Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-06-20020615_103000_20020615_151500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/15 |
Start Time | | 2002/06/15 10:30 |
End Time | | 2002/06/15 15:13 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -28.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-06-20020615_103000_20020615_151500-constBx0 |
Minimum Dst Value | | -4 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-8 for time period of this run.
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/m7a9cEIIIYQQA3EegbVt27Zhw4aJv1+/ftXV1eKvqqpycXFxHH6u2HyYnBBCCCFnpXPWvtfgJPVMTk6+4YYb9P8e6dOnT0tLi/jh0f+53V64TTg+CCGEEGNRx4A6Qz0jIiKuu+66PXv26CEXYAarE+UlhBBCFEUdA9rr6+nj43PNNdckJiZaBnb1Hix1xgchhBBiIOoY0N5dz+XLl1933XVZWVlW4atXr7b5tKC98JPn2OXqjA9CCCG9lL179z7zzDP9+/fv4i1Vp3Bxcfnb3/72+eefOy6VOga0d9ezfQc3NTWd1N53NX/+fBcNT09Py/dg2Qw/SYFFCCHEufjTn/700Ucf1dXVXZjskNG2bdv++te/7tixw0E0dQyoKvU0FnXGByGEkF4KTNXx48cvcKb79u27/vrrHURQx4CqUs/OYzVV1t3FIYQQQhzRXabKcb7qGFBV6mks6owPQgghvRQKrO5FlXoaizrjgxBCSC+FAqt7UaWexqLO+CCEENJLocDqXlSpp7GoMz4IIYT0UjpvqvRtxxdffPGAAQM8PDxKSko6ma86BlSVehqLOuODEEJIL8UQgSWeEydOlJWVvfLKK+7u7p3MVx0Dqko9Ow+fIiSEENKLcGCqapKS6k2mc02hvr7+8ssvh2fWrFlff/21Hr527VqEdCTfs/7qTKhST2NRZ3wQQgjppdgzVeXh4b6DBuFzVo1lOYNVUVHh6ek5dOhQfG1ubr777rs3btx4UvvDOvhbWlrOmm9HfnUmVKmnsagzPgghhPRS7JmqEj8/EVjV8fFnTcESV1fXjIwM+enAgQM33HCDl5cXXPg7km9HfnUmVKmnsagzPgghhPRS7JmqttZWaKzy8PBzSqGqqmrhwoXDhw/XQ958801E+OijjzqYb0d+dSZUqaexqDM+CCGE9FIM3OQuNDY2yh4skJKScu21127duvX3v//9vn37Op6vOgZUlXoaizrjgxBCSC/FWIFVU1OzaNGiwYMHw3/o0KFbb701MjIS/l9++eX2228/cuRIB/NVx4CqUs/Ow6cICSGE9CIMfA8WuOqqq8aNG5eXl4fwqVOnfvnll3q0FStWTJs2rYP5qmNAVamnsagzPgghhPRS+Cb37kWVehqLOuODEEJIL4UCq3tRpZ7Gos74IIQQ0kuhwOpeVKmnsagzPgghhPRSKLC6F1XqaSzqjA9CCCG9FAqs7kWVenYePkVICCGkF0GB1b2oUk9jUWd8EEII6aVQYHUvvb6eNqeU7M02tbW1LViwwMXFxdXV1cvLC1/PO9NOFZoQQgjpYiiwuhcnqWd7gWUz2po1awYOHFigAY+3t7ch2RFCCCE9DQNfNHrxxRcPGDDAw8OjpKSkk/mqY0CdpJ4dFFhDhgwJCAgQPzxubm6GZEcIIYT0NAz8q5wTJ06UlZW98sor7u7uncxXHQPqJPVsL7D69+9/xRVX3HLLLStXrmxtbZXwfv36VVdXi7+qqsrFxcWQ7AghhJCehgNTVVOTVF9vOtcU6uvr5c+e77rrrg0bNujhxcXFV199NX49a75n/dWZcJJ62uywY8eOJSQkuLm5zZs3T0L69OnT0tIifnj69u3rOE0HGF4FQgghxEDsmary8nBf30H4nFVjWc5gVVRUeHp6Dh06FF+DgoL+/Oc/I1B+nTFjxrJly86ab0d+dSacpJ4OOgzKWp+p4gwWIYQQRbBnqkpK/ERgVVfHnzUFS1xdXTMyMuSn//u///vhhx/gyc3Nvfbaaw8fPnzWfDvyqzPhJPV00GElJSUDBgwQP/dgEUIIUQR7pqqtrRUaq7w8/JxSqKqqWrhw4fDhw+Xrtm3bbr755tbW1smTJ3/66acdybcjvzoTTlJPqw7z8PBIT09vbm42mUwjR46cM2eOhK9evdreU4Tn1OXqjA9CCCG9FAM3uQuNjY2yB+uk9tqjW2+9df78+ddffz2sbcfzVceA9vp62twatWnTpttuu+3SSy+98cYbobiPHj0q4RgQGA0uGp6enpbvwaLAIoQQ4kwYK7BqamoWLVo0ePBgPcTHxwcRvvrqq3PKVx0Dqko9jUWd8UEIIaSXYuB7sMBVV101bty4vLw8/dfNmzffdNNNx48fP6d81TGgqtSz8/ApQkIIIb2IrjZVDz744I8//niu+apjQFWpp7GoMz4IIYT0UrrOVJ04ceKf//znrbfeqr+poeP5qmNAVamnsagzPgghhPRSus5UIeXrr78+ISHhPPJVx4CqUk9jUWd8EEII6aV0l6miwBJUqaexqDM+SDfSfKL57JEIIcQOFFjdiyr1NBZ1xocKiI5pbWs9cvwIPI0tjXDFr//U/igJlGjiFxeHVx6txIGFTYX2jpWUyw+X5zTk+BT4pB9M987xTqxJ/Dbv25CykFkxs16Me/HR8EdHBY/ySvSaFDHpy5wvX4h9YWvh1iWpS3aU7UAcHIJckIKDeuklREz44VrVznCQi1Qc6cdWxdY31/uV+JUeLoWLAiMEH5Q5qSap68pACNGhwOpeVKmnsfSu8SE2FcbPnrE3FhElcGFBdZ0BJQE3rzEPIfHV8QiMqowKLw9PrkneWrQ1oy7j69yvU2pT1mSv2XVg10rTyp+KflqYtPDdlHenRU0bHzYegmNE0IgFCQvc/d3/kfqPuXFzv9n3DUTJ9uLtsNmRFZFHWo+I2qg5ViPZIQRCBClDwWwu3Lxu3zqok89Mn02Pmv5J5icTwycuSVkyJmQMkoKOeTj84dEho5HFxLCJQ/yGQOLAnbdnHtxno59FhCcjn3w04lFonad3P42jIHdQkpf2vDTIdxD8OPCZqGcQjnTc/N1wFFLDT7NiZyHau6nvTt45eXn6cuT1Xup7KAASuS/4PkQYHjgc7sjgkXCHBgyFe4ffHXCtPkgE7t0Bd8O90+9OCUQucJ/a9RTyXZGxYmb0zK9yv4KLNkQWaL2xoWNRnuFBwxET9ULkGVEz4D4X8xwSRIERYUrkFFQQiSA+3I8zPkZRoeckHci7z02fo92WpS1blbVqcfJidBPqCxcRvsw1y77lGctx4Jy4OWgflGR0sLniSBnuA6EPmOsYZK7jYL/BUmzxPBH5BEq1NG0pmvrn4p/RQeh9fDBC8IECwwhB96E3MUiaWprQyxjGcBFuqjdBrsENLA1E/0KV4ivczLpMGUs4BDERAS5SwHjDqIMfQwJ+pIOMMFrwk0hhkZ4lh0p0Fz/hZEFMqkDSq6HA6l5UqWfn6SGvaRD5IoYBFmhv7V6YPdi/Z6KfgbGcHz8f0uHTzE9hYmH5oAxejn8Z1hT2FdYOZu+p3WZ7DGsK1fJ++vuwplAbMJBQLYiJpH7I/wGWFbbKr8SvvrkeMqjiSAXsX3JtMkwsdA9+hQf27J2Ud9bnr5+fMB+HQDqszl6NrKE5kP6DOx6EgEC+YmIn7ZxkdiPMLn5tb25FW4wMGqnLCJsfaBddbVh95Ngndz0Jd8quKWbrHvKAZUbyucPXLF/uCrhLT81BRlISOcTqI4ESwWY6g30H6z9JdjY/9wTdAxfNpbcMIo/bMQ798kbyG2jVBfELRAXip+m7p8O9L+Q+G9lp1ZTyiPCyWeC7/O9yXJ4h/kP0dKya7pwaUFIQ4TgscJi9jpBoUipdOMrHPcDcyyLXpH2gYi1rJwlK4vcG36v7rdK5J9DcwmN3mAUfGnbQaVGLw5EUPmNCzc0OdQh36q6pg7SBinAcgpE2NHDoYxGPoQsgNCE3oc+g4XD2ya0CPHIXIfcwlvOdNm9mEBnhcicgh4iSq2uuw7Ey/6dHtkxBT1M+kg60JuLjDK06UoWzNe1gGs5H3HLg3ITg3pC/AadzREUETtis+iyITpnylAJz9VkRKLC6F1XqaSzGjg+5eurK6eTp22hczUsPl0LNfJnz5WuJr0EzPR/7PC76z0Y/CzPwcPjDunFyYCZt6gNLK3in/53tfxLbKebt/tD7B9nRPR206xJB7J+UTf+IOYQQ1O3o/SH3izXFB4bt+bjnof+WpC6B5lhpWgkR+VbyW8jrkYhH2mcqxYZR1FtGt+vIHZGn7Z6GBnwt6TUk/tbet2BK3977NuQLQt5LfQ+60zvXG5Lx631fo7XX7Vs3M3rm51mfw0XkF2JfQPvjV5Thg/QPUKqvcr+aFTPrn9n/hB+HIwJsMI6FedtUuAmqd13uOkRemrYURZoTNwcudC2sOAK/yvkKCjW7IRsqGUI2tipW5mlkALRH7DHsetPxJljT5JpkWNOvc79GwZD7K/GvoHbIAi4KifacETXjxbgXUVoUEiXxKfRB7TYWbkTIt/u+RY2gv1HHeXvmoTxoh+ein8NRSAeF9EzwNE/jRZun39ApaCuIktEho/EVvaBnNDtmNkIgaqVSSBkt+WPBj+is6Mpo2PX0g+mQ5mLdM+oyIisi8Ykoj0DJv8/7Hk33ZvKb6Bq0xqB2ull6VkSVuFZDXXpWpsdkwkwmBa0ElqQjokpcqxFoOXJkiNoUjjKSpSSi3XFeIHGMbZTB3DKRk2VSEw2IsxV+tC0KhmZ8IvIJtA9aCT/JzQbaf9DpCUXc/CAyEsHIRxc8G2OeMV2QuMCcTpI5nbl7zJOsj+98HF2AMwIyEYFy+uOWRj9PrSouEv/uQPOpJwJU2gqNgK9IEO2P4mEYoDAYGBiNoeWhGFEYhBBtSTVJEH8y/Qz9Z+DljlxIDHzR6MUXXzxgwAAPD4+SkpJO5kuBRRyB8QENJFcfy0UEkUq4HsmWF3hgEaGTZAkD1y8YIZgWGLb30t7D1Q1X3ofCH4LHY6cHLpoyRfHU7qfg4nLc/qJpOX8gsz7w40CYlqm7p8L4yQTSy/Ev49K/KGkRrr8fpn+ITHEZheuZ6AnbCXu8KHkRMn1z75tiTWE25LKOQDFIkq/YG1E/YpzuCrxL7vtxjYaLiz4C/x7z90HaShnK/GrCq8j99aTXV2SuwA007CvMbWhZqO4GlQRtLdqKKziaBZdytI/cW8syn3kd5/gRBEJPyD29zfaXNjfVm3CgLBFuLNiIxDcVbEI1/Uv8UevdlbtxN4+WR2pyry/apRvv3bt0vUnq1fksLOU+ekHmS6QvxNBa7uLqfHYyGYMexAmF0QK5ifEADwSZuFBjKTUp3jnee6r2IATSLbA0EBIztTYVrowciE4cVXW0Cj/lNuSKPoCLCDFVMZB6GGxwMVTgxlTG4GQMKg2CK3OxGKg/FZqXpDEy4SIXuLirgTD9xPQJziNIEJyh+lkp06WiYKw+Z723kfNLTmGbc7GW6Ug0m+lY6kuZB9WvFbJILfdFUmB9ctReOnKmW92TiAdKDqktSFiAq8THGR9Dlq3OXo2WWZu7Fk2H9sSJhj6S9dmipiJ0AW4L4UJYo/3RoTgNEQ1nJc7Qn4p/wvUBZ6tZ7udv9CnwkQ2FspiLXsNgwAmrDzPSSQz8q5wTJ06UlZW98sor7u7uncyXAos4AuNDrkETwibgKgmjDhUit5uzY2eb1xc0peLmd+pW2C3gXzMrDpbA5Koq0fSJJaSDZB+PfBxXSdnB80P+D8gRegVXNPNmI81EWZXwPLZbiU3FZQ6mDsnisph6MBVXRlgs0UC48MHEIgI+iCy7ncTlVhXi9MjIx0mXUpsCheG73xculN+KjBWQDh+kfwDx8ZnpM9znfGH6ArcxuMeAH7cc8OO0fTfl3blxc7/L+w7aYkvRFuiMH/N/9Er0Wp+3Hod/avr07ZS3EfhOyjtTIqd8kvmJTNniWNwtyBwqIuPzcebHOP23Fm5FTMjNr3O/FimD0