Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-07-20020414_192300_20020415_000700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/14 |
Start Time | | 2002/04/14 19:23 |
End Time | | 2002/04/15 00:05 |
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 | | -14.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 211.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-07-20020414_192300_20020415_000700-constBx0 |
Minimum Dst Value | | -14 |
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 Polar for time period of this run.
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AJspAU6VMTKxTKDo6h7q6uhdffJF6HB0djx8/rhl+7NgxGmLMctv9tTfhpZzC4qd+AACAidLXVJVLJD7m5vRpN2NpH8GqqKhwdna2tramr01NTcOHD79w4QL1e3l5Uf+9e/faXa4xv/YmvaGc1dXVb775pvY+a25u3rx5s5mZ2YABA1xcXOir4eEdxU/9AAAAE6WvqSoRiVjAqo6La3cO2qjpTE9PZz9dv3590KBB1JJSl/qNWa4xv/YmvaGcK1eu3LVrl/Y+8/DweP/99wvUqMfT09Pw8I7ip34AAICJ0tdUNT94QBmrXCLp0ByqqqpcXV1tbGw0Qz777DMa4ZtvvjFyucb82puYfDkVCsXbb799584d7X1mYWHh5+fH+qnH0tLS8PCO4qd+AACAiRLwInemvr6eXYNFUlJS3njjjcuXL//5z3/Ozc01frn8NKAmX87x48efPXu25cl91r9//+rqatZPodvMzMzw8I7ip34AAICJEjZgKZXKbdu2DRkyhPpv3bo1ePBgqVRK/VevXn3vvfcaGxuNXC4/DahplzMwMNDc3JxdSqW9z/r06aO54I56+vbta3i4Ts8Z1CXlAQAAEIiAz8EiL7300qRJk/Ly8mj4woULjx49qhlt3759ixcvNnK5/DSgpl1OStARERGsH0ewAAAANPAk9+5l2uXUd2AJ12ABAADnELC6V+8pp/Y+O3LkiM67BfUNb+ngLuenfgAAgIlCwOpevaecrZ6D5eTkZKbm7Oys/RwsncNbELAAAKB3QcDqXryUU1j81A8AADBRCFjdi5dyCouf+gEAACYKAat78VJOYfFTPwAAwEQhYHUvXsopLH7qBwAAmCgErO7FSzmFxU/9AAAAEyXgg0aff/75V199dfbs2SUlJU+5XH4aUF7KKSx+6gcAAJgoAV+V8/Dhw7Kyso0bN1pZWT3lcvlpQHkpp7D4qR8AAGCiDDRVSmViXZ2io3Ooq6tjL3seNmzY+fPnNcOLi4tfe+01+rXd5bb7a2/CSzmFxU/9AAAAE6WvqSovl/j4mNOn3YylfQSroqLC2dnZ2tqavvr7+//tb3+jgezXpUuXuru7t7tcY37tTXgpp7D4qR8AAGCi9DVVJSUiFrCqq+PanYO2AQMGpKens5/+7//+7+zZs9STk5Pzxhtv3L59u93lGvNrb8JLOYXFT/0AAAATpa+pam5+QBmrvFzSoTlUVVW5urra2Niwr1euXHn33XcfPHgwZ86cb7/91pjlGvNrb8JLOYXFT/0AAAATJeBF7kx9fT27BqtF/eq5wYMHOzk5vfXWW01NTcYvl58GlJdyCouf+gEAACZK2IClVCq3bds2ZMgQzRAvLy8a4ccff+zQcvlpQHkpp7D4qR8AAGCiBHwOFnnppZcmTZqUl5en+fXixYvvvPPO/fv3O7RcfhpQXsr59Fpd69fdqwMAAGBIVzdVEydOPHfuXEeXy08Dyks5hcVP/QAAABPVdU3Vw4cPf/jhh8GDB2ue1GD8cvlpQHkpp7D4qR8AAGCiuq6pojm/9dZb8fHxnVguPw0oL+UUFj/1AwAATBRe9ty9eCmnsPipHwAAYKIQsLoXL+UUFj/1AwAATBQCVvfipZzC4qd+AACAiULA6l68lFNY/NQPAAAwUQhY3YuXcgqLn/oBAAAmSsAHjT7//POvvvrq7NmzS0pKnnK5/DSgvJRTWPzUDwAAMFECvirn4cOHZWVlGzdutLKyesrl8tOA8lJOYVH9yD9zpqGw8H5jY3evCwAAgA4GokyiMlFRp+joHOrq6jQvezbwdhMELIaXcgqL6oePubn/qFEiC4t4J6c0d/fquLhbRhw4BQAAeDb0RRlJucSc2jAf83YzlvYRrIqKCmdnZ2tr61bjHD161N7e3pjlGvNrb8JLOYXFApbvsGHUFQ0ZoukPnzcv0dW1XCK5XV7e3esIAABc0xdlRCUiFrDiquPanYO2AQMGpKena48QFBT03nvv1dfXG7NcY37tTXgpp7CofpQFBpYFBMiWLIlydKSKKh4xQhO2RBYW1JXOm5e6c2elTEZhq/nBg+5eZQAA4Iu+KPOg+QFlLEm5pENzqKqqcnV1tbGx0QzJyMh45513ioqKjFyuMb/2JqZdTrFYTDu7X79+r7322tKlS5VKJRve3Ny8efNmMzMzitsuLi701fDwjmpVP25mZ9ekpia5uSW4uKjC1siRrcJW6PTp8U5OBV5epWJxQ2HhvSfDPgAAgOAEvMidqa+v11yDVVlZ+e6778pkso4uFwHLNIwePdrPz6+hoYH29IoVKyZMmMCGe3h4vP/++wVq1OPp6Wl4eEcZqB+3y8tvyOWUtOLWrWsVtnw++IC6fsOHU+qSzp1LkSv/1Kmq6Og