autumnfields 发表于 2023-2-23 14:15:19

圆管喷水问题求助

本帖最后由 autumnfields 于 2023-2-23 14:19 编辑

各位大佬好,我现在在模拟一根壁厚0.9mm圆管开多个直径3mm小孔后,考察每个小孔的流量分布,目的是通过改变孔间距使流量尽可能均匀分布,模型如下

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABPwAAAFOCAYAAAASBwMvAAAgAElEQVR4nOy9eZRlR33n+XuZWaolS6Wq0lZSSZREgXYEQpjNlg2N3fbptj2nDd0ej+3x2NO4+3hGPfYY0wYBgnZ7bePBtOXTBts0xjbGYGFAYECAsI0WEGgrSvuu2iTVploz873MO39kvpdvieW3xo37Mr7nVOV790b8fr+IGzduxOfGfbe1sLBQQVFRUVFRUVFtqkY+OPdmq3rDrvDuFGIimai8X3j2AplwdirKV1IslWsjJrvAKSXvSNL4BkySQB5nxcTNedJXBEPxMCtMeF4/I2VEpcU7YB1Xb55AtKz2gy9YMEmw6pCBsfsBTy7WMUNYN+qcEYdcJESPYOZbZDb/IcPKUou1i+HHbU3soxX8isvUv0ex0AOmBIa9ORkmW5RMRPusErYApjj5ioqKioqKivjCTTzzH7XnAPq0k6qYSAj6WJk1jpH04GcD+kY31gL6kH7E4hBWBgjiFMUK9EnEaeZc0Le4O2W/b0T4jFXr+ZPYd8MOTZFL3YPooDWVezPTz5IjTaIGEIw/C3uZybJ4rPZSFeBXVFRUVFSUTGMN+mrybh2LbGWF2VITgoc46JNEiVrt5cjEWvlFyuM0gdkoN6uQdjmP1so+PuizFgVy4VJKiJwvCbnRkkQCfeKVfWkOrNXKvvRKH2P6G0JFRWmkCjmtNSZwsgC/oqKioqIiY8U5UHNG6vWtrmCAPmFM6OwEmKT1aBYJ9LFT+DNxsSt9gVkfCjFeAaZyWnLbHNU5acHmKKySgUpRwzTOQ4pWwR8ySbDK+LBPC4Jrdt9Wl4JU1x7STYzmXLqLMlWjABjoMDCbMudSk7ZxcKwX4FdUVFRUVJRCWT6HFFc0uoThywBcKj/+3Frxk1dyaUACLxxAWpMskEp9inBXgCn64sIjlfTBbHrrCNmPr+KbHDmfSZk1YJ8hkVM/vQzuxqTqAnK4GucQQ1GDNUSE1PCTNsdSsDcKH3lGLRBdLvgRoAC/oqKioqIiVY3Lar48QB9hrYVCPLLVdwqgD5FYYksK3NiQiw37Kv5PziGJmQ4781ZQ2IejDVHbOWp1HzptyHC8YZJgH+PAWh5Xf54M+msOFEYaU+eIBrCvHlOaHXEC5RYPWlXf/3iFQUoumGVIyQjQUmes/Vt+S6Zzg34DtoBvT7doyGCEMWNVgF9RUVFRUZGCxgX0AVAARZoIrN3mDvrwdrzL8HhymiMYDnOwYCY9YIPbS002kJh67DgAx7GTAvvQchYpUrPGJyjOfKSFsvhNnGJSj9nyLov2iDCk3EWwYtDKYQL76rtOszw3Z1ixJH7/PmplWS3v3szgXzLoN+oW6nHtlWZMg9WaY2l1RS1hAX5FRUVFRUUCVSMfvCkaIc5k2cp7isUi6OxWFZMI9JEjHeEDypP1WB46VyQ5FueJUC7r8wjlnQJcOf1XakKBqFS1ekdQTF5JJA2b49eLMlVlDX0HnVmZatC1ujGhpnnvtB8AZgz/+mSCqGqCi8vOIWkApsW1rktj+wX4FRUVFRUVMWQ1HaxLOYA+rRVxqiYYFaO9ekGSkstkJGXgTf4pdCpsArGRlGR0tzouycYcaWUfxz6Xd6lQXUwyhXNKm5Eq5LVa2Wd1iUh/PZKD2ASeG6e6yubGTZms/EoWRgVQtWx+nA4gm0dxNe1lFIqqCvArKioqKioiKD7vbMbwPRhlTSv6rLLomVAEIFqzd88mvcVX1hPhJdgraQqEuMMQCePUAIIRdqp7T3SuU9b5cI8RNZ8T9BnVh+RNvFyPerbibhQSEVNqqWGgL/vhRZoVfVi5V/7lgmGKGqUMV/lhW3IBfkVFRUVFRQiFuV5OQ9wmiLqmBptI0QTh+KY9+mECxI5FygeYqwLFdcc1wFogxnTmyRacGnNAn2AVF6msxGNdcQLy5kFEyjm2GgsGNTqCOMtn21Jd2Zeq0zYwxTJXLvERKYA+rAEBdBlkKv0O84B/1ihS074W/7Irs4FlcqGXbmhCC5eNWamxbAX4FRUVFRUVBcRZRZSz6l/ZVzk+oZIreOQk9OfWnjSSsKIWGPBCIsKqHIljYl4OZ5fDL5wVyjom1VONC3a84C7Q5kkLogQUmXtsNcAdNU/0vOY3VF47GT2wWu2NDW8xdhOJeAWqHzZmLFZPJq2AWH7Ei1FHk9QA/6zpXhYiFFK7PgRE0uLQoMMxgH4F+BUVFRUVFfUpDBSaOVT3Rp20OFXf/6ikil65iZRgH34hFy6FxmTeaYNuiQv7OOAgDvuQyJJ68Dig1pOHsqovstm51wpuI6phKDkxQ38EyAOnB+4y6NdVYN9oDvWSRQ3mTcfqhn0iZRRL+kfUCUIAkzDQEZAijhzurCNIXEKUNGIasVEBQEu5tCwaSIxBGfoV4FdUVFRUVLSkauSDc29jJFmVkigKdlI1U0SomxPow9nxZ5BUt2RVX4rf6+Oy+kGoqNgWgL4ahgKrOe0Sjc847E4CcxEpOMfX20ok52kwLysopirXH1VZXTJSXIrIoI+Y1NRkRkMP8oq+umIf9uuBJ352w6I6qlLDVB5DWoANFOz027OpcZ5l3XgqqJaspYa5BfgVFRUVFa14+WFCRiNtguoFffWuoeEDOV24I1MV/BrZHDUrWgckAX3snALfrIU8LBxL8se235+CCnecsDeSmwj7OEc6DHMHd6ieh1Jjho2AXIPGHRQP8CPskndw7dd/LW8y7Mt6RR9GETLVH3KWb/ZlyzB+Eg2zQ3ko18B3rw39FpW2LgrwKyoqKipakQqDhBxHrHHVC/oE7hRiywr0SVYMIRJzq0sD9ImYm17gwR1UN5TTn1f+OFTD25ct4SLBO1Zh8ZkooC9uhJJEAHQR2SXdWW5XHvzhpEeeW1ktxb050yg1IWY2b6kH1DQdN9ahZHUmcJT6uBbgV1RUVFS0orSiQF/S4jDW9qSubmt/YlAkBBGqmTRMKMAp7sISIxBEMAZR1FcFv0bzUFmMZfM3eVxZaMB7fI2InHQVFAuZcdoQ3rpaKnQO9UbKMKgcQzNHFYtK+1h6HqoFslkvgLMq1FLcOPM1rvJrohSPWQF+RUVFRUVjrzgIaOaINY8VfURHinHJFp8oruzTBn0qMCCUSQYmSCFI5tuE+MWr+tRFg30Ye7o8UnMZIzM2w+NL84dMohGE1rktyogwTaXPWLt6pnh+EirH44oNwHBhZx5CwBR3EkMcaMrDcokbkXhFLGu0LeSw9QL8ioqKiorGVv4FfE0dpS4qR9BnND+UZ/c3Arn9SAaN9XoaZa58OxA2uFN6EejzOkaCIO6BpDIwT3qTN/FWA9/wGmFx8UZLsc95G68IzrKhnRDwBw8pskSasI93VuMsSypDPVdC1XEzKiM1/nf6OEKCP/9LPSKZc9NQYUwZI1NaMY3aybG0CAnYYLfEBfgVFRUVFY2d/FyvuaPUVCsj4mJMNBVilMM4RdAXyYSz56VyBBthswwku5hSUCEVzVVfztAG90bu6d0XKR/a5g77OCSUCvsYDSV+z0UGsjiwz1yq7rlntY3/HEV+k+xiphUtCbQeC0WgShgVCYgM0pQeqqoAqpYZ9LODdVp2eJaDuQTBpkCQFRTgV1RUVFQ0RnJPJps9Qg1Gn6xojElm6tUSzIqSg0SqrTjZk8A+BBbzZxccszjI4ebTAX168IhpjGVm+YCSXI7kiTda666Ecm7o1nucYkr6WBZcipsN5zI6ZsnfxItOgPXTcNBXUyypr+dZK0Bg4nDGFt+oQj/tOPtApZp17TAtD08K6CfwUYBfUVFRUVFjFZ74N3uEmmqSRHGSJegTWOBAFL6dOOjD28JkSNX+l6bZXHeSMCWgj3s8vccNT5UooI8kBgjiuSFAZJRDCZELZDI8Bbigj+ut/4+RdZVUpBzJwHk65RRLTBG8PpywKKX6AFqRTANVWQFAi0fObA4JMRYm9CvAr6ioqKiocSqgL20UqWtUDuLcFrjcgLHLKJU/A2o1l5rz5Uxc2IeCXuQ8Op4pWXVBH4wss6JAdvvzVOCIA/qk5iV5xOe9OyEtzkQ9b7MvmZBDAUQR1BJ+/XWWrQJkJw59GrLKb6ggOfJF25o0ELsSK6igpfrek2EV4FdUVFRU1BhVIx+cexup2hdqcV3XtaIPt3SIbldV8Rm/FEJqTDTZi/MkoI/Q4AmHOm5FbWWfxcoY7ZaqQa36shDyqAA47nGWLBiMVhmyZBrnuYWtfjtGHXweN62KfFrxv9eHlQDgMDOircstG8WIMkvwbRFm9y5li2fUaqUfCfoRVYBfUVFRUVH2UlyvlZ3yKAV/VZG+d07itMGw1uxpTdq93IpOY3gxVPI38CbIRzHEAUBcaBTMxAS5nP6RZl9wFDh3MiQHXQL7gvmMaSfCjpFZlZTo1Hlc8NTiaNLKPjSwzuUY5SIHYcNBHwU053HUuNVvTNmWM7datIN+BfgVFRUVFWUp/2qP8RiN6gMDeRRotwrx6Sx+UlzVJ54H4cmQ7qo+GojgHzoe6Fty6/kS3Kiw4ktANr2Hk06U4u4rxyeEGPCbdgwFcNdwERH3rE/S56pAOhHO55jnJjLwizVlAaETmqllGFNgH1seNhQHfzbrwaykhcA0gWgF7J/dMzXszSk65EjoRwy7AL+ioqKioqzk53rNHonmAfjcTuWQwTg7oS1ogz4KrInt0gN9PApTG+xjNH4K3/dawB8a5E56JaDaD4dLOvNowj5GemIqBq8MHBqbTjTlTZABQwJWjbCukkqWg68C+4xcNnuIZa8AZInzF31ipYISLUCaVQDCWP3ZDaCfzCwuK8F+AX5FRUVFRbXKz3LGZ/SZT0kYyKiO4BnARQckKhkwA318O5KVRlz/HFiq09xEdDNkFb0zgt4wiYhZA+cGiw/TMlXeL+6NHNiH8MxLIb0bg+sG8EaMYJ+d0XQ+2bAvn4twUqF78BVaP0UwAo5UQKKytGIaYWQ5FpYSFDJpAX5FRUVFRbXID/rGR4oLhYTirQhLHoF04o0Vd+WXL5XKhH80owiHaYE+SdMhnACc/sBrRZlQBiEDB+4q5GFYoIne1Mj5qHmcyFByLgfz1nRBMnJb2ws61FTbERlRLnHElE+NjZHqAkRmK/GMCtTtnlsY62kr1awqM1YBfkVFRUVFSeWHAeMxOE09Lw+LsaKPnNjMBMqKVrk0QR9bBfTJFTFIWVlGAX04yUtLqkHjlX040CePT281INMXMTFrZd/oAj8V1XpVTXOPJlkMYiWKJfW1vmhRcWwlBFuWpCrLlW52GjvoFzl+BfgVFRUVFSWRf1w5HiPOAvoEJgjwV5uzsECfSkpMprQrbuxAH8cYJUmVDvRJJODF7rRhCzT7TFJsDHc5ViQr+ySNOMsrWR0r+1JT/ETKI4qw+m7ZYBIWcTV2K/2KuAo2BcHx0mxiBfgVFRUVFZkpvAJkPEacjQZ9dR8Ca9CnIodn3CayaSamFQSwnJkL+7D2o1tSgj6kP0o+CnqTQ/h4ockwkVgf1DzU4809btz+mAR5tc7/oYzqK/tk5FMph1R5PJgqjiGHQhTpy0FlzFf6mVgzIpjd+0hKj/ZW1dJehTAHWJym4aAjakagZfZkKcCvqKioqMhE/lU/zR/5GsyjBGLCBOUYzSGG2D7HW3xJVu0TfSLcGfbqP0+xFmJ5I7CPfazCBefzPHxO6rnGPUfQZzijLVTETJzzhh5TxlLpAxAAXKo6LlIGhZD2jfIIFJSoQaNqK+uTq8FyQB0252H4srBt4UbDpm298q0H8Zwg6Gops6TMBfgVFRUVFanIzfXGa3TJXT1iI+1VQ8bZGeBXu0wslGMAldyMhU5dagd9wfyIErKOmajw3nzUyTK69XLi9Gb1G+O8iZdKCOPHHdEnSToPybkYzJsSlAw2IovLhnLPKszF85TDyKFZsE8rURFbZOgnokBGgHHQihpc06Z0SvbckM4IKYrMVlAJoF8BfkVFRUVFIrnBwXiNLBsP+uo8HNagjxOCwKP+ihON9UH4nFzQhz+MOqDPa5vLZpRAX8DU4F5SnmDWqAUO7BOt7OMcgzrgbsS3Rj9Ds2FE+Po9GNmXAFWaHwVDOQw/koO+HApd5FIc+kEwBSWrCqoasiuIcNSuEkerlv5rWSxBBBDFGSymyD4B+g0FUYBfUVFRURFL4wz68gJ8bsd1gD6SORaEYEhcRhwNkDAq99dUFbScWQUGEEAfJ4k/aRyW0HgqL14q+KBWOQKXihxU3f+R+XDde8CYpM1Jm5QGpVKBhfYXDfy5nfIGQ35eVqRK1aaTh/Yosi5UCCDyp4b47GUWqsyw3fEmQj9YDKQAv6KioqIilNwrNsZrJDk2oM80Am7iwAolin1EJry9ONERMjZVOzwbVd//bNesk4Pj0x70IXYrrQgzT0+GfbQVZvFjT8aTalYkfbVkFZk++JdJ1Ndp5FAqiIqZnGIxlujGUZGtUtK9pglVNxkAR4UQLKEf9UUeBfgVFRUVFQXlBn3jpbEBfXVOeKxBn+oCMi0SF3chQiJC0IeDdUHXrFScPsNryWjxGEXUuiDH5SxmuOB0OGhbW3rHHJeXo3rexDt4sNSLZlZXRTlK+5pZZCQy7cmfEmphOM2SasbktmMEH4VmqXVYgF9RUVFRkVNuWDBeI8jcQR86hDoPC2OmbxGuplebVX0NBX2E5XN6K+1EFRDwRQ8G3a6oIXPbSSLYV0VDqafTiXqVhuXJz4Z9hoofVqOoVYulYCynlX1JTovxGoeNrYaoTJzxMFGYJ5sYVRkySJxpQgD581Jl0V7iUYBfUVFRUdGA3HxvvAaY+c1jmWhIHYhIE4ctsMKVrBQK7VVbwePOzF7vxQA6/ZnjoCbo2vMluJEF+txJ4tSMAyP0X8yxlIKcZzQh5cxnv5yDnAe/N/djv7xL3JEQtVyeTNFoBmbzeBsvwBjBvlwqtGhRZBClC/1kqgCqltHbgHVDFsPNPjut4Q0Cw7YcEg/9CvArKioqWsGKr+YZn9Fj2lULNGdy0KYRhSST35IV5IsnwxM9DdAnOKIBO7TMXNiH4/pI2Mc6drjCe3d7jysP8sT7Ci+uQvujHiYW7CNkwh3HSCtnM7U4FasL9olwqRHsq+1NvMqechhdqMWQoDB5jWGK0BqCRv2HyQ1rMoN+ngddRSsHYdFA3I4WysNLuxqD9sTOqiUTYSMF+BUVFRWtQPknauMzYsxzcCxwqhyvDDLGc1uAPpzNdKBPgH1GstQK+hgpJfcGRrARl8dIIA+3TVQj0aPlBzXBgpBFWTeFP44qJ6c7o8R0NK/kzGLmqhXI5XwNr/MiZijjOHIpZlFKMUGXAyApMCVWKE3WaJFltRisQgXCGDtEBfgVFRUVrQDF53DjM6RsAuiTwTaZrH1bgD5cknSgT8ViTqCPAHkkxXdas+JIBHHwmM55FAd9JKAoaVSSNsA6fzMCfeJG5q539bYrqRBpTsXCjM9oAxLCvrGqtaIlmbA0daO2xA9nHZHKMkwFKGdrP1z4AvyKioqKVpIky3IyVwF9imYYgKI+0IfPpAX6NCZhkliyAX3IODiwh2hwaFccpLEccsJmEtL6Qd/oTh3Qh8/LkbSPterHJKr1Ed4chwg5xJQghjpvDBYZiAWkbGEbSdqhGBRNm8sNhigPOGhBoT66Y4HhR3wL8CsqKioaQ8UnZuMzOiygT9EUo53UB/rws3V90CcwJwyGC/uGzFB3iJKOZDQAvSnewEsWIzurfWjA36QKe5ctZEOWrAp+FUnLFq4tNOFaHsXwyZVTLC6RbirlXpii2mWBDTNCkYOyCsx6lZ+hCvArKioqGiP5ec14jQhlE0IrEVZFsRPiJYOM9YA+nE0Lqhd2JTiyyzk0QB/PNTKve2cVT4K0GKdfHJZj9httkuPFbTfZrBpC3LBgFUWhDQR9poYjJCxjIKO2zzdtK6WYcixav+ocNxQlkANImbAkdT9GJK17WWjpWDflchUAtPJf6TesAvyKioqKxkBjyvWcyrOIeazoS+E7qxV9gV02q/roxIsfx9CqGLNjhQB9BP9ea8qgb3EzD6DF/cngPbJG+T566WkNjAp+OaDPnyQeq+RGTi1v4o3zS7asHuPFOdc3IjaZE+xLdmyMyHjmwhatoYutljVEpsKgSg9jiS1VSxb63jqc2zt0e1zO9Pf80pacoqovthYU4FdUVFTUSIUn4+M1EpRMAu0kAwKakgM4CRaSZ2J5NwR8o195pE0M+gQFwh1eQhsWHcd8YB+1rZEPgbOoCNDHaWKETNz2QNkdTmYH+6pYAq7PWC6ja0+Fsi3tXawlOIcMlVMsPkXbcxMKEZFWEWJ28kQxQ2oq9LOAXWiTeOgHFUBLIcwRjw2Afsu9SasAv6KioqImqYA+zE5LMScyBvFmC/pEYCCy12Qpjc88D/Qxcw7kUoF9EnpHTOqFXAaQh7qSi4zFqLBWcqyMQd9oZvRG1qXFef6YgT79dowyEr/3oOKmIWaDnnIakWg2ASvlVF8Wop/rmBrxPwc6nDtXLEODfnL7Fn66dS22VwFULfQaPrRNAHxytBTsBkuhGHcBfkVFRUUNUHgSP17DxAL6FE1qswGFDCzQF9glqmIn3KkR9PGNIECff2f4RgLSb/83E8iDQDxc0KdwnpLaEauJpTmZOW2Be1nilEij/5PfLBHY8ZlHGWsGccppRJJTLD41IUaJcP09txY81xzHsi4r7mMhf6zqOJAvw1BwpvGpAJUyjR2X3aBNseOqAL+ioqKiHBWedI3X8DBPwDcaQKNAn8BCPaCPnlEK+lQsKoA+6XyHBLZiW0SLpuLgLAXow2v04HHOcQ7o0wJOBllIBiT2+f0+36tWt6wK+ow95sARi1aWbAEfNogl+z1IskxLmgT+mqaVWbfyUltj3AL8ioqKijJSAX2YnZYSrPcyilkOGpsA+qrgV4I7tBsmyvWZ4+XVXLRFOPbqoCayPEkCd8z6CXXQR3KZLk8ApAaTaRN6DdN6IbCMmcSdw3VDyVuT6oekZMcofrMgZ+EuQYkLMgwYW5mCPw/xccfIiNyksBUgn78lmwXAmk5/FK08Ru0KHBfgV1RUVJSBwjc9GzDSIyhP0DcqOWir278AwggyivCi1fF3Lj7jL5mShVnpwj4p6BOBWyu4gwAIkiYk+B08f04rKoC3qwL6gnlDSXAnB7f/Rz/SrNa1VK4/qoofWuMLovZdFG1p3hCp3VDMZEaDH6KMRho26q38yxD8eaCfYoaRLPKyG0G/Zev1HxePerH1KlGnJVmUubWwsJDZmVhUVFQ0/gpPssarW8ZNwK2jwDkmh6EYt55vIwjDggCEVNoMsHJ+5FkUT/qHAJZ0IsugJpKFFhy4wwM7xqBviPxyoDoVHLNezOEm1JE8mHAiZwL7HMfFy4d90dxeO2zQ5/8oFg74W0BpsWmvIfVL+JjCPrdZbkdav8I3GTIPHsD5yG/tgMkRQDgmRsRkHwiDrYFvOvK/k8WfOJZC+QC3nF/kToIWiObLCr+ioqKiBOKsvGi66l68gHXMmfRrSxZDfYAPlxRPaCwWnEinpJKXovZQhdbkldF36IE+HPU0A32OBPiijMbOuRFBmaizQV/YrCdfLJxI5DyWBpg2IbkOSN/Ey4Z9RqCvZ69O2KciQ9BnZjRXNQv2OUPC3W3IU/2xL9GgCmqGft2YEr+5V+Zj6abP0spJ7XgdVcK207I8wL1AtSLWUQF+RUVFRYZaaaAvX8g36rxO0Kfnm4XahD6xdvGgT0VOOFPXMpEMQV84eSRZZQT6CFCHS63ZkDCUx2iSzoKE9LxU2Me5dHGA6vJm+d0GFuwzvj5Zv4nX2LyWATPzTRhJoUchmRXGaKSRl7o0vtVSA0wiDYEp9ZgswFdfkCrmDQ6EOfTrOZGbAJ8ZYr0U4FdUVFRkoPCEakwGR0tKM8mQqKGgz9iKnXn2uhqRO8FRHsypAfpkISAgDgH0idgJDoLwisoHfbg+R37eu/PoT33FeZDthOrHtKeRGle9n6ADhgPWTe+G1XF5VfeZ07DIPBaVO2r1qylxkrVMU2oHf6gA9KLU5mBp6w/vTRP6eb1aQ8Wg80EV4FdUVFSkIM7kaxxkOIcRiDNNpySii7s4iWpFx4+9fZVqdhphWA7CHZqROKhDhSIpRmADIS9htVMwWaAvtANjcvRLwKk64lJmyTGSFEVGxbO+FGqHJoX/UdsmiU0MmCnfyJbVhBhdCvcdTS1VRD2IkhH461NOsYzKKDoDs02Bmxp2C/ArKioqYog2gRqvQRFvgp9eOYSiMyGrD/RxAAtzM17OlTh1rY5RBn2MlM0BfcQjVTk/xjNIAK7kHORAWkYmXFsL7BQ1eIW+KBiarFNi1ya+2dNV910xZfM5XFeL7LUiQd+wHOBvJaj5pcWXoKpsXuSRzkHXz9Jfj5sC/IqKiooIqrxfUDsaKVRpai2yYEVPDpOh1KAPIQvQh7cbz1y5NgrscTNLV+/gYJ3bgWTVltdiJD+fXSBX9DkSoc8CyfF0mkCeBUS/vZbDyuf6Et7BqRavFem5bXQTQIBNzTpRXN9gfKNCpWzjNZ4JyqCoZJM1V3cBfQ5VsARSKqiWiEoOMGyU8TBQnRXd69WZrhuanaEgRKnwGomxAhVojLLgSdRaWFhYoWdvUVFRUVy8SfX4dKt5F3UcQZ8ItYkzsL0bTeT7jQiOdsAO0wjQQY/TStCGfycOFGIt4iqGGSqgYB+7/QyCM855QcCpy3uZx75igL6BaCSgD+HXaYWVD5egCu1E2OEdhtH2rn0ZGw/YpwOPGW5SZjcwFDMppeY2ivfv4zOuFak1iluSwj+HM7d/RlTDkIhuYdQgOl6aWZqdeEqrRXgt5xcdR0ErQzvLCr+ioqKiIeEnSuM3AOJP6lOK9/tfWdy992YiwB2xL679hKDPO7Fnkxbx9FpjkUPl/YLawQZ97qR4AsrrF3ir+kjtUQJxuU2J3wTJPnHtJZAHkVfS50rzbXYAACAASURBVEuYlvRNvLxjLr5tQDEfSsmzb2vea8Ds0q/Vl2YoEuzLuTA5x1aLuhUiWlcnc49yhE7ozSIvVwVQuaGfSEtx4ksYT9m9Pjt4rp56YSRoMUNFLsCvqKhoxYvH88ZrFJR3UZm4JxfA58xoXKkqoI9HCTQBpQboE+QezDtOoE8Cj6I7CSincn6MZ1IAfSzELoJ9tMz4dhc4S6zvFhhm99kwRmXG1hNEr1zU2i//DqnGlKyAOdbkosI3CfKNuxb1WE1SzBeUPxI59JPLEPoBxTSyYNaHdcC+rLKjuft8FeBXVFS0YkWbHI3XoAdVmtqLnA/oY5tlzMCt5+g4+7SVCFoLSpxwStUeIbMwhJGsBNDHuwmBsDomoI8lAjjz7eK4p76YQwX0iRQvrOlhkDpAGFK/REjallYulUJVgW95KMeY2Kq5MAX0CVQn70vsW+7OCPotW1czrV21XntKjlBmqgL8ioqKVojCAxtSrkaqGYCvq6rvf3I2VelAPpwlPV/SpPhlNVqgT8WykAeNTHa1FjjZ0DtCUqX1R0EAFPEhpdgSBhvNa3Nuit7AK00lSSI9qXOAX57M2VziNJXLdS+BgyYcP7WbVoYKR5RfvHlrGbnUyQAHI8nF0JDRJeinar7bt5N/1w9n1/5gpnFUgF9RUdFYa6WDPpRqL65giGwUe/agDyk2QDDmN/5N/JkgP6bUoA8bCc1G8CzSYUSOPFq1HkhFK4Y3MQv0sY4hrzFyADGnvfjNC/uqaJ9h3VYcOYyvbbj2UfsFFqGEMY4p7JP0TakkOX+LPOrxmhrAH8pRpRaJvFzL0K9rLy0cxZdA+xhat4mY/QL8ioqKxkpM5kJNmL2aMQ9hYh7DuMmmBctk9KBimghUqt07D5fNAiWxSQCdMxujTaiDPk3A5wS0fAckCK15fAlRpHwLb+X9gsyDzGcG+gIJKlxuhA2KOEdcw4Oex3RDFrWemOuuXq2owsbUtHgzk4O4JAN/0VDSozW/BmNRi8yqspXtjphzAGNV+0sqwK+oqKjR4t+xHK/BTTMAHwAb8rEyGJgTtClR+GoABz+r1gR87k0MDyoLd/oiEBYyDmsYbUJ0rOPAiQtvFnelBX34fKOJudiHvaoPZ94fCbJvUYV9Gn2WEexjn5pV8KtY1qv60sA+eyiqJbOYFA3nWG/DWkHD4XrlIFh1gj8RWvNk0S6PJo7E2cKXwJIjtpwbbOBsAX5FRUWNEneCPK4jmvwHcVXgGymrmnRBn8LqGGFmbdCHt4lzp7aGJM6y4ga6nxTaVjXygRoFL3/Qap2wL5gX6VgB9LnzWoG+pf+5oI9wQPjXvkBGadvTuACpwT7BtQZjPRfQJ3OTwlzeKqDPsbMJJWmKKrB8QYXPJQAgfOpBP21pQz9A2SN4NagHJ/QDUFntN2y7AL+ioqLsJWAt2ESNUXOKXECf1goVWTL6bFoL9qmBvqWskrg4K7AcIUQ2hHdqgD4v/pGC4UA7l/Q5uLx6fUVa0EfPjJ9f65B+dxLcySRheZKVoHRVrj+J1STQF4HIFhL1dU2T9QUWrwL76tJSH9tqDW/N5sFakuT8acjekkFH/YjdkCsZ57WJx66/ZAX4FRUVZSWNBQOMxNmrgD66dAFf3KIofEJmbdCnPIfUmU6KJ+90IIa05LHld6BRv5KbHqagz2OD00ZlQBe/tbeX6bCSZMZZD2+RHPOMX8yBMC9KzVWGl1WxkZxBn5lyiCVRDPj7CTlUyhjLwZK02Rndn14EuUMw9bo2OHhOk72NOg4rKMCvqKgoExHn0NLE2asAPr50zSaoZJUFAYFUKxj0qXIZLdAngnT4Csoe9EmOdTCv8TnLaFSc+bUq6OuuOGHlxfpFWmC3G09q6+uIhIAWkdXcGjU8wbSiKKAvsfzAJndY5pQHKLLL4VnpJ5YRVVXmcCO2LdtDAX5FRUW1SA74RJmyVVPnFjmEptt8hCthTDMjDSUHfapmWTk15zOVkp1Bg4LMfJ6C2olGfUqgjyWFDpK9sk8C+gip9PvScNuR3FwigT5HUq0+1OT6Y82Nk8VQw9U5hwFBVwaxkE3mVB95BbMy5AFERlzKC+YGN+l5zx1eatez1XEbqUdFwliAX1FRURLpgazxGqykG/RrSTA5tV6JoZLJEPRpABtMKivQ551gCyzjOZbfQP8nWSieL9HU7i2MWJxWxxT0SfoOavuTrPRUAX3I/oZ7I8ydxBqwEowbgT6xLZd544tyuss5oo/KSDnH1q+cYZ/h6KVIpDCwSQnMVHx5gKJ4pR8svuxEDaiRDPWfGzjPVbWUMsUjvi3vXpQK8CsqKjJRAXxuNRXwWUMuc5PcmbS6T25S/hId7WNXxRIg7WqBPgAh0PGbxexQaeJO7MMGPbgEkhcrcEGf5DwKQi1f1sSgD6AvItnBofsb3iptP9F+RaOBYsU5+gwPWoBTmjOX62aWTuoTuRXmBPvG/Ng0QinJXtcfjPq0CkNut4L+NxyrxblkCG/PIiVNI3YHjiXdawF+RUVFKhLyFGmmbFX3IJ8vAdYxKkdK0Ke5AkWelE5dxIfAC2nkZE0D9OEm51hrMVsE2Cc69ngyVheoyQf0xa3WtqqPMfPGQeeYle4OYf+G6les21DYpsklZqxgn+D6XYOaG2P9sE9yLSiqQQEI59hsGkZr6JOWXRBZHIxHrV4MoV9SkMv0VYBfUVERSXaDi/EamaBKk1WRBVgnJ8AXzFw/6BMBvsBu5Tmi42v9oA8PVKKhBDbEd0pvbnhxj3l/gEB9ovmrUjkUwAv/DbwC0MdIzQHGQQAqAcWofImg13AuKTyOeTE899CmC+jL1kGOdSnpd4rqUh++8oAbE/AX8CWCfilBl6Jo0A+iqaul/5K9e6QC8u/6FeBXVFSEkj7oG68BSA6AjKeq739W1rw0jqDPehGBE/TJLetMonVm+jiwEnZQJ+iT3UCQHVF025WC6CBwxlkTgz7J8SRcJDlhhs0z2i7NAcYCOWnUiDXoU0zFzmnRidehDELQVmOL1NjAV5hM6B5XGdE7R72oVFWctwYyIlIbHc+wWZzTAvyKioqciswdNS02Uk0HfO5vLBNq0oulfsBHS2q9qghnROuwaoG+avmjnsYJ9EXyk1ariWDdKOzj9I/+PCsA9NV5XQ3eUJB3dlld/paE61uMQZ+aaq5hhnvziHNsdEqiFW2MK6LRGoI0Dp6kzo48Bgc3M6CfCeRKQ0K1vfTspQh/xEfYaQF+RUVFAIAYFhTQBwAp79hrSwD6cgJ8wszWPlUG48EJuIKccMYWHFCMaIA+GpSxseMFfay8+AQSSENuv3ReFguBFInsZS2joJJogLuTnMybUb1PYkgV9I2Wy4T3G4E+eW65t6T+VzTsy5BwZzn2LJLIBPwFjTGgnyObStzMUFB2AUK8VRSMFe9z2kU6K8CvqGiFqgA+nJoL+LoS4Jwcy+WMCbECSN0nx34klfX8wTmJllM1nfiWMJXQGA7Q+Z0wm1ckuWpFyWCfGCYrlkVY2alhHx5ERyCMCBovbdXok6Jtge9Eo781ufwYXtNIpg3u3CS/XBfYV6P/mLIJRCRJKTJ5ODUiK6JFdzu4SQf6CSwt5+57a6/c3qh5mjFiBqPD6wV/Le9eaC0sLIxHr1BUVDQg9Ikt7gHGowtJP1i3Un6Az4Ydh61aAz5aUjqE0YZ86utA6LzE61vrB/PjQIYI+sJZEEmVwEwwIeF8F81R3Q2JfOgU2mNtb98d+RJOLeGZ/vaocHMDBX15gfIOzWijsLgUxW8oaPVoJi68RmoZjjCdmsaqbJx8tTA+ELQ+PutB6ohSRpsvCGwN/AmkUHfp38T0GLXLMNga2aIq+gs3cBla+KRkec22RlMU4FdUNGaSDPaVPDRKkolyHiJP0XzZVWUD3BQmu8LMNPt0kqd9eqqCPhHk6zfjpT5EO7EN8Z36oA9PLWR9dX2gT9LPEI8CIi/SPRH00drWYAJJmwofcoWbHMEuSXang41SU4C+qPEC+5ghWGWp1UGBfbbKLcI8IGCcaJnEGfQj8GgVf0slOoddjs14agd7U1Uc+i1+KY/0FhU1VPZgT91QFiKVJsui5wn4ROYVGrM16BNHURvok1nWftNufJUNxZpvQ3QHA+jEkutAzIADyu5gonxAH84qt0oX25p2YyMnkLcJ41V9UtBHtKCUkWC6btAnc6NloBY1MWryTYkcxlSZwz71qPoNKoCUrrk8wJ9fqeK08qNtV7kZDNjU+rW+XgqjSvWaHdhRFeBXVNQkSSZ5yl4aozR1lkJV3//s7OqyBW0STCDxq+QnYMCKx6vxJkXQpzUXwdshthtRe6CDPh5/IJz/yqCPpYaAMq9LRvwSiOxul8Y3OihS7ceUYHLYuhnoI+c2uFjVMmRJed1sirKCffkpyXTEl4b5E3TMrPoKBJMuzqxqxFbGRa0N/C2pAL+iooxlOF61NFar0t51t1QV+MYyoSob4GY8wVVnDPRZsDboQ2AHll0NIwX0EdzUDvpGE2v0Oaz2KWCOFYAM9DFSq4M+GpplJ0K9zdnqGqLElUO2szCtHEvuoC+5FGMjn4t1t7OMj0vd50nQJgK01IO5aoJrVm4T29V2R7OHT538KC85LMCvqCgDpb+4ZzxSIKoAPmmmBOYFoEbsW5wZaSjiw/5Ot8BDpVVFS3BKqb7xZgigjxibBKjWCfpYUUogTDQv4hxntpteTTHy09oHoo9GxhCsJw0OJwV9Uv++XJagD2WX7zntWCPrwYpXzYy6gZLewTJSFqAP65MA/rqqZZ1bIF5reLRsX9dTJbJkXOoh82bejAz7zBbgV1RUgwrgk6vpd0Blazs0MiUwLZiVpgJ81vMybfsSAOXKpgr61Cy5vgRTxvdqgT6tc02j3XgS4UJ0gyVu8SS9meituwJazW1rNqBvaa+kXRj3RWzIpxUAxoukgrRyKpeztmFMzuMnxdhyLqZTmcG+3MasaDGAiwxUUbxAEk90t4wa8NgV12W1ZMGedppkSgFr+22Xt/QWFSkKfTKpn3Xjexo3H+x1hZg00s2oyw60EQGNqm9uUjoRsSpHFUtAtC9vRkvrhBTaIw3OESCxSpvAV5isryKsuxKBOj9U4kINCYSuFfYxbkiYtTFp+4r2S7JANWGf5iXMGvSRcqsUTGmcIBXDcbJYkwJVjc6SJnq3VE8rqROCmwpBYNKhuPibexG7xG7dmxkeE7y5V82mw6D2G3wHUhk2qhYU4FdUJFIBfPoan0GEZBoszZTYTR2gzwTwBVIHjBjM84Y2iaiI1MKoMZCBmlFrw1+iqcN7iLG5k+NhEr/5V/EkETu4EP20RdLfsno4hfbIBX0SsKwP+hRBMqpv4jsSwT5L0Ccj7Lo5DS6gtQ5vzK6vQhk4I1xZTONAm8VRbjORvWY9TveICF9sASAe+iF2s1z6dzG9oYAiwyitqqTm8RmxKQwbUnmkt6gIKcMbyHUYzkbGY/aEUrozP+aAT8U/UngftIG9auxBiCL3pG0hHehjTMPEEIhOoySnQjLQJ4F8aN+4wjYe9EXzx5Ipgr5AIg3Qh47Bl0P1ZkOfWbRBEaq0dJHapInz5HEqOwybU6XfUTVhHMxy34ixu0PduJEAhpicqCHrVdhRZDfLpbp9E1UAleEjvmB3nHt2DRtSAX5FRUuqZ5DX1KshX3UPpvWkfFfeuKyNB3wmExEazbMHfXo0TQv0aS4mwNmyBX1JIIw3IeEoa5ywWrDaa04FqSPyZgL6ojbIbrhJdBxpxeHJWN/lu5mgryka/6KnK+HY1uW4FMyW5JnJGspZ2deublV7fYWm2cWntgR/BfgVrVilv6M2LldAnoxvyieQMuATZ87GhY1/05UGtBwqdRhcMJAh6FNsOJX3i6ZhTtLmgD4pjKgN9AmPt0o71ABjie5YSMcl0t/qQ8fgypXzTasshYTMKZR75Vpdj7B766wf2p0Le/dqiRskJIBJxgcRjtLEwkR/ZkTSbVitLhIdYAs3BfgVjb3SgaZxvdLRNR4DBNawUGJSRZZwiuLBGvSpreGwHt9Xoa8KeE75gJvwFWZ7kqyyCksR9CHKlgz0idDcaIb6QF8lfJnH8IdoSv+WnKByrqBvKLP2ZU5yPEn21RPjjBTQF1GyGNNVxthVexMKpCEkqMoJ/FnZX66KzKCf9dt7AXqx06o/WatwqgC/orGSxo18g8wrQunAqrUUB+MJy2oXpzHgYxggYAeNzTxlD/qGIlIqvMbkXAP0BVGOBnxBJLIHfe4ySWF7EFzFTDCdV2HnSBv81FzQF23FidoaSur9XuX6oyZcXyLzmhZqKAB5LTEc1xKrolOWqTrHqzX5ltwkWhEigKr+qpFjnhqBkafM2UI/qMD1e36q7voOB80u/jhWld4LPcpbeouylv5AuDR3DSWboJhKMq0lmVSVwQIDlocUgE91vUbAmNph8058cwB8PUuDn4R2aaAk7KzyfmHG0r9HDHBiO5cTcPtH2qVMsf9ytlsaXZU0I+5v9PW593wJ75CA5XA7UexDg/2WiIDjYwjlsoR9gpsG6jmVL3i1D480+kNrJYV96jSc4w2RwO6IFNBHFAPA6LGtGt7cGzDUiiVQsc21O2pBnTG2JHZxuaTgr6zwK8pCugBppV+F9NS4O6JBKQO+xOWsE/TZ+5b4qxHwDRlTB30qk2nPRHOsQV8VS4CwgdtJQHxeWxp4iNtXi9qsQvsUv5BDEwqJIUiGoE8ahy+HEehzuWImkOcyKFwWw6MsgggoeXxpHSbE1DaWc28/qdStBwKAqWjJ1WLpP2Qi/54CLG8WlNCqcqo+w7gXHfNdGdkdsM10UoBfUS2SjeXK1cZK43XRVwZ84sw1uBKeRwX04YxUoZ0M+5rNTAvw0ewZwCmUHTqFSDL5Ei0eccNLaT8mgnQqzZxXEI0+ggarCRalYDmSgAt15XaCdzVUpYhMrYMgGctiuJSkXxQoi0paUk6xAIBVQOM15q9JRPDH4IR4KzrG46490G/RtSAIR1ar+lKtqj5jdLt4gtezzYB+BfgVmYs+LyxXlVTSmkDkoWYDPhWXSqA8FehTXaOhMrGluVYFc2rGbII0g3Qqk1Bl0IfYiXbFbpcaZG/UZLQOQ9kVOif+b/zFNsQTZA36BFFQkrJhn2HfN2BPQkTVc0mkehtIptoDKAJIdHPJShmEkL1qAX90qfgNGLEqV131RdIQ+LP4Xb9uamo9FOBXpC7aRKpcRVJq/O7mISZ1OmbNZB9vojUTZqsH6DNXgwUaHrsKnoIQhmgI+mwJjdK66rAzu/s6ysAl2KaIAUsBtBqwAU8bMzth3SYENirvl2hqXBaStb6tmqBPqz/TbDeOjGMN+po2eIiJEUpG0auIfGWquwIS+a+7mEXLkoEsT+5G0LE8ZFlVdDCHj6b3Qg+kgwL8itjizf/KZSaFuJPC/KWMXGoocy6Aj5ZSZkR1qmYN+oJzgJwAX59BkAEVhHnOTjXQ5z3rtcocKaMU2mggd3JRvVVEB30yYCZr8DggFMRymKS0ZAkA8+BumUON/rce0Mf3mv7SbnI7KJmaFCtW3D5TW7Lrh8VoIUWmIqrocEjuD0x9ZkgduwNlx4s8dP0s/SWv9Os3gIB+gH+8twC/IrRo47JyhUip8b+INxf0qbpSmByJ46HzAllqa8DnMGjSPNRA39BEXClYWhfu36lxrydoXQPYoBJVYjukM7JybqVLow0LbfRqTgP0RQNBXhu02p8oPy6B1g0GEeiz7AuHXDF28s3qukphjifNftJaBkGQb58U2KeYaYVLwLnUoZ81c7OilIG4VVw6wJ9JUZaMJoF+EE7eWlhYKKdzEQBwB6ml+aTQyrlQNxfsqbpUmgjZx6Lhjz74toKWWhPtnhVl2lstf1S0irFpC/jcWegETAZaCIAvYI98dmrNPb3miNhdAukEmaXAWWN4kgQ0R/s2eYcr7oeNYB+t/zIGfmqF075qCGV+vVZWgX15wr4sGscYiEmQeNlCtMfCH9W9fmXoxD1qRRX8tZwfeQawKR1ZCvBbwaINTEszSanxB3zSNRQWmWt01VDAx8tSA+DzGHTblRAPsQWnQU1wSOvWawR92hPXyDkmtcE6SyXtJchD6ZUnaWJpHtt1J9Boh+75tkG/i2o/fLItRmQF9LE91j78UoPbiZQc9AVS1An8NC+kWpZqbxxjqGTgT0bHRKALBRUFHjxZ1eDcEPhTX+3XCn6lG4ilHkpeHuldAZLdcS49v7XYNdzIQyNdf4I2ayb7eBMDPoYxMeBDGjJYhOGxK/SkOlHum0SOKegLgtZkoK9SsEE8W6PtkC7p9UMM+gRGJKAvcVJZfmPQR4rFlcv6+pkD6FNVc0EfM4ueaoNrtR+pQSUIp4C+jNStWyLloWdjOtJQxHUFAC2D+KxKrG5XbLCiZR7yV4DfGIs2MSs9vbVENdy4w8MABjKzphK7VZzwqFeBbJ7Jy2V9oz1qPyfAt2yUthIGa5Vij3DeSiEPw5DOaUQAfdJYuik1G0qw7SGmvQqxqIE+UQx8o1LgnBz0acSCyKV9bbG+oq1o0MdQE2PWkfWAQ9OsPKiVe5zHV0TUA066hABOKpCrJgLXGPAnssuPpgC/MVGwg+fvLBKoiWCLLyPAp2okoTvNFSvsHHJDapPJiCGrslnBUXXQZ9C+caDP+LwN2lKuzGgbkzV81hmr2R6d1WV+Mg+ZUAZ9jPZZJ+gTOlraxXCk0h4duUz6M787RgK9XI0bU0WU9tQfL5UKKSqqRVbwTEU1vMFXZiRsoOdm6UMBfg2V83plNLgqCmtlgb2uwoGzi1VTfaSDacqrmZQNqU+/sgF9Qk+qE2ObVSKV90s0NcOBJAu9MmX3rOSOyGetBujTatMqbVcJ9KHzs7EmwtrQHu3+0Rgc8s1Xzo8WwplPdLFXvuNY+5CtqaDPKJi42XS1IPdUk4WsGsqYSwB7eFkdYAhhyB7MxYGVRVa8A7B2sjysatl665amAL+GKNmEpyiopoEsPRkBPjUDNbk1OPfqqEs10FcT4BvdnBPgWzZKBx8Yq74v0dS4PcRYox4Q9jTAisbbTnGx+EGKKaiK5VVoY6or+piDmJE9asADD/tyaY9i2GfM/HD9mwqyVE6MM1L7MK72ABiqNWblDhnviZGwwL6YuKHmuZoMRLwL+NlVYpDaX9yVnH7SbEM1sNrPGgPSDwctR3lLb2ZyHgz5laQIqZUL9LoqYI9noAawxzAk85kz4FPyhmcAcUPD33TCi2xA5YrvVWlTdFgkLU56qKIEUqLzUlq5JE1NCvmcWYkASAL54llwFaTR5Ws9vot0F84lP6xhDwbXSHZuZdhX+/BOtf0nlFEQOLNpYJ9Ou6wB9mXRQJaVQzi1gUH9F9fSUsl2K7m3qQSVY9oatdTEN/gW4FeTCtirR6KaG6tqH0+wp+5eaaWCanUkG/zXCPg8Bi0An5KlAYP4STDFamgDeqcY8MWz0IlTEtCn0nb9DbLpoK/XdrVAHwMAacyHNdqllF2tBNDXM19An60s+lJrGQdBvsIZxiO9dkmCa/p8JoMQnFpx4A/pV1QvNUE/tWPpgH6q9j0GefbducojvYmk09/n2j3mq6ZfEPVkDPjUDSV2azBpsYZf+r6DRMXAX9yg267C3XCjgLXt4sAhC1VRsiKzKAKVaKIqngQpUu0pzyWDdYm1IawE1RV9zHZqBvoqvJHahmFqbSpKj1WlXKuynMoDmGyGfubXfAPVBteyqQGkmjpYbqRrkobjzPKRYE11CxwpaBVPwvbR7Xlbyr/rhyxa/fZV5Y6qAD9l6XKDpnSP+UhjlcX4SGM6yTJvrnSAsgbQpzHxluaqCfCZezNqOFqgz+KUsgN9VWgnwQ4+QW0rp7SgjGJ/w29zQ1BDq7/RODTaAFpsg5ao3t/pcxsw45M5jJtUY2D1LjZqIugDyCyYJdUZk5HvHKs5pKbFO6wmAEAceEJRN9uXeUSpocBDwLYOmBMhT7wLsHFTgJ9AWoNEZuIVK+E8Z4xVAJ/ckPIkkSLVyS4jVxC0GCk4OVXwWqlZGjCoPemlgQ/G2hqLtqU9KdWCviogJYg36YpCGFr5JLGkB32I0mqDPqQ9abusMIlY9ihyd3L1gj6+d2Pz1sZkIoaSUeSZBbMkw5hyLG5uKnVElCHsyUqWYM6SyVVL/3ke79X3Bapv8C3AjyCt+Ygw04qT5kRrvFQAn9wY3VM6+Kjt25E7YtAaarrty72O1yO7uETOvRYnUkLQp/WmXbIRLXgSrTICvBWWT/1lHBqgTxrD8FbN5qIN+iSxEHKNNehTlfZRFKiAPl0XWVVQJkpYJ+Ne/cPlU0c/AmiFA2aRVAj/llwte1UA0BqsATNWu+SGZ38wV3lph0P6YE8l84pRqeJhGYM9E2M1us4V8AkM0rLwl5CkKmuFScTwoxd/NWhPyfCImYxAXxDPJAIpy0nkDsnnjIqdwUxSJKMBmKWgDw/5GNcplXblP3Zsl9F+UqcTVwF96n3fkPncQJ+4oBmBPgD9tptKiYIhX/0M4yKZ1uj0tHLmCGXHUCYATGjU8mUelm/vbWESqdgXqDXyQdd+wCDH/ooCfsbjFm0jYyvJBGq8VcCenrGVAPYQuTIAfEGQJPSlDfh635QrhgYObcFJOBsd8mleV6Vv22WBcTc/oSlYbYy+SAFqyF/mEdsQ34mHhRSrfXtkzYWUuP437/bl1GizcS+mg+b0oG/ZUBbDyaaCPoAC+9gJE50rapmzcdE4WQMf3awyMtbEt/cKrToMpYd+VB9j+UivTsecxMBYK/eLVP0yBnwZ1GHOgE+eU26o8YDPYdgM8C2Z0i1D1fc/qBmnwZJ4Ik3QF0Qz2pPQaCLi5FsEUMKURLp6AoG8mDaoochOEnXQpxHD8B4tGI0Chrodu6jPHwPQR86pPIiofVhEDKD2eIdVYJ9CQgPfahlrNT02Kq/ucwAAIABJREFU6taRGvSpNI3pSlTWSObFYgs8BLKqHSPPsTFpAwKDjQd+xuOSVAbHQqxaWRFVSR66WLhJopwBX07dwLiBPptpf8y+xKyNYQ1YwrfH8MJYBqZxzdX6bb50sNCfUXTbRqUZ9tWmRp8kaLPOvSqH2ghIB/PrnWzaaKyAPlPPNtLuu+tQgoASjZbR0jklEsZdQF9WUoc+JjGkoGIRWYdgXo6ER7rPFYUDZw/86hsgmBgcKxXA51OaQXrddZm2PIkmGcqG1MEeMok14HNvUvSqzuOq4Fclq/qAD58VKWNQbgz6aNEbTB0r50e2RTHo02Pq+jY04Zw26DMjZlpu3P1Vyn6dmUg5p1QmVyduCJZZbJUooPGbUzTxnCmyUOOhFcK3PfKy8aB7bBKDP8ILPbIBfvWCvWTGG6vxuxBrS2P6hzZdq9KUK/XkWdeoCeiTc0C+grxMjzpYAT7aChaqdbldTdAXvN2QHJxUVLcKx8hdVpFZLdCn1M4rqPTbHKM/ruJJmApWuD8Ggll/EvlJIgW5SoYonsSp1HKqlLmAPhVlF1CfcogthxgSaIUUszlaAj2cbMDLmk4y5li/HEHmEndS4JcXNCpdWEh5HascZTygzKAu1UNQBnzynHoGxwbwoSawiljOqADagG/EnJCGaQK+cNZ6QF89bzFVpsZR7pIa9OXx6K5G9Qata7fVSELWlRxljyMDWO33ksU4oye1WBg3GTQ1DqAPIGlQYVfGJwPOa1LlMv/Ksl02XGrwhwn9cDEEjCMKkAvgoko37lFrJvXSZzRm3+Qtvdp3XGUqXVZIotpZUVVrBPgyqsMVCfiYxkwAHyJJqvsfVoBPm8kMG9aeyI6YEbbpHEGf7vWagPrUoIkyJInawVuWvylX74TBnxtEvKnCydKDvsXdehcATdBn1c9r3bBQzaUM+lRN8tynzGqjXGFfPIOKdPoXeqA5zMeya4tjLhX4Y/YGX9QrdLm740K9Ybe8wddndNgHCvjVdwHPzlljlcsdo3xlfFc4o7pMB/ZUpkB6Sn7nnU80UrZDCdBAuTQpTGVmu/J+QeXA7VFvi3RSIJ3za7+9FLF7MJX2XDBYhekgX9dfRXPrsOD7gs7l3qJ+kwQP+7Q4Fetq70kuxmLuj+rCt8sC+gQhpMyqr8TB5Ab79Dh4gX1FNFnCMVnWfKHf8m6zwisBWb8VdfAXgH69R3rzBUKlC8Ioh4tFM1QFvqmbr1X1wEu+1xyOhdlUR3NCyxFqUqk7alTGhsufaod8zBpUnRRWsQSyMLQKog623XCoVtCn2N61VvRVIx+iKXF7VA59eji9nKTOtjuUk38Kc7yppFLLqQTFVc3JQkiRzU4JA4q7Sg/6dJUQ9inWS6OqeAxVQfMegcWo267YZYtUzOJuQe2h7EvlrwX1495/Ig+9xXfKaoLCU+lysMoX0OamAvjsDCZaCWBoXBYLf0Zo3mxQY2bd0aJNmXTeRDpq1fcFnYvpTJplJcKS0TJr3uCSXiE0+hA8oEPGIhjYrXjQp+PSnzM16MtojKIXy9B5k1rjAPqyCqareoLS6WcSjocL6BtLieCYIHMYOkUMI4mVCGyhQhBWQMQ+0/KQAbEltvsWAEylPdtL18JV3ReF/LVywF5XZiF5DZvisaRGTYZmqImnsZRhBsaf1VS6GvyqbB1jO+5c61SJh2IEohBgiOS5AaDPbYNOoTSapvw3/mIb0tnSnA9rnfaaj51rX/3yAH0idGlpPmiwgL5xk8lJl1CpbxQVjbPqAH/xbIEUSJ8i6BdRPSiNKE+QZrH3Ga7A7C29pSuTqMC9mCrHJxPzWSl9WY0nA4kMm2HK7AGfQRSKsMNlSRvyOU0JyIT2TX6BJ1lO7barOV9zULCxA33avZKgH7cDfXVA6m6SDEGfet/p8ZQD6FNXzYOyTMeELNVUFs0bR0mlfdHPRM2MemWpDoglgnKIzPYw0xIrasldEOvjzQB+pZvQksYkZmWoAL40RjOcBGiuWNHKVSfoi05KlT2bTVKHVmrYhB3YgMoV36O64mMUDvBt0RPV/siuI6PdNZJWVnnz1GnvGqBPsVrCe3JvwxG72qDPXDmBPrUyO24IpZTQYVZDyyxBn2aHT1dWxwcjhYAbV+YiHggS0KNw1ohhB2/b8eBD0JlYBXtOdOBfv+IiekAELbpfDuLY8RNw+NhxeGFmDi7ftjWeGcDu0d4RQ37wZ/G7fg7gV7oDK7FqdkUdDuPBXcZ1mbasWtNXA+UE+OoEex4HjCk8y58V4Bv4ZlB5NKAST8QDhwxPtTyyu5hAayLPKoEjkwbkY6Bbhi2MCZ0TSgP00e0wrGtDPmRi7TdGq8C+RMwP35eqXyG1XESNJR26jRtUySqYruoNCu0dcf00862WUdVETUoVee4rw/A6OTMDf/A3n4E7nnoeHvjbP4RH73+EbMMFnubn5wEAYGFhAebnF2Bhfh7mF+Zhfn4eOp0OdNptaLfbMNeZg/ZcG/71j/wATL7vH2H+vdfARf/Pn8DEnofgvPPO79k96+wtAADQWnqTrfcvDH6HFvTeftvb1GrB0aNHYaLVgqmpKfhPX98Nd/72/wnVwd1w3m99Hf77wX1w+RUvg4nWBLQmJmBiYgJfcMTue3bsgE1nng2PPvIwvOma7/Mb6DfULQstBJZa8/Pzze0DMlEBeTGZYwojg3qqB5Alupuf2LDZtGWFAj6bMvVN1owqjQb3cAmdKbShCMOuYhFpcEQdiihDPtT5gvSgBrsXLWi0eynA9mZTa9P09qzJpvIAfaN1YH2d0L6xIcpp1r/XMKDTBvN1q6aAwm49exPFqtemE8G+FQn6EnWkwxohLHjksrCwABUATPogkqKqqoJqYQHm57ugbQmyzc3C7OwszM/Pw9sfnoId/++/gLNe9no455QJWD85BydPnoDDhw/DkSMvwAuHD8HMzIxKPD0IB4OgrtVqwSWXXAKtVguOHz8OZ5xxBuzYsQM2bdrUS//a1752sTxL/3rlC2wLpfnOd74DVVXBwsIC3PvUc/D0k4/Dib1Pwa+/49fhgQceWDxOQ/mGdc33vxE2b94MGzdugg2nbYQNp50Gp65fD+vXnwrT69fD9PR6WLN2LaxdsxbWrl0DE60J+PffmYPHD83AzLt/ACZPWQuPPfo0oQJ7/7l3KakAP4JEFbWiarkKfFM3n6WaBvj0LOgbHkvAR5p0NgzwjW4y8IKxnw7wxbPyKl4H9FU0WxGbNDvugbu4aUTnA0QPCueF1mq+ngnBwU8G+rShNbpPph9fpjucUe32HfOYA+iTuwkaTD7MGyfYV3MwJOCXMFaFIQM2kTCHNKOqCXtZ3RWWyktbFnfMz8/DJZdeAHDVv4JVP/rLUH3gf4V/+uLNcOaZZ/Wg08LCAnQ6HWi356DdbsPs7AzMzs7CzMmTcPLkSZiZOQnHjx+H48ePwfFjx+Do0SNw5MgLcPTIEXjhhcNw+PAhOHToIBw6dBAOHjgAk5MTMD097f23bt06+J3f+R141ateBWvXroXdu3fDb/3Wb8Ev//IvJ6u2nPTGN74R/uiP/gguv/xyVbu/+qu/CseOHYPjx4/D7/7u78Ke9ikAcyfh1Rdv8+a59LIr4LLLr4CXbH8pbLvgQjjnnHPhzLPOgg0bToN109MwNTUFrkb3iU9/Gi645GXwN3/xZ/CB3/5tdswF+HlUZwfdHEXv+Vu6yUpNA3zjA/YIuesEfB4Hic4gc9BHAxRU65iNpATZgj4tKDeYRCcADdBHt4M2S7euxOd8d4lJNtAbwwkK6KPZFV9BE7OLcFMzaod27pwGkw33lBxlNTwtoA/rnZEo8Xh7rGGf0XWEIB/Lq6oK5ubmYHZ2Bk6cOA7Hjh6DQ4cOwIED++H5/c/Bvr17YfeuZ+Cpp56AJx5/DP72H/4Z/uzTn4XLXvla+IP/8BNww//4CLz1F/43WL9+/ci/6enp3uc//dM/VS5RUZ169atfDb/yK78CP/VTPxVNe80118DBgwfhyJEjcOzYMZiZmYG5uTmYmpqCubm5Xrq7dzwCV115EUy89xaA978F1q1dB/d969swOTnJinHFAj+VQq+omiNMLnTdZKV6Qdl4AT6ZiTogBkOolSV2pEzfsiNya9CHtk/EQFaAj2FboYh9Seo8N4xAiCLo01pMoLGiT6udNxb0IROzH+9E9b8Mo4nYRTXyAZWa78fWTdBgAX0CZRJMsO8IJzKXnOXRA9e4uZU4q5H414/nDx6CZw4egademIF/c/XFuLxVBfPzHWi3OzA3OwsnZ07AiePH4ejRo3DkyAtw+PAhOHjgAOx//jl47vlnYd/ePbB3z27YtesZmJ5eB8ePH4epqSk45ZRTYPXq1bBu3TqYnp6GnTt3jvj67Gc/C9deey1MT0/DJz/5SfWVZEUrWzd99evwvl//Nfj2t7/da5Pnn78Nrrr6VXDZpVfARRdfAtsuuBDOOONMOOWUU4K2xh74FbBHFeqSbeUmG9UFggQJFXLZGhZPstIkkQk9wVSOxAzwDTqgTUCp1jEbSQlWCOhjTJjVQF+43OyqRs8RU4I+/XMAB8wZpc8d9JH6aj3natcg4/42FehL7MZpNPlQcKxACmQRFGnWUEO8sqFEIpAud6dpQkm4jtK1e2FhAf7if/4p/Nbv/y5sfM/nYespFex82xvgE5/6PBw5chgOHzq0uOru+efguWf3wb59e2HPnl2we9czsGnTppF/GzduhA996EPqJSwqstSb3/xmePvb3w6vec1rvGl+8id/Enbu3An3338//NC//BF43euvgcuveBls23YhnH766XDs+En40kO7xwv4KY3nV5gK4OuqXkhmjsOSG09WIjV4wdCYA77eNyNHlfcLOhc+hRoEGdpjAfkIicYR9GkAvl4OhYEBDsxhLPm+RFPj9owF6FM9UbFucbkK6FNTctQndJflELbmoMg9VI6HXEYDdXM2Hva579TNz3fg5MmTcOTIETh08ADs27f4WOzjjz8KDz30AOzceR+cPHFiIGur1YK//uu/ho9+9KNwyy23wNzcHCwsLCQqR1FRs3X99dfDzp074cMf/jCce+Vr4RXv/XgzgV8BexSFC1vAXl0OCuAj59ZJoiP3uCa4RcVtIiqtBTiCXjIEfPGslTI4pCcsj+xGTCm1W62XcIxkZ1wf7AHf0F5t0IdImN1juw4j1tcXXL+beOygfq8q4SCx8QDFo2xBn2fvCgJ9rFw1tNOqquDwCy/A/gMH4KXbt6Pzzc934NjRY7Bnzy54+OEH4d57vgPPPfcsTK+bhgcfvB/u37ljJM/ExASsWrUK1qxZA+vWrYMNGzbAxo0b4Y477kD5/Imf+Am48cYb0TEWFRUt6/Wvfz3cfvvteQA/lQBqL0Wd0lwPwXaVjcYB6OlYsHGwksHe6Gaz5Q9G1h1o0rAy6YAPF0wawGcIP0iJCVPkRICPby9qlmdZ8XxRB32Cdh/Mqgr78CBbu41XdKtB+2rXJ7M+2OPReFxh0zdRzBXQx1ZGwZB6qhri1uF4zYF9nOw33HI3/PHuNTD3X/4lXH3ZFfAbv/cBOHhwPzz04P1w57fugFu+9mWYnZ2N2pmYmIDJycmBFw0UFRXlpdtvvx1e97rXpQN+WisAVrYK2OtX3dCHkUg5ZxoH5kOfjAFfsjNudJ6prD5EmQrwBTeidgrsMuz1dhqdyxaAD2FbC/Rp3pgjrxDxpVRsy9K37fLaKKGH0QZ8DLsa4Hk5iWqBCuiT5DS7b5V4IDluoA8gm4ByB30otzo0UCenYVudn5+HY0ePwoEDz8PevXvgiccfgwcf2An33vMdePDB++H2ux6G/dOb4VM3/Df4/F/+Gew/uB9arRZMTEzA1NQUzMzMyIMrKirKSlNahlT790wucPUpIdgzM6qvPMCYPIo8ymGVXY/e1XknYnSzDeCzK2M1+s1sUhfbgMqFT6UO+vKYTJMnx5HkNGv+BilqNiiATidOmk25gkq3TQkahVZ71wbaKwn0WSsr0DcuUipsdnWWXUAI5Qj7cgJ9TC0sLEC73YaTJ0/C0aNH4NChA/D888/B3j17YNczT8GTTz4Bjz7yEOze/Qxs2bIF9u/fD9PT03DaaafBo48+OmJvy5YtsG3bNrjnvntg69atiUpRVFRUl0gr/NQ6tiZexEyktc5BxV02yguIZQz4ar2brQsnGBb5Qs3xbOmYNeijTSq5Xqg+4gnTAL6hPRYrnAiJa/1NvgD8sQN9fOCj0Zzr+W0+xrVeG/QRym2xWkW02ksbRAfOf6u+Gd8nm99y03LlNVjHtTwDM3rKKCDSTZoa484B+M3Pz8Ncuw1r16xBZayqCubnOzAzMwPHjh2Fw4cPw4ED++HZfXth165n4KknH198scWDD8Bpp22As88+G7Zs2QJbtmyBj33sY+yYi4qK3KqqqvdvYWEh+uRH//7htK1WK/i5/6/rs7YGVvitVMCURszJrq3L2pXXwDDhQLsmR+YltIInEqEmi80GfL1vKQBfcCMtoWyQzvSoDlJoCfNY4WR0Bii395we2e3ZiW5A70wA+ujtXRsY5dHeHbmzA32yKAroq82MnjIKqN72pOQ6QVzHjh2FbzyyC/7vu+eh9QdvgerEYXj40T0wNzcHJ04chyNHXoAD+/fDc8/ugz17dsHTTz0Jjz/+GDzy8IMwM3OyB/C2bNkCn/zkJ+0DLioqGlEX7g3DvuFtXQ2PJ13gr/s3Bv66n13/fPsmJibIYHBK3B9mdIHKQ0YrJngus5N5qAnAno6FNE6SIUyLVSNc+ed07kQGvpMBPvdmfW/Ko38t0BHPimoMslCQiesFH/6GKWo6KGhCJ06azVn6yO6iDexGpi2mvVrAdiPaeyA3r0vge0w0JkHJxE3yX+oTK6t4swompkQnD0J1jOIXFhZg5uRJ2L//eXj66afgoYfuh//jF/4D7IK18Mc/thU+fu8PwwPf+Aq84ooXw0UXXQRbtmyBc845B/78z/9cHG1RURFfPojX/ddN4/vrA4L99kN/h4VZ8eeCfl3Qh/084LODfaS3URelFGJOau3dZqE8wB4rsZGFNE7MAZ8VNJEIBTHGBPAZV2rl/YLOhU9hAvj69tYMPFgTYW3g4WgwKk0oWsV0yMfI5TGlQwxHTDAbRzCbKjSkV6L2ZZSNfhKDPrldhNcEoC/xMMhptCljIwNTMmUTyLLQ/XnusI/R6XY6bThy5Ajs3bMbHn/8Udj53fvgW9+8A+69965emlarBatWrYLp6WnYtGkTnH322XDbbbcBAMDLX/5y2L9/P+zevZtUlqKiokH1Q7guWPP9xQK70Mq9fhu+eGJ/nYCt77sLDmIe+R2Gfi6w59s2/K/V6aR5S29zVDP/zPxo1AlxmIn03GXgKNn0QJf96Wiswd6gI9rqEK4XzEZSAqF9qmf+JMRmokyc/EYS06rLGGz4zfM8KZ9PWr/LN2JCAL29WdVBdENBXwrIN/TVuv/G99sF9CFcNMEkXVkEMSjU9TWyOYW4N0+OHTsKjzzyENz5zdvhppv+HnZ+976RNJOTk7BmzRrYsGEDvOUtb4EPfvCD4niLisZJPlCG/ReCbb4Vd759LlvdPNi/WODnqofhvz5I15UP7vXDumG4158+9FivC/51Id/k5GTvs9pbepsplamLlsssldegTh5NU8CejpmGAj4U2Ivv0ZDdirrAENuwSHSYoXADxAr0WdVTTYCP7L4/h2FdqJ97KuHqg/HcQF+cGbFailKibtL8QZ/lFYLX/vgRaR8/uu+GDWCXlEXUWQQxqPrBsVvtdhvm2m2Y63Rg04YNwbQHDxyARx55EG79xj/BZz79Kdi162lnuu4kuNPpWIQ8dnL9bplPMdhRpCssGMMCOMzffj/9n32/dYfZNqxuu6GCwP68w22PAgNbrRYJ/LnkewGHLz7fo7iu775VfZjVfZOTk+MO/OIHroC9xKEKJlImbrQkdKgTb0MBX8AhYTqt6tuu7PqgIu6N6otwp0uWHZlVfnC0qlkbcDCSLae2XIChzRCV4IvmSr5lmxR7jB5JG/TxkLCKKscnjSAsQJ/cLsJjTuOZpoM+AxfZDMOzCQSjZIOhEc13OvAHt9wHf75vLcx94Gdg1ZF9cNsd98F//+D74VOf+jgcP3bMma/VasHk5CS02+10wTZEXdgyDG8w+SiKvWyg/3sT5AJMmM++fcN/MRBu+LiFPrsedQ1ti6X1PTpLrRPXNszbb7HtpGsb8+bb4TTDcQ6n9QHs/vSuvK5y+OCfBOb1r94bzjO8bwwe6RVOTLXUsBpMFm7CUWpeZUplSpfa1V2HKNijLLsVfD0P7m9puCXRFxM1qAO+ob3WgA99GumSGzLg82TSAnxxe/TORK+ZdwdmWpZcX9C5cHvUmgu9MrXb/3LSnEDfkJUEoK9nPyfQp+MqYNa4NscV9GURhFueUUkokbq6L8B44YXD8Pzzz8GuXc/Ak088Dj/1v/8CHFq3CW676Ub4L7/6H2F+fh6mpqZgbm4OPvShD8Ev/uIv2gaWufoBTz/occEVLlzjrHLCwj7X75rFABEmDddGKJbYZx94q2sbBtQNl3f4M+b7sLDthdKuuG3X9+gs1q5vJZ4PBPbDw1gajM8Y/PPBPtf37rbu3wYBv0zgXhIHOqob4DAS6bnLyFkSsEdMmkMdjm5ON7Gw85QW8Mn8MAEfyxc2q+wg6XZFjKmuOtxIA/q0YbsWSC+/zWdhF5+ocnzSCKKxoA/tqIA+hIMmmKQriyDcQoE+5O6YOp02HD9+HA4fOgT79u2FZ55+Ch599GHYuXMH3HP3t2HDhg3wohe9CLZt2waf+MQnBvJedtllsGbNGrjrrrs81sdHLoDXD3AA+EAMA02wYCWUjgLXpGUKpaVCOypgw/7z5fX56a/H0GdKWsw+AIAvf/nL0G63R/51OvMw3+lAp9OBznwH5ufne/98QNH1L3Zsu5/ZgA9aAENZfb9314VnkxOTMDE5Csf6/61atQrWrFkDa9asgbe85S1OEBj7HFrRNzExEYzZW96lvP2Azwf7pqamBj5nCPyEk9A0IWSlvMAeK7GRhXqcqU5mlBzlUJcoyKOsFbGCD+1vhQI+QuKKE4jqvKnyftUEfGF7dE9659kSZrDoj4WNRRP0obIRKlX/PNA/2dVHBHosGO9Zi6Rq5Gwq6Ft2lJMZubIJZFTu0BxbkWWoqgrm5ubg2LGjcGD/87Bn7x546skn4OGHHoAdO+6FBx/YCdu2besBvY985COC6JulYagzPz8/Anm66Xx/teAYF/j5gI3rO2VFnPTz8N/YSjfJvthKOldMsW2Y/QAAN998M8zOzsLszCzMzs7CXHsO5ubm+mDcIojrh3DDAA6rU05ZDZs2b4ZNmzbDxo2b4LSNG2HDhtOW/m2A9etPhXXrpmF6err3d3JyCianJuGUVafA5NQUTE1NLm2bgqnuqrKpKZhoTcDk1BKMak1Aqx9KdSHYEPhaVgsq1+PnS811oXI/ml4tVEvn3XIdtefmYK7dhnZ7DtpzbZidnVms39lZOHnyBMzMnISTJxf/zcycWLxRcfgw7Nu7B/bt3QO7dj0DL7xwOFiP/Svy+oHh2rVrYXp6Gt761rcGQWD3LwYO9u/vHmvXY7xTU1OwatWqHvirEfjVCPYyvjCHlDzs+IwkrbtMHcnM2VC7PAGfcVTacCTmpP9buqIR/AmBgQng69tbAN9gLitQgq5uegej1ey1VvLxzpNwQq1zA1X/ln281fmAyKIG+9zMz0w0kF1AX8RBzuZ4yiIIv7igb77Tgc78PBw8sB+ef/452L17Fzz++KPw4AM74d577oYjRw4PAL0bbrjBIPq8NAzu+r93Vz1xVzlhwBE2jQv2UIAdB/JJgV4XqMX+YiFdDPIN1+PI92q5P1zcHIZ0X/nKV+DEiRMwMzMDMzMzi6BubrYH6foBXbVQeWFVV6eccgqce+55cNbZW+Css8+GM884CzafcQZs3nQ6bNy4EU7dcBqsX38qTK9bB+ump2H1mjWwevVqWLXqlB70GRT/dxNJOQmJESianVn8K5EIA33r+XqAcREmzsLxE8fgyAtHYN++PbDrmafhsccegQce2Ak7v3sfnDhxYtDOEtCbmpqCU045BdauXQunnXYa/NIv/ZL3twcpvzE4NTXVA3/KwI84aLZQ5hfgmMzDr2FkmR+oTGoGb80agEiFnmzZTxzSlXtoCpzIMc+fEOmsAMDHQhoNBXxxe3RPNAASsKNMDDXPFy3Ah8rKqFBCMyfYYxbQqg1HGrE56EM5kUVhAWy5MoV9BqZrH+bXHoBf/aE9/uST8Ik7H4JHWqfDrX/6m/DAFz4FExMTMN/pwL5n98LOHTvgH7/+Vfi7T30C5uZmB+y87GUvg0svvXTkcdtxkmsF3jDIG4ZEGKgnBX5Y8Mf958uvtR0D7ziQr/t30bGn33Jt7w03BqFeq9WCL37pi3D8+HE4ceLE0gqvGZibnYO59tzAKjofTAVYBHQXXrgdtp53Pmw970WwZcs5cOaZZ8Hm08+AzZtPh1OXVsqtXbs2AOVw8rKoIKTKD/jhkntSIP2IwB8R+nE1P9+B2dlZOHLkBTh48CDs2vU03HvPXXDbrf8M99z9nWUPrVZv1eCpp54Kb3vb29C/GdgDhTTgJ5xQairjC25IecKvlQ32dM2pnk6cpDoKOBzdNQ6AzzP5ty8aciMpgZIfpl2F2blet6UP+Mj2eplQWJRhF2unPsC3HIER6PNuQO9MC/oI9cBra5jd+iemFehLdf3DgT50InnOpkK+ZSdNMNkQ52H1h7YIKBbgkosvgA0vuRJe80u/Dbs+cj187H9+BF555UUAsPgI2urVq0dWnDRdXSjUhXUugOdbldfNTwV61P39sQ7/lfxzPdapAf367Q77kEK9RbXIyKSCClrQgq9//etw7NgxOH4E4bBWAAAgAElEQVTiOJw8cRJOzixBu+7qunYH5hfmh/wta+OmTfCSl1wMF164HV50wQWLK+vO2gKnn34GrD91PaxbNw2rV6+BVatWsSGdhUbqC1WBeYK/cBb+Sj9mKGQjLaknRNb5TgdeOHwYdu/ZBQ8/9AB859t3wte//lXYu2c3ACz252vXroXf/M3f9ALAIeCHu5olueZlfGHFKCdAQ0yk6zIzh/ox28zYcqhbTXBAUtJJ3tDUN1HF00AFPpGAd6BUK+AjJGZNZk1OZT+tFh8O9HnCqwvNGyBa5xfvvAkn1gJ9WoBPEILduYGwLzu0/j4kRZeMB32khPzcBfSlMElXFkEs6vixY/D4E4/B7bd9Az5949/Cgw/sHNjfarXgyiuvhO9+97uwsLAA1157LfzhH/5hTdHKVVVVEN65VutZr3yj5OHEg4F6nDJhAB41Xb8G8F3Ls314a2vx7yKcaEGr1X0hQwve9Z7rRlZb9mvbtgth+0teChdcuB3OO+982LLlXDjjzLNg0+bNsGHDabBmzVpYvXp1VsBOS6nAHwtnqT3iK3+G1361ny3wiyVtt+fg6aeegjtuvxU+8/efgm996w4AWASB69atgw0bNkCr0+l4L2HJrm0ZXUQ5Shp+4tFiLYdG0WktNWE9qdMQCvClpV/23hwlbDjgQ6U0AX2yGbnNKhfiVBaZmFY8f2NWaWpWYF75HDRbyZcR4ENlZXQwNueGDehTv77K7x3QvFpVNjd3k0Gfkflapwc1Oq+qCmZmZuDwoYOwZ+9ueMu/+VcD+1utFkxNTcG6devg8OHwD8rnrOHfX+OszNMAYxLoFwNiUuCnAQtdNhYWKqiqoe0jvzHXBXJ9n7t7+t9M2t3TB+pa0P95EeK9893v7B3PYZ1zzla49LLL4SUvvRi2bbsQtp53Ppxx5lmwedNmmF5/6thCOw1lCf5UV/oF9qr+diAvs8bjvRblmJ2dhSeffBzu3/ldaLUDwE9NDQd6XSUvRsLBqK6V+hzWUgsm4EBJrIlampF7uvroW2WUNeDDJ7a6S4OCR9aAD52JOYWNZOJVYWULRVDVz4BL6v2vEejzbsAn0IbiqD7U6uYPInHl+KRlX3543ReDVNcE2rUgAejTcRUwa0oSm2Q2K+fz8/Nw4sRxOHjgAOza9TQ89ugjsGPHvfDtO++Aw4cPwfbt22H79u2N/B097O/jDX+uG44BAAvgWQI/8r+FPr/VItTrtel+cNdaBnW9x/4WN/alWV55Nwzvrnv3ddCZ7zjh3SWXXg6XXHIZvHj7S+H887fBOVu3wumnnwEbT9sE66anYdWqVey2pXV6qjzumYl4v+1HSpTCLDIrH/w14Xf9rMqhA/zGBOh1lSf00o0qzzImM8O3ajWB0xIJOqSlX3XcWdAGGmjPRud0baCPad9mskucvpoAeT+BU2ty6KqvD/TVD/jiiZ1bBfGGwSG7Fall6Lu9QVcgm8nNtISgrxr5gM7B92XnAmne3EHO5rIIoNNpw9EjR+H555+Fp59+Ch566