Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_061317_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2017 |
Start Time | | 2017/01/02 00:00 |
End Time | | 2017/01/02 04:00 |
Key Words | | KH |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Patricia_Reiff_061317_1 |
Minimum Dst Value | | -119 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-2 for time period of this run.
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wtddee9NNN5E6Hz58WHwVVxMsiR1GSoLV3d39+uuvk5SINCXpG9xM7rdvXOMKf0WoVqtJ45K2JhktaVB+fkFBAQmWO6N64cIFMn38+HHuLZH/mHb/H/Vd/V9Jeh8TRmc3qD4JCZajAO1u0dHCUkJw1ILEzp07Bw8enJSUxM85deoUbjTKDiRYwJb169fPnDmTm3ZpDPZxc+bM2bt378DLOXHixJgxYwZeDoAjCuhjbodAPnzwqBx2KGeAAXCVMhKs3t7e7du3jx07lr9TgxteeeWVhoaG6urqSZMm/elPf6JYPQCOAvqYAkIAb1LCAAPgHl9OsGxPlomckxo9enRubu5AytyyZcvtt99+yy23PP/888K7PAykttJDcLvaMhYFrhpgH/MFCggBvAkfLgAAAACUIcECAAAAoAwJFgAAAABlSLAAAAAAKEOCBQAAAEAZEiwAAAAAypBguUP6j9IBAABASO4x3EtYiZMudvoHAICVgoI3ExKChC+VKuzs2X/KXS/wD+wMoKzEOXBsJuAAAEK9vUZhanXo0PNy1wj8DDsDKCtx0sVO/wAAEEpMjOazq+7uVrmrA/6HnQGUlTjpYqd/AADwUlJm89nViRN/lbs64ERBQcHSpUtHjBjhnSurAgIC7r///k8//VS8VuwMoKzESRc7/QMAgHPy5Do+u1Krw+SuDjh3zz33bNy4saWlxTubIxuKj4//7W9/m5qaKrIYOwMoK3HSxU7/AAAg9PoawaVXwSaTQe4agXNkqOrp6fHyRsvLy0ePHi2yADsDKCtx0sVO/wAAuHSpmSRVfIJF/pS7RiCJXEOV+HbZGUBZiZMudvoHALDDZDKkpj6YkBBy9S0YgoXZVWnpNrmrCVIhwZIXK3HSxU7/AABG9PYaLblUkMgLN2XwL0iw5MVKnHSx0z8AgBEaTbh4dpWZ+bjcdQTXIMGSFytx0sVO/wAAFpSUfCS8LXtR0YdHj76cnb28uHiTWh1OXmfPJshdR3DZwIcq/hYM11xzza233rpw4cLa2toBbpedAZSVOOlip38AgOL19Oj5q6w0mii5qwPUUEmwuIne3t66uroVK1ZEREQMcLvsDKCsxEkXO/0DABRPpfr5qvbeXqPc1QFqRIaqpmPHWktKXC2htbX1hhtuIBO///3vv/zyS37+F198QeZI2a7Td5WElTjpYqd/AICyqdWRfHZ1+PAf5K4O0ORoqKpPT08ICiIvpzmW8AhWQ0NDbGzshAkTyJ9GozEyMvLbb78l03FxcWS6u7vb6XalvKskrMRJFzv9AwAULDPzcT67Sk6eIXd1gDJHQ1WtSsUlWI1HjzotQSgwMLCoqIh76/z582PGjFm1ahX5l0xL2a6Ud5VEyXE2NjbecccdwrY0m80rV64MCAggvYR0C/KneyWz0z8AwK8Zjc0azXj+DuyHDj1XU6Oqqfnh0iUyf4Lg0TfhctcU6HM0VJlNJpJj1aenu1SCTqdbvXp1dHQ0P+fNN98kC2zcuFHidqW8qyRKjnP58uXr168XtuW2bdvGjRtXZUEmdu7c6V7J7PQPAPBflZX7xO+8cOVngyFy1xQ8guJF7pz29nbuGizi+PHjt99++/79+3/5y1+Wl5dL3y47A6hi4ywpKbnzzju7urqEbRkaGqrRaLhpMhEe7uaXNnb6BwD4Ka02Ukp2RV7t7ZVyVxY8gm6C1dTUtGbNmpCQ/nS8o6