1b/pH+IelmyBLiHNHsowAM6F1osbkto7gBmAU8R2v3bxyXUzZgHOlvvobeyLUoC7MFfAuwBb/oJ8MxNKJRvxvK3lb7ZEwhLXwRK/cPUq5IlwL0iOSWYqjNhqotCHYgA12+dXByfQW4XWDWDYMzt/X48Zpdl1HYP3TfQoiTAHrglwB7wpp8A4x5ILqHCcYm+XU9ozoPVvxjgUaMuvCIB7gJaMxOPGTBZCPAcTPEqjFuxccvJHST+TwaN6WhaN0NIAtwNtdhGAuwBbxoKMDD+Jgr2Gixb1PTP8CiWWwgLXxvwud+UHpIApwSV5jYPAa7fAx7EDLhu5aajqPyacfNDwmBfWPWfaSDpnoiABNhjIEiAPeBNTwGOflPtzgH/FFhCOPEPwP/1D2EnJUuAO6HV87E7WeD4GwmsGxdv6Xg22nUHakT/p4Rmb1j9H+mK07hJx6npXRJgD4ASYA94PX+IZR4FXdOjIM4kdBiwexzcUt/lIUpkoAdpD4dy9zPgYvEDhOZbk20J7Tb9T0dZI8AdfopS48Zz3EiAPQBKgD3gTXMBTnZvHYrFzStR0eyXSEkZ3zMMwVp6kPZwKHcrwIageBKY6tdwOhTDbntQt+zd7RJ0Zpm7uu33UNhJgD3cMF0F+D0E5qGIS3aBFZ0/xIZrBtxsWK1FYXwPrP1sIpHBvxOavWD1zz3GoqepBNgTYNK887FbsX41Zux6DO+PC7uWcOIo4IUetq1RUbWBX8bsS3n1ranqDMbcZxOvjO+9gXDiSGBlKlvd5AhIgD3GwfQU4Np0eFn9qOpzFh9GOLG4ha/qU0AOJBl492Nn/E0E1mUO2iwqo5OHXveVtrAc25IAt/TpzoEOaObVl44MQ6HdCLCh8gJ5w2QHjNmD8uqvDqBDMwnG3HG5I+K60h5DWodg7FLgkIqdPZmw5E4BKBtWeqeNigDvg7VfqbjZ3Iddvf8wfIhjOgpw3dk+czrh6tMz+FHVPxRanTF0DwJ3HrH6AHHDZMgFmLUJxi4CFsQCfADl1Tel/932+s66ZcjAbkep9E+9riUn5XUhwGObE7B08oXM2ruwJfd94MEE6RXG5mNxH1Vwl1uR2bdtEpli8X2EwY1gX135fKLdDSa+nxMf96qboyHAtSlShybJ0GgJcGHGLpjyi5RK3256JrXmR8VKArs7pdIDvRptHZUTjLnPCX4ptmk2K1uHYPwzYD9TV/aQC/BaG1MouaQd747anb3gbYAZuzmx/Lk0/pxjv5c/OxoSI3JzJwIcUCh8EBu4GWg1t7LLRHUwlCrbQAO5Zr6WQvlGLFtVZjn2TuzYkfDSbxpXP+W43ZD/3gYCsZtKRkSA66LzK6sd52SdZGjEBDha4roRa+4mMEspr/rXeBnBfYt2HoWx3bGckvgSyvWEE0cDK7oZWf42Y+8kMF+rvGFHD4U7sIUTYdUvnWTB2Nsx5pQmn00b/AOhML4v1u6I4SHK/BAm3Hd+3X5Y9XuubrzMpVDYkjA4fjJntOV+7IT7dOFv/Zl1XUJ9NiRX0C2E5pz4SIrrQxHWehWF8uZY+z7CidOGYRmq6x73z7CdABeB9SnM2ILQHlo3fleSzYcNDIWxBViWTGIx/ADMhfF3f5t/jMGdcS+bj8Lqf+8f0mlb8ogIMHXbDZE/LiAMLoNV7hvRLtvfOMzciEL5PVjzesLVbjvipX56bjQFOA2R4fhRucHplpZdIEq76zYCewWhccu67gxlFgJcecHp7MpgttOsgU2SiDS6fYj2gTrDPZC76+MX0lb6BMZ8Nt73dS/Fg76arSa1ascQjd9B4+qwvqB4MpjPdWhVub2T7GRdVZDGqLgNgXGfytwkxd0Def6OlgC7T4kF48eDdXulLtim8RXNNIvHNP8SSgr8Pbul7qsrU8tdCeZywtXnwowNCEIXvekCmwYyAGqaUxuF3Z6AW4mw7tOFEz9uf/Og7hjbkgIXY9m8ZY0S4FZ4OhXgZ8FcSbjaBTRluQri+uRiQFxcghOK9dqMgbuxfCp90o5BjeEhrWfkBRgXKLgb1p6d2C5pBnsgz99RE+DoXQpmbkJQ2htrtsPwzliMHwO+S+iy8JQezXptv86r61AY35WQAzHW7VG5l4cngHsIzVXxA8BCTSDRQAZAXTuLMOMvKIRbY3H/2wQTvQxUH2TPYs0PMOHDhMEdQ5wf2vHeMVpOh3clfmyO+WMY7qc88fWBBQgN6fO0RbPaCfBTWPNz3BJvED5IqfSDARw16pTi+hTGt8faXSFKq1qZ9RgewZr7Ce3XYMI9M7KYqXfal+G4f/QFuMpxfQpju2HZrmZsuGeDO0FhzDfibYu+b12OogAPx2BUK0RABERABETAg4AE2AOeTEVABERABESgWwIS4G7JyU4EREAEREAEPAhIgD3gyVQEREAEREAEuiUgAe6WnOxEQAREQAREwIPAsAtwbZJ1j47WmPbvCIra60CLb69G6qDL0fjt7/gdtD996xux8VCXjta392vs+3YiRQLcOye5kkZswKq9kfv798LQ29HV/9I0fjUekqNsxMaDBLjXj4gRGwAStD4L2qiNh17/Hvpd3qjxHbX29tt/vS5/xPhKgHs9AFSeCIiACIiACExLAsO+BD0toatTIiACIiACIiAB1hgQAREQAREQgQwISIAzgK4qRUAEREAEREACrDEgAiIgAiIgAhkQkABnAF1VioAIiIAIiIAEWGNABERABERABDIgIAHOALqqFAEREAEREAEJsMaACIiACIiACGRAQAKcAXRVKQIiIAIiIAISYI0BERABERABEciAgAQ4A+iqUgREQAREQAQkwBoDIiACIiACIpABAQlwBtBVpQiIgAiIgAhIgDUGREAEREAERCADAhLgDKCrShEQAREQARGQAGsMiIAIiIAIiEAGBCTAGUBXlSIgAiIgAiIgAdYYEAEREAEREIEMCEiAM4CuKkVABERABERAAqwxIAIiIAIiIAIZEJAAZwBdVYqACIiACIiABFhjQAREQAREQAQyICABzgC6qhQBERABERABCbDGgAiIgAiIgAhkQEACnAF0VSkCIiACIiACEmCNAREQAREQARHIgIAEOAPoqlIEREAEREAEJMAaAyIgAiIgAiKQAQEJcAbQVaUIiIAIiIAISIA1BkRABERABEQgAwIS4Aygq0oREAEREAERkABrDIiACIiACIhABgQkwBlAV5UiIAIiIAIiIAHWGBABERABERCBDAhIgDOAripFQAREQAREQAKsMSACIiACIiACGRCQAGcAXVWKgAiIgAiIgARYY0AEREAEREAEMiAgAc4AuqoUAREQAREQAQmwxoAIiIAIiIAIZEBAApwBdFUpAiIgAiIgAhJgjQEREAEREAERyICABDgD6KpSBNoTKG5FYL5HaLeG0sPt79cdIiACo0ZAAjxqHlN7e0Vgfcz4TRj7JOHEMcBLiYLXIhi7IPrvqX/rVf1typEADwi0qhGBzAhIgDNDr4ozJiABztgBql4E8k5AAuwzAoLiaWBeD/aXPsUMmW0RyzuwpR2GrF29bo4EuNdEVZ4IiEBHBCTAHeGquzkYuwlrN8TwkE8xka1lm56U49+QDcDsQVh6lXdRw11ANwI8g8L4zoT2cAzbAk+BuZFw9UXAH+q66+79MNhPYNkCw6NYriOcuB54ocG9OxOyAGO3iv/2JPCWJnvABYLiJ8B8jNAeAaXvDDdqtU4ERKARAQmwz7iIZsBun7BU+f9ur8pM+lSwp3uX1W0bJu3G/5LA3ko48VfeRQ13AZ0KsBO9Y8GcO7Vb9hTC0hmJfy8SFI8Dc04DBJcTThyfEOEZBMVPgzm9Ia7GQVjVtm8PXEI48Slg1XDjVutEQATqCUiAfcZELwR4qMTXwZAAA42CsKqi9zPCiVNjAR2H4pYUzOsoT3x5zVAqvocg+AqwJJ4dPwfMJiguBPMpAvsRSqUHovuLxW0JzR3ADYTFs+Clp4FC/O/3tp0BB/Y4SqX7fIaxbEVABLIhIAH24e4rwEMnvhLgeDg0EuA5mOJVEMzG2hNh4rFo42DqZQiKJ2H5a2xpPuDEt3ptgBm7GWO/TVg6273tEIydg+Ut2ImDgN8mRFzHkHx+m7IVgREgIAH2cZKPAA+l+EqAWwiwm66+i8BcAWyG4btYbiEs3gUv/SYxjKrivajF0LqAcOIEYAbB2GXAi1OPO+kYks9PU7YiMAoEJMA+XupWgIdWfCXArQU4+utaFIvvJjQHADsBY2DPICy5c8OlxPJ1GgFeBzN+A8b+WgLs80OUrQiMJgEJsI/fuhHgoRbfXAnw2gRjF2Ht+lOXitfeEDNxE4ZfEE4cB7zcZJjMIxg7CdiF0OwJq38S7d8G42eA3Zhw4khgZYshVpktV9qwAFge37smiEuZsHx+obIVgaEmIAH2cU+nAjz04psrAa7s1WKOB/s5wtISYAWwPsH434M9AcMCyhNXV4bIjNcRlHchLNwJq56KZ7vjFMYOwHIhIdvBxCPRre74kbXXgj2TsHQd8Psm+8UQjLksXKdjOIryxM3ABgTjx4L9+6isxgKsY0g+v1vZisCQEJAA+ziiEwEeCfHNlQC7GKg3UbDXROd0p17uKNbRa873ztiUILw12v+det1GOOGWnKsBV+sQjLnjSkc0HF41ojrj9RTCG+ra8BTYqyvnse2RDXJB6xiSz+9WtiIwJAQkwD6OSCvAIyO+eRNg19+ZryUofxz4MLBJi4QZAcXiNoTmcIiScKwXJU6xOKFulFzDifBBGPaJkqwkrymz2rHNMeYUjN0Za+7GhudD4XeR4DcW4DUzYB1D8vkFy1YEMiUgAfbBn0aAR0p88yjAPgNAtiIgAiLQPQEJcPfsoJ0Aj5z4SoB9hoNsRUAERKATAhLgTmjV39tKgEdSfCXAPsNBtiIgAiLQCQEJcCe00grwyIqvBNhnOMhWBERABDohIAHuhFYaAR5p8ZUA+wwH2YqACIhAJwQkwJ3QaifAIy++EmCf4SBbERABEeiEgAS4E1qtBHhaiK8E2Gc4yFYEREAEOiEgAe6EVjMBjv59WL7n69MhCbAvPdmLgAiIQFoCEuC0pBrd52a9LsmCMe8Fezph6TSf4obDNjffAx4O3GqFCIhAbglIgH1cb8Z+guEt00d8NQP2GQ6yFQEREIFOCEiAO6E1ZQl67Kb4Y+pv9SlmyGxnEBSPISydM2TtUnNEQAREYFoRkAD7uLNdJiyfsmUrAiIgAiIwrQlIgH3cKwH2oSdbERABEcg1AQmwj/slwD70ZCsCIiACuSYgAfZxvwTYh55sRUAERCDXBCTAPu6XAPvQG0Zb9w3fMzG8g3IwH1Y9MYyNHMk2Fcb3wnIRhOcTli4CyiPZDzVaBHpIQALsA1MC7ENvCG1nbEoQ3gpshjEHUF590xA20rNJxa0IzPcI7dZQetizsLTmaxGMXQAswpr7sKv3B55Ja6z7RGC6EpAA+3hWAuxDbxhts5sBF8b3xtodCCc+1V9xykSAYXIGbM8gnFjSdAY8MA7DOPzUprwRkAD7eFwC7ENPtkkCQfFkbLBV/2eHGQlwWm8PjEPaBuk+EegfAQmwD1sJsA892UqAp44BCbB+FzkiIAH2cbYE2IfeENjGs8FGLanfIy2M74+1N07dO43LmLpnPIPC+M6E9nAM2wJPgbmRcLULQPpDpcoW9Vfb5LcXHbeBBRi7VVzkk8BbGuwBu+X3gzAcjGULwAWg3UNYvBBe+t8unbU+ZvwmjN1+jb09hbB0Rm15fefQZfNlJgL9JSAB9uErAfahNwS2fRPgAkHxWDDnTu1kUoD6KjwupeinwZzeEHTtC4YTX9fWI6bca3iUsvkorP73LhwmAe4CmkzyQ0AC7ONrCbAPveG0bTbT7WwGXBWenxFOnAq8AIxDcUsK5nWUJ748pfO9XnotFrclNHcANxAWz4KXngYKVP793poZcGFsPparwJxPuPpLwG+B2QTFhWBOAXMh4Won5D5Hh2Im4cNTZ8AJGr3mMJyjTK0SgYiABNhnIEiAfegNp21vBHgOpngVBLOx9kSYeAywLTvcW+EZJxg7J/5QyEGxoMbVTwnCmkUwdhnWrostzQeeS7TTzYwvxZpX9yA4TAI8nCNercqQgATYB74E2IfecNr2RoDd/u67CMwVlTPFfBfLLYTFu+Cl3zTseG8FuCKq8CLhxDHAS2vqnCLArYUxGHP2BxMG+3gmJpEAD+eIV6syJCAB9oEvAfahN5y2PRPgqHtrUSy+m9AcAOwEjIE7B1tySSlKNQB6K8DzMOM3YOyveyTA+xMG+8Kq//RwmgTYA55MpycBCbCPXyXAPvSG07YzAS4SjLnApYtSZM6aRzB2ErALodkTVv9kigAbswPlwkfg5ac84VQyT1m7Pra0AFheXX8mKB4H5pzEHnC8XE6hwRL0bIKxS7B27bpyumleegHuHYdu2ikbERgYAQmwD2oJsA+94bRtF2yFOYtw9VlR44Pi4ZUgJWbVCvCM1xGUdyEs3AmrnJi62e44hbEDsFxIyHYw8UitAI8tAq4EDiOcuL522bgLVJWl49MxHEV54mZgA4LxY8H+fVTamihoQ1A8BswXo4jpyjEptw/sgrA+AcZl5jqZcOLitvvYrZuZUoB7zKELdDIRgUERkAD7kJYA+9AbTtumAsyrMWPXY3h/TcOtuRcT7fN+ak3u6ERO6am9vI1wwoltMtjJrU6/g4DbgU1qTLo+Bzzj9RTCG+IzvdUinwJ7NZg9CO2RiVzQr8QUF2PMrg2c4tp7NPD7zh3W5phVw771mkPnrZaFCAyKgATYh7QE2IfecNpGAsx5hPZDMPHD2kaOvQ1jT8GY3XHnYzEXUQ7+FVO+hsBclfh4Q0CxuA2hORyiJBzrYXgIy63x7NYdS6q/DBTfg+GTGONsZkU3dC3Aznhsc4w5BWN3xpq7seH5UPhd9MGJWgF2N29AUJwP5hBg06h/lutatDeF/7oRYHcyo9ccUjRVt4hABgQkwD7QJcA+9IbTtjB2EJZjexD1O5z9U6tEQASGhoAE2McVEmAfelnbukCl+YTmoTjLUxlmvA5jL4BwdYOApKzbq/pFQASmGQEJsI9DJcA+9LK2XfON2tqWPIsJDqG86utZN1D1i4AITG8CEmAf/0qAfegNge3M1xKUPwkcGDfmAUJ7GZS+4xnxOwR9UxNEQASGnYAE2MdDEmAferIVAREQgVwTkAD7uF8C7ENPtiIgAiKQawISYB/3S4B96MlWBERABHJNQALs434JsA892YqACIhArglIgH3cLwH2oSdbERABEcg1AQmwj/slwD70ZCsCIiACuSYgAfZxvwTYh55sRUAERCDXBCTAPu6XAPvQk60IiIAI5JqABNjH/RJgH3qyFQEREIFcE5AA+7hfAuxDT7YiIAIikGsCEmAf90uAfejJVgREQARyTUAC7ON+CbAPPdmKgAiIQK4JSIB93C8B9qEnWxEQARHINQEJsI/7JcA+9GQrAiIgArkmIAH2cb8E2IeebEVABEQg1wQkwD7ulwD70JOtCIiACOSagATYx/0SYB96shUBERCBXBOQAPu4XwLsQ0+2IiACIpBrAhJgH/dLgH3oyVYEREAEck1AAuzjfgmwDz3ZioAIiECuCUiAfdwvAfahJ1sREAERyDUBCbCP+yXAPvRkKwIiIAK5JiAB9nG/BNiHnmxFQAREINcEJMA+7pcA+9CTrQiIgAjkmoAE2Mf9EmAferIVAREQgVwTkAD7uF8C7ENPtiIgAiKQawISYB/3S4B96MlWBERABHJNQALs434JsA892YqACIhArglIgH3cLwH2oSdbERABEcg1AQmwj/slwD70ZCsCIiACuSYgAfZxvwTYh55sRUAERCDXBCTAPu6XAPvQk60IiIAI5JqABNjH/RJgH3qyFQEREIFcE5AA+7hfAuxDT7YiIAIikGsCEmAf90uAfejJVgREQARyTUAC7ON+CbAPPdmKgAiIQK4JSIB93C8B9qEnWxEQARHINQEJsI/7JcA+9GQrAiIgArkmIAH2cb8E2IeebEVABEQg1wQkwD7ulwD70JOtCIiACOSagATYx/0SYB96shUBERCBXBOQAPu4XwLsQ0+2IiACIpBrAhJgH/dLgH3oyVYEREAEck1AAuzjfgmwDz3ZioAIiECuCUiAfdwvAfahJ1sREAERyDUBCbCP+yXAPvRkKwIiIAK5JiAB9nG/BNiHnmxFQAREINcEJMA+7pcA+9CTrQiIgAjkmoAE2Mf9EmAferIVAREQgVwTkAD7uF8C7ENPtiIgAiKQawISYB/3S4B96MlWBERABHJNQALs434JsA892YqACIhArglIgH3cLwH2oSdbERABEcg1AQmwj/slwD70ZCsCIiACuSYgAfZxvwTYh55sRUAERCDXBCTAPu6XAPvQk60IiIAI5JqABNjH/RJgH3qyFQEREIFcE5AA+7hfAuxDT7YiIAIikGsCEmAf90uAfejJVgREQARyTUAC7ON+CbAPPdmKgAiIQK4JSIB93C8B9qEnWxEQARHINQEJsI/7JcA+9GQrAiIgArkmIAH2cb8E2IeebEVABEQg1wQkwD7ulwD70JOtCIiACOSagATYx/0SYB96shUBERCBXBOQAPu4XwLsQ0+2IiACIpBrAhJgH/dLgH3oyVYEREAEck1AAuzjfgmwDz3ZioAIiECuCUiAfdwvAfahJ1sREAERyDUBCbCP+yXAPvRkKwIiIAK5JiAB9nG/BNiHnmxFQAREINcEJMA+7pcA+9CTrQiIgAjkmoAE2Mf9EmAferIVAREQgVwTkAD7uF8C7ENPtiIgAiKQawISYB/3S4B96MlWBERABHJNQALs434JsA892YqACIhAruSGdfAAACAASURBVAlIgH3cLwH2oSdbERABEcg1AQmwj/slwD70ZCsCIiACuSYgAfZxvwTYh55sRUAERCDXBCTAPu6XAPvQk60IiIAI5JqABNjH/RJgH3qyFQEREIFcE5AA+7hfAuxDT7YiIAIikGsCEmAf90uAfejJVgREQARyTUAC7ON+CbAPPdmKgAiIQK4JSIB93C8B9qEnWxEQARHINQEJsI/7JcA+9GQrAiIgArkmIAH2cb8E2IeebEVABEQg1wQkwD7ulwD70JOtCIiACOSagATYx/0SYB96shUBERCBXBOQAPu4XwLsQ0+2IiACIpBrAhJgH/dLgH3oyVYEREAEck1AAuzjfgmwDz3ZioAIiECuCUiAfdwvAfahJ1sREAERyDUBCbCP+yXAPvRkKwIiIAK5JiAB9nG/BNiHnmxFQAREINcEJMA+7pcA+9CTrQiIgAjkmoAE2Mf9EmAferIVAREQgVwTkAD7uF8C7ENPtiIgAiKQawISYB/3S4B96MlWBERABHJNQALs434JsA892YqACIhArglIgH3cLwH2oSdbERABEcg1AQmwj/slwD70ZCsCIiACuSYgAfZxvwTYh55sRUAERCDXBCTAPu6XAPvQk60IiIAI5JqABNjH/RJgH3qyFQEREIFcE5AA+7hfAuxDT7YiIAIikGsCEmAf90uAfejJVgREQARyTUAC7ON+CbAPPdmKgAiIQK4JSIB93C8B9qEnWxEQARHINQEJsI/7JcA+9GQrAiIgArkmIAH2cb8E2IeebEVABEQg1wQkwD7ulwD70JOtCIiACOSagATYx/0SYB96shUBERCBXBOQAPu4XwLsQ0+2IiACIpBrAhJgH/dLgH3oyVYEREAEck1guAW4UNgJazYfWg9Z82FgFtgnh7aNhocIS6cNbfvUMBEQARHIKQEJsI/jrdkGWB/sMz7F9NVWAtxXvCpcBERABLolMNwC3G2vZCcCIiACIiACQ05AAjzkDlLzREAEREAEpicBCfD09Kt6JQIiIAIiMOQEJMBD7iA1TwREQAREYHoSkABPT7+qVyIgAq0IHG1ns4oLgIOBfwYOYon5raCJwCAJSIAHSVt1iYAIwAL7SgIeBN6I5Ru8zN7cYF4YKJpF9tNYzpms03I1G3EYp5nSQNvRqLJD7RUYDov/dBszOJBLzKrM26UG9JyABLjnSFWgCIhASwJZC/BetsB6XIXlkEQ7fwx8gCXmj5l7LynAlitZag7PvE1qQF8ISIB9sJ5mi/yGL2E4Oi7mcQJ24krzm/bFWsNCTgTOjO99iAK7c4V5rr2t7hCBESaQtQA7dL2YAbvf/9O8G9gLy99gWMAS81Nvz0iAvRGOSgESYF9PHWZfS8j9wF/ERZ3EEs4GY1sWfbjdlDLfAv4UeBHLjiw1D/k2R/YiMPQEhkGA3R7was6PZ8Hud9f5HvCBdh1m8g8YdgT+iOH9LDaPe/M/1J6D4dNROZoBe+Mc5gIkwL3wzkL7ceCiuKj/ocB2XGGeaF50NPv9AvCp6B7DtVgWssRM9KI5KkMEhprAMAhwLwD1S4CTzxMJcC88NbRlSIB74ZqF9hVY7sHwzvit9RI24timAR2L7GbYaNb8ip6+OfeiLypDBPpNQALcmrAEuN8jcGjKlwD3yhUL7U7A7cBMYBmGD7DY/NuU4hfaMQxLEgEg6Zase9VOlSMCWROQAEuAsx6DQ1K/BLhXjjjEzmSca4F9Wi4rH2q3wfANYG2gfdDWaTbgN1GAhzuWsD2wUdzk5Rh+SMjlTHAP15qXG3alk2Wy5IMR/oOQ93KV+X2vELUs52N2FgUOjM5lGt4OjLW8v/74SidtT65ApDkGc7idR5lFELVvU6AALAcexXA+r+YBTjNhKk5unIyxEwFHYPkr4E8m/Qk/x/AVDF9NFcjnxsZv2RYbjY0tEmPjReCXwB3AjSzhV21jElwjFto/jQIKLXsAfxa36/8wPIjlCyzhsVTlOMOqPw37A38JzEmU9zMsfw3MHdgxpNptokau+gRLzMUtfVh7PCiVuydvSjPOqjfXtrV9uzprie4eIgIS4F46Y6F1D5X74qXlqYFVtSJdxrKApcaJduPrMPsnhFwFfKhNM3+K5SCWGneUovYaBQFeaLcGbooD0tJ5ZCACbA2L2BvL4oSANGqf205oH8RzqH1bJLAVEW91tX/5OcK+hhI3Au9pU1b74CC3KgMujuHsFi8+ZeA6ZnAMl5gVzetMzaxSRCfClG5kNL5LAuxDT7Z9IiAB7inY6OFzJjY6XjT14VK7TH0vM9in6cNsgd2YgK8Db0vZxKcJ2JkrzWM19w+7AB9m307I3cCGKfvZ+MHd8xmwNRzK4RgubDsbr7ToR8DOTbMp1Ua9t+tqawGujzloXVprAXbi6xJSGD4Rz+xbl2a5k5fZv3HijGj8H4WNMky5VYL2lwR4KqOF1mXnqr6YawbcfhSN7B0S4F67rvZYkpvl7sVScweVYw93YHlf22NH9cvZleXOM5ngWq4xfwBrOIKNKXM4NnpwuuXsxrOJYRbgqf10kePHMYP7o8w/jtnLfBTD6fEMtPmqQa8FeKF9C3Bv/GJQjmaullPZkP+Olpvn2/UI+GC0BA2vivgbzmYxJzVcpk0eLYGHCDmBtXhsMsOR89NavAbYAct7sSxquvxf+4B2505P5CUenBTFo+0MSmxEOT6j6v7e7HzqIuvq+8d4DLko/AsI+RJX8X9RnxbwJwQcBK5f0TJycx/Ubq84HndT5szJfrol8//hVRTYCcO5A12CbvQ7913q7eS31clz5lC7PSYae+6SAHfCbsTulQD3w2GH2kMw0dJxAcO3GWd3VkX7t7fE/9b62NFC+3cQ7RO7gK6nsezGUvODhk091O6M4db4Aer2gXdkiXG5bStXJw+JTkSsF9wW2ddjeQAi4Wk8g3f1LLK7YqOl25mTPOuXQTtpe7s94EqClSsxzI8Ex3AMi7m0obDWzuD/X5xN6X9q8Cy07gXJtd9tJTyD5f0NtwvSMj3UXpxI/uJm3fekNa25b+pL4T4sNW41YuqVHGfVMZ30QeVlym0jfDg2doJ9XsOjdcMShCUB7mrYyKh3BCTAvWO5pqRK0I4LgNkmeoATBckcEP/309Esp2nGnGgZ71IsR6R7A647U+yCZZaaE0ZEgF0Akdszdy8qS1nsAp0aJDBZaN3M6654v/NXlHkfV5unalzXSwGebzehwLeBP28q+MnKF9nPYjkjFuvtWWzcS0Xiiny6GMuh0T9aPslSLk4d0FQ/RhfaY4AvRf9suDwqr5sz5AutC9z6J2AW7XIhV15KrsZEs+HfY9mWpebnk02rPVr3IybYobJa0+CSALd+6mgG3I+n8lCWKQHul1tq93tXx3tibl+s9bGjWrH5Xwzbsti4iNbm1yL7nljI3IzZ7RvvyxLjImGHewacfNC0EmC33FuIluQ2B/ovwIts8sXgZBabz7fkn+aBeajdHcNt8Thwy7hupnkmG/HD1BHU1UYssu/ARsI5Nxb0h4EzopeFToR4oXU5hi+PhXwvFht3jK75VXs+dQeWGvfyVLmSy+KG1swkwJ0I8CEsMdf16zGlcrMlIAHuF/+p531dTe2PHS20r4boSzFvAH5AmR242jzbRoCTS7nfosgeXG6eHwEB/ktMtAT9SqB5BrHkEjR8B9iFJcbti6+5ejkDTgpTp+OjmfhUIo1PBj5TF6Dk+uH2YG9kBv+S7qs30Yz6Y1g3i473/yvtdC9d38JyDTN5sHW0MlC7lN1ZTw21gl07K28t5hLg9AJsqX3R6cxLunvICUiA++mg2mU5txS9H0uMmwU1v9rtTzayrBWfnzHB+yaX/4Z5D3jqvmG7ICy35HoCi41L41l79VaAk6lFOxshLVMHRtsFW8VpS92RtfrLne2+iAnO58tmZduKD7VviJag4b0Noo4nomX9Cc7ky8Zte0y9fM611gcH1X5AoLVoSIBbu7Z2a0AC3PaHMLo3SID76btOxK/ajuT+Yzcz4PpjHZ20oRMR6xW32rPT7UptftSnk7a3e8lpf2a0VTtTRK3GUeylKEnF3sBb6wT0x4R8iKvMr9sBif7+UbsBY+wOUXnvqjs21Ty4zUeA62dmEuD2561TOTMKOlyTqlYz4LTURvI+CXA/3daJ+FXbUXmYugAglyUp3R5wMmracj0bMX8yD3Unbahd/m6fDMKbXQfnRi3fp8A+XGmebFhtJwJcSYjhkmes3zARRGX/vhoNnEJQPUFUfO6+TVs96uMCtbr7QHzl6NaH6o5HVSLx6yPHk8vGvg/6TiKKF9g/I8BF6m8ysEQcjVzUSZsb2Xfy2/IcIjKfngQkwP30azc/UHeGcxU3RN8YdZf7xuhic3XTZk79JvFUwUgzO6nsWZ8Xnyt21fVfgJNv+m65FH5KyAGJVJSVdJtwIZZ7WwYYpWXtBGpVlEGqkl2sUSKI2q2DmwEXCNP/L1XVrgb48a9kynJH2dyLXOPZWeUMsHvRcMGBp7GEz3Udmb3I7omNgswc09qXwOTgrWR3c0FFOzTl38/fZLLs3gqw2zL4AEvMo4NqvuoZfQIS4H76MK0o1LdhkZ2Pjc4Ru6v5EqJLyLGIXbA4kXBnTd1e37YsMf9RU2RtsM15LHHfGk0c96nsxZ4VpyOsZjDyE4A0XNckp2gc2ZymjOo9tWdtG7+4HGLnMs41wG6TRTcS4KnnY+ez1J21bvON507a2+jeTmbx7epKM/Zc7ufKMSQX8Pc0hv1YbFyQW+dX/Re+XN7yJcZtGay5Kiss7jz0mvSZg8qE1ahHvgJc+f2tOV7W7oRDWqqVKHz30r1udBxxqXux6fPYS9s23ddTAhLgnuKsKyzNQ7BR/YfZjQhxyRU2i//8Ryyfp8TNNZmwJvhknJCh8uGCZpmYajMnuUjZI5jBV1ifCX7HmwldkonozHLyGoQAXxF/ZMIFqF1JwNWUopcId3o6ZIxlHc08a7NNOUE5BBtFlLvL5Zt232x2Ga7WXM0EIJlMpZL96e4oZeNa/GJyKdetGhQjipth2BV4niXm+CkurQirSy34YwzfxPILNuTZyeNHrpyQjSnwCSxH1SRwqV82roypyzG8gEsLOcbjlHhmklM121QxOnd+avxi1jhBSEVA1qROBTfL/zKWS3iZJ2sya73EBgTR/vIuwPdYYlx+7DVXo4A6l81rI77LM4yxKrJzUdsua5hLGLMqyqw10gIcHb9KBuw1yyTmVhr+hpc5sXEKzwTHynaEO3JXDdL7b8psx9XmP/v5qFLZ2RCQAPeTe7cC7NpUm+EqTSu/zgwOaHj0pHam06osJxDPxuky+y/AtTP9dn10qRHdcullTb/KU38+tlmJhu8SMiP6fnMzAaj47loMe7Zr2OTfm0VA185s0xTnPuTROCtV7ZhKU1brTF5uVuq+vmTZMk1h8T2N98XrU1E2LtBFZ58cpduspN38Bi+zd1th6qBxTV6A3IvYGzsqpmVEe1xS2hzfaftZu5JQqcR3f76jTuvmQRKQAPeTto8Au9nJQj4QfYGmmmu4cVvdA9Ytg31qMvlGo/vaC/rXCVhAmdPjWWn/BbiyH+tmRS75fNrLzZYvZjWfmfoJxrZBXRVWLrd0mWsw7NhSANyydmVf3H2KsP3HBXojwL+L+C92mb8aLDt2JsDujPFngcUtVxLSf3Wr6qMmgWltP2Dh9vQXMcE3KESfXWzNP+2IaHdf5y9AVeG7kqXGJStpfVWC9lwazuonF6fen1aANQNuR3ta/V0C3E93eglw3LA131V1KQDd8qnb63Ui9N9R1qvooe++/Zpij8idGw04AxvlpXYPCzfTepiA8ya/absmYKv/AlxZtnQC4VJnOoFzs9znEi4pxp8orP82sFsS/jhLTSWLU80VifCWhNGLhDtz63i5B/99k9+0PZC1mck/pBaAygc23EuCO+rz+kTyCydwv8J9XMEFibmZdTUDWX2b3MczJqLoZBd85I4dbZwQdddvF7zjgu/uafki5cp1D+ki20H0UYN31jGqBK5ZbqXAbVxhkjxbjPaI21uxUT8/CPxF4jiTa59bAnWRy2559NHmgt6Qv7P/CiW+EJ1JTgYaphUmn99pvwXYta1Sx4L4e+Bupu3GrFuS/i8Md2BY0jSCv75v2gP28fZI2UqAR8pd06ixlejtL2A4NuqV23ec4Pips9pon819Mm/zaPZaiep1V23KzWmERl0RARHIBwEJcD78PHy9rN3rShcFnTyfa3iEgB3Tz/CGD4FaJAIikG8CEuB8+z+73td+wMBF6b636cfsXSsr55TdeeDqV6JuYwYHpsudnF03VbMIiIAINCMgAdbYyIZA8otDlRY8BFFw1ONc7faB4z3tSqDW30QJQgw7J74mtIClxh3t0SUCIiACI0lAAjySbpsGjV5oX4HlnjiIqLMOGa7lRY7q69GVzlqku0VABESgYwIS4I6RyaBnBBZZ9xlFlxmp0ZeBGlXjkoicy2q+0DBYq2cNU0EiIAIi0H8CEuD+M1YNrQi4zE1P8zaIMje5c8+vqTtP+RsMTxDyZYp8Q0FXGk4iIALThYAEeLp4Uv0QAREQAREYKQIS4JFylxorAiIgAiIwXQhIgKeLJ9UPERABERCBkSIgAR4pd6mxIiACIiAC04WABHi6eFL9EAEREAERGCkCEuCRcpcaKwIiIAIiMF0ISICniyfr+jE74GQDnwtDtl4JD0/Tbk67bslvo+nSWbBpEHArsFmyBxZOWRFyxmj2ajRbvQ68cizgixa2xnD88jK3RZ97GcKrLwI8C9YPDDdhos/eJa9njeVfbMDXCmVuexZWDCGToWzSK2DDUsDhFmbMCjn11/BSq4bqQT6UbmzbqDz4bV14UzHgMAu/Xh5yXlsoI3CDBHh4nDS7wP7GcmPUIst9oWX/lfDM8LRwTUsGLcCTNRvDw7bMx5fDj4YRzLC1aRZsFQR8z31cfVbIMRLgYfNQb9qTBwGuPiCn8+wwD33szYjvfSmaAVdnwEDy7WNjWOt52NwaTsKwnbXcFVoOfb7yIXZdLQhIgPMxPCTA08PPEuDp4cd+96K/M+A6Aa52xi1BFQJuifZLArZbXuKf+t3RUS9fAjzqHkzXfglwOk7DfpcEeNg9NBzty0SA3Ux4ZcAFwCJrOGBFmZuqOOIH0B5hyD4r4ck5BXYm5HAM22J41MJFK8p8FVhVj3Ae/GkYsAjYA9gUeMLCPUHIJcvgySbIzVx4KwEfs0R71s7uKeD+MOTqlfCoe49oYDtjboEdrWU/YFtgPeAxC18thFz/HPyPj4uTjNKUUx9slXyQW/h/hYD5wCFR/ywPUOCc5SW+3axvswu834QchWGrqH7LwwRctbzM3Y3Yp2ljs3vmwmsJmG9hJ+DtwLPAAzbgyytK/HN9fckxYuHZZN+s4bsBXLiszF1Aqa7O4mx4exCwizW8H8uW0d8ND1nL7YWQG56D5c3a6WIbTMB+xrAnlm2Ale24dDomm/htb8elH33z+b2l9XmLmJBGRTwe//afSP7xlbDOywEHYdinjv3tM8t85ffwQtr2tLqvKpzu97Q2/Diu82AsWwA/BS6fFXJd2y2geB8yxTJ7R2NyDvwZBW4xlj+1IR9aDj9s+GwKONfCxzEsWF7mak82HbUxWZf7bYcBR5vKb9s9W6dc9YzWhT8J3PPHsitE3DepPpNtyNIV8P36oKpu9uAT4/LJmSHHvezaF3ACsAMwAdwZhFzwXMXvfbkyEeANYe0XAi4CFmDYd3k5ih6MruoDwYYcGgQcaOHo+p4b+OSykIuTTpgL77EBS5o4+SkTcvCyyjdnk5eZXWA/Y7kSmNWAcKuHwbkw+XH4etNU+7StPNorAQYOM4YDrY2FdE2lK61h4Ypy9DWiycs96F4KONPAJ5q07/KZIcf36oE3F7axAdfFP7IpVTaK4o7HyKcMnGYNe8cPx6St69thK8rRKstk9GNiFaFh16zlzrJl0Qvw+/obZsG7goAr6qNcq/c1amc3Y7IqwG381rO+dft76+Rp5CvAs+H1xnCp27ZqVG8rv3XSzuj5kxDOwLKFNZFw1F8nLA/5YoMXvMn70s6AuxiThbkBp1qiUw7HLQujiUxNhG9VpKPGlNlvOfx3pxyS93fRxsi83W+7WkdSgFM895r9tjuOQq+OS2P4Pwv/Dpw4RQfcpK/MgSvglz4Mm9lmIsDz4K1hUHnwF0L2ehZ+Xm1g9eEK/AHYAPhcIWTJs/Di3AIfsZZLsTw6YTnoRfht7OjXUuBGa9nYGj67Vpk7nEDMgXluZgWcguXfipYDn4HfVOua696sCtxsLfNswLErKjPC1cD4PHijDdgrDLluBfxnEuDcAru4Hz2W263lMyvgv9xMch7MKRf4W2N526yQC9u9JXfi0G6XoOM6HifgeDfj3RjGVgYcA5HI3lAMOfKPbiZXuczcgI9buBC4xYacGvctcDNHY/h89BA0LFxe5irf0H7HKzRcZdws23DijDK3x8JenAOb2ICPEHLvCvhBklVCpNw/Px4YTl6nzP2/hnBOgQOwXIDhF/UPn9mwuQnY1YbcNRt+GvsnertP9G3KjCHaMilwjRN6CxeYkEuXV1ZUrAv4KATsZUL+JTkbiWb1XYzJQfetm99bJ+O20b1pxcnZxr/hxcBewBITcvayygpVocZv8MXlISf5rs7URNDCU8bwuaDM7c/C87MLfNBYLjMwHobsFs/EGuJI28duxuRseGcQ8DVreTy0HLgS/phsxJwC87FcZeCMZSGnRzLscXXTxshvhqsxvN/CefFv5rn1YHY5YGH0TIZ7CVm0HJ6rNi8W4E9aw1PjZR78I/zOPVvrnuU1z/9ux1iDF8NbCPmse2GZB68pGy42hl0NHBu/6HhQbGw6UAGOBWprA6di2dy9xa0IOSf5Jpl4AD1rDUeuqMyOoze85AM7sfziROMYC19sIgyFOQHHA2c5mPHSZERjctnC8iss85MDoRXp6o+r2Rtoz71UaWtXUdBu2T4os+A5+Fn9i0f032U+Ej/Q3MMuWt4i5MX6l5U6Xr8MbFRm0+XaNAwmfwABczt5U6+OERdJXy4zfyUklytnzI2X3+r93apNcwt82Fr+0cDp8UOrOquYnHE0Gq9Nyux6TA64b9UVp8+5Zf+Uv7c0rm15T1pxcoVUX3YtXF8MObr+6GIinmS8/mW+m4YmBPgJE7JwGXwnUc6kX9s9lDvpY7N2NhuT8SrVpcZttQXsvrzEA9Uyqn8LYPt2Lwnd8Km3adbGOfA3JuDrwLdNyJHJZ8UrYFYp4DILu9mQ7VbAI2nakhD114Uhe6+E/2hml4Z/nQBPWdmbnGjB5ctDjgNeTtPOTu7prwBPPQecbNtZM0POql/KrD6ArOHAeG94cnkluTxRXfJLOPOtjfaOoh9xZXn6ofq9huTbtfuBF0LOew5+0WRfdLLtc+AdBNweL1ecUw65rt+R3N0KsDXsuKLMN5PgEwPvVUlmc4p8gJBvxUJzZv0MN7F1sHkz1p0MPmDGnABXz3HGcrexnPsc/GurpT1X/qRIhWxT94CMqp9b4CBro2XtzywPOTtNm5rxdeevJypn2uel7bPPmBxk35Is0/7e0rBsd0+ah2Nchnt5dkksTmzxMjV5T/12Vrt2NPr75Mu14eBlZa6fIjjxs8TtBbd6KHfQx6bNbPWbrwofcPbykJOrs9x4dfF2Cw+vFXJUr7aKmjWyWRsTAnx/3Sob3Qpwo+d/LwTYBqxdLPORZ+HXdc/JjiY93Yy3QQvwYwa+a0OuWw4/biR0nUaBdrK/1Cggwu0vBYYvWcPOMcAnDNxmQ762HB5rIsZmboHdrI0e7pXAAhfYZPjHYshdyWXubpzSyKZbAW60N9lMgOuW31o1veHeeDd9XRc2KATRKsjHYvunDNxFwFeXlSIxnhJs126MtHj4JQPu3h0HfNU3u2b/PrFKknrW7zMmB9m3pAAPMmNaWnFK+8CdUwm8vLI+oLOb8TjZtrrg0GpZaX+HafsYbfusCQJNNSZdWyaDsdwa1ppVrDUzdMMeyyrBqr24Om5jFEhlWGoMf+e2EQm52q0w1ixB120lVhsaBdwV2NeE7GYNfxsHuNb0o914TcN/8nfa5LROWl/7AO6vADfpWKsGt3sA1dv6POwSZRVnwRaFgH0s7JIICLqtFHJ0o6AcZ+sGU6nAjiZknyhKuxLI5fZTz1heCY6oj8Lt2ledDoZWHIdJgGMgwTx4s63wd3t90UtNkyXmyRlwsx9hkx9fu4C7qm8aCrCBn9S/ybeYFTTLBDfFpP6lsN3472XfJMBTPThgAe5qTMatXhOMFYvt5BJtZUKQekutzUOp6zbOdiJqo0DIRlfDwNgopsKw2K14tGqXBLgFnXZvFr0UYDfojOEGAuYl9zO7VjoozoN3WcPx8az43HiJxwVnNb2cGIcF9rCWTwMbWsN+K8rc49GOGtNBCPCcQnTE4yvt9rd61acm5URiXA5wUc4HAbcWQhYm9/7aiVQcE/AlF0m8PMQF8KzZ74c/T76RV9vQjO9seJ1xAYOWlWOW/f8IT7frv8+YHGTfhl2AXTDk7IBzDBzTYgl68p5e5BRoJ8CJfcGapd/6MZFyBlaN3O1oTFbrmgzGgrtcdrzl8NdBwDcxHNODo0dRNYnjPR21MVrZMtFvbx0M/5byaKiZHXCSCx7D8i1r+eyKyipkNJFJuyISjesUx8Da6VSnz9x2z4VGfx/5GbCLhoz3iY5yx22WlbmzGxD1NtW9FCy/6iSX6ORyWI+TsE8OBssdad5uu5kBT/bZbQ/URSf2gmknZbTae23Vt/Vho5LhBmN4Y/KcZILf/WXLR56vRNlXL/eWv6Pbh65P9ZkIeDmk0T5pkz51PSYH2besBdjAxcvCKEByyjZDlWs1ohdYOjPkmPo9zckgLMPLnQTyNRuLrQQ4MKu0CgAABj9JREFUWvEKuMS9GLYL8EspAJU9RktHY7La9sTY3CII2dcG7GndKYUeHD2a8mLaYRurLyqmg6XwpMCaBnvwcczOZcB+mgG3eJq2e7No9SBuNwNoZBs/XKNkHu7YQLnMnSsryRzsBrDuKnhzEPCh+iNFcwrsZS1vLITcsQ78V/XYkHO0OwJj4GwD1yQfEvEgOckaniiW+ednK2Hy7g0tmFNJKOGOQnysk4GXRpgSR6bekjia1fRjFt0IcJQqtBJBfJQ7hhSEnPNcJdLQzf6L68GrSgX+DsvsFSHuh+B1zYYtCdiXkJtnwC/+AM+7AuM9oA9iOR/Lj+pfOBKRwgfbMl9fDsvci9hc+CtrOAXD7tQdS6kGhVhYHRiOfi4OTFsX3lAI+KhLChNvIUw5wz23wK7WckPc2TNLIddVtyWaHUPqdkxOngIwLAjLfC0ex4V58KYwiM4pusQvNUdufPrWze/Ny+mV/csoQtb5wh0bnF3mH5sd2Usc53IJYc4vhlz4TGUVojC3yNZYPu/OuDfKDdBNOxNxECeVQ5Y+Hyfxj3/bbnXLHaG5rd0LahoB9vFbtW+JYCy31PtmFz/Ri6NHky9ACV918rtJcFxqQs4sw/MrK9tzrVYS16xmwNKJkFPdUdNoRanAe607p2vZ3LVNAjxEAuzEYU4Bl63G7bs2SqjhWjslcKht0JHh0XKZjz5fOaQdXSkOirvbepqsIq7azaqOBVwCkClXq0xY9Z8jbLYH7AqNhN5wWZMEBFG9KbL7pHr2tTvg77LfNEqgUndWdkpd7nxzKeS45Cw3OXtp2DjLvcawmY2X8+oEoTincnbaRZs2HF8NHgjdjcn4M5LNAPa6b1kIcN2LXn1Xp/xO2yV0cNnx1go5qRcRv22fCZWl0aPqEzO0tYt7mRwnnmMyKnFtePWY4Xp33tbFn4QhH+zl50e7bWOUPKXADQ2S5FT9HQW7BpUcD/87KfhFtiOcPGEyZWxYwwpjefeU513yC0gtnj5Ju3YTRS1Bd/YdW7MuvDEIWGCIIu9cSsNqmsEH3Cy3wRGjGXOKvMeG0Wz3XXHwj0sv+H1r+JoNuaXRZ6wixwXsYSwfSkTpueQAj9qAaxqlT0ylSO1vKkZLOyGHxikiJ8WgVwLsmhAtbRXYNQjZL9k/Cw8awz2FMvf16FOSQRz8tq+FNRGghkes5Z5mKT0TAuyy07w+xtYyfaW7ZzasZypJACopORMpRy0si/OTP9Lka1ONUpa2q7PjMRktobtUmZYd3AtBHBDYrp6u+5aFACdeZA92R4fi1JLV0d8wwr5ZulITcMWyUpThrlG62Pa/qLo7EkL6qzgRUCWw0vKwDbhhrTJ3NhL6bgS4B2MyesJN5kFIuT3VKZRufjfxRMUl23CpHR/D8gcCZk+mf602YmqmKfc7e481fHIysDVOFeuexybgiEbfOe+G/7QV4E4drPtFoBMCWYlGJ23UvaNJoF0Q1hD2yq3OuGxXn+lR3udedHFytc7Cl2aHfLZuRcnMqhz/vNh9Mz7joM9e9LfrMvoShNV1a2QoAikISIBTQNItXREYNQGuLs/HaSmH4tOuyaOhLfZq12Ss62Oqx64GwQCNJMADhK2qekNAAtwbjiplKoEREuDxeQW2Dy3nuWOPBOy5vMS3hsGn1WN4cRzJlwk5a3llu8cFqxoXuFgMODBenl5JyJ7LiY4q5e6SAOfO5aPfYQnw6PtwWHsw7ALcYK9zpYXPrAijL7r1LPGPp3/SJu9w+cePjr/I1pM9fM92D9xcAjxw5KrQl4AE2Jeg7JsRGCEBjr5ZbirfOv+J75fJ+jAiogDEYsBHar69XQlo+z6GbwUhX/H9bnof2j3QIiXAA8WtykRABERABESgQkACrJEgAiIgAiIgAhkQkABnAF1VioAIiIAIiIAEWGNABERABERABDIgIAHOALqqFAEREAEREAEJsMaACIiACIiACGRAQAKcAXRVKQIiIAIiIAISYI0BERABERABEciAgAQ4A+iqUgREQAREQAQkwBoDIiACIiACIpABAQlwBtBVpQiIgAiIgAhIgDUGREAEREAERCADAhLgDKCrShEQAREQARGQAGsMiIAIiIAIiEAGBCTAGUBXlSIgAiIgAiLw/wGCV9NYp9yPGwAAAABJRU5ErkJggg==

23456789101112

LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.

de:drucke _ in Größe _ ca:etiqueta _ de mida _ es:etiqueta _ de tamaño _ fr:étiquette _ d'une taille de _ Hello!12

de:behalte Elemente, die _ aus _ ca:manté els elements on _ de _ es:mantener los elementos donde _ de _ fr:garder les items tels que _ de _ 1

de:wenn _ dann _ sonst _ ca:si _ llavors _ si no _ es:si _ entonces _ sino _ fr:si _ alors _ sinon _

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ 121

de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _

de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _

230230

Take any number of input lists, and create a new list containing the items of the input lists. So APPEND [A B] [C D] where the [,,,] are lists reports the list [A B C D] not [[A B] [C D]].

1111

#11datacountmapmany#

1data listscount

Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time. So the script is run at least once.

Count130

230230

-2109013040

-709013040

709013040

-2104013040

-704013040

704013040

-210-1013040

-70-1013040

70-1013040

-210-6013040

-70-6013040

70-6013040

902

0Just Do ItJ,u,s,t, ,D,o, ,I,tYou guessed it!-160-1303510Press the spacebar to play again-220-16025just do it_,_,_,_, ,_,_, ,_,_4021