AG479674Zt33AbT0+t6UO8jH/mIvnMD+QAe5nsI6HGBGCef91HVpdVtvu8YiBd6DNYJGKtFwFjB8D4A6P8O7jwjwG4I3A3vX3xcdvCR2S7Ae9f17+r95t2wXv6KV8IVV7wcXnLR4uq7LVvOhdPPOAPWrz9VBO9iSt0nNB0COuOPFopXanSuVCv9ELutgd9gUvvVfhQPdOBX+xVZrtqKsBLAnrLj2mqjoWAvvDvN4D9dfTjWsNQ1v1EmUNqrkUie9RcEsTOx4IUJ4OvLRYLqNNNhO+yIDSbmOic7D8Yxa8gEWtPrwQaCC+FOKtDnMGZ9vaBdG+TR1DDMc5gvoE87gNm5OfjSXffDg8dacPeBWfj4T756MWtVwdzcHBw+fAie3bcXnnjicXjwgZ1w993fhm998/Ye0Nu+fTvccMMNxgXhqwuoJDAvtkJPA/TF0g8Ct8XVbSPwzvfZlQ8BBQeBHCyCOhiFc73PAyAPBsFeVfVW1XV/y879O3eDfwfh3WK6d7/v3dBut52/fXfxxZfCFVe+Ai666BK44MLtcO65iyvw6n50VvE2OELs98RmrXF4vFd0ZFbQSj+Kh1a7neCR3oTKEb4QEum7zdhprTWSCmpIRYILiSKsEez1vqUtKmEHOZGCH459nZm3ftfHQHxocMg0agz44vZ4wFPzFMlnJR+x5zOBfH0pLC856Js6uieu2U22xNeNLEGfjquAaSPjzTKr7nxhYQGu/cx34Gu/dy287G1/AuccfRb+/SvPgl9723+CXc881QN6N954o128AvngnGt7aFsMummCPufvywVW0IlA3xK0c313AjsYWoE3BPMARj8DDK26aw1BPMe+5RdYDK7Ie+e73wGdTmcE4l199avhFVddDRdfchm86ILFVXgbN26ENWvWZv3bd7hT0X+zVU2tkQ/hZJmr6eCv6dBvOWkej/c2Dvg1Y4BgE2XSshs40zNpM8uq/UQgM5i0d/Ht6ycwma8L8BktxwmmtFmoM5rCGnqjQJxNYXlWcUSCHXGDAF/PdKVrlQZh/Imj2dXbNr+SjboQ/rlj1b59VsYY9GlDXK5MV/SNG+wLOD527Cg8+eQT8J07vwlf+tLn4fbbvgEAi+Blenoajh8/Dueeey7s27cPOp1OooD9wsA6ShrXajffKjhfWj+oc2xHwji9z0sx9FblAXRX43WB3eKm/pV3AAB9q/Wgf9vi38HHZ4cfl4XFvyOP0PZBvVYLrnvPO6HTGf09vBe/+CVw1dXfA5dddgW8ePtLYOt558Ppm8+A6elpmJyccraL2ucyEWUD+GJCAMAmwD9r8EeugxSr/QxegMHNXPcbfLty9xYZKMfBgDBxYmv1Oa4F7DGy1H0toQG+dNEqz/ExHmvz73WlPFm0ABS47DLAR8pKuCHCCgUFEAVGPZnFzRENPOoHfeYr+VC2Bb2gDQOzuxSxrle6J7L6KCb5jaIhPwX0aTpoklmU05mZGdi9+xm479674atf+TJ8/qa/7yVZvXo1bN68GX72Z38Wbrv1n+uIsqcguJtfgPmFONwbThcCegMr3ATbe1DNAfV60K+7re9vz57C58HVdQD9cM75tx/69cO/kZV2ABMwATDhesS2uxJv+TfxWq0WvMOxGm/jpk3wqle9Fl525cvhJS+5GM5/0Tb4+jfugg0bToPVq1c7WgOuU619ThMR7jqbUSmGLyoOANgfbRPgHwAsB60UMNlcRfMdt+9IoVxGimtmInHWWNIsgF+dF3+FRDauG+C4dtzJmx+nV8Bx7YDPABpEnfm2pi0yw+f4Az4bEFfxbCMz8KrSf/dYpRlaXV/8YTM1dGysQJ+wPmRgnpOV3jFadV95rYINWKsL9Bn14aLc5hyugL6QOp02PPfss3D//d+Ff/r61+DTN34Sjh07CgAAU1NTsHHjRvjpn/5puOlzn04U0aCqqoqvxptfgPmFBVgggL04oBuFcb0VeMF9C/70Q8BtAMI5ftOPum3k0VsYXG03+BeW4J37b9+fkVV4E62J3ko8J8jrg3gtaMF1118H7U57YEXe5OQkvP57vx9eefX3wMWXXA7bLrgQbv/WTlh/6nrvajxEa2Hmy0fxIWJDyhghKqkYUxrRS5Nl+RFBWce9bL9e8Jfkkd4cQYswcc1W0zvVN2kzk8riskECCYkjrhHwpQZ7TncNBXxxM7IDa1Mtdiv5SGEMp7YCfVHgwfegPx4enPzoWgVxg2oC4MPZ5SfOG/T5z6dkoI/kMBHo03EXMNssEmfZFhYWFuDQwYPw0EMPwK3f+Ef49I2fhL17dgMAwMTEBJx66qmwZcsWePDBBw2j8Mc2Pz+PesQWvVqvb5UeGuoNrXgL7/Ns78K4qoJqCMz1P6Y7si26sm90W/+jtACjIG/xT/+1y7VtFOYN/xbe4Go86H0GaMG73/cuaLfbMD8/+Kbal7/ianjV97wGLr/8ZXDhi7cv/T7eJucbavXaPa5zzWLe49DYgD6fIo/8ZgW+IBBPMFDD3/RjVhDrFxaz+k0/BY+M8qgAv9pP2ZUK9gycm12ojLLW3vYA8gR8ScGew3H/pwL4yIqCPaE/K8DHCKW5gA/nhu3JYixs/siuEL5YnVcWE48C+izsEyLIDfQZV0DTYB/W9MzMDDy/fz+ce845MDk5ObL/5MmTsGvX03DXt78FX/7SF+BrX70ZABYhzbp16+Css86Cxx9/XDnysLowDwX0yP+GfmcOucJuBOx5X6AxtJKvC+scj9kOwzksuBuAg33bRlbb9X3ugT1Yftx2dNswzBv6bTzX7+T1bb/u+usW31pbLa/KO//8F8HrXn8NXPnyq2D79pfC1vPOh02bToe1a9eS24XuqZRoDGOg6M21XAOXKgAAc4J/2b3MQ/U3/SLGMgB/dQC/vXv34IFf84DWmIG97Md6tpQu5/YXvbgZqi6o1u+0eWCPlimYygqc+FJYAQ9ywsXEFtXOxGNRA9p3thoD+CxvCFkBPrN2zjuPrCD2YlKbwppd2xPfTKp6/5FzyXzaukCYN3dQu9kLL3kprHnHZ2DmfT8E0J6Fv/irT8I3/vkf4ca/+wTsf/55AABYtWoVbNy4EZ577jmbgB3qX6FHg3qLoAu1Ui8A59xQzvXbeN39o4/iDq/mW+gDdr04+2HdyOo998q9wZV+gyAQAJZhHfRf0wbhXe9zP/gDGHhsdvTlF/2P247+Xt51712CeX2P2G7deh583/e/EV5x1dVw0cWXwLnnnudeladwLuifTuExTY7MLDxWzjFiI7V6/7l3ZaSW90s0Nc22cgY29EP6EB8nkh878Ldjx73w//3+78AZp2+E1lydb+m1mYWSlTNMqt+sLZ3L6hLAAgWJSpB4kjXiuH9LTQeND/jwiaMpzQFfHFzx7Gpkygnw9eVMBPj8m2XARvN0Mgd83o20hFYQXXvCYdTN9CW1KaxOExgFfam7ftrNJHl0OQxJxxn0zc3NwcMPPQj/8IXPwh//0QfgDT/xM/BjP/9L8PDXvgQ3/uUfw4YNG+DFL34xfPnLX7YJshtrVS3DvHnc222p/0Z+f24A0gW2DQM7z/dhYMj+OwTtfH+XfzevV4uj17AhgDfa5w6uuIMhaOeGeS247r3vHIF555yzFa75/jcswbxLYet553sfsfU3BEKjsTPhtmjev+upgL6AWvm/4ZcG/dCJiCl5GZr+Bt/FZMKW0AKYnZuD4ydOwhNPPw1XXHwR/MMXPgdv/9Vr4dprr4X3v//9i8nMgZ/ViJmhAvYMrFmvlLAS645ZwugzAHy0yZZFBLGNooS41CkBn8CfTTdr9xt8vGLi6kob9OUM+ACg9/tFqja9X8i543usAF83hfUNKFJ7zxnwDVljXSNVPBMdJgR9Ou4iphsxWAyane904PDhw7B79zPwv/zoDw3sm5qagna7DQAAP/7jPw47d+6EH/uxH4MPfOADqnHNzy/AQneV3sIy3OM+Zrv42OvC0ko5x1tvA7+h54Z3gyv7hlf6LfTyL6+0w8I51N9h+Nd7tNZzxVv+r/8j9PpY5yO1o7+fN/iobQve8xvvgdnZ2YHfzDt7yzlwzTVvgKv6YN7mzacHYV5d57CeKfxYMJd5VAF9BGX8uK/Tf4PAX9NX+0lX+f3aZ78Nn39hHZx81xtg4vqvwf914O/ggx/8IAAALMwvwNxsG+Zm5xSBXwYjpiy6l0aM1ezBHjOLvlgXzZUF9ka25AD4gjtkicODFIpPiRnZgbcBE8zpJjIDG/JFMtoDPqEnk3O8MjlfeaCPUWNm7Z4G+PB2eZlEAMe63fssViNbzMVry+MD+hbNN2LwOGC2C/Z27XoaHnxgJ9x55zfhlq/dDBtOPRUuu+wy+PznP2/jHGD5hRc9oLcI+DC/jxcEet1/VT/UGwRkIy+xiMA61yO5C72Ven2Px/b8+sCcB9Yh//YO3OCH5WPquyPTA3qe1XjQt39old51730ntOcGfzfvqle+Cr73+34AXr70u3lnnb2F9Zt57lJoJU5tMj4QyWJOBQX0iZTpij/eCz1QCXipU6z0I/jJ9Xf9Zmdn4fff/3vwH9/zG/DFv/kLuOmv/hIee/ox2Lt7L8zNzvVg39wcBfhZzQKZqrVLada4jGa5qWCvK08w4RgTlaCGiZTPY11wL+jSaDVHCsDnN8VqkEQfUvs5gb74SaJyyFCD6bwAX+9/yzarNHsaS9DHuowKDhbrZpXAUY3XJ9ocsYA+pGE1dTodOHz4EOx65ml44IH74c4774BbvnozbNx4Glx22WVw00036TlbUvex2y7YW1hYepttcJVeNbIKL/rbei6Y54J6w4+4jrywYvg38/qAXndln/OR2si2fkgZeQzXfX3A3dFqtYZfdgHgfZttX7p3vOfXodPp9FYITk5Owpt+8Ifhta/9Xrj8iivh/Bdti67O46juc7iAvuGduUTZEDnAX90r/QA4L/TIA/jhs/Ee8c3tDb67dz8Df/uJv4YPfuC/wRve8Aa45ZZbAADgc5/5HPyLN74J2nNzy8BvzgX8rG5zCzSOYM/GvDVByOeiw58IJS6BycSf6Hz4Ww6Az3ikVi/gG9prM99nZvK0CTX7HLsJB7u4eQ/bo814tzKxzesP0gE+fHYa6LMc4oghXyRbiglmqssD75owHqBPBQbjHJDV6bTh8OHD8MzTTy2CvW/dDrd87SuwadNGuPzyy+Fzn/ucXpwAvZdF9IO8+YW+lXrzbng3sBqv8qzQG07vgXV+gOdY3efatjC6ii8M5wa3Dcc2stKv30/v4Domg7HjPvw4LcDQqr3lR3C7267/r9fDunXr4Pn9z/fMbN16PrzhjT8Ir7z6e+CSSy+HLVvOgQ0bToOJiTS4ou5pqv5ZW4DfilaG4I/3iG8e4I+90g/pK83jve6Ehw8fgi9+4SZ497vfDv/u3/5b+Ku/+isAWHxstz3bhvZcG+bmllf0tZdgX7u9uK81N4d9pNfmZM6iixh3sGfPAm3FugAmjB4NEtIFUce1V2fS3zTA53GQCvQRJsrskExARByIqhw6VN8h6yAt+nf3Sg2p1dAGVC58drNrDg3w4e3yMqnAG+tzYMSo2hlAd81yOB6gb9l8GtDXbrfhrnvugcsuuQROPfXUgX3Hjh2FVatOgft37oAH7t8J3/rW7fC1r94MZ5xxOlx++eXw2c9+Vi+sqlp89LYf5C0sjKzeG36U1r0qrwviQqv6PCBvaNWee2VfFX0TLQrcLdn1bhvy379tWK3At5G0wZdgwMjjttBqwa+/+z9Dp9Pp2Tj//G3wph/6YXj1a14HF110KZz/ohfB1NTS6jxn013euP2CM+GxJ593JVKR1RgmsRm3tYxBH0BofJ9TlA1W7uCvzt/0U4V++f+mX3+ymZlZuO3Wf4Lf+93/Cuefdy7cfPPNizsrgPZcexH0tRdBX7vvXz/o6+7rA35jDPS6KmBPYl1fahOdNKXJ6brWmzTUFFNk3EfNyfcpN0s0pUd3rSah7Aml6QojP6hRO3ToQ5MX4ONBkJhV3xd0LnwK03OgAD65Rusw9WWjDtC3EiFfVxe89AJY+64vwMn3vBEAAN73vt+EGz/1Cbj33rt7aaanp+GGG26An/u5n1MJZRjqzff+Lm6bd6zKqxaGwZljFZ9rBV/wcVj/W2bd+wZX8HW3Dfvv97ccSz+A7PvcF4tr2+Jqu2F5tiz/N/J4bfAR3KV/77z+HdBut3uP3E6vXw8/8iM/Cq957ffCZZdfAeeddz5Mrz8VJiYmRg8qcdC1/YIzAQDMoF9d57Tp7Nh6XCSU90Z3LgGOkzL8fT/6ar88XuSBS57nG3zn5+dhx333wJ/8jz+CfXuegXvuuWd5X3u+D+r1Qb52G9rtDnTa7R7o66bpbpvinLVZnedpx1H1Wk418dGWaIKTsAQ1T4pcni1gAEXyCb5y/2JQD80FfEL8gMzEK3Ll/Ci36zdQAB9mIy2R1bmI8lpAn0DuOkx5GeG38+aDPpX2gnPQ0+HDh+Dee+6C6975a/Dvfv4X4YdfvRr++OVXwRNPPQ5fuOnTcM89dw2kv+++++Cqq64iAb9qoVoEeEuP4M73/i54XpgxCvJGVuO5fk/P+zt2g4ANs6Kucq7oG3z01gvwevZC+0b9VlXlfCtnq/dt6MGtVmvg8/BKPB/Ma7Va8K73Xgdzc3MDL8V40w/+MFzz/W+El135crj1jnth06bNTqDH79/TD0gV71vZ+M3OuEz+MUXGQTddvX5jlAZVzq01qdsEnAEFdzJT8jLE68yRor95R/yIjkkFcOz4Cbjz7u/AG6+5Bqqqgicefwz+5uMfgy/c9PfwMz/zM/DFLyz+hMbCfAWdYci3BPU67c4S7Ov/3Af+ep870Jqba3vP3ixOa/M7rxlZTssC7cSa2NRQApMJPUcF8BmYJZrSp1J28EEGsJSS+XNZ37FGnbd8b1a/xWdht/J+IeXE7VWIPwvQR0jcLNDnPwdTXU6s2qO6BfNxpS3oe/bZfXDH7bfC33z8Y3D7bd8AAIC1a9fC1q1b4ZFHHoG3vvWtsGPHDpicnIRbb73Va+6SSy6B17zmNfDRj3502cUSwBp+UUYI6g2DsWFoN/j7esOP5WJ+z87xKKxn9dygLT+Yc64gHNlX9coxvG9g7tlyYLxW3/6B74OP2A6+GKO7fWIA6v3nd7+999jtz//CL8J9990DP/CGN8FVV10N27e/FE4/4wxYteoUajMi7oy36e4KPwCdVX45nNM2Zquo4brmJeG2Uf9saUUpo8d8rX/Xz/IR33gW2Rt8iUnhxdu3wqrrb4b2+34QoDUBkwsd2LBhA7z5zW+GD3/4w4uJKoDOXKcH9/pX84UgX6czD51Op7e901nc1263YSqr07fAPatsNhJdsOopSb3Xq1HndcWjd/PWAPAlvUOrR33tqq2iZ2H4otn//9k773g5qrKP/2Z3bypJSKUJBEgoSgAhhQ6iNCkCIgooIKiovCqoiPRQBAtNFFCxIQIKhBLpvUiRCAICIhBDS7m5/W7fKef9Y8rOzE6fc+acvXd/fC7Z3TnneZ4508585zlzwgFfMrvhBqg/NGAC/kXL5AsuOKIBX4xKVABfBBP0dgnvg4PHZSXZtawD+oKkaRree3cFnnj8Udzwh+vx7rsrAACTJ0/GpptuildffdWznnXT4B8oNE3DV7/yVVz8o4tRLVcdcC98BtxwiOc5JNbnHXZps/i84m3xZ9gNGo6rL7N9JsQB7CT70Frrs7HckGc2nlnfM3tPwnkXnYtavQZNa2bpHXzIYXqW3rwd8NIrb2GddZzvYUwiVqCPtkS5z6EfR7hFnusu0C7QEdC8qNrAn+NBQ5ahMPbL177PUgZBVcpl7L3HnrjwuO3xN1yCP1z1UxBo6O3t1SFfXTHgnQHsGjIasqzDP1fGniLLkBUd+tlBn6IYfy4QKNUDMvyoKyNPIwHspaxKXx7BCHnp4pTZ4C3i/Y1/s0RYkMhastKZAb5EO3ECP2krpQB8saBGCsN0mzLQJXXAZ1RlcRgSRoaJ75fYtcOXsAZ9KZ5ysII7VEBfJoDPZZXz9S75fpkR6Musz0lhfQjB0NAgVvxvOf657AU89OB9WPG/d0AIwZw5c/D8888nsquppHUIrjEsV1U1zFp/Jp547AnMmTOnFeS5h9i6J6xoecedB7Tzerde0BBcB4zzhnL+UNKeWeg//NaybQ6/NSS5hta2fJbswA/N4bfud+l5gL2zLzgLjUbD8jdr1no48NOHYpddd8fW23wM6623PsaOHZtoG4cpC9Bnz+4DkmX4pTqKMn1QnNJqFv2nBPLfFUSIriMRMv6ymME3co2sMv1i+PMq0tOzFt877RT8/eknAACzZs1Cd3c3AOD000/HGaefgXUmrOOAeWb2nj1bzw37LMjnBn2234imWVGxAX4dsJdVVfpKddPCj2R1wJ5TdPpw8VcgWccynSLhDNYQg0Jh1p3dVKCPNcyI1QFO6JHJucK27SgabjFFaefjAvjMElldVkc06PPeibmAPorgmZkVxg2TBvQNDw/h3XdX4KUXl+GRhx7Aa/9+BTvttBPmz5+PH//4x/Fj0dAK9mzDcO3v3tOz+fR/F+2yEIcefCh+cPoZgcNavTP0vIfO+sI7u30XdPMaRpv2z24PQDPTzvoXxsQX8IF6/gDPa+jtD887A7IsW9tk23nb41P7HoAFCxZh8y3mYsb0GcgXCon3mdj7ROKFkQo45AZ+QHzol8Hz56zNtVr1ccDzHqYD+tpEAk3q0a5DfLMCfv/73zs4/otHYeXKD/R3rZ5zDi688EJ9IQEUWdXhXcMO8cxhuC6IJxtZf4qs13NBPdUB+lSoqtrspJFm0OmvPMw7VIJZHilgz1Sii89oBXveEfC8JlJ6OJu4UpZZFrGAc9aAL1alNgB8AUao7u6BmyzdyZZlx5054ItlPyEaZXotS74BEocV65hge4JgAZXtH3lcctI9yEoesQgQoNW8bU8ixIJEfqpWq/jgg/fwrxf/iYcfuh/PP/eMBfcuu+wynH/OD+M4t7LcvICeas9+M5cZ5b1mwt1m623w7HPPolKu+GbFNYGe97v0wt+bZ9ZrnfiC5p++4d1QT0I+n3fCPRPkubPyXENt9SoScjaw98PznVBv770/iX0+tR+2335H/OOfr2Py5CneM95mqOTnfX6dWU7PD1ibRNhJm/c9jX/fg3dkHbXIY4gvLxln2gg/iiVzrw4e2utfwk+qomDp0jvw/dNOAQDk83nrvaumaaWh6hCvJVvPA/DZYZ6qNqGeffiuC/qZh61+lSMg5lMtoq9Pa4bfaAN4/KqyU+IbEU5rQ5fTpFQAduDfPDEXpiocvUZmT1jZ9Jg6YM/bCCuw5/+TmICPxfE/8gCfrVQCP4xPY+mPxJCq9Pc977ZsH9BHJ1IKh1dwxCkAACAASURBVAQ12fehF95cjqMe6wOuPRG5fAFvv/Qi8vk8AEBRZKxZvRqvvfYqnnz8Mdx22y3YfrvtsHDhQlx77bWxnepDcFUX0HNl6pm/GeDPa9IM5zv3msBtyZ1L8PNfXIVHH3zMmbnnkZXnHIrrhnjeWXss/ppDb22TYZg3wa537Zn/SlITAPq+W0/KISdJOHPxDyE3ZOvsv+OOC7D/gQdh/oJF2GyzLbDuulMT70csFf/8T//A2WL2THaZfQyP8w7sM3/gHVVH0SS1MCkhsvwiLYxUIEapZBXCiwaUkIDVq1bi/HPPwKOPPAgAmDhxIkqlUrOMBh3O2bP33MN1FQ/gp+iAT1VV47MKVfUGfoQQ4/7HuAkyTzn2TCQDxBayu1kXwMMoAnvBRTivDbOb85hBuH/hHxQAmv2ydgd8rhKU/LK/b2UL+tI1g39bUt/9I2+2hMiS0fFKKO9vTbthP8SqHX0ps+teRoAvQSXi8YmFL3q7iDfZ4wr4fH+IVTudb/YuI5h3OpDlBp4tj8f5+8zF0ucX4Jg990Jvbw9uvOH3WHr3HRjTVcCiRYuwYMEC3HzTDbj5pht8LHv4UokF91RVbQI+VbVBvybcc77Lzv5+Oo/fLejnzLLbau6WqNVqqFVr/gDP+NcTCBr/qva4WmIzhhnHGIprnd/t2XqShIIxJFZy3fC64Z59CK4T6ul/51xwNuqNunVjtOWWW+PATx+CRbvshmeefwVTp07jnqkXRcnP/Xw7vIJ0twEwjkUw2JeiJ9EWirsGgiekBci8kW6eB22nzKwi8PdH6AQS20yMCuHtRaCqmvUwjxCCBx+4F6d848sAgFwupw+ftddQSXPYrR3kBQI+/U9VVGtIbjOzT23J8tNUYgE+yYP6EuJaJ/NZWL2e7B1+bE8LbDvpjE2wUyIIwHGNON60tIq0fhMjMGcYIxjshZtkQ6HYNSlbsJeiqHct1h1Pb2ZBzyPT80kGmXxtD/hcpYQEfSk3Xkh1+vue/0GT9eUp3f4/8kEfAKxevQqPPfIQHn/0AUyePBk9a3vw/D+ex+OPP47ddtstroMmxLMDPUc2n3O5F8Brzd7zez+eDdy5hurud/C++OuNt2LSOpMCs/XsWXuq6gJ8drgXsKx1GK4hyXbrYsvSa/7jzObzBHqQIOWaUO/ci85BvV63/MyatR4OPeyz2G33vbDVVltj5sxZyOeze6ceTaW7BrA7eMIy/EQ61pmfYwOeSgoH/ES6KYohFhG3JQQUcUKPdCmAyWskXHF7tS22nA0QFZDr+MxhR+Luu24HAIwfPx6VSsVRT1M0J+SzAz3VBHmt0E9VVAvktWbzmZ/15Zr9IRiBBfwA4zRjLCQBx3HglY79oc/8zoRVdTZKBPSil2AmgcFey6/8mynCj4kspa/BG/DxOKZTQBhWoI/KrTMz+/7GmHRtCatDljDJEEx3jCdswVEN+FJ5iuyTGejjCPha/IoO+jJqINNNo9HAqpUf4sLFZ+OxRx8GAEyZMgVz587FsmXLAAC33nornnr6qUh2NZV4gj19gg1bVp8N7lkZfSYAdMC9gKG1xu/Bw22b4K+rqwsvv/IyFuy0wCrjzM4LyizUArP7VCNeAM47KklyZtB5AD+/obiQJORs2XpnnPcD631J+Xwen/v8sdhrr31w/8N/xwYbrI+urjH+G7rNlOxakN3KLn+3J9GwXk+16TZK9cAua7UZ6MsiUrePtgCAZtBS4E/ZhhAYQPzoItcgscy26LOHHYivf+9MrLvuZExddwr2X7QD7rrzNod9VVabw3VdME+1DbltfjYz9HSgZ8I8N9izfjP6ACDmihvXRwP2ScZkHHo2n77CBIAkGSvvuHfSH+4V7I3ITnzAnrCnsFQ3F5zXSoAblKAIRBiWS7fPlWyFeD3gzRLwJTKRoAKVpopghMqWZg36PIx4HIVU/NDdRUnz/6xBH8WdkivoS3EyZQ/62J48mAG+aF+ZqsUXB+omGujTNA19fb1488038Penn8CdS27D9OnTsGjRIjz6yEO+9Y466igfg7bsPY9MPSfcs7+bzyhjg3z6vy5gF/LePDvQ84J81mcDyo0dMxbvvfcePrb1th5ZeH6QzzYTsFGGENJ8d5B9uG1OQnOiDFjLHRl6dqCH1iG45118Lmq1GjSiw8OPfWweDj70COy8y2546dW3sc46k2zGMz24M5HooC9MIh3zzFtFnGa3lO68z08ihJk1OEsm8yGiMzNaCFEGf+l9Bqu3dy0uOf0UTJ2qv6t10qRJKA4Vm+/PC4B8rbCv+WoOP7DnyOQz38lHbFDPDvgASLbnxRbsk4zPRLLudqxrPdE/F+gdTAktjUSgZ1fifocYaycCQGuKtH4SID7egC/azXtssynNRSJDDPymreSxj1H2ma4ZwkkBk0OCOP6h75El4HN8oGk9yo/xCnIFfMEbmYL99JVSgT5m0D2GRREemHG8Zop00//6a6/ihWX/wH333I13VyzHokWLsGjRIlx3zdW47pqrY9myv3uvCfVas/aaGX02uGcHfqrmAHgW3NM0B6wjrplzdfBHjHffObP3CGm+e88xuYcN6OVyOZRKRX2mXvvEILbhueaMwIToR2ET7hHjpqqZeQfjq1327DzJ/h0ScrZhuO5ZcA/9zBH41L4H4v6Hn8YGG2yArq4xyfrOAvQVk4jVNSEriXTMs2+uhNd2bhIzKkDMyNoD/BmyBasjIS6uWxdk3XgxfBIAO22/Jb7+9ZMt2AcAxx13HKbPnI53/rM8AuBTjGu+Zl0zLaBnTsBlfz+fqoJoxv0KASQiOd7B1/qZAJLk+ZlA0q/7RHM8ENQ0DVdffxWkWuR3+PEjcyIe+C1KdTMhTg9cjLYm/t84B5juRp9OZR6AL9wsmzvZLAAflXCZwYToByjVTR5pc6a7JrDZRZsXTnbWvb5ErhW/BLNLb8aAL0Hl1Pidfe8m2KIAgK/FL4c7cJ43/bLcwKpVK/HqKy/jsUcfwt13LYGiKDjttNNw5ZVXxjdIXDPnOgCf2YnXrO/eYE+1hrpq9qw91xBdJ8wjFmSzT57hN5FGMyOvORS4OVTYlnWgqTj7orOw4/Y74uD9DoY18QfRr476LIDEAn2A5+uimvdVkhPmSR4TZkiShNPP+b71br2NN94Uhx3xOey++17YcqutfWfBTfTASYxObWwluyaIsbJbzJ6Jd5IM6W134OfT8eC5VfzP/2LsK26JGVWwxASAUtjHLCOIuCB0YcKS0SqoioL9P7UrVqxY0bJshx12wEYbbIRfXnWNA+yZw3U1B+SzPehTWvsHiqrq90Ck2U80Z9sF0PpOPvPaa12DzVcS6d80otke8mkW5NM0DWdd8kN8+aST8cUvnYhC9r19aibYKlUfQqC1S35Px0ABIM/zh+xFD+glXxkxgZ6tBG+gl6gysf2fra90zRN+wLYV2DNrM9tf2ZDDdA8ZErYk8+tqxoAvlR82gI/dJca7bblCvowfRKWu7VNJlmX8+71VeLuvjDcH6jj/gI/7mrCG5v7nDfz970/iziW3Ytq0qVi4cCH++Mc/4pRvnGSVjQr7iIYmsHPDPfswHRPwuTP7XMNhncNyiQX97Jl7Zqae2dnXHGDPBvgMaGgBPWuYrd23/q8b8ulwUfez+aabYb2Z60FWZOewXKB5kyRJkGwbyT1ZRutMuDmce9HZqNVrIITgxJO+jvfeW4H99v80dpq/EG/89wOMHTs2uO2TLhWgLxlXya8NbbiydmUUPls3/v0QYR70xFjKQ+JFFF322MWBf/bOPZ+ZfH19Ea8fQ2ulKBnFL3DP3+7C5MmTPZc9/PDDmDVrFsqlsgH7tCbks71+w/6wz9430FTNisEcnitBssCd/epqZevZ/t96hBAH3DOv6RrR8Mdbfo//fbACP7nsarzwr/+gYMwyHDw91UgHexGCa5uTplBgz5QP4BMgSHpgL3ll4cFe/EoU/KatnBoZRPZJ9ZaYA+Dz/ymlR6bnIjaz6TpMJgDJqUqxPq6yfhdfjIrUjlZu9/6tN3pC3OAx2IeZWQqpNGfzDbDRZc9ioiZjTlcOy995G1vMmQsAKBaHsXz5O1j2j+dw771LsWb1SixcuBB33XUXjj36CFx3zc/jh2MMz9XsHXePDrz7PXz2jr05TMcxtFZr/uuAe0RvA/MJv98EHNbwWlWFqqkuuOf8V1VVo75my9gjtvf5ON/v8+bbb2LDDTay3o9HJMAcS9Sc+RaQkHOBvRxykoSzLzwL9UbdAoUHH3I4DjjwIDzy+HNYb731kS/Emwl3NIE+IOn1QZyVzeqBkJBuOjPxppZ4EY1AuehY1uDPE/pRCiCE40XWtddchQP239dz2cyZM7H11lvjjLN/gPN+eH4L5HP0A8yhulbWnoQcckZ3kdhAnwH3LABoZtLrgM/CfMYHAtgy9lUH8Hvg8fvxjxefx+57fQI/+fkvscmmsx3tAwAFhv1scTRSwB7x/MhZAbhAnCApAr72AnvRTdPduTJmp3YMxNwnFdDHAfAlgrxR3TDbfzMAfLHtp2xJ5sdXeuLK+tSYxfHKCji7P/K+zCW/h+ME+uK6JQQffndnPPTAQ1hyyx1YNWs//OynP8ITjz+ChQsX4oknnsChB30KF114bkzDeizODrsf3PMAfLblxD0sVyNOuEf09bDDPUJgDMm1Z/rZ/oz3+bVAR3OYsH3ojm0Ijx3u6UDP/rtm7C/EWH3938mTJmPOFnOsCTNy5rv2LLing72zLjwTjXrDqnf4EUdhv/0/jcefegGz1lvfOetuAo0m0Jf8GiHOyo5q0NcuErAhBAyJmtzrJk7GnyF7gBm+3y8+34sXWWT7AQWXv/MWNvv613yrHnnkkbj2mmtRq9X167ProaA9iy+HnM2dCfEAyRiWK8G8/pqfTAIoNa/PBPq7d80HfPZMPuOaftWvr0DXuLH43g/OxqU//0Vg1nysx27CH6RUbgIEWEsS+JWT2hjsBS5IbDF9DUbtFhvwRa9EyXeaSsT2/xSKaCAFAov8MyvAF24/PRGivwvbti9rCB7bfsKrRwfw2YqyBX3sdpnWNuZ92RvpoO/999/Fktv/CgCYP38+qpUq3nr7LXziwL1x371L4xkzQ1CJLQuuCe3ssM98H4/qzvBTmrDNE+y5MvZ0sGf8q8EAfCaYI61wz+zQE+O9eyZQtGfsEecwHjNTz/xNtS0Dmu/5MSGfeVPRBHs5lKsVrO1di402/AhyRubeWReciXqjbrXb5446Bvvt/2k8+fcXMXPmrNRgz9oeSUvxPvhSaNSCvlGkTvt4azS2S3zQlWEUHIJrcRkYQxN8sQ9E19y5c32rXHDBBbj44otRr9b1a7XizOLLI9/iwhyS6wn4iPkbgfl+Piub34J8zX6AeW3/7Z+vx+v/fQ0XXPQT/OWOezBlyrpNnxrxbEtJkiDVag0RuU2wqNysC7S2zG6e04j4fxMgUPpgL11lHv20kQ32nJWohJ0IUCR0kjWYiLSZBQd8DBykA3D8AF80U+KCPmqAL6IZVvul11del7/01+D0kbO8vC5/52385ZYb8ZtfXwMAmDp1Kvr7+wEAL774InbaaScAwIIFCzB//nxcd911wQY1OIfBtmTueQM9dxaf8317NrinueEesT6D2Hy3gD37n2qDdLZYbE/0zUw9VVNbX8ptwT3jFsICfMS822iZFdf+d9V1V2HV6pVQVRUAcMyxx+NT+x6Ibedth+nTZ1ADe35K3EcXoA8aVyMB9JmKEtEcc+KOjMPPzF3AExcxrxH89iPx9mB+EiPjzz2FuuevgSIpKVy8CT0YTuRhqzR3s/Vw00034ZhjjvEtut566+FTe+yLYz/3RYBINnDZHCvdnIzDyOS3ZdybE2GZM9ybDwnNLD7zAZ+iKg7I99e7/oJl/3oBXz35FBx51NHYcMOPxG6MgrAHYqybihRGslQbgL2WXwUKlh50jF85Vg0RAF8W4IRq5QDAzNBvOj8etX0Mth3gc5lgBvqyOlYoHcCs7suyOrazBvWJlTngc1kWAPC1+I8dCOfIQ9xXq1XcfdftOOP0UzF+/HhMnDgRPT09+PWvftlS1oR9ALBs2TJssMEGeOqpp/D6669bvohGWt+l4zM8tzl7XuuQHOcwWxvk84B6IMaYKNskGvYYrIkz7FDPBvsUVWlm57me4uu/q3o2oJnRp99NGO7NzzrZk0y4J0nISTkn2Lv2SqxZuwYf33E+dtttT8zb7uPYfIs5eOCzR2Ls2LHI5/PuJmeq2KCP90GYQqMN9KWrkFzZt1arR55bjN79UUejRW5oZ37jCiU9g7DHGRxdonUwH44BeOuttwKLTpo0CQOD/Xo2nyR53IuZ7+izvy/XG/bpk2kpUFQFiqpCNSGf0Sf424NL8eIr/8Tue30Cp597Prbe+qNWdn4SFRRFQSHmC3WpispDPIHObgLdKDjlgwTEChKAT6QZ33QmYFTUFQtoU4wlsakU2ygrfkunmUj2QKJtAZ8PyGUNpCkfwPTOSXFMcAJ8CSqnfidfRJ9MQV+kYywbpTtOWB296Sv19KzF9b+5Fr++7hfo6urCvHnzEmUKrF65GuMmjMOS25bg4IMO9n7nnscEG+4yRLXNjqvB9lmzZe/ps9BKBJCI/uJte4aePXNPURV9Bj97Np4xTFc1limq0vLOPevdPLbMPRPsWUeX+e4fcyINyZxMQ/+75fab0b22G2vWrsGChTtj1932wLx5O2CzzefgwSM/h/HjxyfYmHQUG/BFqyikkl96xF1ZSs/LRoaI9T/nTxyV+PjqKHPFBVJpM+mCozAicQVl41/MlBwuRosuOiJsVthl1z2wYsWKwGIzZ85Eb18fclJen21XMvoNgDERFprv7kUr7FMMwNcEfUqzn6CpuOPeJXjltZcxf9EuOO5rX8OVO16Prq6uKGvg3Qi2lS8MDQ1h+vTpyYx5GU9fJHKpTCTQTYC/Ap40CRSwbyjZEqboNUco0EttMsFjXirhZwb2ord7B+x5G2Z9/kn2NLsD+GhVGkmTbrD1F6xkoJpKJbrWAiq9/dZ/cfFF5+GJxx/BxIkTUSqV8Ktrr45tX7NDO0XFktvuwKU/vgR77r5XMPBzvXuvORy3CfoA6J13AgASJJI3AJ/UfG+ex6QaiqpAVmSrA69ZZVUomtraqbe/h09Tjff1Od+3pwdjxGGHe5KEx556FN1ru9HdswZrutdgl113x8677I55222PK6/9DWZMn8UV7NmVqq8vUL81ikLDTV+AixJ09TJXpi49YB9vBV9D+MYqVkvxlV82HcB7mK+NCtkoXBbQz+Wdu4/58xfh36/+M7DM+uuvj9defh155EGgZ98TIwvfK5tPNfsIWjODz+wPmNl8f7nrFrz6+ivY78CD8M3vfh8f23YeCoWEkM8t2zYtDA8nAH4dsMdJ7QH2TNEFfMlWUIQnk7HAXvRKFPzSN0It0yem75EC+IJ9pPfObggtM4LYanakAT4K/ljfmGWVwRexSDLHIrKFVM7pRM7iclwqFnHxRefhlpv/hJkzZ2Lt2rWxXWiKMytPUczPChRFxfbbbocPPvgAr732GjbaYKMWuKdn3TnhHogeu56xJ0FCDjkCwAb7iAvqqZoGYnTOG3LD6rArRidesw3LMZeZk2x4QT7rkYjUfP9PM1tP//zgYw9i7dpudPd0o3ttN/bcax8s2nlXHPPlEzF7s80xY8YsjBs3LtY2yUqxznkxF4umwHDbFPIBTC6xTJSZ+wDQx6sJwvssfCITcq+OG5TJvzIaAmdjMmLI1p1PMYI02IWtbT3XP5CIxm+xKNDvi8ediE/seW24MQnW+3VbQB8haCgNyErDe6iu8VqPP992I15542V84ejj8IPzLsCWW26FXE5/tYZ72C4VKEqAwvDQcGCBCDaiexNF/n1/QRRwYREocLb9GUaAj3H7JQLd2d1LUzbSesJm7Zv6LS6v+49APkbPK/3+is9TSsp+0vVbEyH2FP6iVuUI+BJUIrb/JxZPwOfjgOcllCOio2MlpNID99+Dk796PMaOHYtarYabb7ohlnlN0aDIxtBXWQd7JuBTFMXK7lMUvczUdafi7HPPwi+uuEYHdao5pIZAMkEeYIA9fWiuHfoR6/14zqG5mqZBVmSj497M4NOBXjNzT1VVKJpiTHpBmhl+tsk0pCbVg5STkNOpHiRJwr0P/g1re9aiu6cb1VoVe++zLxYsWISvfPNb2GSTTTFt+gyMGTMm9XbJQqMB9EUKk3cnNKESdv24KFP3Ar73qCWi8B+Yi3sreQSQGNiFVROGzNES8d3Ns4SRvr7iL/C1H1Ry6tRpqFQqWLZsGRYsWOBZZvXq1Zg2ZZpxjdc7E2amf0NuQFZlva/gmnxLIxr+cMvv8errr+Dr3/wOLvzp5Zg9e3Md7rknT/bYGO7Yk7zLrzA0NETpWsz9cG9V4E21CAq53Rcw8PCnSqks0bcgEuBjCUUyqUwFASQykM5n9Dt+xnws5GcKxwRjQpkJ4Ivtgx/gi2Yi/fGf1bGeRSYf21OyWKCPzn0Y3chph/DhB+/ja189Hq+/9iq22Wab2DdZqqxBVRTIJuSTFciybIN+ii3LTzFmziUgqoZjP/8l3HP/Uig1xQHycsgbGXwSzJn0rHf02d+tp2pWhp4J9xqy8+m85oJ8iqro7+oxGsacVMPskptZevlC3pod9+777jay9dZgzNix2GvvT2KnBQvxnR+ciY0+sjHWXXfdeEN4BOobjgbQF0mjAfRxlkixChELvRuytpDj2iLSkztKNCwuXGOTgeimT8Y/CWbyTaowMOddA5Fqhdne55P744orrsAtt9ziubynpwdbb/ZRNOSG3meQG2gostE/UK3ZdjVNw2NPP4rX3nwN7698D6eedgau+OVvsNFGHrPrRgzfXixo2/vBQOm2224nBx98qMNYsCuBJDzQs8ub2Pos4i7615HklUV48pgIKbC/d2ZkhAR8YxsDHV8cAZ/LsL99ujsH/fVgC/h8zVKi+EIAvhT+RhLgi1EkXQACAL4W35yumamtRKj01JOP40vHHompU6eiv78/lnlV1gygJ+uAz/gsyyb0Mz67AJ85E6/5vr2BgQEce/IxePCvD+vDdJEzMvvQnGUXBM737smQFdmRwWd22vVhuban86oC1cjUI7ahOwCMLD1Y2Xrm+/au/d216F67BtOmT8eee+2Dj+84H1tutQ023GgjTJ48Jd2MuAL1FUcD6KNzORJzZVn3q+dsNhPvrOiJX5FuGBScsXo8m1zBofGJLK7XyLBKzMMnWD7gJimg45NQKHl+zSqWQD++C6NH51dSlmVs97HZUBTFc3mhUMCFp1+MjTfa2Mjms2XxaRpuW3or3vjv69hm221xzLEnYMGCnTFl3XXjxRlxNeJui8LQ8FAQiuIvQYB+dI0AsBerALVK0WozbsPo5tnumIlNUtheWQPG9P7CqRdrsBfdX8pjg/GKtCvgCy2ZCddKTl+z5kJZTLoRo1i6AAR68Jfu+KG7BqxC+PONf8DZZ34fW2yxRbwbGE3vTMsN2favkc1nQj5FgSKrUBVFH56rEus9fOY79wooGGBPQr3cwMBgP/Ja3nhXnwYNMLL2mu/as7L3jCfydVn/bg7TdQ7NbTaGZqyfmbUn5XLIGWDv3EvORbVasYbu7rnXPvjMYZ/F7Uvvx6RJk5HL5aK3TRso2pbmcRGmrw7oS1LYqXdW9FCDfiK1pLigj480di+GFlqB1z77IgqEzDSXLfgjTo9mPysj8JdsnV0xJ7Df1dWFAw48BEceeSRuv/12x7IlS5Ygl8thxowZKFVL0DQVTz73FN7472t4479v4ORvfBvfP+c8zJm7FQqFQkD8IWsXfTViqTA8NAQhjiyBns4HK+SWT9DA2dwIMwR7dFxQNM8G8GUL9syqfAglNbAX4eesAF+4Hzpghf76uCCvUIAvemEhAF8Kn1mdfjuZfGyUbv9OVYmutZBKmqbhogvOwe9/92vMnz8/FujTFA2Nhgn4Gs3PjQbkhmK9j0+VdfBmQj5JMwfn5o3cvRxgjJw139M3vmuC/pLshmzBPXNYbkNpoCHX9c9yw5pUQ38ir8M9Yj8yHJl7+l9BymHxTxajXC5ZMHCHj++EI478PO7824OYPXszdHVFeMdeGgnQp0x8JhYg9jhKx/DEXtnY0SVcHT/IlxT+cWlV0upZ7K1ril6UYed46u3BsIGzmnzD27nre1u9/8+DPNnAH7fhvYG8LB4t8yp95c9/hS23WB+LFy/G4sWLrd+/853v4OTjv46/3v0XvPHf17H+RhvhuBO+gtPOPgczZsyMHn+UFYmwGnG5YGF4OGDSjjQSqFMertbo6HTks5VniCIDvYzalPVNe3LfrIwQer4TxEAd7PFIGogcAl2Qwu6QMPaJrB/GUqL6rO+zsjpHZMWDOu/iY6PRAvhMKYqCLWavB0mSoGkafvfbX0W2Lxtgr2HAPfu/+pBdFYqsQFUUEA0WzJNIDgXkLMBnvh5P0zQd0BE9805WZPT0r8X6szZAd99q1OUm4FNsk2qomj4sVx+Sa1t5I2vPnETjJ1ddiqGhIdQbdQDAtOnTcfwJX8Gfb1mCuXO3wvjx4+M0XXIJ0teMFga3EwQVpb88ib+SlJ+xhcrM7Fu8+AIA5+PPN1yLxYvPd8C+OZvNbKnDIJRkEhD2Ed8vgT86S1Ds/PG4t+AK7WgqBQAM5FzM5IOVCGfol2xBZPtvLV+DLbdYHzfeeCPmzZuHDTbYALss2BVFpYZvnvZ9bP3Rj0WbUCuNIkI/hBcDABQAYGhoCFOmTEkeEPifEKMpAOy1wQqw63ckr5x1ZyK9eTZ3j3zAnl6JSbNGMEq9+8Dr3sHDeEoEFV47I1LJ+vyWDIBED4bVOa8D+JL7Zg2l/RwIAfoEAHyprMao9L3TTsEdS26NdaNFqIu3XAAAIABJREFUND3brlFvoFFveIC+5sQcmqpn8YFIkIiEHDEgH5EAjYBoMN6Loxqz36qoy3XUG3XUGjXU5ToeefYhzN18Llb2rLS9S0cvr8etHxnmkNxcToIk5fCnv/4JH678EL19Omg4+JDDcfGll+HjO87HzJmzPJssk/1PgH5oYtAnQOxR1QF9aQqHa/HiC7B48fnG5/MN+PdN3/J2APg25ff+RVLACZ73lg6Cfc1zczZR0vJCCOHfsKLI3g4RGVWCKikVAP1gm4mecQTwiiL+Al/7XtDv2WeewtK7l+DQw4/BnDlbNhdSBbUBZC/iakQpVgCA4eHhYODHhpEwlHeEHg9uhJRviIljz/jJjohgL15lSjGwMEIZ8MUwRscv8fzIzl80B/6+6O4wrGEJ64egXAAfxXWKBPqyBnwJKo8owBftKxelB+YZX3spVP75lT/D5ZddCkWuud5pF2BeI6jXGmjU62g0GqgbwK/RaEBuyFAaChRFhaboQ3abkC+PnPE+Pj2Tj1iQT9VU1Bo11Oo1HfA16qjLNWMWXX0I77KXX8CinXZBuVqGH9z74y1/xMqVH2LipEn49EGHYOdddsN11/8RM2fNCpwZN7P9T4AdPdUDLgHij6qRDPpoPQCo1/XjXlUUa2ZqfZZs87P+u6qoRhat+Zs+i/YXj/0cgPMdNnXolyTA0auWd+Ox7hxFVOJMO3EPHXEUj1ElrZJQ3p4kqZnm5xdD2D5jziobZd/yRWMUwJ9XyV132xO77rZnDH/x7Ec2SAH8GcBvCMDGGdyU0lYA2PNfLIzogz16RkQAe9HcZHOXmNXNVmtVyiuU+Q2+AIDPw3CqG5woLjOilazPdckAX/TCrO+tsjp30LrZ8i/a7ueBAMsCgb50+3uqSnStJKj8+GMP44TjvmB1uu+8885wNxpBvVbX/+oG8KvLaDR04KfICjRFg6qoIBoMyGcM2CU5gMB6H5+iqcb79uqo1Cqo1quo1iu6LaVhTbBhDu19/O+P43/vrcCXjz3ReOdeDr+/6fdYuepDTJsxAwd++hAsWrQLfvOHP2PGjJnWS7QZNF0yCdA/TfXwtI3UrqBPUZpATVFV22cnZHODOauMqmDnXT/hsPnAPUsc4O6Izx3vWL70zpuRz+eRLxSQzxdQyBeMz3kUjN/y+QLyhby+LF/AmLHjrOUPP/oMnnn6ESvDD9Az/r54fDPDzz2kF+CU2Wepdfuy3OKxoRnDYGJlcCd2krRi+0uikf4WwUT2rwaMPqFH1DaIXC7RwvQz+IZVojPsnB74a9kOixcvJrvvsSd22WW35PExVcCJuI1OIuz6EhmAvfRuKLuIDpHY+KdpgAR8S6FYMIGmot+9ZwX4YkGflH7ZHiaE+bkv2UMIih1GSuvlb4bOuSMrDjQyMvlc1gUCfKbSHVds1iCrUKrVKk77zjfwzttv4q233orsp1aro16r2WBfA42antWnNBSoigZNUQFbJp8O+SQ9TgJjxlz9vXsm4KvWq6g16pCVBhRFgUY0EHOIrpG9d8U1l2F192pMnjQZG2z0ERxw4MFYuHBnzJm7JaZPn4F8Ph+7HTqgL2IJAeIPE70H1s1ChBDPzDbFlg2nqnomqx26bTtvR4fFvz/1cLOMqmC/Aw5zLP/rzb8zlqlNwFYwwJsB4uwQzgnm8vpnG5ibs+U2jtXp7e221S9gwoSJURoilsx3+JnDed3v8DPLvLOih+/u5HPiTxMTrXfNBV+TQnq1lJ84jzbQRwXSsZDo4M/1E+tYPO2HOmUE/uz8M+LxF2w/xHuCfUFavHgx2W67HbD/AQeG12aiiLfjbXLiEBXsxbbAuL0TQ5gO4KMSB7O9aRQBviyy+LI6/yXLbEp12xjDT7giAT4KPllDmKwz+djtVv7tLsKlPNn+TqUSXWspQ7jrzttw4w2/xbJlyyLXqdcaqFVrDtgn12XU63UoDQWaqkFTCKBJyCNvTL4hWZNyaJqGhlxHtVFDpVZGtWZCvhoURYaiqgbk0/Sn1JKEex/8G5a/uxzvf/g+AODyK6/BXnvvg6lTpyWCe3aNFtAXzX37gD4TwCmuIaburLhNZ2/hqPfKSy84Mtx22W0fx/L77rnNNpy1CfM0TWvJbNPhWxO6NWFbE8x9fKedHfZX/O9tFAwwl88XsN76GzqWNxp1Y5n3fi1SP95L9tl4/T5zCq1VxPqf8yevohlOGmHv93n7zbb1YnvjvHGFBXZpFWO1smsBf09ZbYZ44C9+UJFqxBna6zqmswJ/0uLFi8ns2Zvhc0d9IbxWarWeBUYU0ItUgHrFdJYyavdEECbbe18mlZlMqRELIDByyvO+gBPgA2G/btb+wsiRr1l6KRHRSqZcv0ioMWuwl6JyJ5OPrUYM4KNSGejuXoP11lsfm2w0LXIduSGjWq2hXq0Z2X11a3KORr0BaBKIQkA0omf0kZwxKYcO+VRNQ71RQ6VWQblaQrlWRrVehazIUC3IRwAQ3H3/3fjfe8uhahqO+eLx2GvvT2Lu3K0wYcKEdCtu02gBfeEh0HkqQAhxwTYdwk2bPsNRbvk7b1rviFNUBfO228mx/OknH2oOU3UPUbUNYyVEc2azmSCu4IRxe37iAMe6vPrKMke5OXNtGXAg6Otda8uas8O8dGA5rdoNuvhJiLBsoM+8+c4yriB4GH5PzAE8MqsQTSMW4CWVUJl+/IGf5S/yj4