xO3HDh55TELWYuUzWf4CtUIlYmirtu3DgeiDLgZmxQxCUXCFUZm1CbsmDDo9OKs1U2dg9X5UxItwCzRZOuhyD6bU4kyo3ZKOJ653VDyxRUV7rSoaTJFCoGIci5NW4qmFqEGzY3KoiNQL9QOVyp9u2d3D5CeiAMpAzmLAXOuKdTX1+t/9uxg2wwFlqBKPY1FF1iWlxgHK2Uy2/RouHmfxzNRz+A6hWsxrrnz482zSrjGLUtf9kLsC7Klafv+7bilDigJwA0i7sLlst7dNSaEOCciTQqbCqHJIMKgxkLKQnDlgZSEfPw+73vIPkg9aJ3XE1/HtQv6D1c5WXPHpU9uI0cEj9AFlux702fCJIJsx5TpeVwDB53eEmd1FZVZNJv79iyvpZLag2HmTQWy3fPeoHuhF1FIqFVcWldnr4ZqhJqEQoV4RRU+SPsAUtW8cK9JTGhcqNUNBRtwKUaILKbjCoxay2MWJ8/x7tHyGWQHs+8XGHtSBvfM0p5n1ViWM1gVFRWenp5Dhw61ivPll1+OHTu2I/l25FdnQpV6GgvGB+4IcTbKqft+2vsTwyeuzDTfbuIeC3eHOFdxScLlKaI8Amds6aFSXLD0/a095NwjhJBzQmSEPGQD/YELmizTww0sDSxqKsKFsaCxYHvxdlhumSOpa66TNXrLHV2yuz+lNkUeKIakk9m48IpwKCSoH+ieTzI/gWB6Lua5oYFDhwcNl3kv0V6ySivTZjbXamWyzeZUmaWeE7mmLzVYfkT/yf4HrwQvlET2WcLFtX1Fxoovc77Epf6TDPNc4xtJbyDazKiZyHdC2IRRwaPGhIzBsdB8X+V8hWionU+BT8mhElQZbSiL7xfgyW57UsavxE+qCUl91hQscXV1zcjIsIwQGhp6++23NzY2Wh11HqVyPlSpZ+fpIU8REkKIUsgKIDRZTkMOBJl5B562ewGqBULHd7/vOynvrMhc8VL8SzOjZ0LlQJBBCQ3xGzI3bq4sF8jjGgiHooL6wU/ylIA8MPRszLMIsZpRG2Tx9IPNZ4ksl1BFqNl8YEgiyKyezPDJ8yL3Bd+HIpmfEd4zF/fnshdwT/Ue3JBDh8kb4yBP8xrzoMlQZfyEO3bZ65bflA8Jm1ybjEb4If+HD9M/RAtsyN8AbYqjRMgK9kwVhB3SDC8PP2vjW6ZQVVW1cOHC4cOH6yGZmZk33XRTUVGRg6Mcp+ncqFJPY1FnfBBCSO/C8oEPSz9cXavhq6wnWC7tQcAhELID8sWnwMcr0eubvG8g2j7O/FgeHhoRNOKhsIcgj/CRx0ih5KDbPs74GJ5v9n0zP2H+StNKHPjW3rdmx8yeFDFJdobI0wbyOKfNbSSi5OQx1VOb2M6UaxJBUpAHj2w+7ipP1KIw8HyQ/gFMFfRWXXMdPm0n285jp5qVsWtsbNT3YFVWVt58881RUVFnPeqcfnUmVKmnsagzPgghhAj607XyqHhHdsfKE+U4JKQsZF/DvlVZqwJLAxcnL16esRw6DKINH3mifNDpPf7yWKjVFjR5jlseCBWBdWp9099tZNBIiDx5TYkEypNS+MBUeed4y0de7LLrwC6/Ej9TvSm6Mnr/of0ZdRkVRypyG3LhP9h88MCRA8dPHJd6NbQ0nNSMHZRZU0sTwosrij0Xet4x+I4jrWZVOuiOQd98843NWlNgCarU01jUGR+EEEK6GnlzLHTb9uLt2fXZEEMQQJsLN5uf5q5NlX81kEcQEAJJBJWG+CWHSuQttfrfZsRWxZrf55fjDdH2fOzzMFVf7/ta11j6R/4JY92+dXDX5q61/Om7vO/gbinaAvenop8sN8Zc+R9X/u/w/10evvyr3K9QNqttM3FVcWHlYbsrd++p3oOvkQcioefgX2laiVLBRY1QEWg7dQyoKvU0FnXGByGEkF4KTFXT8aaMuozMukzosx3lOwJKAyCPfi7+GfppQ8EGXWbpn69yvoILbaTrMMRvL9Ek0KZEwwf5ykqozKXJFjT9zR3qGFBV6mks6owPQgghvRSbpkoeXaw+Vg3P/kP7Dx0/VHa4DF/zG/Ohw/Y17outioUbVh6W3ZAdeSBS1hPTDqalHEzBZ2/t3oiKCHwNKQuBaFufvx66DYJsS9GWb/O+/T7v++/yvkO+sqY5fsd4felTNpBRYBEb8ClCQgghvYgLZqpEtB0/cbztZBv8yFfWNI+0HpEX9KfUptQ31/uV+CXUJKhjQFWpp7GoMz4IIYT0UrrLVHGTu9Dr62lzSqmtrW3BggUuLi6urq5eXl746jj8PDLtbLkJIYSQrqRbTFV1dfW//du/OYigjgF1knpaddiaNWsGDhxYoAGPt7e34/BOZkcIIYT0NCB0srKyLnCm8+bNe+SRRxxEUMeAOkk9rTpsyJAhAQEB4ofHzc3NcXgnsyOEEEJ6Gk8//fSUKVOampouTHZ1dXVvvfVW//7909PTHURTx4A6ST2tOqxfv37V1dXir6qqcnFxcRzeyewIIYSQngbs3bBhwy66UFxyySXu7u579+51XCp1DKiT1NOqw/r06dPS0iJ+ePr27es43F6aDuiCShBCCCFOjjoG1EnqeRFnsAghhJAejzoG1EnqeRH3YBFCCCE9HnUMqJPU06rDVq9ebfNpQXvh7VM4p+wIIYQQ0hHUMaC9vp42t0a1tbXNnz/fRcPT09PyPVg2w09SYBFCCCFdjzoGVJV6Gos644MQQggxEHUMqCr17Dx8ipAQQgjpJOoYUFXqaSzqjA9CCCHEQNQxoKrU01jUGR+EEEKIgahjQFWpp7GoMz4IIYQQA1HHgKpST2NRZ3wQQgghBqKOAVWlnsaizvgghBBCDEQdA6pKPTsPnyIkhBBCOok6BlSVehqLOuODEEIIMRB1DKgq9TQWdcYHIYQQYiDqGFBV6mks6owPQgghxEDUMaCq1NNY1BkfhBBCiIGoY0BVqaexqDM+CCGEEANRx4CqUs/Ow6cICSGEkE6ijgFVpZ7Gos74IIQQQgxEHQOqSj2NRZ3xQQghhBiIOgZUlXoaizrjgxBCCDEQdQyoKvU0FnXGByGEEGIg6hjQbqinEzSuE1SBEEIIufCoY0ApsDoKnyIkhBBCOok6BpQC63xwgioQQgghFx51DGj3CCx7dFEWenhbW9uCBQtcXFxcXV