7lZWdWw0AAAB9hA1YSqVy27ZtQ4YMYV+p56effurEchGwTA8l69///ves38LCgoIX66ceS0tLw8M7ysj6UZ+XV5uenuTmluzmRqEqcNw4zTEt7Y/fsGHBkybFbdyYc/x4pUxGeethU1PnVgwAAIAR8DlY5KWXXpo0aVJeXl7bn3AXoU69p5xXrlwZMWIE6+/fv391dTXrr6qqMjMzMzy8ozpRP5pqa+/V1xd7e5cHBsasXZuwZQslLf/Ro1WRS31ki31EQ4aoopidHeWtzEOHalJScHwLAAA6AU9y7169pJxJSUmDBg3Kzs5mX/v06XPv3j3WTz19+/Y1PFyn5wx6+nWmyEWfvJMn88+elUydKp0379eTiVofGkI/xbu4FFy4UC6R3FUqcXwLAADahYDVvXpDOUNDQwcOHBgbG6sZ0gOPYBmjOi6uNiMjyc0t9csvfa2sAsaMaRW2WN4S29jErFmT5u5eFRNTp2j/SXEAAMAhBKzuZfLl9PLyev311xMSErQH9pBrsJ7G/cbGe/X1OceP5/z0U5C9fcjUqaqA1eb4Fn2CJ04MX7gw++jRwosX7yqVTbW1Xb1uAADQ8yFgdS/TLufevXsHDhyYmZnZaviRI0d03i2ob3hLB3d5t9QPZWJiTXJy6s6dKV984W9rK7a11Xl8y9fSMvKjj+LWr88/d67Y2/tWSQmeegoAwKFuaaqqq6v/3//7fwZGQMAyDW0vjWpoaGhRP+/KycnJTM3Z2Vn7OVg6h7eYQsDS9rCpiT4lIlHRlSuyJUvCFy3Sd3zr0VEue/sQBwfVycedO0v9/csCA5tqa+8+fmwYAAD0PhR02h6A6Grr1q2bPn26gRG6vQF9Zngpp7B6YP2oz8u7WVCgOHhQvmcPZamg8eP1ha1Hx7qGDhVZWMiWLo1ydCz4+ecCL687NTW4YxEAoNf48MMP58+fz447PAO1tbWff/75yy+/LJfLDYzWAxvQLsJLOYXVw+sHezNPnUJxIzU1/8yZnGPHYteti3R09Lex8VO/M1Hnx9fSkiJXxIcfypYsyTxyJPPQobqsrOo41Zuq7jc2dneZAACgY6qrq0eMGGH4jngBvfDCC1ZWVsnJyYbXqoc3oALipZzCMtH68bCpiaLSDbm8MjIyy8Mjzd09dNYs9vhT3R/1A7oCxozxtbKKXb8+cvnyvNOnKXjdfBy8AAAAOsREG9BO4KWcwupl9aOhsJBSV87x42lffRWxcGHg+PEGDnRpHtYlmTbN39aWJkl0dS0PCSn29r7X0HCrpKS7SwMAAD1XL2tADeClnMLq9fWjqbaWUleFVFrg5ZVx8GD8pk3h8+eLbWzEI0bovppePcTfxoa6sqVLg+ztM/bvT3Jzq46OLhWLHzY14f3WAADQwkEDqsFLOYXFT/3Q1vzgAeWkm9nZVdHROcePp2zfHr5oUbC9vep1ipaWmlOK2qcXfa2sqBs4YYLIwiJ69erQmTMVhw9T8KoIDVVdVl9ZiQelAgBwhZ8GlJdyCouf+tEuSl13lcr6vDzVMyP+9S8KT4murkH29sEODuw91r8GL3WXnV70VQcydsQrbNYssbV1sptblKNj/tmz6fv21SQllUskFObwIAkAgF6GnwaUl3IKi5/60WkUvG6VlNzMzi68eDHvzJmYtWvjN2/2t7WVTJumilYjR2piFotcIgsL1RB112/4cOqyJ03Ili6VTJ0q/+abBBeXa1ev5hw/XpeZWSmTUfzC9V4AACaHnwaUl3IKi5/6ITgWvO4qlaVi8fWICPmePZnffx82Z070ypUUp0KmTKGuWF/8GjpUE7/8R49WXWg/fbrY2jpOfYcjzSfN3b1cIqE53y4vx1VfAAA9ED8NKC/lFBY/9eNZut/YSPGrJiWloago/8yZ4itX4p2cUnbs8Le1ZY+qZ8e0/Kytf41f6uD1xFVf6hAmtrGhn6QLFsiWLEnfuzfJza3w55+zPT2roqIogVHCq8/Lo8U9bGrq7kIDAPCFnwaUl3IKi5/60XNQKqI8VCmT3czNpahU6u+f6OqqOHw4bM6cuI0bKU5JZs5k0UoVvFj80rroXtTmCjCxra3Y2lo6Z45s8eKkzz6jJJd3+jQFu+vh4RVSKSUwWuK9+nqEMAAAAfHTgPJSTmHxUz9MBYtBlIruVFYWXrxY5u8fvXp10rZtvlZWodOnq04pjhql+7iXwWd9+Q0bFjB6tGTGDDa3rB9+KLxwoSwwsDourqGwkJZFy2XPzQcAAGPw04DyUk5h8VM/TB1LP+zolyoVFRVR/KqKjEzfty/3xInI5csTt2wJGDMmdMaMX6/9MiJ+aUKYv61t4Pjx4QsXRjk6prm7Kw4cuHblSqlYXJOaekMuv6tUshCGdw0BADD8NKC8lFNY/NQPftwuL38UwoqLi729KyQSCmGZhw9Tcopdv55CWJD6iV+itg9ZNXwYzMJCPGKEePhwydSpkilTaFYxn3ySceCAfM+e4l9+KfDyqs3IwHuHAIAf/DSgvJTz6bV6q2V3rw48U+wU5K2SkjuVleUSSWVUVLanZ86xYwkuLvQJnTGDPr6WluwS+058QmfNogSWf+YMRa57DQ3G3ALJxsGxMQAwLfw0oLyUU1j81A8wXlNtLYWeG3J5bXp6qVhc4uOTe+JElodH6q5dSdu2Ra9aFbFwYYiDQ+DYsX7Dhhk4EhZga+trZUUTUoa7q1RSqmPP0Kf+mpQUCmEJzs6hM2eqruufOpXGjNu0KXL58hJfX9XrIPFwCgAQSP29Lvl7wk8Dyks5hcVP/QDBadISe8d2hVRaePFi9Jo1oTNmtE1dmmeuiqys2PMp9H3YwTMKXkH29jnHj7MbLRUHD1JPzNq1eadPp7m70xDKbdfDw6lbnZRUdPkyC3DdvUkAoKXyTmXj/Ubqtoo1TQ+bHjQbdScNjUYj06eW/rfXVFt+u5zNkIbQPKlHfkMeXRV9ueiy6JrIM9vzUtGlQ5mHTued3iPf41XodVBx8EDGgQ1xG1ZErbD1t50mmWYhslgQvoD6XRJcFoUvck9zXx29+nDmYfrqfc2bpo2sjDyZd1J6XeqR5RFUFrQvfZ9/qT8N9y3xpXnS/N2S3I7lHKOpdqfunhk6c0viFrtAO34aUF7KKSx+6gc8S5R1lImJmYcOxTs5sRsen/ionzThr37EV+KWLTSO/OuvKTzJli3zfTJ+sbD16Gp99nwK9qRW9TxZl0W3gLFjqRuxeDHFspQvvohydGRLzzlxIsHFpejSpfR9+6oTEsolEvqLzd5cxE5KskNlrIsnWYBJo/AhKZck1yRTwgirCKN8kF6bLq2Q0vCSWx377wdLQik1KQUNBTSfM/lnlkcu/zThU8oWq2NWU//nyZ/TUi4WXvQu9o6qjDqec/ynvJ/mhM1ZLFtMacbKz4q6lr6W9sH20yXT50vnL5EtGRc4jkIJxR2ayRcpX+zL2Hc89zh9KNN8r/iehmxJ2EJj0q8TgieMDRw7UjzSUmRJH/pbwGZoI7aheQ4RDenM5QttPh/4fEBdNjearYHuUNFQ6tIKaMZnXX4aUF7KKSx+6gd0F0ozdQpF4cWL8j17Mg4coLhTePlylocHDaes02rk5gcPGgoLS0Si1N27Qxwc2GPu2fuI6CulK3aFPhvOHhX2xOPy1fFL+21Fj4awR+erXygZoJ42bNYs+il8wQJNf9jcuRTvZEuXBowZE7dpk2zJEsV336mOkMXF3czO7tLsxZ6Rcbu8/E5lJfXgeRm9A+1I5V0lJRtZpSxJmURZJKgsiMLEpaJL7mnugWWBntmeufW5FIAaHzQWNhRSDIquig4tD92RsoPCx6LwRTSyW5JbXHUcjVxzp4Z+rbxTKS4Vp95IpUATWRlJ3dCK0H3p+/Zn7Lf1t50aMpVa/eF+wzXJYJjfMOqODRhL3dlhs+2D7Hel7qLZUnLKq89rethEPVWNVRSS0m6kncw76Vvi65Lgsjt1t7XYms2NzecD0QeCZBoBPywesdDDVnKEeISmOyFwgpWv1ZqYNbQZv5Z/7RTv9HnK55TePor8iIo2N2wuTTg5ZDKNOTpgNHWt/aypSwGOuqP8R6mG+4/WbDqaG3UpGlKX5kCbemPcRhzBgnbwUz/AFFECq4qOftDYWJOS0qI+zkThg+IO9dDwpro66t4uLS329i4LCEh0dU3btYviUZSjI/0Fls6bR132ysjgiRN9Wr04kgUvdlRMq+uj9UxX9mFjUqTzt7WlOUvnz4/fvDl05szYtWsD7ewoh1E3YvHisNmz4zZuTHJzyzxyJO/kyWsikarr7U0RLf/cufwzZ0r9/Suk0htyOa0/y1JUuqLLl/NOn6Z1ZkfgVAly/Hha20hHR/pQ2ov48MO4DRtiPvkk++hRmlVNcjIV+VZJCc2nPi9PmZhI/bRx7jc20jy7e3cJhh0+qW1S5W/KKPSVnWxq22W/snRCXZqEcgMNTFQm0leKJtk3s6mrqFOwLg1n/fIbcuqnLo1Ak5TT5rtdTvGFPjQ566cu69cMoTEpMNFUNBOKO5ROKPpEVUVdLrp85doVCi47U3euiFpBbTC1vhOCJgwRDdE++MEywaMDJz6qQyAUAjQt+kjxSM2hEe30wEKSrdhWkwBYhBrmO0wzBzYm67KEwXID62f5gy2RddkQliFG+quWyw4UtT04xKIV5Q/KJSyiLZYtpoTB0smjOT8+qGMfrPqVMtx3iu8o9n2v+H555HLHKMcZoTPmSeetj12/KX7Tsshly2TLaLVZuWgq+lj4WNA8qXTzw+cvDF+4IW7D+rj17nJ32p6eOZ60YX/I+mGPfM/e9L2UOCmqUhZMr01niZN2B+132o+N91U5lXVb9F93xWoXjdaiPptJo1FNoB5KunVNdVQ3KO/SnqUuDacuzZ/G1DlPfhpQXsopLH7qB3CFnf5jpwLZxfWUQiiKsaAT7+SUefhw5PLlGQcOUHzJPHQoevXq9H37whctSv78c8nUqXHr1/taWUnUL5SkHp3B62k+6jZlSKdv1Wz7YedJ2YVrlP8oCGZ7elKJKmUySp8UG+oUCtoI7JDh0x+N026iDF9VQ7/SaJRCoiujqWk8nXea2s4jWUdWR68+qDi4KHzRjpQdUyVTN8dvpkTyScwn1KX2mNpyamUpLjgEO1CXGnXWpVZ5YtBE6rJ+NpylE5Y5rPxUaYNlmo5+WEuv/TF/8nxQ585MaUcltpKUJMwfHzIZ6jtUE3pYP4tZc6RzqIBTQqZoxmRRhs1hhJ8qNtn422hC0qzQWbQZj2UfO5N/pqihiJJBw/0Gyh8F9QXsuJRroiulE9piFHRU8xEP15ToiYNA6jlPk0yjXbNbvvtQ5iFZpYzSBiWYpodN2ru1RZ05aDjlEoqblEIooxhfhSip0IflWsqv9GEXXXWyRnYTfhpQXsopLH7qB0CHsBRSHRdXl5Ul37Mn+8cfVceuNm0KGDNGtnhxoJ1d5EcfqY5jrVtHsYy6lGykCxaILCzEtraqhpVd5s/eaKQ/SJ23Mb843Dxo3UcRWzfl/PhjtocHZbuYVask06iNmxY6axYtItjePnDcuA49t+zXjzoXas6N0uqFql8rHua47MzCcSHb1ntsnuLv7vTt1ine37vsdZ/588Uvt5/68EjIl2t9Fu2K2jZXNMVFum7KVbtNQR9P9B79SdDyMd4jlgUvtPAZMi9oJi3gQ//Zw64O/US0aPqlsXtCPl3nvehc+okvk7+gIEUR6tPETzUnYtjhlkcHctQHRXrgWafOfbSPCVH+o/xEGXFO2Jw96Xso1gSVBV0svJhVl0VBhOIIhRWKEXn1edQfVx2XWpNKAeiX4l8oaFIM8sz2LLlVQr+2PL4knEIMfSg2UVqiuBNTFUNzowjFDrewLsUp46MJzZOWm16b7p7mfvXaVYq5knKJd7F3fn0+LYJlHSMvRQd+GlBeyiksfuoHgE6sZaJGhbr0n+kW9VmDlicPzLBDNezcEzVv4lIxNZzfKr5dHrl8e8p2ShI7knfQkO8U37knfPljlucXoc4HE79ZGjBvQ8Sa8eJxcyQz7cXjZgdNnyKaMNt3ytQr42ZfmTjp8qipv4y19BlqKRpKbbO12Hpv+l5qaxsfNLZt3pofPKCGj/63Xy6RlIhE165ezT9zpsTfv9jbu9hPpDhzIuuYZ+w3X0Y7bwxYsSBo9vQLDiO9xlt9P8P86NQhu5aaH5xt7rbSfOsa82U7zWcfNB/xs/mIC6pkYPmLqjv0yq/dD7x/7Zpf/bX7QZvukKsf/Nr1ZkPMtfrZWTB28EaVP9i5KodgB3P1xUDUnSudayWyXC5bPlo8ak306ilBDrQNp0qmUne+dP7O1J1O8U7fZ37vkuByOOsw9e/P2E/dPfI9G+I27JXvVQ1J3++W5HYk68i+9H3n8s9R/rhQcEF1kVPBJdpNgWWBlBvCr4eLSkSsG1oeSt3gsmDag9Slfv9SfxqTPidyT7ALro/lHKPu0eyjtC+oS/00W/qVog/NnAaKroko7rBQkqRMoqVk1mWyaJJ9M1tTW4AH/DSgvJRTWPzUD+jFWJPGzmLQ/+bp//fUBIZVhFG7G1geSC0u/ZedhiRVJ1EDSW0qNeGHMw/PCZuzLm6dhchibthcau/Z6ZiJQROpS828la/VUtlSW39bdr3IZInqMAw7WcMOw3TRh5ZoF2C3LWnbrtRde9JVF518r/iecga18dT2U/9XaV85xzuvilo1I3TG+MDxowNGUz4b5T9K06WsRmvITpMN0broR/vzZFRSh60rqnGGXVZ1bbxUXftjHwz9xXzmoSHDL5rP/W4IZbKFB4aOOmvuuHvoFA/ztW5DKat9ssNqkqf5wm8taUz7E6ogNeqsatqxp1XznP3dkMk/mG91svp0rfnZuWNOjDcPmTz54nDzkClTVN1p034Zah7s4EBrxO5dkEyfHjBmTOy6dZHLl8u/+SbJzS3nxIk0d/fcn36i/mxPz0RX16yjR2lI/vnzqud3BAUVXb5cFRVFubNOoaiOi6MMekMuv1NZ2VBYqD4Wo7zfSLWjkRIqu5NA02UfdksB7iqAzuGnAeWlnMLip35Aj0KNHjVr7FiRgbMb7GRKYUMhuxWcotLlwstuSW7Uozp6lLzdIcTh4+iPKU/Ml86nFn1S8CTzx1exsIt/2YkbdmkOu6iWDXl0x7X65M6jM1Zalx6zro6TQaJHFybT5BRuKMrMCpulil/Bk2nImMAx5lq3MlH0mSaZtli2eGX0ynnSectly2eHzabQRt1F4YsWSBcsi1zmnua+P2P/1/KvtyZtpTnoW26nP9oXALFLf2i70bY6lHloj3xPYFkgJc4EZcK/Ci7l3swVF4puNFRHxF+mdJIiOleTlJRzSfUGpBKRqKGoqEIqbayoKAsMrC8ooFhDw6l7q7S0UiZT3YWgSKdYEy36qehf/zq/dlbUxx9ThGJX7vuqT1CyGzkf3VugPt356K4CrXOpOi500x7H8EdrPqLHZ2ZFj9/vFDB6tL+NTeC4cdRl/aruqFG0hoHjx1O8C6bPxIlhc+dK58+P/Ogj2ZIlEYsXU3/Ehx9K582LWb06asWK5M8/p5yXd+oUZTt2KJGyHXVpm+SfOVMVG1vs7U2bSHNDhpH/Fli8w5sMTBE/DWg3lLMXbNxeUAQwIdIK6bGcY9TAUygZG6i6/3m6ZDrFlNXRq2eGztyRvIPFJsofa6LX0PAJQRPMn7zIV/seKxaMtO+fYpcJswuBte+1ZndgsbulxgSoYhAtjubvFO9ESzyQcYB6fsz50SXB5VjuMep+p/iO1sEt2Y1G25a0jcbZn76fEklwWTAVgd1Qxp6F2KJ1/IyG0E80kD0XsaNX7NJU+Q35romu62LX2fjbUESzVL20yJI9+IcVnDIilZQ2i12gHeU2imhfpn5JiXN32m7qsnusDmUd2pGy42rx1eM5x2OrYkUlooL6AlmljNanQ5chPyV2myRljiqZLM3dvfDSpURX19yTJ6mbc/x4vJNTlodHgotL7okTlFpy1Y8rS9+/XzJ1auzatb5WVqGzZlFICrSz83n8ZA12DRkLbWL1Rf2+WreCGhXCuv7DEiStNhUh0tExbM4cKinFtZi1a0McHKIcHQPGjIlcvlzV/fhj1f2nH35IY4bPn0/d2A0bwhctok2Rvm9f8ZUr1M05dowmSd25k+ZD8S505sz0vXvjNmwo+Pln+vV6eHiBlxdl3xtyOTss1/L42sG7SiX1qO6xraigXdBQXEwpsCE/nzIxjZx38qQyIYGi4e3ycmViImVB6unEYTwc+eOnAUXA6oxeUATo4Sg3xFXHUcM/K3RW5w7AsGNR7LjUuMBx5up7pihnrIhaQTmD5rxEtuSw4vCGuA2Xii4dVBxMvZHKLihmd1lTtlDeVUrKJVV3qthDF9kd1z0ZO4NFq8qeZE3rT9mIPYyAXS5mcvdbdQhruVmr31BYSBuDPSGMNoZmSE1KCg2kDHEzJ4eyQnVCAqWNUn9/zdMx8k6domCnOHiQAlzKjh3xmzYlu7nFb95M3YQtWyivUD8NpDxHkSV61aqY1asjFi6UzptHOUYybVrY3LnUQ9FH9XX69MDx4ykVqR572TbJaR026+RH6xEhIu0bI9o8RuSJJ72pDw2yp8GFqF82xR7VG75wIQ0JmjDB5/GjScTqh/eyLrvj4YmH9Kpvywh2cPC3taXtQPmPIh2705ZiXNG//pV56FDRlSu0MbM9PWlb0cakwEfJj8aXzJxJC4pYsiR6zZqU7dtVt4McPUqj5Z05QzOhr3Hr19P2z9i3TzXw1Kn8c+fSdu9O3b07buPGOCenlC++oK+UKfPPnCkPCSmXSGhv1ikU7CQvVYD6vDz60L6mIEgZsdULGzQH/6g+sJfca97H9WwqKj8NKAJWZ/SCIkDPwTIBJarAssATeSfWx66fGTpT++Z21r86ejV9DmUeck10dU9zp3i0KnqVfZA9O7