EL0peOCf/CiweUiOHL9g6/JAoAeP5FhJVnqLxSsNJaERnkRVxMJ4YsjLT7RBoelgQCetH8UmyJDI4d1mCv6Sfsh0i1kpfMAuxR8JUVfOm8iy9bEd8via2kFm/W+Lvf/gqvvfoilixZEqm8pmqoVqqoVmu2zD59Mo5GrQFV0SBpEoiq6TPtkrw1+66iKlA0FZVqGeVaGeVqCdV6FfVGHYoq6xN0GCfcH11xEQYGBwAA9z3wBDbfYg7GjRtHbb0z3R857/wEBmRVFXR1jXEsW9u92gHRZm82x7H85Zf+oQO3AOjm9T45QkjrENRCAQcfepTD/prVKx0ZcG5tvPFmTeBmZsJ5DGPN5SIAOIKWbbHd9gs8CjU1fcYsiCBRYAtN8QixBa7ZYJ/jJ1b+4tSlUIKWWO5/HYCXUu629p5AN2hxoMK2j3Mf9/dkFZOyAZCkJQK/HwMX0AkE0cxbbR143ggwGGNDW7P0Bss7EI/zptAKDJU/NUpmRQiw51OKUWz8MiOY5OvxBXzcM4JaHWQF9iyLGaxg+FNbWp7CfohVO34J5hC/vQBfs0p2Tzc6gC/oh0RWUkkQzogHH7gPZ5z+bfT390euU63UUK1UUKvWUKvWUavVINdlyA0Zcl2GRHKACkCDAfr0iThUYwKOYqWIYmXYGrLbkBvQNBWa8U6+8y49B5VqBZtttjl+/ds/YeGiXeiuNMQDfdVqxTHkdPp05wQG77z9H0cGnN8kDa3LVcdQVQDI5ws4+ktfcwT30j+fdQA3B/AjQC6Xx4TxY1ugW8GVOecGcblcLlIT7bbHJwOXz958rufv9C5lIpypvCXA6YqJWIcYCbJR7ISxGN4bHl42GzrNPjgaQJ6w60gnCSyaK982CA6Cdcv5Hpe+vCw6mYvB8JJVMtpUQtD5JR2kLEycOBHlchnlchkTJzqHS9DpPGevEQn26Lml5MqjRPbJK4yMMHr6xwXsuazxBnyJdxsKUUVnnJRckbYHfJFK0ts00ZZkDfoStCn1zR5gkO0u5t/+InUH0t/LMbyBy6yijzlCMHvjGSCE4KsnfTFSHUVWUC5XHLCvXtPf0deoN0BUIKfp7+aTNEkHfwTQNBXVehWlagnF8jAqxkQc9iG7515yNirVCg4+5HDc99CTmD17M7orbF/3gGWapkFRFIwZ486AW2VltTkz3TyAm3sWVdvsqObnzx99ksP+3+76iwOcHfyZzzuWd69Z1TI5w9ix4wIBnNeQVj8Ad8BBRwQ21Hbbzw9s06wl4gNw2hppoI9WaHTBWqstL+tZvqvPL4akpdLKz4sv4ElEQfhJWFhHQwHbIrvNFBwEAdthvvbtGzSSt/UYZwz+YogAgCQFgL8A6BcSXGHy5Mkol8sYGh6i+n6ULMQ224TDU35OF/Bgt+zBHlWTKXpO7Q/2bFYjGma+yyXafShFlRmYsO0/bQ742J5T45ihA0uzu5GidA7hfu6wWQ95WMpTdB5GcrjGM6nsr1UrP8SB++8V6ya2XCqjUq6gWqmhVquhVtGz+hRZgdxQkNNyxvv5DOBH9Iw+/d18RRQrRWPG3SpUTQXRCH7yix+je+0abL31R/HAI09jk0029fVfrZSd8MwHuHnCNo9lBx5ypMP+zX/6NRRFgSTlUCjkbRlwul5c9rwTqlmgTf+3q6uAcePGeWe9WbOpFnyHrB519ImB7R+WAWdXalggwsHsI3p9ZnFXUoDTFldlB9eIw5cITRj9GsYu2sQAjEMDjmhYR1OCgz/zMOS5Od37UtaQP4pM8Oc9BC1kS/osLkyePAWrV6/G8NAQNlh/AyqB0hTrzBKunf6M97HYYC+8UmLxuTnKPvuGQvHoliIY7gA+eo6I8ytjb0l8RS/MGvTF2gdS+MrqvDJyZtP18BD/tJKZ0h1zzB6vcKocrL/cciP+9eLzGBgYiFRekRUUi0VUylXUKlVUyhWUS2XIdUWfgVdWARUgqgZVJdBUFYqqotaoolKroNqoQpYbkFVZn2GXELxovCvw2l/9Hp8+6FAAwNK7/oIXX3jagnRfONaZAbf07lud8MwB3PIWZLP+7RqDceP0DDc3nCsUWoHb544+EYVCwfcG8sCDPTLgTHE+GEYy4DM1kkGfQKctJvK8Nc3gZjrQRxZPYpkpWdzM4FjKZuxAuwwlBPjjJ9919FjQ3C+jg8BYbZiiwc3YYmf7eagwefJkAFHe48dGWWWUMMQsWbqm5C4RlUkkfkyW0dO8BMZ4AL7MdrlYcIANJOkAvvgVsjrvhl8u0/nLGrZk+S6+GMXSBZDts55Yip4FEctKKvECfPYJFFqHmjYz4GS5gVtuvhFfOenLWLRghxY7t956KxRFgSzLUBQFJ510EsqlMkqlMqrlCm665SYoqoJcLod8Lo9cLoecpH/O5/LISXnkpRwIjGGxqu5X0zSA6MfI3ffdjR0+vhNO/Mo3cPlVv3b4332PTzky4tz6/NFfjtwmSZqzq6srfiURDoZQcX9qkEj0wxJvRcWLiK403lDPs4L1P+dPosk3qNYFrIBZUn7eAXhtoAAmxBP8xUNV6fzAy5fnAuePkiSFnnf4g7/oG7gwefIUAGlm6o0m9jeYgnQbMryipMrfyTZBJQNjI3BCjQiGM+/A8AB8mYE9p8MO4KMZBd1zUFbn5hEJ+Hx+EuFmSETA52fVc9IEDwi3xZytHJX/uexZx/DTPffez2H37jtuadq12Wl5f5tHNlutVsOTTzyK4447DuVy2RNuzZs3D4VCAV1dXchJOQz0DxjDeKuoV2v45J6fAlEJVFmFKmvIaTnkUYBEJBCNWJNxDJeHUK6W0SANqFBx8ZUXore/Fxf96Kf4y233+LbjtOkzqG0D5hLhoACF66wg62FXrJCSEgnOEuj0lUp+N720Q6WWDdgusM8QT3BmMYGgGLKiMx2xEbftF0C4iH3f4xiJZ9s0S/sdF6nOVTG2hztubwgZYtAonirDL3B1+ROgdFY4Xx1id/CyhBKZGmF00U5088/IuQhAz8dRJkDPtMbpbi4rv+nAXrRK7B+sRDVDPD/S90OrsgvyphX3e/Dw9hfhBogO4NMrmllv7plNZ85a31Hyv2++7lj+8Z0WOZY/+vB9rZlz7kkZFMX1/jZj0gQPCLfFFls57I8dMxb5CROtMm7tsfe+1lDWoKGpbt180w344Q9Ow9dP/kpguW222QYAUKlUUBwuYbB/EJWKDvtq1To0WYOmaNAUfWIOieRBANTlGiq1CobLQyhVSmjIDSiqgnMuOQulcgk33nQb9tjzE6FxJtFoA32pz/QiHNw+ihwa/YLMleL0JYSi3MSmCZX58N6sntJGlC8sACAFsJAsYrDiCDMgRlN2lFbB7I3xbmjfiQR8r59vA/i3jDvjLnYbxjz+HS3ome0XbjBShh97sEcZHPBzHVvR3GcL+HhCNeo33k6ztIsms9gBfI6nO+zl2qeEB3zRC3cAX9LK2Z9nMgN8Pj9leakjhFiwbNy48Y5lq1d9CNmEabKCOXO3dixf9o9nfICb619ruT7M1cx6K+Sd/x7ymc857Pf2dDuWWzEb/24xd6sWaNcyKYMdwMVs2Hnb7xS4fNq0eBlwiqrgmM8fjuefeyZyncHBIZSGi8bkHFXUqjXUq/rsu0QhIApBTssDADSiz7w7WBpEqVJCrV6Fqik46+KzUK6U8OAjT2OrrbaJFXNU8b4eZqnEfcH4RrioA/poVkzoLgVwi1OTy0vwM8pCBJJn5FE5xlPGENmLOIdXRzTlw4Uy4s8IQmOEsId+8dlecMvYM+4StWEK2hoX/BUmTzEy/IaG/Y9vvgSInkWOJ7BUJ3pGcac2S+HunCfYS1ElmrUIhpnvkrzBns1k1oDP+iY84ItXif0DmJEI+MwqmTVQkqIJFL4d3D+XSkUHOJu1nnOyrjf/81o4YDN+94NxmqZZsOzY477qiOFfL73gyGBzA79x48f5ADcji84j+y2fz0dusd322CewfTadvUU0Q9wfFhL09vTgMwd/Ch9++GGkOqqqor+vH6ViyQb76pDrMqBIIAoBVAmSJoFIBLKqoFgetobvqqqC3938O7zy2st49PHnsMWcuYzWLSMJcFPbAX3MCjKTqICPBWgLsyjiDJdAsqbm+o48hv7tyqL/2FEbyL6tpdaf2Wf88YV+8I0gqFb0bL9Y9mNCP7f9qMN8C2PGjsPYsWNRr9dQr9UxduzY6F4DQ6EjhvfNTBTrRjl+5USiaja2MRLwjYK433iTyMZ53MRE90k5uujNQs0haX7MyGPYD7FqJytJcV1jQeCUfrM6r2c9m27EIiCkOQR13HhnBtyqlR94Zre1wDVbGecy1VHmSyec7LB/79LbAzPg+nrXOpaP75rQCtgM8OaXVZezATjiapQDDwqYBRXAvO3cGXAC9CmoGkjrVv/0wj+ew41//E1k2FcpVzA4OGjAviqqlSrqtTrUugqoEohKIGkSoBIQEFTrVQyVhlCplVGX6/jZL3+C9z98H0vvfQTbbdc6GQiddctIQvcRo5cS9QY9Ulgp+5I8xBP0ZQ3WWm4fBQV77ie6XlHynlyixb/nDT6BCPv46FGath75LzTMBvz5+M4A+nk7Nv5NkXGX+DwZE/p5+Qbc52nnChVAgMmTJ6OnpwfDw8OYOXNmjOjSq92AXnT3HqVYP90Txhj/CTRSVIlmSQTAl2oX6wC++B7DfkhkJV4JBuvqbZIe4Mv2Jsn5hC2JSsXhJmCTbe9uC4BtXr+bAO6wI4522P/99b8AIcSCZV887muO5S//a5nncFLz84QxE7wnbnCAt7wF6dz6/DHBs6C6M+DiiM4xyfTRTIYV6cjravrb31yHHGQsXbo0ko3BwUEMDgyhbMzEW63W0Kg1oDY0QAEkLYccyYFoBKqqYrgyhGK5iGq9Ck3TcNo538Hiiy7Fl447kfK6ZSzh76dDAhQ4fvqhibOyWZ07eEI1d3aK8CLGTa5kfQWQPaAIe0de8A++P3ZERe7HZHQkhVprMyDI5eAJdso10y/+Akt28Ba7WWNWcBcPu34UAGDS5Cno6elBcXjIA/gxQyYMK6VTPJc+pXlBiEwNMOog8IALYRYCDGe2iyZiMO0O9kx/2TtOB/gooVeK6xtsiu55LO1pRdO0gAw2O2STrc96GbWl3if3PdBh/ra/3uiAc8ef+A3H8r8tXeLKXmvCMxOo2eHahLFjvYeZGmXcOuGkU5DL5XxX/tMHHx7YmCLdHtCB4FQq07cqIOgDgJO/cjweuN9/Fly7NE1Db08vhoeHUS6WUalUUavUINdlHfapQI7kIREJiqag1qhhuDyMUqUIVVXw7bO+hZ3mL8Ty97pprhq3ayZPJTr/xizCQ5HDEjR+L7HsV4sA9TyXZRhHmEJnjAWMWS/YRU09K1CkBnZL5NgSiS289rMr+ZZoEwDIDfzxg35mBPCKgiL4y2pCj6ASBUDP8APMiTuYIRMKhemqA/aSVeYJ+Jg/RRYB7Pk4zBTwcYMMrgt1Bo59XbQ54ItmMhpI1TS1BbxZ73KzATcvSLdg0a4OWw/ev9Sx/Igjj3Es/+1vrgYABzxryWALWDZ2nBPAubXvfgc5bLjX/+iADDgam8cb9hHPj7R80lIH8NFX1ByEer2OLTffMDLsq9Vq6Ovtw/BwEZWSDvvqlToadRlaQwNUCXnkIEFCXdFn4C1WhlFr1HDpzy/BylUf4rkXXsUGG2yYav1MZdq8Ahw0qa/XAqyDn9hcGvmvMM3TGS+wF8dv1hGmhmjE+h+/GJLIM+RsW5//0cVSbAFfvCiaalsAaANO9sjZRe1PuLjP4BuocJRnDvONDf2imXc7Q9BL6wsAsQG/YV+fkcX7iDMkemeLJzTzqyxSTHRi8bASYpjnTUmmQM8wlf3h6rOvdcBeLKlq68QJsjsDzoBvW239saZDAjz7zJMOKLfvfgc5bP/1lhta7EhSrgWuWZ+NSRO8lhe6Wmcz3XqbbR313TrxK/9nQTEW7+Bbd91pLb95FGOkcGeCXEIB0DpOM21NTkaSuo7m/MMP3sc3Tz4Br7zySqTyQ0NDGOgfQNGYibdSrqJerUOuK9BkfRhvXioAkoRyo4RytYxStQRZkfHtM/8PJ550Ms5b/KM0qwZg9EE+IPrT9hQGMhe7w57vyqb1TjTxoV5LXYpxmMoOovknH/B+T59bWT60DhOdvq8oinm/ynodIySjthZtEwDoAk7+WI6mQ28PxIiFZUv58rVA8MYY+sWQ/brg5cfI8JsCQM/waxe4JzrQY+KGcjYFT8DHPLcjgoPMdl8fR8H+6YMOBlZjB5DlQ+8sYYWqqpAVpSXjTVUUbLDhRg4zr/37ZQdwW7Tz7g5b9997V8t74dzfc7mcJ3izZ7aZv2+19Ucd/idNmuyo69b+Bx7aYifV4zVXE2666eaBhXM5iR7oi2iGJ+BjH0N8pb9ZYX6G52wkqev4zl/4x3O4a8ktkWFfb28v+vv79SG85QqqZX0mXqWhQJMJSIOgUOgCIQTF+jBKlRJqjSruuPcOrLfxhnhnxWoUCl2x4wQ4Na0gB07q67kg65FaIwz0ecI11gkBlDtKSa2JANEke9aKOUzOXMYnpEAR3y/Zi+VD5+wVA/RluW4x2F0AzgqvLJBYgytfD0aSCsvTUrItEdwi9vN5bPsxKtgnDfGKqEAATPLL8BPghJAK7GUcPzV3lO9qmDUDN8CXvAPGfJdIFBqjm2OOd19ZP910u7EDtYkT1nEse//9dx0gbZuPbuuw9MzTTziHqHpAPMWVRZfL5VrAm/n9M4cd5fA/ODhgDUcdM6Z1VvSPbrt9iw1z+Kn5ubUjTvy/uhbN2+7jvu0IAOuuO5UlG/WslPXDh0wBn88iAS6vlrKE49wsc2jwtHv3LTffiGppADfddFNoWU3TsGbNGgwODKJcasK+eq0Bpa4AqgS1oaGQy0NVVJTqRZQqelYfAcG3T/8Btt9hx8SxZt68It9Mxykl0onAELsH/2KCvsiAjWL4WQz59fMgDMgLEyGOjqyAh4pD0ePjt+2Fb8QWRbyKirJeEQBgW4E/n5DYQz++alm/0E3jX8Br9l6W4M9exV5cz/Cb1Mzw49cpTlG6A/aEgHoUqwZbEqkPTTw/Rq9EMQY+17v4gG9oaNAB0zbc6COO5f9+9V8tQM3x3ZX15vxNn8TB/n63405wzoL671decmSvbfPRjzmWT54ypfX9cF7vjLP9rj+FjtZiu+/xicDlm2y6WQQr9OlRYhMJKrIYqkuxGJ0AOoAvlVJb5w6E0gVwwXlnYe+9dsNxp58aWrZer6O7u9sF+2qo1+pQ6iokVQJUAJCgqCoqtTKq9SpUVcVf7v0rbrrljkQxZtrEIh1AoYoO/kWS4Mg+lddUgC1h1aze4+eGZ7yxQfp39Ql8kPiI2gMACmq/1vNSm4E+PwUcjP5skPcR7KHMQ+KPRT39JAFvIZMl0ZjQw8+HvXgBBJg4cSLy+TzK5TJUVUU+n4/jPnJ8VGplcHCLCM/clbPOiKFUJZ5FQcFefP/iAT47HFtnnUmOZe+9t8ITojmGlsruyRpk3+GnX/v6tx3271l6hwOcHXa4OwNu0Fo+bty4lskaCm4AZy3rag5BDWi4gw453Ge5LjMDLlZHgzlwa2fARx3vRY6jA/h00X3aLyjoa3PAZ0rTNBz7hSPw7DNPRypfLBbR09PjhH2VGhrVBuS6ghzJQdJy+jtkNA3lWhl1uY5f/eFa/N93v58I9o1G0CfSDT1tsTsNZNceXsOmkhtL5peVogC0rPc8JlmCITetoiraAzTR10IUjRDQ51YiSiU2+MsmOg8klnGzeEI53xicCzLJ5I7gg8DI8AP0mXoHBgYwPDyMqVOnJnNKs3RGB7MI4CyoskjwkW4s4TfM7GOI7ijLzv7g4IAOzWR7ZpvsO6TUOexUbvntC8cc77B/zS8uN8CYDsiO/7I7A+5fnllsJoBrnZyhq6V80Cypx37pxMD132PPT1DKQIpeMct7l+hmiOdH9n5pVI7YaaMcQwaXVt+vIvY/6RxHggI+agbSuqcXwPDwELb/2Bxomhap/MDAAHrW9mBwcAjlUgmVchXVSlWHfTUFOeQgIQeNqFBUGdV6FYqi4NRzvo1lL76BadOnx4qvA/riLY1ahJdihcaucHSrITc2LM4lvLL0oohVZCIM+W0XjeQHAdlqhII+twJglf8iAcGfTZ5ALAMPos/gS0i0lknDguP0P6278UmTp2BgYADF4aEFVatMAAAgAElEQVRQ4Bf/eEsGd2hIJGAWZETEOJkBPhH7yPbwCNFnPPXJXGsCNbkFvJnZcPb3vn36oM84XN14w+8cZb9xyqmOGO5Zeqdr6GiXJ0grFAoYP368691xXc4sOA/gdsq3vufTBAQg4RlwLMQDTGTdsYj2DIae7ywzpZjk8HE9T/hYFhTw0QPk1I3Qt8qx4VlesQcG+rHrwu0jw76enh709PRgaHBIz+wrVVCtVFGvNiDXZOSRh5QvQNH060ytUYOmafjWmafg3Q96A21zaWKRDiiMTNDH7rJKb2XjADZaXrOabZcWSEsbrXBAz2ObC3j4hMsz6GzXxNeb0A0a0IMUOu4UigD+WhcLBP5cLIt9ZHxxqC+683HevI5Fx6Fx14MQEmulHRl+ADA0PBxwfIUceRkemNRdMUxFEQ3mMQN5MR1EjYMQzQOshYG35t/uu+/lsHf3Xbc7AN4xx57gWH7NL69wQTMnRCv4vMutUChgwoSJLZM3uFf2kM981pFh5+7rhGXAxZfHk7OML6K8Mo0yvleJaK59wV7kp7CM4sgU8IUzP+4iLR9SWaEugbljzBDYBvHjSy7AdddcjUqlEh4LIVi1ahX6+/st2FcuGRN0VOtoVGXkc3kU8nkoigxZkVGX61j80/Ow2x57iQf7hNi+6UvEKZa1YocVq0KylU6aOZe0iVv8MdhWrEBaklCFg3p2Eet/3ovaROF96g7sC1ZIf1LYuCnKn+45FnuDP59KWckjuOh4K41T7yG+BCLO4JvMT5APx7Usxq5QMMtOnqxP3FEcHoLvUdbOQI+q8YyAHgUH9GMj0DQbgJPNbDbZkf1m/9t23vYOC088/ohj2OlBhxzmWH7DH653ZNMRjTiBm/tdbgFAbuyECS3tsMOO8x1l3a10yre+S6OZLKvufuaUKeumtx/m3MNvFgp1yQj0iQn2PEq2HeAzqzLYmSKY5An4ROxr8gLnXDxw3ACsAZ9d239sDk444fjwgmhOztHX14ficBGlYgnlYhmVchW1Sh2NagN5KY+xY8fqsM94xcNp53wHf7rpNuy62x4tNkcj4DMVHIoQTyJSKXJYDAAf7aGwYdZ4zLTLGqr5hSo0zAtTyAvs20UixRoYi0iBWuqAPk8FECV/CJQVhoou9tCPrzzXz/jR+zoUfxv51UhzXS2YZidN0l/cP1wczvxgY+aOctaDqGBP0zRjCKp3ptsmm2zqKP+vl/7pGFK6x57OWUPvuuNWn2w5vTyAlmGj1rDTvBvGtQ4pnT59hqOMW4d/9igHkMv5TSITMSnHjWfd7UFDfCYVc100RQJ8jEGE8ICPom/KzyciVWCyK3EFfB4e+D/XCtWoAnxMjEV1yWer/+SSC7HHHrvjqquuCi1rTs7R39/vgH3lUgU1Y5KOQr4LXV1dkBUZqqZCVRV868z/w+tvvoeJEycC4Lh/C3RgpQZ9Aq2LXWzD8rbO6h13nn05DjPtmsoCsjmSNSRpZN00s37/YkaKdk0WZG0ECaOpDuiLJB/aIyxI84iXbaz8Iac7AkII87BCr38h/gtmATPDb3hoiE5kHjGIaZg+2NNU1QHKJk+Z4lj+v+XvOJZvt90OjuWPPfZwy+yoqgd4M/8AOIaIuv/cgKtUKlrlx40b37LGO85f2ALu7PZzuVyqdprnWl+3zH2xRYkycNhQHz7XJf6Az9ctT8DHsB1id1EpxEL5OUWMqtkTUnabLuKFkWkM8cULoHO1znUD8DuJHv6ZA/DSi8siFR8YGEBPTw8G+gdQLBZRKpZRLpasobxqQ9VhX6ELqqpC0RSAEHzrzP8LHcLLXAIdYCMDOXiL3SnC6Hdk9FRTo+UngZmsM+dMf/xvXxmqTWfeTaZs14pXvzi+OqAvkXxAmuun0CWZKfMQWh1mHQKBfm2U3D/GeeFfiH39Q4yDxMdNc9KOSfo7/IrF4ehGvYKiLQZ3FX19vbZJGRRsuulsR8mXXlzmmdnml/Hm+JMV5HKS4x1uXz7ROQvq66/9OzDDbeaMma2TNQQMYTUBXNQ22GPPvZ0/udp4k41bM+CIz2cmSpV5M5IAnwFh2h7sxa8c4z6EqmLtY/zuS6gY4QH4EhSlE4SggM9UtKyB2FaoamQAPj0AbiEQoFarYcftt0S5XI5UZe3atejr6zMmVSuhXCyhVCyhVNQn6tAUgrFdY1DIF6BpGjRNw61L/4p/vrwM737Qy3VdeSs8BCFOWokVO6QoD2EcLxunLz9wmOX5hRfYM8W2hQXRCAN9bRW3YMEKFk77qd3AnyEukZi3ZxJ734EPwXyhn7kQQQVa7NNYj9ZJO4aGcOUVP8Vp3/2BdwAUnKqq6oBlU6as6zC8fPnbNoDmPxNq1N++fer3Hf7vu/dvDmDmBn7lchmFQgFdXV3GLKje4M3vd0kKBnCHHOqcBdXdptuGZMBFFwn8GqMmGyUCe4wi4wz2HE/A2h7wxa8UWoPtZo+3NGUsGTFTj6rZNyL7XXk0Az4qlbOzynFDhOQXsHZs6cknHsVVV/w4EuyTZdkawjswMKBDvuEm7CuXyiAqMG7MOORyeWiaBkIIzrz4DNyx9AFsudU22a6xQAcatT6EQOtkFw3Q53+zkn6lo2YDUm3eAGOsAV8U+4LuSvTF5/02fERaPnQUV52mSyUhwZ/LNftIYhFROh6jnOdCY2gtEPZALNbquCpJDz74MFEUBcuW/aOl7JFHHW0bTuoD1ORw8Hb8l7/iCOAXV1/ugGXuDLi/Lb0Tha4gqGb+lm+dsMGjHNWLfaobblYSHOyFOBvVgI//PWiEBYktJi/JJfks+XGU3Cd9Y8TjU1YxZLc7+x/AIvYf6dwXsF2zDuCj5thT3/vu/+H2W2+JZKZSqaC3txcDAwMYHBy03tlXGi6haLy7L4c8xo0Zh3wuj1wuB0IILvzZYtx2133YbPMtKK1QBAl0wI1k0Bc3JMc7hahbjw716HkMNyAC2POSgLsTfY2Qd/S5Fa2/nO3a8XpAHl8BV2JhYmxD+ZyGvH/mmOknBX7NxqntJ1r+g659nj5CHUuhdmOb9KggLV682NfDRz6ysf9MqCZQ63JP1NBaburUaSGRBBNN5hLpxj7Issj91VQ33mzABJ/ric8FLsNg6AO9eJUjlcw+2cy/FKVYeLEcHpl7MYqwCYKEluAiuscet9YVwFgy59xCCHE8e+MZkTtzQ0ND6O/vR39/P4aGhizYVxxuZvh15cdg7JixKOTykKQcJEnCd876Ft5ZscZzoiyqEumAQ1A4IneYoitKaNa+FWs9QgBNxrPsxjXGEu51wF4EBTzFGkntEA6rsl9bsYFfyLV4JO0cvBUZ/I0m6BfcKGn9R70utvgJcKzbjB9Z3BqFnXfZDYVCAX9/+smWhUcedbQRTew4fEQCvjGUCDf0cawncNQegI8tmBAC8IkA9iIXoFO5bQBf9glvTCqPKsCX6kFCdqID+DuAL65zAUIIVK1Ww9ZzPxKpk0gIsUDfwMBAC+wrDhdRr9TRle/CmMIY5KScA/atYDk5h2AHHbVcIsHWC/APKfIMfTE9sJ6MI631FviW7N4o3G4KCbgbsdUoGbbbdplpndhGl+xtGjhDLmktlJVcwbCPxMdDiutGkmtkizsf/8535jLOUB8crlhrctUVP7UWnHqa9zv8oot4fGIsCo643HIJcaMd3TFlFBRbfPoaPjeYIgC+jMlTYA0RwF6yyil9szPCE/AlKEoniHTPP5iL7rEo9g03fUNpQuAcRAz3b7z+Gs4+8zS89NJLoWVlWbZAnx326Vl9+r+qrCKfy6Or0IV8roB8Lod8Lo+Lr7oY/3jx9RQrFSABtjlAEfClqJKFCIm5h0csrN9UZLvScb35AjgKYdPOBhR098lAJHDlR1K7hPf1s19btg/50yrgIdxI2jFElf9I1miFWYvL8N5WT1EvBTQfhPll+3n7YJfpJw0OVRKuFQn4xlhCg730T2E58qyoPycqFVtsErNiBUCaHzlFEPXHVBaTl+TPosBiR0ltqk0BH7ccs1QPFrJTuvNBNms0kgBf4E1ElooZwK9/9UtccvH5kcpWq1UL9A0MDGBocAjDVmZfEaXhEjRVQyHfpb8+JVdAIZ/Hz675GXbbYy/89PKrE6xQgLg3dqu8QxLiiUUi2Tv6tE4lLCfhiKI4XiIBuIRhsxzqK9hulI0CbnxHansE97t53pGkLcBSHeDHVQGnPWGG+EqeH7Nzavsa5J921ruXL0JISCPQB38RXvbCqcMtNNQL8NAuD5sTAT7GkXIGfCTk6SVb33EXJLaYrgZ3wMcm9Wu0Ar4ERRMoekqAaP1COg/12ySDj5nB+AFwD8FUzEBKpSK23WazyB3GYrGIwcFBC/bZJ+goDhVRrdagqRq68l3I5/LW33k/PhcX/uinOOyIzyVYKR8J0+gU+yGc1yloP0h6Kgnft8TL5IsF4SKGz3qCDrsEOjSyUwf0BfyYrcQGfcKEMLplboBIp8VYhemJNF1mF4HLk8kZpFbfrF9vYZckSZn0dO3XSRfw4wD3OmCPvRKHzzBifmwNLfs5h0B4Ar7IJflzqGZpyrGMZsAn0vlStE5iOwA+6l6E2QgCgL4UATzy8IP44++vi9xpHBwcdMC+gYEBR1ZftVKFhBwKFuzTJ0i76LILcPtd92HLrbZJHqwp7g3uVOpMvhRV0irqdo8amsMez6dxMb0lBnEeBrOEenYJdlhkq1EI+oAo6zaS1z6t2qSDNxrkQdIIuOX0tYpbMK0NYw+FJezzg5uSLd2w1X90JOq+TvrVkAaGysKnH2R3zkgH9rif21KFzw5CcG8XE/BlGAh7qEYtByJlJVpm6II9qps6oTHeYC9m0RQKP/HwPwc4RR+4p66cnVUBNgaHR4veohBCX28vvv61E/DCC89FKq+qqifss97ZVyyhXq1bw3fNrL5CoQvfPedUvPNuN/L5fLJgBWhyL6UGfRmtV5qbAq+anvZiu3BW8LLJaoKKVHYFAnymBD08GCpaB32kt0vg+pHQEkwV6pn7xvHp6XKPq6Po7/Ubpe/0a9I+Ht5Dfoy0MJavCEN6PSTiTXkSD+L1J4MlKNBjaD2SczpZOelEFyAw2qr8+RNY7TBUzKWEr8x2O2HOUwHW4yajcBJp+ZDKChONRMAnBOJj4Hz3XXdEz9pu1Gq1SOUbjQaGhoYsyNff34/BwUEMDw0bsK8ITdFQKNhhXwFd+QJOO+fU5DPxCrEP6KKaP8TqmkbhBsC0EMtWFPhCtFhx0IBoxGYnlTXb+vGGe4BQh0W2ijJreAZhCC06nQW24h5aB/YJLdGz/WzKLq6mJ6IZDeQxvJeld8DlL3Dl6bVMLnAp8fmLIT8T9M8HHh6CnPsEkE2sPgqJNziuBCubIkZi/tG1Hsm59Z8RQ5Yby7d1UzV79EqxzLPdBULMundeOjsM1b07sRHXfpgmhhRxZbPr+1gPODeJoNDjNJU1NmK2H3ER42OEs957713M3ngGtpu3bWTYV6vVMDAwgL6+PvT29mLt2rXo7e1Ff18/BvoHURwaBlGJPjlHrjmMt6vQFR/2cenABMs/lJhBUlwvQojnX1Jbmu0vqi2ikeafTzzNv2xgH9ErW39p4Zxk/ic1/3hKoMMiG1n9L7PT7FMMo6ttfNdVgAYQfzv4RCd20B3Ba98SY6OxjsJ+HXVfm7NugRZ/gQd8wj6J63uB1lqybywPDwmcirFbI/RGPpUBGiKZeAl07nlAZCy6McSvHKkGo3aJZ5btDpNxs3tUF2fFRDrXCnM+NUTneM1mrah5EWYjCPAOPrsYBXPad76ByZMmxAJD1WoVg4OD6O/vR19fH/r6+qzMvtJwCfVaHTkph3zeyOqT9GG8V1x7Obb7+I7RYZ9QG0BXMF5IbSS6CUrDdrzshFlOPnQ3XsxJQZpZz/SWFMe1+BdkfxQkjOwVss+P2naJJIFbh2to4tyfdURTBJnm/vlcbFhGIUmS7Vps85T2wpdQ8dY1fpD267EEQBoYjPYOv+yOZXp3lkKcf1KDvXglY4sr2LPLdrPIKRj6T/oob+FsGG+8kpRjomouhTHm6CKCea7nXBJaQhjRO27ZriV169w3yugAfIAO7H593S9w5RU/iV23Uqmgv78f/f396O3t1WHfwCCGhoZRLpWhyAoKRjZfXsojl8shLxVw3o/PwU8uuxqHHHp4uBOBNgQVwJeiGpXhuAmHPEbyTfFinxbwxfMWw68g+6MgYWSnmJ3oUdc+hqIl0vBtnUDvHeDXURL5nLZbf86QfEWOiY68r9GS1z+ZKf57/ZwFovYDHO/wy/54TZe1J9T5JSQYIS6/7DhNbFm3ihwDoXfBaq/Mvfim2e44qU1SgLLMmlrIBxXtm8FnF7H+l8oCM408wGdq9IC+cqmEP/3p93j4wXvw4osvxq5fKpUwMDCAnp4e9PT0oK+vz5qgo1wsIyfljMk58shJzcy+08//Pp569kV85CObeBsWagPoogr6IlZJC/eS1Cck4f5P4aKfBPAF1YkSUiSfgu2PgoXDVjEuhKOqXRKr00oddTQS5X+9zzi7MYpsCX3e1+AEfYH+iBl+6ZQOGAh1+m0HsOdyw6f9iPc3DsFEe5pHxWLykvwTylpLi5q9N0IAXyeDL5pGbQYfc8PRA+AegpcYBrV69Sr86tqr8fZbb+CZZ55JZKNYLKKvrw9r16613tc3ODCI4nARjXrDmn03JzX/ffXfL+Om22/COyvWIF/wmFNNwA1BBfSF9asyBnt+5WNZSVmYNtzz9pLepwj7pAAhZK8IoG9UtkuAwu8F+LcY72SAMMf076c6ylyhM+SO/Fl7Pa/xrusf6xjc11vWM/gmm6W3RenTQ4Q8V5C0cWV0gylA4/HM2GN/AaKAcYUCemYlNkFRsZrSCPH4RFVCn9vCH7AIcMrwFfH9ksoSdY28DD5BwZ4pxsEpioLnnvs7fnrpRdhqq7m47bbbEtsaGhpCT08Puru70d3dbcG+SrkCTSMo5AvI5wr6e/skHfY99OgD2OuA/bHiyp83DQm8QVpDixms13MIThl7vssSBRG/EAu45+8tnd9AgxlLkDAyULybkdHTLjTFv9X4R9DRqFBoQhv/jDfWEVjvrSUe90spX+2XZrIspuvsn+EXnhUSRUKdwAKCSZQBxVpCZeG4MqM4BsMG8FHO2hMC8LHdgcTI2DNN8Ad7KarQ89ABfMwl0n5PJwQBAvFSBmGpqoq77rwd3zvtFGy++eZYvnx5apv9/f1Ys2YN1qxZg+7ubvT19WF4aBi1Wh0SkZyZfVIOOSmH39zwG1x62VXYaf7CpiEBN0tqyGerkiXci53hFzeYyJWaheLcFKSabTelDV+DGUvAw4Gd4uzbDMMYSQp+IM+/FdllD9OTbz+bf/N1lESRsupG7vv8/CVlnnEY6CvG+/yCVIiSDRIkIY/zkKAo5GvRFb/kOA85o+B5HeQN9mLVEII3sQF8VFctdeaeECQ1blFKiv4QRoxzibfaBfCNvAw+U6M7k69YHMZp3/kGpkxZF889+zRmzpxJbQZXE/StWrUK3d3d6O/rR6lUgqqoOuQzYJ+e1ZdDDjl8/7zv4eXX3sGUKesKtI80RQK+RbZB4mUotdRlWN5Rt9WY/q8XLEsE+MI75mnBnCRJiTMTfCViP3AkKUlmKoMwRp0EaURBwkimtg6+I6HEP7GwKY6xOB7U2X9IGU9B7BvcELUb2LO5E6st+c+QG+ie3eP2+DWEAHuuWqJm7lEwNjoBX/wTm1jnE6d4HtNCeOG+cUYv4COEYOXKD/DhBx/goYfuxw1/uB677rorNE3Dww89QM1Po9HA6tWrsWrVKgv2DQwMoFatIy/lUMh36dl8Ntj36BOPYt1ZM7D83bXI5XIC7CdOxQV9vqAtzjmWYdZeLBsmdPODbyGum9WyAXymCMS6frep6+zUyeTjLP6tyj+CjkatXCBJJN7GV+a9dWumH1f5bqBoRFDqHyiJwnq8FRBUquwn1hIU7DX/7/gpcwWn11O3mNy8MIAvXSYuvTjYGcwES7QT4GszsGeqNUuGmiUmEukYoClhMR+DsBRFQV9fLyrlMt555y289OIyPPnkY+hesxqqquLUU0/F+eefT98x9Mk5PvjgA6xatQqrV6/G2rVrUSqWoKmansWXa86+a2b1Xf3rq3HJz67EbrvtySSmNIoC+gJhW4TtmxnYC6nrWBoG3gJMNaFbeKw0AZ8paoeUAKcMAUJgqPiZriO7Pdgr+IEj/9YV4X4kuvs27ZR2FCzJ86PvL5nIwy2Xob3GP7y4X7yJPEKAX58N+HERlSw9OrVouBLj3OfqsgsQlG8IGWT6RC4tDNwzajGIR6Qbg8yARDtBPp9FAhzCvuJ5bAvlgdtG8niQI6Lc10pCoGkaNE2FqmpQVRWKIkORFTTkBmRZRqNex7TpM3D1VT/DlltujanTpuEbJ38ZX//Gt7D8nbfx5pv/QU9PNzbccEP09PTgqKOOwm9/+9vMVmn16tUO2Nff3w+5IQNEQi6nT8hhZvbloL+v77JrL8cjjz6LCRMnZhZnFBGvT3E6D17nrSyG4yYdDhkVvLnMO4FbsO80cC9KXZGu523oOkPF68+NjjbJRt7Aj38LC9o9CnHfZp3TjqIpEK6NZuBnOubXGsnYns/bGDMFftSy9dLVSiw2DCa1Wk7CAgTJCwKI8LQsFY6kFJOIWUsiDc9NUSWhoneUBDh8I4lOJl8H8KUNgEYYhBDrzwJwioKJ66yDvt5eyIoMuWFAuEYd9br+V6tVUavW8Ocb/4B99zsQ5UoZlXIZpVIJ5VIJpVIRxWIRw8NDKBaH0dfbi8HBAUyYMAHjx4/H+PHjHZ/t32+77Tass8462GOPPXD//fdTWEt6KpfL+OCDDyzY19fbh6HhIUiQ9Cw+O+gzsvpuuPkGHHn0sTju+JN4hw/Aud80QVuykyhzsJd2gg8gOuCzKgRBt9Z4WMM9b68p1QF9jNQBfLw1ojL7UlWiJ0cfnn8TdkRLbQL8IixiJ6npmYd/Gpl+6YAfk+w8uhbimBf1/GXd1gkQIF2Ql9xYJHdCAD13ZbpBifSE3ytDhKqEBnoBHjtgL2mlRGLiicPG0jTNAeAURYaiKo4MuHqthkajoYO3Wg21Wg3VSgXVasUJ38olFIeHUSwVMTw0hOHhYQwPD2FoaBCVctkB28aNG2dBt2effRYHHXSQtXzcuHG4/vrrM1n/MWPG4P7778cnP/nJTPxFlQn6PvzwQ6xZswbF4SJkWYYkSbaZd/N6hh/ykKQczrv0XDz6+PNYb731ucZOiPuxSwJQFwdkZAz2HLJNXhHuNwy6OS0lhXtpoGDqlhHkgiNIGJQVv38+MttBHIma2WdK8G6Uj/sO8BuR6gC/cNmAH7cY3H5jzt4bDfhRBXsczhJtAfbEmTjDLjaAbyRm7LGlOiI92c/83WBCPymPBvgEOqR9Rf9Yz2atszg2mtlvGjRNH36qKgoUVYEsy0bmW0PPfqvVUa8b8K1aRbVaQbVSQaVaQblc1jPfyiWUisMoFosolUoWfBscHGgBcPbsN7/f3Mu++c1v0m6VTLX99ttjq622wq233so7FEu9vb14//33LdDX39+PRr0BQkhrVp8xfFciEvJTJuLQzxyRSYx+gK311+CjxtNOQJXE79mjdQPumrgivLjtLeXRzCYIKd0tgUjX/DZ0y1adWXWF1oiEfakq0lEH+I1QdYBfuFzAj1scXn4jZvo1gV9QZy5RSB2w5y1XcwsUZHAKPDWL6WsIkUDGdmfLOGEypHpGO6nQGXzxKZ5Ah3ag2jGDzwvADQ8PYW13N4rFYQwODmBwYAB9fb1Yu3Yt1q5dg+7Vq7Fq1Up0d68BACy+8FKUyyWUSiWUivrQ02JRz3wbHmoCOFVVA+Ga19/ll1+eWXuMNGmahnw+T2UWVhoaGhqyQN/KlSsxODiIarUKTdMssGdl9Ek5SMjjnvuXQhrThd//8Rbq8cSa8CLkl0i27Pd4Gb1jL1A+IM3Piyd48ymsl00Wb1rAZ0qkrP0REAJddWbVFV6+jzwE2iCCd7ECQugAvxErn8uX1AF+LucCQr+IwK+Q/Pjl/qiBdwQh8uGoAgRNH+zFN9I+mXs+pUXN3KNgVETAx++wiQ76BDi0I4nuOUmvbII3QjQoigpZbqDRkFGv11Cv11GtVlCrVlEulzF16jQrA84cilqtVlGpVFAxhqGWK3om3NrubgwZ2W9Dg4MYGhqCpqmesO2tt95CtVrVwUs+j0KhgEKhgOOOOw4bbTAP43deiAkTJuB73/temhXuiLFOO+00bLLJJrzDwNDQkDV8d/Xq1RgcHESlUoGmapAgoSAVkMsZsE/KWe/qO+P8H2DJnfdj3nY7RPLDAmyaFgnRElXmOhTXVIL32oVCNxJUjiDqyZAW3GMi/l3zkaNOJl/baES3+4heuY6EEPn/9s49Vrarvu/fPY8zj3PmzDn3XvteX2z8wLIJUUvrJlCh1AppVdTQoqqKXJoqfxT+qBqFyq0MDa6BS4tJoxiagkqFSnSr/tFCICatBLjFhtpXiRMjYoJUqI1JIgHXx/a59573Y2bOmf6xH7Nnz36stfdae//W2r+PfHxn9uzHb639mL0/81troWKTJo5/OlAIt6pY5naXYBAtsetIhY/bRlzoZkFSjDcxpMKx2ir45LO59MShf0WlNs8lLfjsyuBzs94mmExOMBqPMBqN3EEWDg9xeOA2LQ0PqLC1dQP/64mv4upPfoxr1zalt+c4TvDnC7ewdGu323j55ZcBAA899BC63S663S4eeeQR1UVnDOfKlSu47777Ktv+5uYmfvSjH+EnP/kJNjc3cf36dRwdHWEymcCBg6Y/EEdE9D362KO49G//HV546SoAPSIvSnQb05hXIsslrCS8gExYcuSVZ052B9oL2QkLM2eXqyy5V+LtmBYofx+Kk94UEuwAACAASURBVD+TwI7yWwihHUMoFIahDVkBSUk3ZjEfayv+wxKZVrblHISy9ggGrEfs5VtYeKnK5V5kbg3x1FLwySaI6IlCfouaXG+4Cep0euqOgnpygpOTCV7Z2MDu7i72D/axs+3Kt62tG7h+/RpuXL+Ozc3XsLm5iddefQWvvLIhJBJ88RaVb+12G+12G1evXsW9996LTqeDbreLXq+Hg/1dXLhwHpubrykocTKPPfaY1vUzZnP16lW8853vLHWbo9EIL7/8ctA/36uvvoqDgwOMRiNMxhMAQNOJEX1OAx/40Ptx8eKtePZb30Wr1VYal6g0jHd0gleu8Gy6JWUOeRYVbkkRyjTdTfqgzMw9SvcFBm9eLaR/lGTywXuKYRhFUPZ9GbG1SrkYGiX1AMrNcX0oNMuVWkJz3eV+LKKYuadghTywRvrWAvl2cooTrw+4yWSMyWSC0XiM8WiE49hBGA5CzU8PsL+3i929Xa8PuB3s7Ox4zU/dZqjXr1+bk2p+Zpv/9+yzz+JN994BALj77rvR6XSCJqpXrlxZiPvSpUu4dOmSkpp54YUXlKyHYVRyfHyMs2fPat/OZDLBa6+9ho2NDWxsbGBrawubm5s4OjrCeDzG6ekpMIU7CEdI8AUZfb/1KH71fQ/iT/70RaysDKS2rSL7b37EXVG5p/fHrQAFYi+KUNPdzDJNhbalExZ9hJA8D60oc10glJlBIwqGsYtK3dt0GjuQR6khSG69lT1LwlaS35InuE0mGHhqSFrizV6pOUIvYW5FsVESerNV0MvYyxNRIOBOXQE3mUxwMplgPBljMp54zVLn5Zsv4Py+3+ZHQN3Fzs4OdnfcQRi2d7axveUOwuDLt7S/fr+fOF+328X73v9gjlKm89JLL2XOo0r2MQxVGo0GJpOJlnWHJd+NGzewsbGB7e3tQPKNx2NMp1M4cIKBOHzB13Aa+OoTX8GVZ6/g0d/4xEJGn8omvFnrShV9ss11iyIpz2Rkm+M4Yjf1Cb+ALm6L4s/yErDkK05OEWRF2esCIdnHMIylEGh2HBvCwk2TOyFd+Bkp9mJuhQkGrl/sab6hYcFX6orKztg7PTn1JNzJrPmpJ+DG4zFGI7dfuNHxMY5iBNz+/j4O9vewv78fyoDzsuC2t7HlDcKwtXVDavTTXq+HT33qU6XWBcMw5bG+vo4XX3xRybpOTk6wubkZ9MW3vb3tZeFuB9ewyWTiNbWfemJvPqPPcRx87vJ/RqPVwkc/9pv47H/5b4FIEm5yq0IGBhl9Odal4utDs9iLMoXcfdJsHfTa3BSqfgL3rwRCKIbEw4DxZa0hc/uMWEfqtKJhGPuo1ru5W68yBtFtFxilt2pibn0JFyAxtAqtknmZe5GlFMdGWfD5D6S+gJtMJjg5mQRZKf7D6/GROyqqP/rpwcE+Dr3RUd0MuF3s7e3N5NvODr74pf+Jv/6WN2N7ewt7e3uZ2W9Jfx/5yEeKF5xhmFpzzz334Lvf/a70cuPxGDs7O8Hf3t4etra2gtF1j4+Pg+vlqdeMfzqdzvrlazhooAHHE31ffPyLeP5P/wQP/st/hf/63x/HmTOzZsZKB+RIWdc05V36OvMG41FQ1uWZX/R+JFh+YYg6OjeAFf1my0QhJn8Y9VB+BiQWDsOYhcRvd5UJtykAxwzp57x2bZf4NSnhN22iUQt2IaNjzWqWJCX46GbuLQi4cZyAmzVBPTw6wtGR2/fb4eFhkP225wm4nd0dtxnq9qz56fb2Fvb394Uz38LzffzjH1dQSoZhmHL5/Oc/j/e85z04ODiYmz6ZTLws4kMcHh4GWcUHBweB4Ds4OAiuwf6f++PICU5PT91++eCO3uqKPcfN4vOa7H7hS1/A9//f9/BLD/wy3v3Lv4I33HW3fH90iiRDarNd8YWT0Sj1ZJeJC3du+YQmu1ThjL6KkTgHjS9rzZklb9Lbk5SSCFQwl4hAJCZGASlf1Qsj3VeBYAiVRurdr1QZw8K2IxPy9eGnnJgGi4QvJvqb4xZbmfBSGuu47My9qIA7OTnBZDwO+oA7Gh1jNDrG6HgUNEE9PDzA4YE3AIMn4Pb39/EffvsxPPAP/5HbB9zuDra2toLRU8MCTqQZ6mc/+9lcNcEwDGMSftZc+M+XbWl//nL+v3feeSdGoxEuX76M2267LZB2cRLP/wtn7fliz5d70+k0yAxrNVpwHMcTfA6+8rWv4Id/9kNcv3ED//SfvQ8f/63fxh233zmTYdNp6Q+SSkWfxma4RZbxCX7AT1uHQTeHLPrMoU5ltRHefxUT7UGBsQoCms9IquxQZGHbkQklZfilNEwx4GKh/8dlzdl7JdVx0LBmOp0NwjA9xWRyEoyCOh6PMR6NMRofY3R8jNFohMPDQxwfH7uZGweRQRj297wmqDtuM9SdHWxtzwTc7u5uZuZb+HMWcAzD1IHTYPTpSfDvaDRyB0LwrtHT6TSQaeF/oxIuvI7pdBo0hw1f66OCL/z5/HdC9rRnnnkGV69exQMPPDA3X9y80T//F2nHcQK55zgOGnDwyU/9ezQbDezt7+Mf/8o/wc+//W/innveiH6vX/Heyiv6yhF0Kka1Da9DviUE7RvFXNERKhKhUPLBffTVjsVLBL09a3WG32wiYzoxX+9O2odlIxFCZdFG7pEoZvopFn4JYs+QC4L+zL1qmuX6D0KNRgOj0fFcH3Cj0QiT8QTHXgbc8dFsEIaZfHMF3N6eK9/293axszvrK2k7GIBhCycnk0TxJjI66kMPPZS7jhiGYagSzXyLy4hLyoyLZq01m00AcPvt9H44OfVGt3YcB82mO8Ls6elp0MVAODPOx++Lzpd4YakW/Twq26Lr8F+Hl0maT+T9Jz7xCVy8eBHvfve7F+LxmZN7cOb+/Z3Lv4ONVzbgNBr4hV/42/iZn30rMJ3inX/v76PX7WXvsBIQ7qMvKtwybggoSL048t1j0b2BNF30+RAMSQxuultbWPhVw4L0IxQbkxMWfsWxQ/jF/O5s0AlOsfntfMaC2wR1PJngZDLBaBwScMfH7gAMx0c4OhQTcLveCIRbWzcWBNzGxgbe9KY3CTVF/djHPqaychiGYcgQFlyi0i063Zdj0WapSVlx4Sw1PwZf0oVFluM4iXLv9PQ0yFwLS8A0URf3b7Qu4j5LmzdrWtp0r5SzmxIn8j70+WOffAz7+/s4d+4cfu1Xfw1f/h+/j+OjI/zgpR9gfW09+N57/e134N57fwp33XU3/viP/xAPP/JR3Hrr67G2to6WV3/UCGpH5s4wVKWqBsvIg+y65DL6zLjBLPIjLBWIhpWNgNwxtmxMJibIPsBO4WdaF1yMAE7sy8QppcPCLxdO5E1I+E1D/wcW39CmiNhbFHAnbjNUT8C5TVBHGB0f4+j4GEdHBzg6nA3CcHBwgP1gEIb55qc7XhNUkQy4OPn2mc98RmU1MQzDkMMXcKL9vWX9hWVd3KANcc1K48RdXMZaUlPUcFkAzAm46GfATJpE54vLkJORalkjyCZ97izc9cVLODjAk08+Oden3g9eegm33nqr22/qeIzReIzxeDQ3z8HBAT7xm5/EI5f+NYbDNayuDrE6HGIwWMVgMMDKYIDl5RX3b2UF/V4f/X4fP/2X/jL+zzeehNNo4G1v+xvo9/rY3d3B7XfciW63h2ajEd/UKIPSOqOO3AjG3GklLOb3IyizqeqkXhxy92Vm3HCaLvoIhiQHy77aM/+cSnNvE+n1SRMs/azBSXpLQFnlCKE64be49aprcEH4vbq5Q/I0jUq4ycR9cBt7/cCNjkdBFtyRNwLq4eERDg72XQG3NxNwe3u72PWboG5vY2trC1vbN7B14waOjo4C0RYWbnHy7fLly1VXC8MwjHaiAkxGwolKubh5s/p2i06PmwdYlGZJTU2TRFv0s6R50vDn8cXSFFO4/yUsG/psUb4tTEVYwIXfP/7lx2eize83dTwJZFz4s4//m9/Awx/+INbW1rG6OsRwbW1OwK2sDLCysoJ+fxkrKyvo9Zfd78ZuD51uF91uD0udJbz2yiu4/c470W4vod1qo9lqotVsoeE1LW40nOICKeedijaxlyvLzdu/IsvGlFel0NOxPh8WfbqiyA/BkORg0cd4UBd+yiOiV0Ru2msDlGUfYJbwCzZOpxaj2y8s/K5fv4YfvvQSbr3tNoxHYxyPjnHsN0E9OgwGYtjfd0Xc3t6ulwW3i92dbbcPuJ1tbG9t4caNG7h2bRONRiNVwIVff+5znysSPsMwDHlEM+CyhFv4s7j54uSdyEAJogMy+GUR/bdIH3Ay06LMSTpvCjANyaO4IepmAu6pp55aEG7j8XguA24ydjPHr127hl6vF4i4lcEgyIAbDAZYXV3FYLA6k2/Ly1juL6O/vIxeb/Zd2On20Ol0sLS0hKWlDpY6S2i12jMB12qh0fAFXAOOo0/45GFBzJX9AKGoLqJ1qjOjL088OhETfWY9GZou+nwIh5YOiz4mQnBNJbrj6yD8fIJ7JMIxMhESbgnoqCoP04QfMHcfWXUsyoTfeDTC6y6ewzve8Q584xvfwLve9a5AxvFIqAzD2EyWgMvq/00kEy4q50Sy37I+S/vzyxUuY9q/SdOin+WZ5k934Cx+a3n3+Qvp6pEZv/C7v4uNjZfx4D9/EE8+9WQg4L797W8HdfSGu97gTQ9lwE3mM+G63a4r4IZDtxnq6ipWBgNPwnlNUJeX0V9eCbLfwgKu0+mgs+SKuFa7jVazhVa7FWTATadTtNut3GJG5312ac1ew6gqUMXNW6OiL3MdBcpNRdymCz+znghZ9FUMiz4mAvXMPh9tkREsMmf6GUhiZl/ylEpg4VcIZcLv/p97C77//e8rCIlhGKYYMvJMZHpUzCX19SYi5PzXSf3HFcmA88lqjqqsD7iEJqmBGEpofvrcc88FAu3tb387AAdf+9pXgxFkn//O8zg5OVnY/tmzZ/HBDzyMD3/0Q7EZcKurq66AW/GaoC6v4D995lPB8q12G6+7+DpcuOUibj5/HjfddB5nz57F+pmzWF9fx1/7mbeg1Wyh2Wqi2Wii0Wyi2WzCcRw0GpJf15pvdF3JWfUthAbi6q0kgaVKlIXXI5rRF1lAeP0UiS2CoU13fYSiJVwkwqGJkfI9ZHzZmFyw8NO14uJwpp8BmJLZ52O48AsmVRBG3HZzCb+bz63i6aefxv33368oLIZhbEKmLzdZWZf2XkXmW9Zop1kZcXHLRV/HvZeZlkjSrDEZcA4c/MEf/gHGkzEmXpNT0b+RNyDDdDrF8vIK1s+cwdraGtbW1mfNUVdXMfBEXL+/7GbB9fuYTE7wHz/9SZy/cAvOX7iAc+duwtmz57B+5gxWV4du9tzKAL1+H2tr62i3W262H0np4fANbhTR/aSw3nQcG/lGopU7V2ke02IkltTQprs+LPoqhjP7mARY+OlacXE4048wKbcZTtYMVZEzpMpLQkj4RbefKfyiHz755P/GpQ99EC+++KKeyBiGUY7MQAqq+ohT1fRUph+4PNOir9OmpU2PnznyPnEABnfKM1ee8QYnmmDii7iokIs0OQ0+86YPVlcxHK554m0xA255ZeDKt14fPa8/1G63h263i06ni0634/YB126jvbSEZtPt/63ZbKHRaHgZcFmyoqrsjBK+Wk27kaUglVLqrCzppXeAipis16TtmXb8REgXfeYWLjNy4kUjHl42AseP8WVkCjENvyJ8MNRR+MW2/SAdb42IuRWhNZ5sDCZm9wG0hd8rIhl+oTnO37SKRx99FA8//LCeyBimBqRJs6T+3/L2CRcnzUT6hBMVcoBcM1ORPuC0CbgU5hWcE3Zz+PrXvx6b6fbnf/HnOH/+QkL/bxO8+MMf4743vxHr6+tu9tua3xTVzYBbWRmg3+8HAxF1g9FPuwsDMMyNgNpqBU1Qg1FQK/1aSU4tNP6er+wCUBB0GQjLM411V3V2nOM4sc3bFzD+BJhhm+wzPZsvjCFhxsPNdxkBgh9XiB8U2sMjW/6En7/IxlsDMmVfwkxVw8JPGfHCT+CkPH/TKjY2NnD+/Hk9kTFMBSRlq4nKt7T5fHkW/YubntYHXJKEAxabnEanyfwbfR33Pm16GQIu/P6LX/rivIibzI+IGs6MOzk5cbPf1vzst2FoFFR3AAZ3JNSVeBHX6aDT6aK91Ea7vYT9vT2cPXduLgMuLODo3eeo+uqpQbMrrwCqxJLO+qhafi2QUFhycXrIN98V3JvGnwQzYotCuFmdCFLNWwhjUKjzsOhjJGDhV9YGihL5hiQfr4Vk9teXMhMFJEIjVQrSwu818T78xqMRbn/9eUwmE01hMYxL3uamMoJORq5FBV1aU1PR12nCLfpeRKwVzoBLTtLy/skWcF/+/S97WW6TeeE2ie8LDgDW1taxujrEcG2IwcCVb35fbsv9ZSyvrAT9v/V6fXR7bvPTbreHTmcJnaVOIOCW2ktoNBuBgGt6GXBOTB92OpC+r5EVIJXdONERfNqlkYKCLA7iYC5C9U2skPqa7xZozm8oNoo+H9OFnwEhpsPCj5HAFOHnU8+mvTO4X78KMDWjL4ppwi/lnrPq+HIIvyl2d3fx0z/1BhwdHWkLjKGLL8p8qRZ+rULORUWarIjz/wXExZvI5z4y72Xlm4iUmx8JNW4IBvezb37zmwuiLa0PuPF4jEuPXMIHHv4AptNpMPDCcG2I1cGqO/jCYIjBYODKN28Ahl6/j35/2cuAc/t/W+p20Flym6K2l7wmqF4fcI1G0xNwDhxHtglqSXcKEqKgtHuXSm6SJDZKNGsrTKoAUly/uncXmSy5Eo/LqsvMos+faEfhWPRRIF3c2FFGRiUs/HSvWDXcxLc0MgfmyJiJCqaJPh/Cwg9wY4gIv/SzcH9/H2+85w4cHx/rjYxJxM8wC/fZFp02nU7nJFp0vrjl4kReeFqSjEuTdGn9vclKOB/RZqdFs9+Sps9JqpQBGAAHf/RHz4bk2mShielkkj0QQ6PZ8AZgGGJ1OPSy31axsrKaKOC63S56vd7cAAydsIBrNdFqttBozgRcw2nEljcLfV/kQXtKVSssjCmCL58cEd+oinqoWuAA4Ey+Ikj5YAL7OicJjytxM1lDugwzu7Cmiz4fg0KNhzP7mByw8NO9Yl0k/GRmXDkIk5rZZ9A9mEXCj1J8nvDbFj7lTk9PcfHCmSCLinEpMgBDtO+28F/cwAqy646TbKLT0ubxySPjZKdFpy/otYWzKl7A+RlwTz311Jxom8t+G4/xox//COfOnltsgjoZo91ewtr6GoarQwyHaxiERkEdDAboLy/PBmLouf2/9Xr9uQw4X8C12m20Wq1gAIZmqzXr/006A64EnJg+6Qp/YdP9xlcVGc3ROuc3niZl6O6hRcpsfmpSvciyUI82FzYGIdEnOItJJBaHRR8JDAo1Bc7sY/LBwk/3inWS8q1qZHmIwE14aWCy8Es6/y7cNMR3vvMdvPnNb9YXWUHCGW4q+37z+y5My0gLi7m4gRriBmcID+4QV5a4aXnknch6RaZlEl4kMQtuJuDC73/v8d+LFW3h9x96+MP44CO/jvF4jJWVldAgDMM5+ba8MnAHYuh7/b/5zU97bv9v/gAM/gioS+0ltNotHB4eYjhcC/p/mwm4lHImT9KHhswZPRl7tL7NozJDe3Q5NqAmKypfyVTWB4nsLssEX2l1SqXAJTGNeSUwszUsXvvtKKQtsg8wLtwYkmWN+WVjdMPCr6yV6yRB/BlbngoQGpBD7BMSSIZHsjQmCL8NiQw/AHjbW+/DL/7i38GnP/1p4WXy9vEm85c2mEJW5lxWE9M4YRclKaMt6d+410X6gHM/A5KumotNUeMF3NNXno5pgjrBJG7QhZhp3W4Xw7U1rHkSLmiCOhhgsOKOhNr3m6D23FFQu90uur0eOp6A85ufLrWX0Gg1FwZgaDbyNT+VZ5r6duEjCnJDkORMDm1rTqQsgVGkaFIxEsrci2JLJp8QBQskujgJqakK6w4CMTIz+iyvl7niWSL6AIHdZlBRDQo1huncPwmfMkwqLPzK3oBOWPxJIyX6DLgvzREizVI5C4FRijMYtENI+IXm+N73/i9+6R/8XTzxxBPCIi6PeBP9i1tHELZEE1PR96J9w7nfSclVGxVwUf323Le+5Qq32BFPxUZAXciAG6wG/cANBgOsrAzc0U+XZwLObYLac0dA7XoZcO02ljqdoP+3drsdDMDQbDbdEVDj+oCr+sIt/SCeflOa8RFpRAWfnLyorjZE4jThZquYLCoWgKnHcirT4gLOynrJopaFdsmUfQIfm0p88w57Cqvvh63yMCjUZLjPPkYBpgk/HxPuRauD+/dLJONW1ljRB9iR1QckegZK8c4LP8kT68LNQ7z3ve/FW9/6VilxB6QLMxkJJ9v8NKtpaqaAe+65+D7fokIuVr5NMB6PMJlMsDocYm24htXhEMPwIAyD1aD5qSvhVtD3+n/r+dlvXj9wfgac3//bfAacg0ajgfDhFlNTqXWRm4zVxj2IV3tNpy/48soLPQ86CdmjlY+gqY4yR3OVxzzBZ0Lz08p3a5XUuPDTmFcpM1mF7aIPSCpj2VEUw7Bwk2HhxyjAVOHnoy1sQ+tjRsq3sfFly4F0k93sT8khGC7dUjlz/0SmksKPqZXnZPqzv3gZ9//cz+Kee+4JpuXu/01k+yEB9/zzz88y3ELybTKZ4IUXX8DOzs5c014/jjx90T34L96PZS/77f6f/1vo9fvo9d3st54/CENnCUtLHSx5Aq7dbgfyzRdwsdlvsnUggajgK/wwHl1tef3l56R4s5Kq5VYafvyO48BJKoxQ+IUWVkpSfYcj1BZVZQer2g3P1RXh4zc3ktVVx/vHBWpcCXUWfYD9D1Q2iD6GYZJwAMdc6acF/7bO2DqZFWChKNFbVmPLmEKuTD7BhalhvOjzIB/gIs7Gq+J9+IWl2Wh0jLvuuIi7774b7XbblW4h+ba1tYWT0/gmvdF15eXWW2/DLbdcxIVbbsHNN5/HuXPnsL5+BuvrZ7xBHNysOT9Lrt1e8oRcA41GM7mchSPz1hMtY44MOKHtiG4gLzlWW9Y1ObvOsm8MdMeqS7JME98UWlMqVQmj0r7jS76ZmK9PNRu38X5oAcLXJNJwJaR2tVGH+lkUfnYV2hbhZ2DIMdBvRcGYw/w9r7lHDjfxzULgqdbkMhYSfHJzkYGb8FZCOK5E4Scq5B7+9Ydw+fLnAAB/5a/eh1suXMRN52/GTTfdjDNnzuLMmbMYDodYHQ69bLkVdLtdLC110OksodlsoNlsxQQgH4tsGUy86E5T3mnaiBxVZhBNg/8lfwzzspzSHmDylYXuN2XpkUU2WM6xoS+Dz3okCluresmCK6P2og8IFTPju9JEbBF9PgaHHoKFH6Mebtpb9QbKZBr6f+ZsdBF4tGDRl3uR8jBI+EVjmhN+iSPD5tyYuz65LLe0OGS3rfX8L821FdtQosDIuVodxZaWLIJirwqKCCN1Ta3ofvPJRqa82Xmp6Nk43b2rERZ98nBFBLDsC8s+OwvMwo8iLPwY9cwpIEMPIBOfT6ujwPNeac3NtMxaeKlKsaX5LuAFaY7sAyJxOUBrbiCMQquONNXNK5TyZvNFJzizYTdUCESR8sjIiSS1urgGBYeSZPHD5YguWsmBLbj/4uainM03XXhReE3aka3P0o4fEjc4nLmnHJEfiPRHYRZcIQF1F301KCIAu8ppU1lEML77MaZ0HISflsw8crRGr76nmIpJ7sgv6ZlimjWDQvRsgu6zqxDKMhoJkPLca0wZALTkrgUplv203KuKzNZySR/FpqJI5l7h+CUWj8nJVIZwOaIZfJHlkuKjeuKpy9xbXIFbp3RKXtpVgMRNDGfwaSWjIrieInCFhEhRfXWuJwuz++wrEcMwwpjt/UwPvyKya43OU5Es5kauP8uxbOwQfX6wkc7z5H8NV5I9FyIqhfy1q95OkatrmrhKllGac51ylMdxtEeVjUCam0lfhHHZkQsj5uaq5JwGVxOl7xMLm+bqXbPhcMWIw3UVIUH21b2eLJR9jCEIWA0WH0w+7DhytJXCjupJwKYhfKt/rsuNraIvJlgT4ncWXri0Yk8QiXPGFxxFhVzW0sr78lK014pk7kURKmOB9LboopVcGksWfGU06Q0XSd0zFb0vrlIiIlNszt6rBG7CyxRAc8+9xrCYVV6zejG4uFY/nzOMImw9T1j8FcEEAWiCMhLEpj76wpgu+hJoqTof5jKbqh4dV9FG4mTRNPJKS5978Rssc1F1RATfrE6J9ROYA7XPUCT2FoCSI6m82HoDqLx4plDvrtbywRUTgSskFq4WpjLkLUMtvASjjOB44QOHWYCCADTliVYCa0WfcRFL4ESb9CpabUafa8qrNO4cVj7WheYLRUViT3kGXDSDLya31MTvY30JEnRqQ3skJIrKgo8ULPoYJXAz3lii/eEyTJWwlGF0447oYTyc6aeDuOddVRVhsyzysFX0Gd5XX2yM0SF6sdCHnxylXS80bUhlc9wCG50jX/+AFWBZ33uA7mcjOrVht9grZ+N09qbBsOyThysmBpZ9ydS0Eix56LeHyA4R7NOPdyEjihPuKd3vONuCA4jFn25MUDoVYdNIu7E4iQUwoVzZom9+gpDwM13sLa5ebEOFst8U2DkS1+HFzoDEZ6WO1nuC6mvDbrHnwxl7RpJQsVzfCXDFRMj4Nuf6Ygw3RoaHH4N8idhJMDLMjjC/0337xJ+PsiKFV2xBPTEFsF7wAWkDcqRMJkeK10ucOCf8Sj/XpxGpFgk42hegrICL/u7vxLxSSsEKJHGttVnwgZvm0lwxnY3T2YsWE1PJXO9MHlj2MTZjn/CKyfQTKJx99cDoYv5Y8Q4w++y5Hk9Hocs7pnxSlIgpAkyYWoi+eFrhTgq1FThntpuo4JPNgCr4RwAADE1JREFU3CuMos2QuJZaLvj0ZvHpXXNlEVRfJLDgsxCubKYw09D/Ez9muCIYssg3780xK1NzZseKvdLPR1uSHp9wdpLlXsqJoiSSM/pMKqdY8930D9QP2lFKN3gVXX1syOADIoGkR0UmZlG0CT56NaEsIjJFs1nL1hxuwpsPriBxuK4YS7HvuTumRCz+GA3MHSs1OHC0JOnVoN6spo6CT+wteeTiTZ87v/ArLZmugiuMgk2Sui5KtHsiFbcI09S36jdQIfYIPs7eqxW8IximZOrzhJZa0vpUgz2w+GOUEzlSanTgJCmAXEXnJr/0qVPz3DhsLr9kRl8UceFX0ggAlVw/FG6UxPWPM/iKb4AASiIhURy9QZAoIiMN77cMuIIW4Cph6ozFrRIXkSgsewgmC8f7/1wXUDUSf1GUiEA+8arH8KaqxUkvral14SS+yU/L6ky92cYprqo4nLmnbgMEKBQRqeLoCYZUEZlC8L7MgCsoAlcIk45Qpl/iDOZgl6PIKE3Owlq0uxnFzPft576ql0lPJ8stpFZT3MJcr2qovdjzSW6ja3p9yPXTl/nhAgr78JumvCsZFny04hZBu+DTv+a85IqIVDHUBkOqaEx+eEcyTLU43pNsjc7FzGd3S4yZJcXwEBR/PhKFlnkksqMuGRHCw1VOw9l+UfigmENaqjiSVWhzfQtUnunSSh3pw+naVE/5WurK10AB4ceCTzs1EnwZk9VvqELM//LjDD6G0QKfBIwC5vWJAzj1k36AgPizoE7sFH9AFSUSeYSyo56ZME5oz1faGs1SpLIGTTL0ErHaJKjUki72BOY0jmJd8eWvBUHhN415VSEKgiBRjiiJQSVHS7IcaXBTXYUzM4xZ8OHNMAyjHrvEXwYVZmPlfdyqxX6xAF/+BeKPM/+0k/ucqtgA2SKgykM8xdHGuq1K9PlEhN/iFazya5riACovTxgJwUcqbhk4k0/BTFTgzD5GAN6hjDLmD6ZaSQ0FzPVX5bivuPJCWNjZmz3nSI6SEB5EgEWhWSyIv8UZ4M3AVISNUsgO8rddtnGfVi36fFo2Zu8pXI1a6pDB51OjTD77xF4UFn2MGvgemWGqxJJ2rIJI+TzLLk6E3ZckijvwM6wiZB/3DCseeZzIHlgQgBYcYwyTj/xtmm0Uez7FBJ8+WpVfl2qVwZcdHan4ZajhoBupkdAJMycs+RimdCyTDsWJF1SxU+vlsqSYO6xqWk/Cpxafg8QpuINEH7oM3f8mdYFmIpkC0J0pHq5wxjhyWioWfBIz5J5ZCoWj9GZgs9jzmS68yJ7VVGIKYLsikhhDxXBs35MMw5gDSz9VuNXjDeIB1LKupMWf0Mz0sSfjz0ezma3qCbXEHSM1mAITi5AAnM0sBlc8UxoFLnQWD6whwkJZCxVef82pF361EnuJE8QXNYXSBF85a5dhmviGYZg8sJdhVJAo/RD3AQP41eN42X4s/oSKbmHGjj1FskxlFnnuU1x0zhaUJyoAo8TXk0Az4eSFmdpSjl5z6mTxYtDXRLek/ef9W1z4aboAkbyuSWTwyc9JlNJFXzlbkN668TuSYUpC0Oax9EuBpZUwiccR12Eq8+IPqOuAHoUOEwv77zJfn5lfgtxUaOhqXOtSxO8iR8EPD1zjdlCdXWOxV3QG7SsotDVx4afxWkL2MjWVj4xsWURJKYDtGX0s+mpVWEYnbPMYpaRrmdRPWfylwiP5uigTFpY12zM/2cj8EmhB82ggXOtyFKovJ2YNpCqaVDAaMMOUOQsv6o1+wad8RYW2ki78NJ+j9C4B+Zu30CuLIBmB257NlwjRsBiGqREsq5iSWBjYI3jDaEHkGYBw/ZsvdNJ2gDmlKA1Fx6v5x0255D5KSVU0G6ayYKmXTmq1KK0z/TtAdgvzwq9OzXPDUdVJ8Pmw6AvgPvoYRgMC0oC9AqMSzvRTQaiiatxOj0TRDexEzY5WzprT32ylgEMlcb4ZRi4HyyO1GInaASLspzyxp3WlSrfQsr+prto2qjTKlAOBwMsrW/W1yM13GYYO7GIYMcTairP4y48TeZU66mSNIC8kCDclJpVspAVCI21QRfIgsEMcV4/0ZcHwzGMTcRLfMFmUL/ZKWbmWLSgZpZfgEAuFZy2wCA1ICb7qt0orAoZh4mAXkwBXTAjxymDxV5y5USediP6rcd0ZK7EIZfiwJgPy1YI9pZcxUoQOXeuQSibW7Tqo7EiJcrKnU0t5/euJom+DZXnJXMLPGFFUIFAq1xtpyIq+arecGkH1YTGMveQYwIPH/EggfGdQ+woSP0pS52TxJ4Ezf3PqJGQA1rguyWcCZmFIM2LCCY0loOsRkXBtCdg+YyW8YWh3LWzPaoHQbrbsYFO+NYkVSgm/ci6aCrbCoi/vLJqgUas0oqCM3idffq6uMTl2vvEPzrrhEwqy0i9MZt9Gta5XcXwFOKuuevf9F8XqqjAg5coQf0kEgzVqShtgAw5ThrEOKbllmdjTttUCK0wVfsb06VZHwedDWvRVv/VUCIdmM+wpakyBnW/1gzNTgHwHVWayJGdTShHt+89nGkziTECgZllIhg2Ey02MRTFEowqaPu4vkGHyQUvqlb4h/VtUuOI54afvAqdpzSz6iGNEkExFsPirMQp2Ph8/HmxCPfI3BM88lviJMDezuo2pxIVjt76VWrtDzLK0K5aFSRDe0SmhJf1G4WP3PmMYFxZ6JWy5pOK0AB0XLnqCT+EqqkXvGCUMUzosbpgi1O5BOYtan1DFCi+VfcWiVQqhunUS5pKqW3t2RK2yAaPUaLTQestCwmmgWUIQYCnIGAtNmVf6xsqLoOJitYpdkDRfzljwzWDRx5RGNW3Zau0p6oqmnU44p6A8an1CqS28mKwSmYmJIuRNpZyA6rtqejuQDzUP2V1tYQXZPcavAd/knCXIECHXN59Fo93mhVI/e7pwkNqHX4mXIroJgcZQp7Iqg4cCFaB8a2BI7zCMSko+zOx+SIpQazug98cL0VHmYrdci/qXRzqxS/vxXebde7Gg650pJgBXEAA9R3Q11WOBEMwLJ4EYR+HzjqBImlF9cHV2lyKhtCq5FLDgk8PaghGApZ8gNNOFqFxvadWKwRAeKKHsY0178Q14VlJLdQdXbLPz2tW/OgplXGZRab1T7JtomvKuRlC52QBI7gTR6qn+yisLwcoGpIqWOKvCohGtJWm0n+aUriMBJIOKxYTBMXSSL0x3qdRRepVBv+UvXawuHBFY+knAlRUHZyVqoNaZaQRaq1ndR131P2BkHt7cOaU0Si4ZNeo7Tgwn5Z1PfIXUqprKxGCPZd69EuE+BouiUHKkropqNRkiecSwozB1F3o+RcReEnqFH4u+YlhfwHJJfcRjjyUB4TQsA6hc5JhO9a6GJNqbKVspoOhZzVRpVXMJnhfl1UYznalC4itkcWp2hdSmyqrGgObN9N27AZVIAcNkS3XYXVEs8+YpFrb80nqEX42uY4x5JPoCFgk5oPfAbBv0b3orwuIf3suicBVaJ6DoFohFoHq0X0KMbFask+wKmc2RvxKsrT4qEErTM9e967IU9EpqH4YaJk1orQ0LqrpssZeEWuHH1xlmDtppcyz+dMC/eFYBu68ILEAKU6iLOevqn+4Zlpp4aWVWZjlU2sUif42iiFVS/YxoTZVWgfbUczHq88OpBYaEIQNn5YmRvzgaKyKyanXCz/xBfRkt0JZ+AIs/OlD6BrBnp1vnXorAlaGMXArMyvqnN/pGakRORkRG74vyICsQDO7fLT96rZKOOxPjqrhMKpKEhBIXGUY5pT1hUXqUUwSVLL0iq1Uj/Fj2ManQl36AgPhD0gyMfZT1jUV40IA6wee4UqSPLasz0cwTgnFMF14wWRjr3mqRYVhte+uqn4mN2U2iFK1QyQqpav9Zt99qRNXnvDTGBRyP/mJo2IKGVeYXfnzV0Y+EJ6Ov1MxJl8s8z7wZ6JeEKR3pg4LeN6r8oCIWnglk03fMRqq/pdqMbmOGXXEWXswjFImx+6g6jDsN6H2luSirmCoLqG7vmnHVKRFDDF6ZYVq5n0NQvVQJY3wBiqGn+AXXSmifREPRO0ovUxxzPJkg9hTI2F/vGX3U8KBwEgqtrxhEKohTJLWRKyeOXiJdCdAx00KXvqzmxD5W7qtyINJlGj10P4iVUok0NB0fYwoh3OEkIXdhD1ypQqivJgVrJLjvZEL6/0bZ1aJr/Ky4AAAAAElFTkSuQmCC

直管左端截面设置速度入口,右端为圆管;

流体域只保留了0.9mm,方向垂直水平面向上;
现在问题是计算到最后出现回流,初步通过加长出口长度,即吧0.9mm拉长20mm,回流消失,但是这样是不是改变了物理本质?请各位大佬不吝赐教,
还有一个问题是这个物理问题可不可以当作镜像来模拟,如下图所示两个入口接入一根管子,请各位指教

脉管CFD 发表于 2023-2-24 08:56:41

计算到最后出现回流可能和边界条件有关,
页: [1]
查看完整版本: 圆管喷水问题求助