29vLzw9bzTN6ikhBBCiEKoY0CdcwbLXhZr1qwZOHBggQY83t7exqZPCCGEEAeoY0DVElhDhgwJCAgQPzxubm7Gpk8IIYQQB6hjQJ1WYPXv3/+KK6645ZZbVq5c2draKuH9+vWrrq4Wf1VVlYuLy3mnb0xBCSGEEJVQx4A6cz2PHTuWkJDg5uY2b948CenTp09LS4v44enbt6+Dwx3sFVNnfBBCCCEGoo4B7bZ6pqenQ/pcfvnlXa1aiouL9ZkqzmARQggh3Yg6BrTb6jl48OC333778OHDXZ1RSUnJgAEDxM89WIQQQkg3oo4B7bZ6XnbZZYcOHeqixD08PNLT05ubm00m08iRI+fMmSPhq1evtvcU4Tl1uTrjgxBCCDEQdQxot9Xzj3/8Y2FhYRclvmnTpttuu+3SSy+98cYbFy5cePToUQlva2ubP3++i4anp6fle7AosAghhJCuRh0D2m31/OKLLyZMmFBRUdFdBegM6owPQgghxEDUMaDdVs9e92heLyoqIYQQ0jNRx4CqUk9jUWd8EEIIIQaijgFVpZ7Gos74IIQQQgxEHQOqSj2NRZ3xQQghhBiIOgZUlXoaizrjgxBCCDEQdQyoKvU0FnXGByGEEGIg6hhQVerZefgUISGEEGVpKizEpyEnpzw8vC4jo8DH51BpKfzNdXW1KSlw600mRKiKjS0LCanPyirauvVgamqOt3dFRETy4sX5GzYkzJ+f/tFH6hhQVeppLBgfx48faWlpPGl+eWlrdxeHEEKIQpxoboZ7rKYGnsa8vIPp6dA0ppUri3/+OdHLa7+vb9qyZQd27YLWgeJpaWw8fuSIg9QOlZQgKbiikEoDA5uKiws3b66Oj095553cb74JHTt219NP+w4ahI/f4MFwA4cNgxsyejTcYM0NGDpUIsgnwM0NbtCIEWb3nnvMBw4ZIj9RYBFHYHwEBNzl7+++a9fU4OBRKSnvhodPLCjwychYUVOTUFoa2NCQU19vamzMg/yCFOvu8hJCCOlCIFDgykROQ04OxMrh8nLoHgggqJaTmoiB29Zq94YcMgi/IgUcAhcJQt8gBfiheA7s3JmxYkXO2rVh48fvXbzY391911NPwRWho+sef03WiNYRiYPwwLvvDhw6NPb55yOnTEn/4AMcaPrss4hJk1KXLg0eNSp65kz9cPNR7u5mSTRypC6PfE//dIbA0jQTDtfFllW0gLvvNiuwMWPghj38sNmdOBEFhlajwCKOwPjw9R1k8bkDbmDgUN31979TfgoOvg86LC7uxZCQMZmZn8bFzS0s/Ak67MCBXeXl4QcPph8+XN7UVHjiRPPRo5XdXS1CCHF+jh85AikDxQMXCqb1yJGq2FgIGrgQQ415eTVJSTIzBBcqBz+V+PnVZ2cX+PiU7dhRuHlz/vr16R9+GDd3bsrbb0NDxM+bBwGx87HHzGrj9ESOCJEQTYLIT1EzZ0JhQOhA0yS99lra0qUp77yz9623oHhiZs9GhF1Tp+qixP/OO8+QNdr0j/9dd+kqyuojgmanh8e/0tEmlqw/d9xhjizpnJmFZUZB995rlkQPPQQ34rHHoMwSPT0LNm5EC1QnJBRv336koqIsJORwaSmaAs2VtWpVeVgYfkVDoUnLw8PReojQXF9fGRWFZoTcRGtLy1NgEUdgfJhMK9PTP0xJeTcqanpS0htBQSN2754BRRUa+oClwLL8+PvfBTcgwOz6+Z2K4Oc3GG5IyGi4MTGzoc+Skt5EaomJr4eHT9yzZy40WXz8y5mZHyclLSwtDYQ4q6yMzs5eU1ubXFi4uaEh59ixGk6SEUJkdgTGDGaspbERdg4emDcICJhAhDTk5MhEi4N5FMfIypS4SAQeuJLm0UrzLaLM08CPn5rr6mRxSowrXPyEMuAnSBlYaBhjeFBCWGIcCA8OgXu8qQnu0aoqRKhNTYW1roiMhNCBXa/LyIC+qUlMzFixolyb1Cnx9zetXAkzj/Acb2/EQWDuunVQLVlffAFlkLJkyc7Jk/fMnQvZEfnEExEeHkEjRoQ/8ohZOkyaBHfHgw/qAkX/iDCSn0IeeKB9BEsVJT+d0j1W8z2aXgnUIthMQT7+Ek2bChIVZfWRuaLYF15A4VPfew8SDbWGPoOyQeuh7jJzdvL0XBr0TUtTU9HWrRU7d0ILpn/wATRc6NixSAEiD/IO6UDboX3SPvgge80a0UZoxoNpaWjDpqIifEWaIkONGJ7/ggKLOMLm+Ghra62tTTl+vKm4eHtdXQbUz/79v0CEQRjt3fsW1FJ8/CtQUbt2TdVmtu61pcCG6DrMz29I+wgSGBh4j+4GBLgjMDBweFTUjMjIKTk53sjuwIFdeXnfHj5cDvl14kTzhW8fQpwPXb50MgUYrZOazhAX+gPSod5kkq3BNcnJMHWVsbEwiuUhIbCgohgQCIOKT+aKFQnz5+d+8w3cgg0b4ubOzV69GgIi0dMT5jP84YeD77sPFhSuWR+MHWt2x43TF31g6SEawsaPT3r99ajp05EgTHXOl19CjmSuXAk3+Y03EB734ot7XnwRHkk2edGiwKFD4UfKu6dPNwuUhx8OGT0antD774eGkImT3U89ZVYtjz4qUyCIDM0ha0lhEyfq8yvh2rxIwOm1rVNCRJtNkWKHarLG5vqULH7JT/6aXvHTpmT+9bFcKROlYhWh3TrXKd1zZkbyVYRRoJadFFhfSgubMEGUCtoHwg7dsd/XF0qlPCwMMgXKpjQwMO/bb0tDQ0UFJi1ciE5Ek0LwhYwZE/HYY9BMaFW0Jzymzz5DV4pYPBAVlfv11+URERgPEJeyvwoqWZYaO09nxrAhUGARa6yeIsRpgNOmaMsWuLgy4gQ7sGtX8uLF5aGhOMfklgJXRtyHwT2YmopTqy4zc5/PNw379uUEeB/cl5Ye9H7hHh9T7Gdpu5fl5/2YnLAoO/uLnTsnZ2Z+CjWWmvpeWNj42NgXQkPHhoVNCAm539/fPTT0foiqsLCHtEmv+3U1ZvWRZUqJEB7+cGjIAzExz+9NeCsl8R+l+4Nz0tc01u8rzPyptfVISZo/FNiBuN246UFRcSbjHMblHjYAt7wnT9+PNhUWyn2q3LB2+/lJejWy31YmPMR1vAPXHqJX5H4dQ1Rc2fICDywTTjoxb6VBQTg392/bBrfQxydt2TKcsLj1N091rF1rtnyaUoFVk00qEZMmJXh6Qm1EP/NM1DPPQI7Ezp4NawojKjYVEfa+/Xb8yy+nvPsuZId4YDszPv4YWsf0xRdwoY1gR2E+ERmaI8LDA3Y08okn9BWcU0JE0z1WOkNMfuCZW4PtTpzYWugRVSEzIqfkiK11Jct0bGZ0an5F25cjrqMJGE39nLU8IpL8rJbApCRSYK1NTpXqtKCx3FuNHjELtQkTfE9P7fi5u0v55Wv0s89KT8Hd89JLiB/93HNR06aZ9c2778bMmoWxYb5ch4VByFbGxKDrq+LiSvz8KiIjMXJw9S4NCJB94rie4wJuntQpLMS1EZdEfGS8nd+41ZG5xs6k0EuhwCKOMO/Barf4HTR8uK+dWWJ/i+cp5Py3mivGPRCuDskLF+K6jFMdV3y5GTKv92/dYj7td+3M3/pjbWpS1k+fNZUVZwetrisw7d34Zv4un53fT472mRm84d7ADcMCfzJLq4Cfh5m11zZ386TXL3e0V2C+W82B/j7mZUr/H+70/XmQ31eDfd8c5PvqIF+PQb5TBwWOGuY7Vps/HzxITMKOCRNQQtxf4rYVZgNXKJQZt84wObhXQ4ELN26EH/dhqUuWmD75JGP5cly/8r7/Hm6xZthwc4afin/+GX7YNly84IFChVQt37EDlzlYwUQvr8KffkI0XOBw8wd3/y+/mMXr7t1wof9wWWwsKMAV8Eh5Odza1FTZD4HIcoMIU7d/+3azHf3pJ1i4fd98AyOKLBABOZYFB+uCuHbvXgTWaPsJ5KqKilQnJIgURpqN+/YhcXnqWJ6vwedwebnsycAhcHGTKnsRGvPz4YdIhTBFUrjdFG0qF1BxcaxsX0Uc1EX2MSAdWcE53tSEFBpyc1EMJAhXKo7xIBXHgQip3rMHP6FIKAayQ5GkDHCb6+ulVAjXHwiCB4k35uXpj0zDhb8uI0MWaPAr4qM94W9pahJX0kRFUB78ikB80BqnGk1boBHbc2DnToQjpuWz2YhgvhGPjESbIyl0h+nzz2HbYOFg6mDzTk14TJ9udqdNQ0jk44+HT5wYOXXq7qeewsDb8/LLMnFiXsh4800MOYwNhETNmIFjEWHn44/jp13alIlMnIRryz3WekUzuqf0ith1q4mKLtAZp85uWxMnp3bAWK4EWc3QaInLzFOEtnEnTJMREBbmCSF39x0PPmhuriefRGDs3/8ON+6FF9A+cfPm4ayE2sOphAZHs6MLMEjMY0ZzMZbMK0EbN+IciXvxRbQkrkWxL7yA+iIEaca/9JJ5y/Nzz6F5zatpU6agwRMXLICb9v77+IqzO3rmzIxPPsFRkCmp//gHTrpcb2/z6f/TT2Z3yxbx4xSWUw9nOgYMilS4aZNc1vDTgago8yhKTpY9TxjY5hMnORkDCYNTBrzZTU01jyhtbk/GMIY3BiqqhlMGR0Fhy4IjzizcE2Lki8JGzJOdWAYlXQ0FFnEExgc0E+6ZRDPJnsRwbQ5cbqoCz3xg9dQTrVq0EG0O3OZivOXV2eZdoMx4yyz6qfs2K2MweJDvyEH+wwb7Thnk/4i771uDfOfc4bt2kO9KiKpBvlsG+W7XBNZPmrtF014/t5Nf+GzSViS/GIyj/N4b4vvFIL9X7/B9aRCS9X14kO+jg3zvHuR7P+5BB8M1Wws3O1ZHMyfyU6B96yURTlkdm/fZsu9SHmzRdl9arS+0b0A/+/s3AzUpLILY+jbaYieE5QMy1rfRWr+HalYwWCuPVfUlEHrCbP/mzEGykAJwrTbAShlO7fO4/3575Tn1qLPc1p/ZPpbpnCqPVmx9/FhKh1PpyHzGmQUWuy5DVNKxvUCjjUCp/qmWsSqwTMBoP52agLHZEVIqmfCw1eOnOlRSs7Ul5Yx0ZF7E1giU1pCtNpAIvtq+XXNHQK+4uZmfaRozBl9Fou2ZN888TbVggfkWYvZs3O1AZ6D74IHCgEDEHQUSwc2DWdC8+CKaCH2HD74iJr7ueekl81KatsElUZsDg6qAHEHkvYsXQ53krl0r9wDQGaUhIZAguImC0pX5Y1HGsikYX/WN2HCh0aEhZHlR9Lr4xT0/LBc9KUfIBYMCizgC46OlsRGXNlzp5C0juMfCdUqW0ixfuYZ7Kfx0tLISt2Iy7YGbLdzi40YfIbK4Xrx9e85XX+EGfe9bb+HqHDd3rq++TeG0zWj/ZKzoDMQ3WwttX4XZKjz3HK7s8a++inDc94eNH497R1zQYRIyPtU+3stjP5qTvfWLXZ9OzfZftfNrj4yQj8K2PBQX8oKf7+AAPzfL5yL9fLU9Yb5uesi/doNtH6zNgZknyQK/GQbdFrRmuO+qOwKXjfRbNNj/dfegvw/3//udYZPG+47T5sDuHrRTZsIefBAFhlaABIGdFisue0R2aREiJk/2tZCPpyouAsJCoVrpg5DRo80iRrutF1kToT0YHHzmRpBTzwxrbRuqCZrAM4WaNLhIWIksB1p9RK+IipIq2FzvOCUcNX3gZ/NRZ1FypzfHWKZj2eNS1FBtp61VeSyjBYkiPHNh5VSBNSkj6Ui9rCS+pQ6T8px6q42VspT9NNpdhDRjoK2dNFLUcK0L0LnoGsjHyCefhOBIX7YsYf78vO++M89WbtkCt2DDhphZs9I/+ki2/kCOQNBA5WD0pi1bhvsWiBv4U7QNufGvvIJBDqWS8u67cPO0rUg4ofQp0qKffirw8ZEFHXkWTHY7yZqO7LaWLdhyCut7tPH15DnqDH2t3PIoKhVCHEOBRRzR1eNDHreB/MKlHy4shCz/H9amxw+XlsKENBUVQa7BVOAjd7SdvMofO1bT0tJYU5NUXh5eUuKfnv5hbu66yMgpe/e+7e/vHhn5hP7Mo8Wu/Du1jfZDLZ+LPHM32Ai4u3c/DTc+/tXQ4AdS9r6dGPdaVuaqyvLdB8p2NtUUmfeBNTdXp+85afEgkqhV1BctAKkKQyg7w+RpI1Rflg+gZREHKlas5snTO3LsPcokG3TgVkZFtWhPKsnLZpACGhn2GHHMjy9pghj+Ej+/hoIC86bj6GjYbHw9sGuXebVOWymTNcT67GwYeBwukxBIrTw8fP8vv0AcFGzaBLmQu24dBETuV1/B/OetW4dfZSlNfxsyUstataomMdG