Nj7NixBw4cINM//vjjfffdZzAY7K7liVr5C8XGOXPmzD179vRd3ZbDhg1rbGzkpnU6XUBAgHuFs9M/AMDvGI2tKtVVKVRGxiPl5V9aPQPHct3VbLPZJHd9wVMo3geLGD58+Ny5cysqKsj8xYsX79ixg19s8+bNzz77rMTtsjOAKjPO5OTkoKAg7hIrYVsOHjyY/6UDmRgyZIhIIYNEebT+AADuIQmTWh0iOP0XdObMP4XvmkyGjo7a9vZykUJAGXAnd3kpM86xY8dmZWVx0ziCBQCMIPlTYuIkPrtKTJwid41ATkiw5KXMOB0dcMI1WACgAL29xpSU2VwWpdVOTEqaZHtlVVLSVLmrCTJDgiUv5ccpbMutW7c6+hWhS03OTv8AAF+TlfWk0+vW1Wr8MBCQYMlM+XFa3QcrJiYmwCI2NlZ4HywkWADg4w4ceELKrwLV6nCDoV7uyoL8kGDJi5U46WKnfwCAL7h0qVmtDrZKpBITo5KTZ3PPaU5Kmpyd/crx42tNJoPz4oANSLDkxUqcdLHTPwDAO0hidODAE1rtpOPH19m+q1KFCVMrjSass/Os9ysJ/gUJlrxYiZMudvoHAHhOW9sp4fNqpN11Pby7u1XuioN/QIIlL1bipIud/gEAHmIyGVxKrSznBKOdlwtwBcUbjV5zzTW33nrrwoULa2trB7hddgZQVuKki53+AQCe0NNjSEmZ61J2pdFE4a7r4BKKj8rp7e2tq6tbsWJFRETEALfLzgDKSpx0sdM/AICutrYK7rJ0wXGpqWVl2yor9/DLFBdv0umOdnb2/xKQJFVNTQU4LQhuEBmqmpqOtbaWuFpCa2sr97Dn8ePH79u3j59fU1MzcuRI8q7T7Tp9V0lYiZMudvoHANClVodefU0VblgFnuJoqKqvT+e6n9McS3gEq6GhITY2dsKECeTPxMTEe++9l8zk3l2yZMm7777rdLtS3lUSVuKki53+AQC05OS8bHurhQsXDspdL1AsR0NVba2K636NjUedliAUGBhYVFTEvfXAAw/s2dN/2PX06dO33357Z2en0+1KeVdJWImTLnb6BwBQoVKFXn1acEpu7qvt7VVy1wuUzNFQZTabSI5VX5/uUgk6nW716tXR0Zd/aREfH3/33XebTKZFixZ9/PHHUrYr5V0lYSVOutjpHwAwQMePr7W9Yh23AwUvoHiRO6e9vZ27BqvP8mSUsWPHxsTEjB492mg0St8uOwMoK3HSxU7/AAD3dHY2lJZ+2t5efXVqFZyRsRBXrIN30E2wmpqa1qxZExLy81WDcXFxZIHPP//cpe2yM4CyEidd7PQPAHDD+fOZtketkpKmyV0vYAvF+2ARw4cPnzt3bkVFBf/ud999d9ddd/X09Li0XXYGUFbipIud/gEArjKbTSqV9cXslZXfyF0vYI6nh6o5c+bs3bvX1e2yM4CyEufAWf2YQu7qAIBv6e5uPXhwaVraPJUqxObwFe7FADLw3FDV29u7ffv2sWPH8ndqkL5ddgZQVuKki53+AQBSnDz5nr3nBkbg8BXIyHNDFSl59OjRubm5bmyXnQGUlTjpYqd/ADCut9eYnf1ScvK0s2fjHS2Tmxtj78k2keQto7G5pwc/GAR54GHP8mIlTrrY6R8AzMrKetoqZyos3GS1TGnpJ/aeGxickfGoLHUGEEKCJS9W4qSLnf4BwKa8vJV2n7isUoWcP5/JLXP+fJbVu/X1afJWG0AICZa8WImTLnb6BwCD9PqzdrMrwX3YJ/X2GhMSQgSJV3BLS6ncFQe4ChIsebESJ13s9A8A1lgyp59vsnDpUjOZWVeXKpJvNTQ4f+QIgPchwZIXK3HSxU7/AGCNShXGZ05VVfuEb508uc42u/rppyflqiqAOIo3Gr3mmmtuvfXWhQsX1tbWDnC77AygrMRJFzv9A4ApmZkL+cwpM/Mxu8skJ88UnCucbjabvFxJAIkoPiqnt7e3rq5uxYoVERERA9wuOwMoK3HSxU7/AFAekhLZfdYymc+fHExMnOj9igHQJTJUHWs6VtJa4moJra2t/MOeRW6+jQSLw0qcdLHTPwCUoa2t8tChpbm5r2k00VfuUxXR22s8cOAZjSbq4MEllZV70tLm8z8VlLu+ABQ4GqrS69ODEoLIy2mOJTyC1dDQEBsbO2HCBKtlduzYMXv2bCnblfKukrASJ13s9A8AGen1lWr1+ISEkNLSra6uS5Knjo7+i0UKCz8Q/0mg7ev48bUeiAbA2xwNVapaFZdgHW086rQEocDAwKKiIuECKSkp9913X3t7u5TtSnlXSViJky52+geAjJKSpvFJT1HRh+ILt7ef0WonJSSEJiVNEf4M0NUXDl+BYjgaqkxmE8mx0uud//pVWIJOp1u9enV0dDQ/p7i4+K677qqurpa4XSnvKgkrcdLFTv8AkNHVeU+wyJLFxR9LT6GSk2eQl/DG68LptrYyrwUI4FEUL3LntLe389dgXbhw4e677z548KCr22VnAFVmnFqtlmTZQ4cOHTly5JIlS5qamrj5ZrN55cqVAQEBgYGBq1atIn+6Vz47/QNALsXFm21uN5Vhd8lTp3Y4Tap0usNWa3GXugt/A9jTo/dcOADeRzfBIiPpmjVrQkIuH+IlE7t373Zju+wMoMqMc8qUKRqNRq/XkxR72bJls2bN4uZv27Zt3LhxVRZkYufOne6Vz07/AJCLRhNx5Qd9k6/cN+EJ28WKi60usQrhXoWF62pr1SpVCHnV1Pzg/foDyI7ifbCI4cOHz507t6KiwvYt/IrQLuXH2d7efuONN3LToaGhJPHipslEeHi4e2Wy0z8AZGG5Y8LlnKmxMYeftjrIlJHx2NWHuLLkqjCAD8Kd3OWl/Djj4+OjoqK46WHDhjU2NnLTOp0uICDAvTLZ6R8Asqip2c/lTKmp8/r6765++al/Bw4s5Jfp7m4VZlcVFfbPVgAwCwmWvBQeZ35+/pgxY8rKLl+1Onjw4O7ubm6aTAwZMkRk3UGiPF51AIYlJV2+CL2g4G3yZ0nJh/xF6PwymZmP89lVaekn8lUWwEchwZKXkuPMyMgYNWpUTk4OPwdHsAB8n/D8oF5fw81UqUKvXK6ec2XO5V//lZfvkq2uAD4MCZa8FBtnXFzcbbfdlpeXJ5yJa7AA5FJZ+XVa2ryEhGC1OrS+PlVkyerq76/cbH0CP/PQoaUJgocr5+S8hNtWAYiTZahqbGz893//d5EF2BlAlRnnpk2bRo0aVVpaajV/69atjn5F6FKTs9M/AKhIS3vI6r4Jhw4952jhI0de4ZYpLt7Mz2xszL2SUYULD3Hl57/ulQgA/A9JdGzHQU975ZVXHnnkEZEF2BlAlRmn7SVTen3/j4/MZnNMTEyARWxsrPA+WEiwAKTr7TX29Nh5XrIjanWY7b2pqqq+s7twWtqDVucHOfxZwvz8NXwhAwoDQNGeeeaZJ598khv+vKClpeXtt98eMWJEYWGhyGLsDKCsxEkXO/0DwFZBwZsJCcEqVXBLS5HzpS2qqr5Vq8kqVrdND2poyLRd2PL8wSCSkwnvAtrX/9SzuVYpWn7+agrxAChUY2NjVFSU+A+2KLr22msjIiIKCgrEa8XOAMpKnHSx0z+AKRcvFubnv56V9Vxp6bbm5mOnTm2tr7dOgHJzY/n85sSJdW5spanpmPABOFZZVEfHuSsPtJlqtWJzc75VgoV7rwP4HXYGUFbipIud/gGMIOkUfwLO9pWdvbzP8uM+jSZMmBtdutTk3uYqKr7my+EuWucdPvzClVtePWW7olYbwa+YlDTZva0DgIzYGUBZiZMudvoHKJvB0KBS2bk6yvb100+Lrea0tZUPZNNZWU/zRbW0/HzFBn9P0erq/bZrtbaWWM4z9p9AxOErAH/EzgDKSpx0sdM/QHlMJkNBwdqamh+6u1v5W0m5+Aru7Dw38Jrw12Nxt2vv67+h6Ce2NxS11d2N1ArAX7EzgLISJ13s9A9QktbWMq02SiRzOnx4mdUqTU15VsskJk6kVZ+GhjS+2K4uXV//GcAJVw6YPUtrKwDgU9gZQFmJky52+gcohsGgc5RXJSVNrq7+h6MVU1Lm8EueOvUp3VrxF36pVEH8yUHyMplcuAcEAPgRdgZQVuKki53+AX7NbDYVFLydkfGYyKnA9HSxWwJyOjpqPVTDsrLPbatE8SAZAPgadgZQVuKki53+AX6qpaXY0a8CtdrIjo6zclfwZ4mJU6xqeO6cVu5KAYCnsDOAshInXez0D/AvZrPp2LE/JySEOD5etUDuOtpBMiru/GBS0syurgtyVwcAPIidAZSVOOlip3+A7yNJVWXlnpMn3+PuX2D3RdKXgoK/yF1TAACGBlBW4qSLnf4BPq6zs0GrjXaUV6WkTC8u/lDuOgIA/IydAZSVOOlip3+AjzCbTW1tFVYzy8q2O0qtkpOnVlV9I0tVAQBEsDOAshLnwFk91VLu6oCnGAwNubmx7e3W2Ywsenr0SUmTrZIntTo4PX2h1VOTuVdNTYLcVQYAEMPOAMpKnHSx0z9Y092tF96vvKxsm+e2RTI5kXfb2soTEydJvrV6WH19mueqCgBACzsDKCtx0sVO/2BNbu5Kq9zF7aL0+urDh58vL9/dZznBp9Nld3e3FhZu1uly+TtqqtWh9fUH+ix3AeVXvHDhoEYzQXJqFVRfnz7wwAEAvIOdAZSVOOlip38wpaOj1va8W37+W24UZbltunuP+bN7p/Wp3JNkSKJ25MiLpGTLDwaDc3NjKe8CAAAPY2cAZSVOutjpH0zRaiMF9zW4nB5pNBEuFWIyGRIS7N/h042XShXS22v0ULwAAN7HzgDKSpx0sdM/mMKnNZmZT5C0hj8E1dpaIrGE8+ezpGVOwRpNlMjja7ijVg0NmWazyaMhAwB4GTsDKCtx0sVO/2BHTs6KK4esJnBpTXLyzCu5zjQpJdTU7LdKklJTHzx7VpWT85JWG5mcPEOjmVRZ+bVwlZ4eQ0+P/tix13NzVyUlTU5NnXPs2J/xnGMAUDB2BlBW4qSLnf7BCJJRCS66epObWV+fys+sq0sWL6Gr64IwtUpMnOz5WgMA+B92BlBW4qSLnf7BiIKCtXxuJDyApFJFXPm5X7jI6nV1KcLsqqxsu+erDADgl9gZQFmJky52+gcLLJelX75vQkHBGuFbzc15fNp04cJhu6s3NBwQZlfHj7/jlVoDAPgldgZQVuKki53+IbueHn1JyaeZmYtUqiCNZnxtrbqlpVivryTzDxx4IiVlpkrVf8+ClJRZKlXolV/ehRYUvFNU9EFHxzmn5VdW7hWmR7YXlScnT+OvTK+tVen1VcJ3rbKrAwcW0gweAEBx2BlAfShOP9rpflRVv3bixLoB3ubg8OHlly7purtb6+tTbMvX6X4SLpySMsd2mYsXj9vcOiFUpYpQqcK02ijh/Jyclz2/SwAA/Bs7A6gPxelHO92Pquq/WlqKBphd2b5IblRS8umJE+tJ4pWQEC58S6ud1NOjt1uT5OQZTktOT3/Yy/sHAMAfsTOA+lCcfrTT/aiqfqqtrcyVzCn4Sv7kZuJ18uQGkcr09hq1WusnLl996GuG1/YMAIBfY2cA9aE4BzlGaxNms3nlypUBAQGBgYGrVq0if7pdVVpVkovdO1h2dV1wqZCuLh1JPkwmg9HYQqle/UpKPhKmLzU1CWTm2bMJycnTDx1ampsbo1aHqlShTU35/CP8Sks/LS/fdelSU1nZ9qqqvVlZT1pOL4ZIya7y89+QUqvU1Dm262o0E8rKPqcYOwCAsilgAJXIh+L0wk7ftm3buHHjqizIxM6dO90rZ4BVJcmNXl8zkBIGgmRRR4++zB34UamC1erxSUlTLXcVD7EcBApJSZmTlDSdpC+265Kat7QUcRMk0bn66FGIWh1WXv7VsWOrEhOnc7cpt1yo1J+CnD79VWnp9rS0+Tk5L2dmLtJoIo8ceaWx8YhV+ZWV+w4del6YwWRmPjaQYEn+V1DwZlHR5oyMx/ir4PlXUpJrR55IHtnQkNneXk43oQQAYAcSLBl4YaeHhoZqNBpumkyEh4vd3EiE21W9dKnpxIkNXFKSmvpgdfV+R9f9CHV16U6cWFdXl5SXF2v1Kzan9Prq7u72Pst9xknEllxK4uVK4STHys5+kaRKWu0kjWZCcfEWsjqXS7l9FZTNEaCJra0lJA26eLFQo4m2OfU2y739LKKjo45sjjSETpdNvXAAABCHBEsGXtjpw4YNa2xs5KZ1Ol1AQIB75bhR1by8lWp1hN3rh7KynmtuPtFnOUAiXOXcuaTk5Jk//bTYKiVSq8Pb2sqdbjEn52W1ejytTMj7r4MHf4cn8QEAKAwSLGUaPHhwd3c3N00mhgwZIrKwyDVhfP8wGlt7e40kDzAYGoqKNnd3Xz4cReZ0dp7LzFyUlfW0i4lFsOXMXYj4k4DJq7HR+gCMpRq6nJwXJV57RPtlVeFg21Ny0l8ZGQ/RbnwAAJAfEizZFBYWhoeH33DDDZ64yJ3iESy7SYxKFXTixHqv5TStrae5+rS3nykoWC19RZUq4uDBpamp89LT52k0EYmJk+vqUg8der65+VhdnVbKXQkEmdCC/Pw3e3r0JNHs6//1X4XwpCeZ2dNjaGur6uioraj4mvzZ1tZfZ6OxpbJyj1odblOx4JMn362p+WFAzQwAAL4KCZZsQkJC1q5d29nZ6YnCKV6D5XZWpFZHqFShJLmxXGAu9VATt7BaHWZ1WEirjdRowiQXElpUtKmq6nvx6EgalJg40XJEirvsPcxyHvOpkyffT06eTjKqw4efr61VtbYWt7WVubcDeUZja3r6IxkZDx88+Lvc3FicEwQAUDYkWLIZOnRoR0eHhwrfunWro18RutTkLiZYwQcPLi0t/aTP8tg729Kys/9gSbzCtVrrq7x/+unJ+vr04uKPhJlHfv4apxtNSZl57Njr3ObOndMYDPXcpe6uQsYDAAAUIcGSza9+9aszZ854qHCz2RwTExNgERsbK7wPlqsJFsmH0tLmnjixLi3toezs35eX7yI5zZUDRUFZWU+lpc2/eLHAjUoWFLx9+PCykpJPTp3a7ii/sdyI3E5epdVGHj/+Vzc2CgAA4AVIsGTz2WefPfjggw0NDXJXRIxV/9D36FPrUslEa2vJwM+aSWT1JJn09Plnzuz3zqYBAADcgwRLNh69kzstpEqJ5xKbLjXF5sVOS5oWlBDEvTIbMr1ZjebmvOzsl9raTnlzowAAAG7zwTHdQ1iJky7SP/ikSvialDhJZK1znefiz8aTCaPlB3cAAACsQYIFYhwlWCGqEPLuskPLJmgmTEmcEq4O/7ri68yGzNdyX0urTxMuGamJlDsIAAAAb0OCBWJsE6yQhBBuIjox2m7uZTcb+6riK7lDAQAA8B4kWCCG9I9vz3x7+ViUNvKhtIeWHV4mMa+66qUKkjsUAAAA70GCBWK4/mHoMei6dNycwouF7iRYCUHfVH1jVXh9Z7234wEAAPAKJFggxrZ/mMwmqzOGwQnB/GGq1QWrJ2knbTi5IVuX/U3lN5uLNgergvmF/3T0T02XmqYmTo3SREVoI/j53575liuZ/Ptu4btv5L8RVxVX2FIoQ8AAAAA0IMECMXb7xz+r/zkpcdLrea/3WbIikjMl1iU+ceCJ9IZ024Vbja3ChGxG8gyRo1zCbIy8ZibPjDkao65VezxOAAAAqpBggRgq/WNB5gL3ziryr+/POHmqIAAAgE9BggViaPWPrae22qZN47XjlxxcIiXBmqydzJXTdKnpo+KPXjry0u7y3cLyccMtAADwKUiwQAyt/lHRXiFMmJ7Oepp/64czPzyS9kioKjREFXLV6cKEYKs0y3aOcOb6E+tNeGAzAAD4BiRYIIZi/+BTog0nN9g94FTfWR+piSSZ1geFH9R21JI5BpMhQhPh6LCW3Uu4KvWVtCoMAADgNiRYYM1Dj0d87ehrJAH6Y/YfXVqrpKXEpau1ZiTPqNHXpNal5jXlNV1qajQ00qo/AACAdEiwQIyP9I/Xcl8LTggOVYfOTZ27qWhT86XmuDNxK/NXPn/4+QUZCyJUYke5ItQRn5Z8KncEAADAFh8ZQL2AlTjp8ov+YTKbXs55WfzIFn+jVAAAAC/wiwGUClbipMuP+seKnBUiCRb3dOo+y53o5a0nAACwwI8G0AFiJU66/Kt/ZF3ImpY8TSTH4p5UHaoK/VfNvxLPJcpdXwAAUCz/GkAHgpU46fLH/rGrfFf82XiDydB8qfmzU5+FJYQ5Srk2Fm6Uu7IAAKBM/jiAuoeVOOlSQP/QGXSOEqyJiRPlrh0AACiTAgZQiViJky5l9I838t7g70fKnSXkb1L6QvYLBpNB7goCAIDSKGMAlYKVOOlSWP8oaS3hJiI1kXyatSBtwTeV32TUZ7QYW+StHgAAKIbCBlARrMRJl1L7xxvH3nB0IfyW4i1y1w4AAPyeUgdQW6zESZeC+8eCjAWOrs1aeXSlsdd4uuX0saZjA9xKcl1yTE7M+a7zTZeaqFQbAAD8goIHUCusxEmXsvvHhyUfOn32TqgqdF/VPulllreVz0ieEazuv+QrNCFUWNSuil12V2nuao7Njf2u+jsqQQEAgC9Q9gAqxEqcdCm+f2jrtBuLNhp7jfoe/eM/Pe4