8iqe99gblQcHElYrL65LFD8mOn5CdpCALi7KyKQsr5jcE7tkD17zauGNH/vr1Dfv26WuIcM0vEtTGj6y/IB1UEDXCUSiJrEgiTVS5NjVVlghlBMr6oyzQoBnl2TRZvpGFHhyFxI83NSFQX8GR3XvGnBuEkF4OBRZxhDrjQ5BHEaG9Dh0qKSsLwaeo6OesrFX79/ulpLxTWLgxJmZWevr70GE7d07y8xvi7+9m+RIK2Ylvcz++yLLw8EfhJiTMDw+fmJ7+QWzsC5mZH0PhIYvKyt3FxduPHKmoqopta2uFCkRJ+FoKQgjppahjQFWpZ+fhfxGeFdFhR49WtrQ01tebIInKynZAJxUU+EAzmUyfh4aO3bNnnrxX4kyZNVibCbvb3vspAgPN2/YjIibBjYqagTi7dj2B1HbtmpqZuQJZVFXtKSra2tLS1NCQ093NQAghxC7qGFBV6mks6oyPrqC5uQ5SrLIyqrw8vLw8IifHu7j454SE+ZmZn4aEjElI8PL3dw8PnwRXJJemvdx0BSZvam33MUu0HTvGwo2OnhUUNCIpaVFiold29pq8vG/z89fX1WVUVES2th4RBcbXgxFCSLegjgFVpZ5CW1vbggULXFxcXF1dvby88PX80lFnfHQLsgIIHabPhNXWpkInlZeHQocVFGyIi5ublfVFVNT0uLh5gYFD/f3d/PwsFdjQ9rvy5SNvzJc5sIQEz4iISamp76WkvGMyrSwp8S8s3Hz0aGVtbYrk3t3NQAghTog6BlSVegpr1qwZOHBggQY83t7e55eOOuOj5wM1BjHU1FRYXh5eVRWTmrokL++7nTsnJyUt8vd337FjfPtX4cscmL5RzPIjEm3nzse1PWGvhoWNhwLT/qpoRVbWquzsNciiqGhrc3P9wYPp3V11QgjpfahjQFWppzBkyJCAgADxw+Pm5nZ+6agzPno1LS2NbW2t0F6HD5fX1qaUlPgdOLBT9oTt2vVURsby4OBRsbGzocOCgkacuSv/X/NhNmfCcKC2FvksDkxLW5qQMH/fvnX5+euLi7c3NubV1Jhfgs9VSEIIaY86BlSVegr9+vWrrq4Wf1VVlYuLy/mlo874UAHoMIgh6LCDB9MrK6Oys9cUFf0UFzfXZPoMQgriCQosLGy8n98Q7WOpwOy+nyIi4jEclZLybmTklPz8H9LSlkHbQeEhC2QEEdbdlSaEkO5BHQOqSj2FPn36tLS0iB+evn37Ooh8kUMuSHlJj0D2hB07VoMP5BFEWGVldEbGin37vomImJSU9AaE144d49rLLNFhgYF3+57+J2/9Exn5eEjImPT0D6KjZ+blfRsf/zJ0WGKiV37+eogwKDBoPii/k9wNRghxLtQxoKrUU+AMFukKRAPV15vkPWGFhZuzs9fExMxKTjbvA4uJeVbbXz/G1sOPd1jMhJ2xJywoaIT+XrHERM/g4FEm00ptj/9GJF5cvL2qKhZSr7X1CDI9qc3DdXczEELI2VHHgKpST4F7sMgFpq3N/Er9xsa848eboL3q6jIgv/BJSloUFTVd3goWG/uC9mzjNPhDQu63NxMGvaW/kMLiDWH3wN21a6q8Kx8yLi3t/dTUJYWFG8vLw6HAILxEgR09WtndjUEIIQoZUFXqKaxevdreU4Tn1OXqjA/S1cheeHlDvbwhDPKrpMTfZFqZkvJObu7a+PiX4Q8LG5+Q4Knt7nrEt91/Fjl4U6tsEQsLm6g9F2meCcvM/DghYb6Wi5/2CowUuMiXCowQcgFQx4CqUk+hra1t/vz5Lhqenp6W78GiwCI9H9FhjY158EAVVVREFhRsTE1dUlCwATosO3t1aOjY+PhXtRXGe9uvRZ7+zyL39hItJOQ+uHv2zIMCy8hYHh09E9ouK2tVaWlgTU0SRBgVGCHEENQxoKrU01jUGR+kNwIlJO/Kr66Oz89fbzKtzM/fkJS00GT6LCxsfGLia9BSoaEP2lqLHGLxfgqrtchhfn5D4uLmhISMycn5Z0LC/LKy4Ly8byG/8GlqKpQXknV31QkhPR11DKgq9ew8fIqQOA3HjtW0tbVWVcXW15ugw8rKQgoKNqakvJOV9Xl4+MTkZPNzkbt3T7d4Lb7V61iHtn9LRWDgPf7+7lFRM4KCRqSnf7hr11MFBT5pacsqK6ORhSgw/ks3IUQdA6pKPY1FnfFB1ER2hjU25jU310F+lZeH5+V9m5q6BMoJCiwubo62G+xRi+kuG7vy5Sfx+/kNDgy8OzBwKBRYaOjYlJQlUGD79q2Lj395//5fTKaVZWU7tHfxx0L88blIQpwYdQyoKvU0FnXGByE2OXq0sq2ttbo6/tCh0sLCzaWlQVlZq9LSlqWk/CMyckpi4mt+fkOgpbS33o+2/36KMxSY5Yb9sLCJSGHPnpehyVJT/wFVl57+UWKiV1bW5/n566H2jhypkDfmy3OahJDegjoGVJV6Gos644OQ80N0T0NDTnNzfVHR1gMHdkN+pad/EB//8s6dk+PjX/H3d5eZsJ07PbRd+cNtzYS525skk6XJ3bufRpy0tPejo2cWFPwIkSfTYAcPputvaiWE9CjUMaCq1NNY1BkfhHQp8lykpsPqoI1qapIKCzfn5Hjn5X0PKQbBBDWWlrY0OHjUnj1zoaVCQ+8/8z0UljNhd1ruzZc3tcbEzJI9YVFR0/Pzf0hNXVJaGlBWFlJbm3L4cLn8ZxF3hhFyIVHHgKpST2NRZ3wQ0nOQf++GMDp0qKSiIhI6LDfXe9eup+Tfinbvftr+nrC7LN4TdsZ/R4aFTYAOS0x8PTR0bGbmx9r7KdZpb2rdUloaCM139GjlwYPp3V11QpwHdQyoKvXsPHyKkJAei8xCQQkdO1YDYQT5JW9qTU19b+fOyUlJ5j1h0dF2/7Po9H94323vJa5RUTODgkZkZCyPi5tbWLg5Pf1D2ZWPHJub6+QNYVyRJKQjqGNAVamnsagzPghxDuS5yKamQni0JcJU6KT8/PVZWaugmdLSloaGjhUdBi3le/o/iNq9n+Iu3dXXIv393XBUWNhEf3/3vXsXQ8/l5X0LbXfgwM7i4u1QYIcOlRw+XN7W1koFRshJlQyoKvU0FnXGByFKIToMkgie6up4yKPS0sDc3K8zMz+Wvfm+5n9+fFJ7OvLe9grM8k2tp5+OHCJuaOj9UGBIISRkTEbG8l27nsrJ8U5OXlxYuAU6rLIyCiKsoSEHOozvayXOjToGVJV6Gos644MQYonMQkEJHT/eVFLiV1kZnZf3bVbWKpPp87i4ucnJiwIDh8bEzNLflW+14Gg5EyYKTJ8Jk5g7doyDGktM9AoLG5+V9QU8JSW+UGC1tSnImnNgxAlQx4CqUk9jUWd8EELOg8bGvNbWI2VlIQcPpkKBaWuRnyclLdy79y3t34peh4qKifm7psPud/ymVv2pSQT6+7snJLwaFTW9tDQoJ8f78OHy+noT3wRGehfqGFBV6mks6owPQkhXIGuRsjerujoeOqmoaCukWF7e94mJXmlp72tvpnhJe85xXPuZMHlDWGjoWG3J8qmIiEnJyYuzslZByTU05CLBk6dfgUFIT0MdA6pKPTsPnyIkhFxgRIFVVETW1WWaTCszM1fs3v00tFdo6BjtXV8jdbFl9Tm91Ph6ePjEnJwvIdqKirbk5HiXlgZCflVVxSJluK2tR6DtTp5WY7IEySkx0qWoY0BVqaexqDM+CCE9DdkIX1kZVVeXkZa2LC/v25CQMfISCj8/t7MuNVq+Cj8k5H5tDmyK9lr8qdBqERGTQkPHRkQ8Gh//cnT0zPz8H1JS3qmoiMjKWnXwYGpR0db6+qzy8nDIMmgy0X8izmROjpCzoo4BVaWexqLO+CCE9BYgd+SF+MXF2wsKfGSpMShoRFzcXG2p8SF7S40BAcMsNt3b+NdIeWmFTJjpr3JFUtrTkWPkHWNwk5Jeg9RLT/8wKWlhTo53fv76wsLNVVVxKE9r65GmpsLubiHSI1DHgKpST2NRZ3wQQpwAeRWqvIi1sjJK+8fGOIiwiopI6KHS0qCEhPnQQ5BiJtNKuPHx8yMjnwwNHRsWNgFaKjz8YW3Z8UFNbNn8a8jB9qbK5BMSYv7P7z175gUHj0pP/yA6eqbJ9DlEWFHR1sbGPHlXPufAFEEdA6pKPY1FnfFBCFGZtrZW/a1gzc31paWBjY0FJSV+1dUJeXnfZmevgavNV62NipqemfkxNFlCwgJ579eZCmxIu/dTnPGJiJgUGDgUai8mZlZx8da0tGUQf5BfsmMMLqShPDJ5+HB5d7cK6RTqGFBV6mks6owPQgg5V+RfI5uaCuXtqZWVUWVlO1JTl2RlfREWNj45eZG/v3tk5BO2lixFhw3V1ZgeQTaNyULn6Zmwj5KTF+fnb4TIKy7eXlOTJP8dCUEGRSib9/nmsB6IOgZUlXoaizrjgxBCDEdWAxsb8+S/IwsLN5tMn8TEzNqz5yXtf7unWbwhbLC9mTCr/+0+/RLXu/XVTGg4LbUZoaFjY2Jmp6d/kJ7+YVHR1qysVfX12SUlfs3NdbW1KSgMPHx28oKhjgFVpZ6dh69pIISQrkb+t7uhIae19UhlZVRjY355eXhFRSR0WE6Od3Hxz0lJC7OzV4eHT0xM9NJfBmb1dKTILJkJk3367XTYUF2HhYc/DB0WHv5oVNS0uLgXMzKWp6S8U1y8HWqsri4T+UJ+1deboMNQNuqwzqOOAVWlnsaizvgghJAey7FjNVA8UD+HD5dXV8fL5v28vG8PHIiCPNq/f3ts7AtQYzt3To6NnR0YODQw8G6Z/QoMHO5r/kNJeZHYXfYen5QHJ3fsGCczav7+7tBkERGPRURMys7+Ijl5cWVldEGBj7yxorsbo9egjgF1znram21qa2tbsGCBi4uLq6url5cXvp53+gaVlBBCyIXg+PEjLS2Nzc11DQ05TU2F2j887jWZVpaWBiUmeplMn4aFjd+50yM4+F4IqeDg+7SHH//1QlebT0fKVFl4+EPai8SmR0ZOkVfqQ+SVlPjDLSsLxdeyspCUlHeQUUbGitLS0Pz89drfKKXX1CRBIKq2UUwdA+qc9bTXf2vWrBk4cGCBBjze3t7Gpk8IIaRXI0uBcBsb8w4dKiko8KmtTUlP/xCCKSlpYUbG8tjYF6KjnwkJuR+SKzh4lKbARvi2e8ur5aYxebdFYOBQfSO//pEXicXHz0MimZmfxMXNLSzcBAVWVRUL+SVv1kBJTjrRG/bVMaDOWU97/TdkyJCAgADxw+Pm5mZs+oQQQlQACuzo0UqoH21dco+2M2xNSMiY3bunQTD5+7vJ848y+xUR8ajuBgff2/7xyTNfJDb4zMcnzbotKmqmvMYiOnpmXt43+uOTJSV+8iKxw4fLKyuj6uuztHfupxcWbm5oyK2oiMSvEIgIQWnlfWPyUrRulGvqGFDnrCf6r3///ldcccUtt9yycuXK1tZTI6lfv37V1dXir6qqcnFxOe/0jSkoIYQQ5wJaB8ILOqa+3nT8+BGRNQ0NOXBls3xNTdKhQyVQZpBH+/at0xYoPwkPn5iQ4Kk9/DjZ/jOS/3qRmJ/fHWf+5O57+p37ouECA4edKdQGa6uZE+HGxr7g7++emPg65Fpm5sqcHG8IMqgxlAfFlj8LRwm7qH3UMaDOXM9jx44lJCS4ubnNmzdPQvr06dPS0iJ+ePr27evg8Isc0uWlJ4QQohiyH6uqKhb6prQ0UP74KDt7jcn0+a5dTyUlLYQ8iomZpa0tPth+DkyWLOXJShFbDt5z4e9v9z0X4eGPaDpsdkjImNTUfyQnL87NXQsRhk95eVhe3rdNTUVlZSHNzfWaWwfJCE0pS6tnraM6BtRJ6ulA9xQXF+szVZzBIoQQ0nsRBXP0aGVbW6usDMqLxKqrEwoKfI4cgWWLhe4pKfE7fLi0qGhrTU0yNBA+paVB2n8TbUlM9Nq3b11k5JTU1KWBgUPhaT/RdfpPKofaer5ykK7eQkMf0FTdaJkwQ2pBQaMiIjyg8FJS3kLKKEBGxoqamsT8/PVwtV3/IeoYUOevZ0lJyYABA8TPPViEEEKIIHLt0KES+Sci+WMi6LCysmDosOzsf4aFjU9ImK9t57/Pck+YrbVIm+8bu1t/KYb+Ogx1DKhz1tPDwyM9Pb25udlkMo0cOXLOnDkSvnr1antPEZ5Tl6szPgghhChOc3MdpFhTU2FjY97Ro5U1NUkNDTkFBT4NDdn5+etra/eKJktJeSct7f34+Feio2fGxb0QFDRi507zHyLJX4aLzIJWU8eAOmc9N23adNttt1166aU33njjwoULjx49