ozfq87HOy8LnOcztP7SQLm8wmRwVOSZ4i8izqBRkLnj347FHd0UmJkyI0EeTPqdqpwhOUZzvPejF6AADwFMUPoDxW4qSLnf7B+b7me4lPlQ5JCCFJ0rLDy0iyRV5n9GdI4rXuxDqSRUkswdFrRvKM1u5WufcEAAAMCDsDqDLj1Gq10dHRQ4cOHTly5JIlS5qaLl/oYzabV65cGRAQEBgYuGrVKvKne+Wz0z94Za1lfyn4y5yUOdvLtk9LcnhfeKcv/oeK7xx/J0It9jhqu6/4s/Fy7wkAAHAfOwOoMuOcMmWKRqPR6/UXLlxYtmzZrFmzuPnbtm0bN25clQWZ2Llzp3vls9M/HPlTzp/cyK6WHVomLMTYayS5Gn8vLtvX1tNbXz36qtXMKUlT5IoaAAAGiJ0BVPlxtre333jjjdx0aGgoSby4aTIRHh7uXpns9A9x5W3lC9IWPPXTUwfOH/ii/Ivlh5eLnwrMOp9ltxx9t36ydjLJtEi+ZTAZ0urTyL/8FV1n9WcjNFcd63or/y3vBQkAAPSwM4AqP874+PioqChuetiwYY2Njdy0TqcLCAhwr0x2+ocbEmoTrH4nSF4rjq4oaC4YSLHW949QBX1x+ovk+mRa1QYAAC9gZwBVeJz5+fljxowpKyvj/hw8eHB3dzc3TSaGDBkisu4gUR6vup/7rPSzKYlTtpdtr9ZXt3e3UylT36O3PSq2OGsxlcIBAMAL2BlAFRKn3bwnIyNj1KhROTk5/BwcwfJ3u8t32+ZY7xS8U9tRK3fVAADAOXYGUMXGGRcXd9ttt+Xl5Qln4hosBdhbuXdasp2fMZKZuY25ctcOAADEsDOAKjPOTZs2jRo1qrS01Gr+1q1bHf2K0KUmZ6d/+CaT2bT4p8WhKusrvcirtLW/0XdX7J6ZPDNcFR6SEDIjacb8tPnPZD0jd60BAIChAVSZcdpeMqXX6/ss98GKiYkJsIiNjRXeBwsJlt8hadaLOS9aJVj9N31QOb5VhCoouc76unhSzpbiLdwNuhZlLpIlFgAARrAzgLISJ13s9A/f197dHnss1rU7cqmCpidP31i4sc+SXVndiEtVq5I7JgAAxWJnAGUlTrrY6R9+JFwVbpVIhSaEhiSEuHo3VJJ7yR0KAIBisTOAshInXez0Dz+i79EvyFgQqupPqjYXbebnt3e3m8ym8rZykjlJSbBCVCEyRgEAoGzsDKCsxEkXO/1DYbad3jYrZZbtw3nmps4l7/LPSVx1bJXcNQUAUCZ2BlBW4qSLnf6hSCazqay1LFzT/xvDDSc3GHuN3Pxlh5bxV8rLW0MAAKViZwBlJU662OkfTDGYDPwxrWp9tfQV6w31nqsVAICSsDOAshInXez0D9a8eOTyfR+057TkT2Ov8cfaH7+q/MrR8iQn46+jn6CdsKdyjxcrCwDgf9gZQFmJky52+gdr4mviuWzp3ZPvlrWW8clTsCqY5FJWC1e0Vtj9lWJcVZwslQcA8H3sDKCsxEkXO/2DNWf0Z/ibNUzSTBKmTa8dfU24ZIOhQeSniCWtJXKFAADgy9gZQFmJky52+geDbH9jePn2DQk/376BP5PIvSZpJ03VTrW6obzJbJIxCgAA38TOAMpKnHSx0z8YFKWNEqZK49Xj+ZTrsYzHmo3NSw4uES7w/OHn+XX3Vu4V3k+r1dgqYyAAAD6InQGUlTjpYqd/MIg/S8i9/nzsz08deMrRqcAnDjxhtfpTmVctvDx7eVp9mr5HL0ssAAC+hp0BlJU46WKnf7Ap6VwS98ToCeoJJrOJpEd2s6u85jy7q0/UTrS7/ItHXvRyIAAAvoadAZSVOAdu0NXkrg541ZflX4aqQoXXY+m6dCLLP5rxqKODXkcbj3qt2gAAvoadAZSVOOlip3+AkLHXuKNsR11nnZSFt57aGqyyf738SzkvebqqAAC+iZ0BlJU46WKnfwAVGfUZoepQYY4Vpgo70XxC7noBAHgbOwMoK3HSxU7/AIo2Fm20OpQ1PWn615Vfy10vAADvYWcAZSVOutjpH0CX7pLO9j5bIQkhhy8clrtqAADewM4AykqcdLHTP4A6k9m0IHOB7YVZc5LnyF01AACPY2cAZSVOutjpH+Ahxy8eD1OFWR/KUoVsKdpS1FIkd+0AADyFnQGUlTjpYqd/gKetyF1hezQrVBV6oP6Asdcod+0AAChjZwBlJU662Okf4AWtxlZHD0B8v/D9PstZRbnrCABABzsDKCtx0sVO/wCveTHnRbs51uWnR6uDH8983GAyyF1NAIABYWcAZSVOutjpH+B9Lx952dEBLfLaVrpN7goCALiPnQGUlTjpYqd/gFw+KvrI4dGshODEc4lyVxAAwB3sDKCsxEkXO/0D5NVsbP6g8IM1BWtsf3LI3ae0ur1a7joCALiAnQGUlTjpYqd/gO/of7ihvVOHZOaDaQ/qe/RyVxAAwDl2BlAlx9nY2HjHHXcI29JsNq9cuTIgICAwMHDVqlXkT/dKZqd/gK/5sOhDR6cOS1tL5a4dAIAT7AygSo5z+fLl69evF7bltm3bxo0bV2VBJnbu3Oleyez0D/BNuku66MRo2xzrvRPvyV01AAAx7Aygio2zpKTkzjvv7OrqErZlaGioRqPhpslEeHi4e4Wz0z/Ax20o3BCmCbM6Y4j7ZgGAz2JnAFVsnDNnztyzZ0/f1W05bNiwxsZGblqn0wUEBLhXODv9A/zC0kNLhTnW01lPk5mflnz6VcVXclcNAOAq7AygyowzOTk5KCiIu8RK2JaDBw/u7u7mpsnEkCFDRAoZJMqj9Qdw1Z6KPSEJIT8/1vDKdHBCcPaFbLlrBwBwGTsDqELitMp7xo4dm5WVxb/FL4YjWKBswhxL+FqctVjuqgEA9GNnAFVmnI4OOOEaLFC2zPOZIs/beSj9IbkrCACsY2cAVX6cwrbcunWro18RutTk7PQP8Du5jbmhqlCSTs1Lm7elZItVjhWuCi+5WCJ3HQGAXewMoMqP0+o+WDExMQEWsbGxwvtgIcECRarWV4erw63SrD8c+oPc9QIARrEzgLISJ10u9Y8evb6tvNxQV+e5+gCIM5gMVneBn544nXursKWwqr2KTJS1lslaRwBgAhIsEEP6R0JwcNrDD5Pp1pKSlFmzkmfObMzL495tzs9XhYWRBfpfNlfCqIKDz3z3nazVB0YtyFxw1R2zVMF2H3EYrgpvNjbLXVkAUCYkWCCmP8GyDEbayEjh2KSNjj77r385vshY8AoObsrNlTsOYE55W7mE3tn/ik6Mfi33tcmJk0kSNid1jrHXKHfdAUAJkGCBGD7BGuDr8PPP82VW7tmTOHGiJjKyZMsWfqbZhFtyA2UmsylCHeFqZx2vGS93xQFACZBggRgpCZZ2woTU2bPT5s27WFjIrVWbnJy5aJHVeUNNRATJojTh4VedRgwLM5w/nzR5cv+05XBXQkhI+vz5GQsWXGrGuRugYHHWYq63zU2d29rdurt8N/eAneeynnPUp8PUYdwymrOaxT8tjjsTJ3cQAOB/kGCBGNI/qr7/XmUZdxKjo00GA0mSUmbPVl0ZjNIefFBk9ZxXXx3IcS9tdHTNjz96LVhg0OyU2Zev07JcS+ioL6rOquSuKQD4GSRYIGbg/eNicbEqJGQgaZYqPLwpP59KOAAijL3GMLWda+HJ67PSz+SuHQD4GSRYIIZK/zCbTGrBNfKq0FBufubjj181ijn4NSL30mVnZy9fro2K0k6YcGjp0hq1GpdtgSdMS55m1fkeP/C4occgd70AwM8gwQIxFPtHW1lZ2rx5afPnG3Q6fqa+ulobHa2JjNTl5HBz2svLm0+cuHjiBEmknB7cSn/44dR588jqmvHjf3r6aaRcQMXp1tMvHX1pT8UeXZfO+dIAAPYgwQIxsvePA0895dr5xLCwrGeeqdqz5+Lx45eam7t0GCABAEAGsg+gXsNKnHT5Qv84uWGDxNOI9l+hoSYDzu8AAIBX+cIA6h2sxEmXz/YPkjNprpxDVEnIulJmzVKFhJAlm44elbvuAACgfD47gFLHSpx0+VH/IClXxoIFko5phYScS0mRu74AAKBkfjSADhArcQ7coKvJXZ0BSZ4+3VGaVbpjh6O1zmdlZTzySPnu3UdXrCD/5sbG9uj11OuWOHEif+xNO3FirxFPaFGUmLwY4Y21IlQRSeeS5K4UAHiPvw+g0rESJ10K6B/FmzY5uhFX4QcfkAW6dLoDCxdqrn7You0racqUtooKKlUq2bzZ7nG1zvPnqZQPMtpxaodIN5qRNEPuCgKAlyhgAJWIlTjpGgQAAABukXsM9xJW4qTO+11Elk6