KuFtbW3z58930fD09LR8DxYFFiGEEGIUbW2t+NTWprS2HqmoiDx2rAb+w4fL1TGgqtTTWNQZH4QQQoiBqGNAValn5+FThIQQQkgnUceAqlJPY1FnfBBCCCEGoo4BVaWexqLO+CCEEEIMRB0Dqko9jUWd8UEIIYQYiDoGVJV6Gos644MQQggxEHUMqCr1NBZ1xgchhBBiIOoYUFXq2Xn4FCEhhBDSSdQxoKrU01jUGR+EEEKIgahjQFWpp7GoMz4IIYQQA1HHgKpST2NRZ3wQQgghBqKOAVWlnsaizvgghBBCDEQdA6pKPY1FnfFBCCGEGIg6BlSVenYePkVICCGEdBJ1DKgq9TQWdcYHIYQQYiDqGFBV6mks6owPQgghxEDUMaCq1NNY1BkfhBBCiIGoY0BVqaexqDM+CCGEEANRx4CqUk9jUWd8EEIIIQaijgFVpZ6dh08REkIIIZ1EHQOqSj2NRZ3xQQghhBiIOga019fT5pRSW1vbggULXFxcXF1dvby88NVx+Hlk2tlyE0IIIeqhjgF1knpaddiaNWsGDhxYoAGPt7e34/BOZkcIIYSQjqCOAXWSelp12JAhQwICAsQPj5ubm+PwTmZHCCGEkI6gjgF1knpadVi/fv2qq6vFX1VV5eLi4ji8k9kRQgghpCOoY0CdpJ5WHdanT5+Wlhbxw9O3b1/H4fbSdEAXVIIQQghxctQxoL2snvb0zYWfwSKEEELIeXB+lrfX4ST1vOjC7sHqUi7A4HOCLJygCs6RhRNUwTmycIIqOEcWTlCFC5OFCjhJI1qNhtWrV9t8WtBeePsUuhHnOHl4FVMkCyeognNk4QRVcI4snKAKFyYLFej1jWhz4rGtrW3+/PkuGp6enpbvwbIZfrInjSfnOHl4FVMkCyeognNk4QRVcI4snKAKFyYLFWAj9jic4+ThVUyRLJygCs6RhRNUwTmycIIqXJgsVICNSLoEnp89BHZED4Ed0UNgR5ALBoca6RJ4FeshsCN6COyIHgI7glwwONRIl8CrWA+BHdFDYEf0ENgR5ILBoUa6BF7FegjsiB4CO6KHwI4gFwwONdIl8CrWQ2BH9BDYET0EdgS5YHCoEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYDAUW6RAXncYqPCUlZdSoUVdeeeU111yzdu3a9ge2tbUtWLDAxcXF1dXVy8sLXx2HE8fY7IiLzqRfv37tD2RHGIvNjsjPzx87dqyLBjz42v5AdoSx2OyIurq6qVOnXnXVVf3791+8eLHNA9kRpKuhwCLngNVVLCcn5w9/+MP69esPHjxYXFw8efLk9oesWbNm4MCBBRrweHt7Ow4nHcHByxJXrFjx6quvtg9nR3QFVh0xZMiQhQsX1mm89tpr+Nr+EHZEV2DVEU8//bSHh8cBjUmTJn399dftD2FHkK6GAoucA1ZXMSiqzz//3HFM2JiAgADxw+Pm5uY4nHQEewKrubn5hhtuKC0tbR+THdEVWHXEFVdc0djYKP6GhgZ8bR+THdEVWHXEr3/968rKSvFDY7m7u7ePyY4gXQ0FFjkHrK5iAwYMWLRo0dVXX33VVVdNnToVd+3tY/br16+6ulr8VVVVLi4ujsNJR7AnsHC3PW3aNJsx2RFdgVVHPPLII2+++WZ9fT3OhTfeeANf28dkR3QF7QUW2lD8UFqWjcmOIBcMCixyDlhdxfr27TtlypRKDQ8Pj6effrr9IX369GlpaRE/PDjEcTjpCDYF1okTJ/77v//bZDLZPIQd0RVYdURpaekf//hH2RIET1lZWftD2BFdgVVHPPnkk0888YRcmh5//PFLLrmk/SHsCNLVUGCRc8DqKoZbPcvbxP79+7c/hLeJXYFNgeXj4/Pggw/aO4Qd0RVYdcTIkSNfe+01fQ8WvrY/hB3RFVh1RG1tLXSVq6vrgAEDlixZ8rvf/a79IewI0tVQYJFzwOoq5u7ubrnRwabA4kaHrsCmwPrrX/8aFRVl7xB2RFdg1RGXX365vT1YOuyIrsDBYx+rVq2C2Gofzo4gXQ0FFjkHrK5ia9eu1efhPTw8LHf/6DFXr15t85Ece+GkI7Q3J/7+/nfeeaeDmOyIrqD9U4RvvPGGzGC9/vrrlraZHdGlWHUErkslJSXohQ0bNvzhD3/Izs5uH5MdQboaCizSIazetKSHv/nmm/3793d1dX3yySdtbnJva2ubP3++vBnI09PT8mUzNsOJY+x1hLu7+7Zt22zGFw87wlhsdkRubu7o0aP/Q2PMmDF5eXmW8cXDjjAWmx2Be79rrrnmiiuuuPfee5OTk63ii4cdQboaCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAoscnYCAwOHDx9+2WWXXX311TNmzKipqZHwc/23VHvpWOHgz1bP+t/Sgs3/f7W3PZwQQggxHJoZcnbuvffegICApqamysrK55577oEHHpDwc/23VHvpWGHv8I78t7Ql7QXWebcAIYQQck7Q5JBzo7Gx8corrxR/Z97UZ5mOFfYOd/Df0jahwCKEENJd0OSQc2Pbtm3Dhg0Tf2f+a8IyHSvsHe7gv6Vt0l5g9e/f/4orrrjllltWrlzZ2tp61soSQggh5wcFFjkHkpOTb7jhhpycHPl63v+WapWOFfYO78h/S1tic8rq2LFjCQkJbm5u8+bNc3w4IYQQct5QYJGOEhERcd111+3Zs0cPOb8ZrPbpWG08d5Cszf+Wtrdv3cGaYHFxMf/DlRBCSNdBgUU6hI+PzzXXXJOYmGgZeB57sGymY4W9wzvy39KWOBBYJSUlAwYMcHw4IYQQct5QYJGzs3z58uuuuy4rK8sq/Fz/LdVeOh1M1sF/S9vESmDhkPT09ObmZpPJNHLkyDlz5nSw+oQQQsi5QoFFzs5F7Whqajp57v+Wai8dKxz82aq9/5Z2XGAJ3LRp02233XbppZfeeOONCxcuPHr0qFHtQwghhFhBgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBvP/AYwNh/Hx9YdsAAAAAElFTkSuQmCC)
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