JMJW0UUbClGWjCBMb9bstMrVRWbASJ3X476eYLbKzUUbClGWjCBMb9bstMrVRWbASJ3X476eYLbKzUUbClGWjCBMb9bstMrVRWbASJ3X476eYLbKzUUbClGWjCBMb9bstMrVRWbASJ3XsdBEWoDUVBg2qJGhNhWGnQVmJkzp2uggL0JoKgwZVErSmwrDToKzESR07XYQFaE2FQYMqCVpTYdhpUFbipI6dLsICtKbCoEGVBK2pMOw0KCtxUsdOF2EBWlNh0KBKgtZUGHYalJU4AQAAALwGCRYAAAAAZUiwAAAAAChDggUAAABAGRIsAAAAAMqQYAEAAABQhgQLAAAAgDIkWP3MZvPKlSsDAgICAwNXrVpF/hSfT2td8ASRPT/oClfXRWvKyNHO12q10dHRQ4cOHTly5JIlS5qamqSviwaVi6M9r1arIyMjf/GLX5DWfPrpp8+fPy99XbSmjMR3fmNj4x133OHoI1fxDYoEq9+2bdvGjRtXZUEmdu7cKT6f1rrgCU73vEiChdb0QY52/pQpUzQajV6vv3DhwrJly2bNmiV9XTSoXBzt+YkTJ+7fv7+lpaW9vX3t2rUkdZa+LlpTRuI7f/ny5evXr3f0kav4BkWC1S80NJR8UnPTZCI8PFx8fp9gkHZjXfAop3ve9n87WtOXSdn5ZFS+8cYb+T/RoD5Lyp4nSfO//du/8X+iNX2ZyM4vKSm58847u7q6rD5y2WlQJFj9hg0b1tjYyE3rdLqAgADx+X2CLuLGuuBRTve8SIKF1vRBUnZ+fHx8VFQU/yca1Gc53fMdHR0bNmwQHo9Ea/oykZ0/c+bMPXv29Nl85LLToEiw+g0ePLi7u5ubJhNDhgwRn09rXfAEp3te5BQhWtMHOd35+fn5Y8aMKSsrk74uGlQu4nueu0TylltuKS8vl74uWlNGjnZ+cnJyUFAQd/mUo49cxTcoEqx+A8mjFZ+D+x03jmA5XRetKSPxnZ+RkTFq1KicnByX1kWDysXpnm9ra3vrrbfGjx8vfV20powc7fyxY8dmZWVx044+chXfoEiw+g3kTLDizyL7HTeuwXK6LlpTRiI7Py4u7rbbbsvLy3N1XTSoXKTseZJjCa+oc7ouWlNGjnb+IBvS11VMgyLB6rd161a7v1lwNL9PMEi7sS54lNM9L3INFlrTBzna+Zs2bRo1alRpaantKmhQn+Vozz/11FMlJSXd3d1nz5594YUX7F6Dhdb0QVJ2vqNrsBTfoEiw+pnN5piYmACL2NhY4d047M7vE3QRN9YFjxJvNbvfqNCavszRzrf9iqzX6/m3xNdFg8rF0Z7/xz/+8Zvf/Ob666+/4447li1b1tzczK+C1vRlUna+owRL8Q2KBAsAAACAMiRYAAAAAJQhwQIAAACgDAkWAAAAAGVIsPo5emqsq48NtrrkdtiwYXY3N5CnEYusLuXZtwAAAOAFSLD6OXpq7EAeG7x58+bXXnvN7lsDKVZkdSnPvgUAAAAvQIJlTfjUWLdvWWk0GseMGXPu3Dm77w7kTphSVu+zefYtAAAAeBMSLGvCp8a6/dCVnTt3Pvvss442MZBnuUhZvc/m2bcAAADgTUiwrmL11Fj3Hhvc29v7P//zPyUlJY62MpCnEUtZXeTZtwAAAOAFSLB+ZvvUWPcONcXFxc2ZM8dqMeGl664W69Lq4s++BQAAAC9AgnWZ3afGunex1G9/+9uDBw+KbMtz12A5ffYtAAAAeAESrH6OnhrrxmOD1Wp1WFiY+ObcKFbK6iLPvgUAAABvQoLVz9FTY914bHBERER8fLz45twoVsrqIs++BQAAAG9CggUAAABAGRIsAAAAAMqQYAEAAABQhgQLAAAAgDIkWAAAAACUIcECAAAAoAwJFgAAAABlSLAAAAAAKEOCBQAAAEAZEiwAAAAAypBgAQAAAFCGBAsAAACAMiRYAAAAAJQhwQIAAACgDAkWAAAAAGVIsAAAAAAoQ4IFAAAAQBkSLAAAAADKkGABAAAAUIYECwAAAIAyJFgAAAAAlCHBAgAAAKAMCRYAAAAAZUiwAAAAAChDggUAAABAGRIsAAAAAMr+P2t5O3GUFnBuAAAAAElFTkSuQmCC)
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