L1YcSH1mJr53hn+vpjzo87U3fGVMWISkRVjVUUmB40P2DPpMalxPAssUNE1Jazd0NRCKBsV5ueXimTsfcW0JAKqbQsOJiSRMb+/RRQoleuDLSzo8TGnqAW4uAQu26d6piW+jlqrEs5T7ZkSdquXTQCZRTKQEHjx/s8fjMB5TzKUrKlS2k4RR/qskfjBrPH7aqDEQtMT5x71XrQLnvICItij6KVOlSxaMV+1X4mnOHw9+wOBOrJrGxV2eNIpHPm0OaleCeysnr0zOERI6gbOHas6rnB8+ZRII5Zs4Y9dYUdGVXtgvXrqZu0bRtt9pQvv6Ru0tatNCTBxYXGocBH+TJ9/376E0VJkXZiwfnzquOvFy5QTMw/e5ZGK/j5Z8qO13x8KH3y04B2T8DSp6sX3dzcvHnzZjMzswEDBri4uNDXzs2Hn/oBHcUOorC7xKOromWVMopNlwovnco7dTT76N70vbtSd22M2+gY5TgrdNZ41ZUs49mJLZ1/MqeETLELtAsuD6aQZHihLe09WgmgF6N/djfkcupSYmvRdW1WU20tO4BHPeUSiTIhgVr63BMnpPPny7/6KnzRIsV331EyKLx8maJedVwcu2CuwMuL4iA7XUhBsKGoiIbTr5mHDhVfvkzpgaZShb9Nm1TnZ+fMoYzCYhxLLSyQiUeOpF9DpkyhWBP50UeRy5YlODuzq9Yo7dHfAJqKjal6zJulJU3rP3q06iEjFhaah5WohtvYUPqh4TRDNv/u/2jnSK1DidqvgtC+jpAdAuSnAeXrCJaHh8f7779foEY9np6enZsPP/UDGM1TCRrvq55WnFmXeSb/zIWCC+5p7nvS92xL3PZ58ucro1aqbp4PGM0uXerEh53amxk60yHE4Wz+WVoEDjgBmAR23o2dZavPy7uvfo8ChTl2Zlbfxfhs+O3ycpqQpmIvwtLcqskuyKPht0pKaAR2Xyd92D2eNBXNXJmYWBUdXSISFV6gP0gX8k6eZN1rNOTixUr1vaL5585lfv997Pr1qofPbdigOpu5Ywe7ni9lx47ckyfle/ZkHTqU6Oqa+OmnNE7UihWBdnZRjo5B9vYxq1dTN3btWuqyc6nsAjj6lcaJ+eQTynwRixdTfqLIqHpinPoqQJYy2V2uIZMnq4ZMmkTdgHHjELC6eJHdt3Et6D8Kfn6sn3osLS07Nx9+6kdvxQITu+aavSYirjqu9Hapd7G39Lr0oOKgZ7anY5SjU7wTZZ250rm2/rbjAsext7F2LjwNefxYI0tfS4dgB7tAu4+jP14WuezTxE/Xxqw9nHV4j3xPbn0ue78EAEAPxHJk2+v02V0CLF+yK//YoUSKgC2PrwtkLyelRMhPA8pXwOrfv391dTXrr6qqMjMz69x8+Kkfpo7CU11THcWm6KpoSjDHc44vCl+0KW6Ttdh6mmQaBSb26jH2Bgztt74b+aG0NEw8bKR45Cj/UfbB9tMl013iXbanbD+dd/pi4cWw62HSCml6bTp7IUbJrRJKcuxVcTidBwB84qcB5aWcTJ8+fe7du8f6qadv374GRjZwrRg/9aPnY68RTalJKb1dSvnJ55rP6ujVO1N3jgkYwx7yxJ5jxB4g2fbRkfoONQ3zG8YeyLQwfOGq6FXr49ZTbPpa/vWRzCPsadeKOgUFJkpL7MkCvfv2NAAAofDTgHZbOeVyuaWl5YsvvvgsUwuOYJkW9mAkdhDII8uDvXv1aPbRJbIlnyd9TslpeeRyCkPsrW3sOvG2QUoTmMzVj3eiqZbKltIcKITR3DyyPfbI91wqunQy72RoeaikXJJ9M5vd2I/MBAAgrIcPm/hpQLutnEOGDNm+ffvt27ef5UJxDVbPxB4+yd7hui993/6M/XaBdh+Gf0iRiHrMn3xmZtuHiWu/NXZ0wGgaYUH4gqmSqRSh6ONf4u9d7J2nfjIMexFsdxcXAExDk/qE/q1bJc3ND+rr8zRdNlxbs/oPy0P1/8roVzbm/fuNDQ2F1L17V0lDmrX++GjGpJ7bt8vZONSlr81P/o1iX+nXe/fq79yp1HxozvS5cUOuVCZWVUWXl0sqKyOpW14eWlIiKi31Lyy8SF+pv64uk0agSerqFDRJdXVcTU0KDS8vD8nJOZ6ff04u35Off1bdPUPdgoLz6en78vLOpKTsyM4+lpDgkpt7PCnJjbqJia6ZmYeio1enpu6WyZakpu4MD19Eo0ml8xMSPg0Kso+NXScWW8fErA0IGBMbu5661O/vbxsdvdLX1yoycjl1+WlAu62c/fr1u3Xr1jNe6JEjR/TdRdihXc5P/RAQexST8q4ysCww4nrEHvkejyyPJbIla2PWUiSaGKx6md0w32GaCGXha6GJTezoFHuYOLt2amX0SopQu9N2r45e/VPuTwcVB6OqomSVstqmWnbSEAB6rIdah4dZgNDu3lffPNtqHPpQyKBPZaWsqiomK8ujuPhqWpp7cfEVauYpH1ACyMo6EhXlqFB8Fxe3ISvrB9alNECZgPqzs3+Mj3cqKPCiMQsKfqapioou0xwKC3+mDJGZeZgSQ0rKF6GhM+krpYSIiMU+PuYSyRTqBgdPoG5g4HjWFYksQkNnUW6IilpJXZlsKeUGqXQudSWSGfQrG9PPbwR1xeIRNISiBo0ZFjY7JMSBQgn1Uw+NLxbb0q+0OHV3hL+/TWDguODgibQa6u6MgICxNDdfX0uRiD5DfHyGsC7NuUMf9VSPuu19PtAzpP2uSKTdtWjTVS2dnwa028r5l7/8pVB9f8Gz1Nzc7OTkZKbm7Oys/RwsBCyhsCBV2FAoKhEFlQW5p7l/mfqlQ4gDBSOKRzb+NuZPvr/l0dta1Kf2bMSqX+dK59oH2X8t/9op3snnms+Z/DM5N3MoPDXeb2QPE8fJOwB9WEZhB11qalLu3atXKhPv3KmsqJDW1+eXl0vq6/Oqq+Nu3y6nXymv3LyZTd0bN+SNjeX0a3V1Ql7eScoc6en7srM9KH+kp+9NS9udkbGfejIyDmZmfk/hRqH4lvrl8j1paV+npHyZnPx5XNym2Nj1FDgopkREfCiVzg8LmxMSMpkiRXDwJAofISFTQkNnBwXZh4RMpbRBwwMD7VhXKp2j7p+ljh2TKXZQvKD+iIgl6l8XUD9NqI4s1lopoW1Xu6UfYqCl9/VlXUv1kKE6c8CT3V9/fXJZJvr5dbOwTUrZTqs7kroBAaOoyzZ7UBDLl3bUpf1IE4aHL6TdJJMtUx+XWkHdmJjVNEJi4hbad8nJn1F8TEpypW5i4laJZGpy8naqEnL5VxQu+WlAu62chw8fnjx5ckVFRXetwNPgp34Yo/5effbN7IuFFylLzZfOZ28OZif1tO/IY9dFsWjFLjyfGTqT0tWWhC1LZEvO5p89qDhIQUpRp8BZPOghWFi5pz4mys7msDM+FEqov1WXRqiqiqb4UlR0uaoqllJISYmv+oTLhcRE15ycY3FxGxSK76KiHDMzD8fErM3LO52auvPaNZ/MzEPXr0tzco5XVsqysz0rKkJp2urq6Pz8MzU1yQUFXtXV8TROaak/jV9QcD4pyS0//1xKyo7Cwss0/6KiS+qDNz9QsklIcKEsQmmGGkLqUWeIYVpJQjtDDNV0/fystHJDD/8MUa/wMHUCGK3ujtUkAIlkGpWOQhv1UzNP3bCwueouGzJDPc5UH9URqYnqqcar+yexcWjayEhHCn/x8ZtocgqXtMtyc0+oj3idpw1Ou5IdLaPhFDdpnKSkrawbGbk8JeUL6lIYpb1A2ZQSan7+eXbejeagUBykXxMSnCl3RkeviopaQVPR8IyMAzQOy7LUHx/vlJT0WWTkMhpHJltMgTU2dm1c3EZaHIVaqhi5ucepkuTlnaCKQZ/SUr/SUnFlZSQ7sEcxurY2nQI0VVQK0HV1CqqT9FNxsXdJiQ/VMcrQhYUXqV5RD0VqCt/sPCar25oaTtWYnbtkBw6py/rvqN/Lyf5FPOzsf3T5aUC7rZwmfWueCa2qgCj3KO8q5Tfk0grp8Zzju1N3L5YtppBEmYkdf2obpNjxqkXhi+wC7fan73dLcgspD/Eq8KporKAg1YKnFfRq7O8yJY8HDxrpLz79aWYXgtDfdPpJ02XDb97MKSsLrKlJZRmFxmeHW2hISYno+vVwahUoYVB2oYHsehTtZdHfevrcuCGnRoW1KGVlwdeuXaXYkZGxLzn5c2rYqP1TBx1Pauoo3FBblZ19lB2hoeEJCVuo/YuNXUf/z46O/phaTal0HmWU4GDVeRxqv6n19fcfpf7/vU2r/+VTk6z537+f33BNoPH1bXtopO2hFDamlSYMsbijPeRx/69zYznjyUMsrQ+oPB6ifcrG2JNENA4tiOIXrR6Vi3XVQyxZl4ZoPrQp2IktyjoSyXT6hIfPDw2dHRm5giICCwoUXGh7xsSsoegQH7+Z4gWFBuqnLuVC1qVdwC7riY5eTcmD+lnQSUz8NDx8UUbGtzSQ6kBe3slbt0qohtAeZzmAXRdFCaDlcdvPunfVL6BkJxzZVVMsH9D41KWaybqaaTudGKBD+GlAeSmnsHp9/Wi831h+uzylJkVUIvLM9vws6bMF4QtsxDbsXjx2Ubn2h10vNV0y3dbfdm/6XgpS4dfDvYu9KZDlqf+WQbdjF8/Sf0+ppaGMQi0Nde/da6BQ0qpxYs0M69L4NJD+i6xUJqgPxvxM/8OmaEJZRC7/JirKMSPjYEzMWmr8qFGk/7JrDqKEhy9Un1MYp8kij9ODpY/uUzMdOOFCzT/Ngdpv+s99bOwnMTGrqYEXi627/vBJ2+tOfj0/xQIQC0NsZfz9x2gdXJlOXQoZVF7q+jy+uIddrPM4utn6PD7yRCXSbDrW9fcfrRmfzZMdwmHTBgdPYqdsKCCmpOygT17emczMQ2VlAdnZnrSv2XE11s3PP0NDaHhJiS/tzaKiSzk5x0tKfCjLUuStq1NQfaAaQrueXXlNdYZdhc2G0FfWpa/0Yem21UXcAPr0+gZUg5dyCquX1Y+mh021TbWBZYFn88+ujFo5TTJtpHikgSdFDfVVHa9yCHGgOLU1ceuGuA2hFaE0OS6NEhY1V9Sq0X/W6T/ZZWWBpaV+1F7m5v5EbWdW1lH1ZblHqJuXpxqiPlrjQUmIxqFWU6E4eO2aD0UiheIA/e8/KmolteshIZO12vKRmhaanS5hp1QeX1qxWH0Z70z1OOM0B2ZYJHp8+KRtzmgbklpfGfNkt8s/tMLqI0+jKa9QYcXi4SLRr9nOz89afT3yWHbRT0DAGHYxkEy2NCTEIT7eWX3Gx119au8gu5eKvhYVXaEoWVz8C23ewsKL7Dpr6i8rC6HIQoGVYgoFFHaIhR0muaV+0zY7iMIOqLAsy04vVlVFNzXVVVRIqVtZKaOu+lBfDWUgmpB2PWUdmhs7cUO1gs2N9VMY0pzKQb4Bk9DLGlADeCmnsEy6frBnIngXe5/OO70sctnM0JmUkyxFlvri1AjxCAuRxZqYNcsjl5/LP+eR5VHQUMDePYxEpY21cJoPNXvUiFKb2tBQSG2hUpnIzlsVFV0uLLyUn38mP/8ctcdZWT9Q25yaujsx0VUu/yYpyS0l5cv4+E0UdAIC7NhhjPbO6bQ+lPL4gIpFq0CjfU7q8XkofRf5ap/DGqoJZOzASVjYLHaVq/pgzBz1wZiZ6v656iteP6KwkpKyXX0+7gRlEYp66os/gvLyTlZUSNQHS/xYl7ZAaWkQxZTKygjKJTU1ScXF3tevR6hPBYZStqBgQduNYgRtQLYZaRyKO3L53qAg++DgSYGB4ykgJiVtTUvbfe2aiCZh16PU1KTSyOyIC9sdLLDSHqE4QgPZtSYsmrC4g4AC8AyYdAPaIbyUU1gmVz/Kb5fn3Mw5lHlot3z3uMBx7GY9nZ+5YXMpch1UHNwj3xNbHRtYFtj4oFGpvpShN2Hnv+7cqWSPq2F3WlGjy+6uUl8GlF9RIb1xI5Xa+7KyIPVVpaqnwsjlu2NiPomPd46KWhkXt159ccmKkJDJEsk09d3UdtTeU8NP/QEBo9kVKkIcifnA5/G5p8e39qguCQoKmsgOwPg8vgDI33+k5uwSuzCIwhBNmJDwaWTk8pycH1NTd5aXh1DQoZJSyLt+PVx9GOaC+rLcH9Un+/aHhy+igTR+VtYRCkllZQEUgG7dKrlxQ07bjV3Fon0aUfuql2eZUTQ39iMYAZgQk2tAO42Xcgqrh9cP1ZvWHzSKSkRehV7LIpfNC5+nL07NDps9J2zOjtQdO1J2pN1IY8elejLWlLJTLQ3qRzbU1KTcv99AYYgSQEmJ6ObN3KKiyxSMKBMolaobzsvKQtLS3PPyTkVFOVJCCglxkMlUD7tjNxuzc2TspqS2d2h38dkrdj+UFfVQGKIo5u8/Sn099Xix2DoqapVMtoQiDmUddhMQu6Oe3cijedQhDaSUQ2WnfMPOItEGoSGsy85PAQD0HD28ARUQL+UUVg+sH7JKmfS61CXBZX3semux9XC/4TqunRINtfK1Wh+3nkajOMXu4+sulBIoASiViY2N5epzQ8nqS4hUN6Ln5p6Oi9uQkbFfKp2fnLxdIpmakPCp+onAayh/RER86PP4kmF2lzW7KPjx3VvaZ75+vTX96S/6ofmoM5Ctv/9oWm5g4PiQkKkSybSwsNky2TL13dTr4+I2xsZ+Qj3x8c6JiVuoCArFgYKCCwUFXpWVEeXlkrq6TCry7dvldXUKykYUjCgSscBEPZpzVewyHQCA3qcHNqBdhJdyCqvb60fj/ca6pjqvAq9Teadmhs6cEjJF3zGqySGT54TN+TH7xzP5Z5R3lU9zso9dyEKZgJ1Ka2gorKiQVlfHFxZerKgIy8s7ef26lLrl5UEUlQoLL6Sk7MjJOcYekRwTszY1dTcFptjYdeqHHc/0efzYOnbT++NjSEN9Wl8SpPtZf9pDHt+9xW5PG6YVtoZpzp2xC5nDwmaFhDjQOkRFOaalfcWeTpSZeaio6F/sYiBKQlQorUuCUthTA6iw7BYqdsNUC67XAQDolG5vQJ8ZXsoprG6pH5V3KituV6gejJ7ypZWvlc4b/Wz8bcYHjt+atJVGS1Im6TxGpbngV9NlN2Czi7KpS/0UKShYUMKgqKS+i2q9VDovIGDM4zDU9qGFrZ/KY/j2scdjDtWEIXYNNburPyREdfs6u50tJmaVv79tbOyGoCD75OTt4eGL0tP3UVyjPJSU5EZJiL6WlwdTsGPXR9fVZdFqNzQUl5aKKQtSKVhxWDGf/V4DAABtCFhgyDOrH9FV0XHVca6Jri7xLhYiC/aqvrbXUX0S84nomkhWKdN+mTE71kLZ4ubNnPz8M9nZHpGRy9Q5aSy7ZV3dHat+gNAI9WuwbNTPDKQIZWHMbWtsHO1n/7CoxF68oH3/v0QyneYfEfGh+mprZ6l0vkLxfWKia2HhJYXiYHV1XFHR5Vu3SisrZQ8eNLLLhp7yScEAANAzIWCBIV1XPygeScol/qX+DiEOlJxavW2GfbXxH7kh0tE9yS1AcSg693Rm5iEKT0lJn6WkfBEdvSYmZl1o6KywsNnq5GT7NFcdsZNuQUH2YrF1bOx6mWxJZuaRtDT3a9euql/rEU3B6ObN3IoKKXtOD3skd1NTbU1NiuZpPexhyvfwAmYAAEDAAsMEqR83bsgpgqhvcwtMTt8bn3PMSTr3Y+lczdtmfn1Ous8HY/ysPvYdvs1/1Fkf818ePeyxwzesSSQzKHglJromJm5JSdmekLBZ3XXOyNiflrZbLv86JWVHRsZB6paWitlRJXY8CSfXAABAEAhY0NpTvjaRPXNS/XrO80FB9lLp/F98zC/6Wjn7mG/y+WCoj/lI7cNUPuZ2Pubzfcw/8zE/QKP5mHsbDE/qU3vD/f1t1be2OUil82SyJUlJW1NTvywouEBRqbGxnL0LBQAAoBshYIEhVD/Y5UHsZntKMEplSna2Z1VVNEUopTJB/aqvwJSUHdnZR8PDF8XGblA/FtKOctI5kcVGH/MNPuYUqmwevR1Z6yp1nw8oVB0RPXr/q/qpSHYBAaNDQ2dGRi5LSNgil3+dk/NjYeHF8nIJe7Y1JSf2pjB20Xp3bxsAAAC9ELDAEKofFJjYo5jYk7WffOm9lc/jhzCxm+ku+5h/4WPu6mM+3Md8tOiDVqFqmNjqo4jFhxXfZ1VG3rqrZKGNvWSXPnhQNQAA9BoIWGAI1Q+thzD9egMde9aAr++j/sM+5kcCxs7w+WCmv+rVNBZal6vbim2XRS47lHkouiq6972IBgAAQCcELDCE6odMtiQ7+6hcvqeiQlpUdLmhobiqKrqxsSqz+JeosgBH6YKPIz+iIMWeqP6B+qjVCPGIedJ5FKoSlYn1uKsOAAD4g4AFhrStHxSYRCWi7xTfUZAa5T9K83gFK18r+nwS84l3sXdefV63rC0AAEAPgYAFhmjqR+P9xpSaFNdE18URi1mcUp0K9LWwEFksly0/qDgYXRXdiGccAAAAqCFggSFUPy4XXd6Xvo+C1JiAMar3KPsOpe7YgLGb4jeJSkQ4AwgAANAWAhYYQvVDc7xqqEgVrVZErqDIVaJ+djkAAADohIAFhrCANTF44hLZElGJCLkKAADAGAhYYAjVD+9i78o7ld29IgAAAKYEAQsM4ad+AAAACIifBpSXcgqLn/oBAAAgIH4aUF7KKSx+6gcAAICA+GlAeSmnsPipHwAAAALipwE17XKKxWIbG5t+/fq99tprS5cuVSofvdSvubl58+bNZmZmAwYMcHFxoa+Gh3cUP/UDAABAQPw0oKZdztGjR/v5+TU0NFRWVq5YsWLChAlsuIeHx/vvv1+gRj2enp6Gh3cUP/UDAABAQPw0oL2nnPX19b///e9Zv4WFBQUv1k89lpaWhod3FD/1AwAAQED8NKC9p5xXrlwZMWIE6+/fv391dTXrr6qqMjMzMzy8o/ipHwAAAALipwHtJeVMSkoaNGhQdnY2+9qnT5979+6xfurp27ev4eE6PWdQlxUFAACg1+KnATWxcurMN6GhoQMHDoyNjdUMwREsAACAHoifBtTky+nl5fX6668nJCRoD8Q1WAAAAD0QPw2oaZdz7969AwcOzMzMbDX8yJEjOu8W1De8pYO7nJ/6AQAAICB+GlDTLmfbS6MaGhpa1M+7cnJyMlNzdnbWfg6WzuEtCFgAAABdj58GlJdyCouf+gEAACAgfhpQXsopLH7qBwAAgID4aUB5Kaew+KkfAAAAAuKnAeWlnMLip34AAAAIiJ8GlJdyCouf+gEAACAgfhpQXsopLH7qBwAAgID4aUB5Kaew+KkfAAAAAuKnAeWlnMLip34AAAAIiJ8GlJdyCouf+gEAACAgfhpQXsopLH7qBwAAgID4aUB5Kaew+KkfAAAAAuKnAeWlnMLip34AAAAIiJ8GlJdyCouf+gEAACAgfhpQXsr59J57UnevDgAAgOnhpwHlpZzC4qd+AAAACIifBpSXcgqLn/oBAAAgIH4aUF7KKSx+6gcAAICA+GlAeSmnsPipHwAAAALipwHlpZzC4qd+AAAACIifBpSXcgqLn/oBAAAgIH4aUF7KKSx+6gcAAICA+GlAeSmnsPipHwAAAALipwHlpZzC4qd+AAAACIifBpSXcgqLn/oBAAAgIH4aUF7KKSx+6gcAAICA+GlAeSmnsPipHwAAAALipwHlpZzC4qd+AAAACIifBrQ3lLO6uvrNN9/U3mfNzc2bN282MzMbMGCAi4sLfTU8vKP4qR8AAAAC4qcB7Q3lXLly5a5du7T3mYeHx/vvv1+gRj2enp6Gh3cUP/UDAABAQPw0oCZfToVC8fbbb9+5c0d7n1lYWPj5+bF+6rG0tDQ8vKP4qR8AAAAC4qcBNflyjh8//uzZsy1P7rP+/ftXV1ez/qqqKjMzM8PDO4qf+gEAACAgfhpQ0y5nYGCgubk5u5RKe5/16dPn3r17rJ96+vbta3i4Ts8Z1CXlAQAA6NX4aUBNrJyt8s3gwYMjIiI0P2lGwxEsAACAHoifBtS0y6nvwBKuwQIAAOiB+GlAe085tffZkSNHdN4tqG94Swd3OT/1AwAAQED8NKC9p5ytnoPl5ORkpubs7Kz9HCydw1sQsAAAALoePw0oL+UUFj/1AwAAQED8NKC8lFNY/NQPAAAAAfHTgPJSTmHxUz8AAAAExE8Dyks5hcVP/QAAABAQPw0oL+UUFj/1AwAAQED8NKC8lFNY/NQPAAAAAfHTgPJSTmHxUz8AAAAExE8Dyks5hcVP/QAAABAQPw0oL+UUFj/1AwAAQED8NKC8lFNY/NQPAAAAAfHTgPJSTmHxUz8AAAAExE8Dyks5hcVP/QAAABAQPw0oL+UUFj/1AwAAQED8NKC8lPPpPfek7l4dAAAA08NPA8pLOYX1HAAAAHRKd7fhzwgv5exez6A+9YJF9IIiYBFYhGnNH4vAIkxxEaYCG+JZ6B11Gm0JFoFFPONF9IIiYBFYBLewIZ6F3lGn0ZZgEVjEM15ELygCFoFFcAsb4lnoHXUabQkWgUU840X0giJgEVgEt7AhoKfAP8ueA/uih8CO6DmwL6CjUGOgp8Dfr54D+6KHwI7oObAvoKNQY6CnwN+vngP7oofAjug5sC+go1BjoKfA36+eA/uih8CO6DmwL6CjUGOgp8Dfr54D+6KHwI7oObAvoKNQYwAAAAAEhoAFAAAAIDAELAAAAACBIWABAAAACAwBCwAAAEBgCFgAAAAAAkPAAgAAABAYAhZ0iebm5s2bN5uZmQ0YMMDFxYW+an567rGOTmtgnmCAvu0mFottbGz69ev32muvLV26VKlUGj8t9kUn6Ntovr6+w4cP/+1vf0s7YtGiRdevXzd+WuyIzjG83aqrq9988019f6OwL8BICFjQJTw8PN5///0CNerx9PRsNYKBgKVv2nbnCTrp226jR4/28/NraGiorKxcsWLFhAkTjJ8W+6IT9G20kSNHXr58uba2tr6+fvv27ZR6jZ8WO6JzDG+3lStX7tq1S9/fKOwLMBICFnQJCwsLarxZP/VYWlq2GqHtHy/NEH3TtjtP0MmY7UZN++9//3vNV+yLrmDMRqO8+7vf/U7zFTuiixjYbgqF4u23375z506rv1HYF9BRCFjQJfr3719dXc36q6qqzMzMWo1gIGDpm7bdeYJOxmy3K1eujBgxQvMV+6IrtLvRbt26tXv3bu1DidgRXcTAdhs/fvzZs2db2vyNwr6AjkLAgi7Rp0+fe/fusX7q6du3b6sRDJwi1Ddtu/MEndrdbklJSYMGDcrOzjZ+WuyLTjC80diFia+88kpubq7x02JHdI6+7RYYGGhubs4un9L3Nwr7AoyEgAVdohNHsNqdFv9B7BzD2y00NHTgwIGxsbEdmhb7ohPa3Wg3b950c3MbNmyY8dNiR3SOvu02ePDgiIgI1q/vbxT2BRgJAQu6RCeuwWp3Wlzi0DkGtpuXl9frr7+ekJDQ0WmxLzrBmI1GGUv7Yrh2p8WO6Bx92+25NoyfFvsCWkHAgi5x5MiRjt5FqBmib9p25wk66dtue/fuHThwYGZmZttJsC+6gr6NtmDBAoVCce/evWvXrq1evVrnNVjYEcIyZrvpuwYL+wKMhIAFXaK5udnJyclMzdnZWedzsFr9B1HTr29aA/MEA/Rtt7b/WW9oaND8ZHha7ItO0LfRfv7553/84x//9m//9uabb65YsaKmpkYzCXZEFzFmu+kLWNgXYCQELAAAAACBIWABAAAACAwBCwAAAEBgCFgAAAAAAkPAgi6h70XCHX1PqjEvJDYwOWP41a2Mzruy271hGwAAQCe0GdAl9L1IuKPvSTXmhcQGJmcMv7pVm777hgAAADoE7Qd0Oe0XCT/NM/pavZBYWyde3aoTAhYAAAgC7Qd0Oe0XCT/NWyZavZBYWyde3apT24D18ssv/+53v/vv//7vgwcPPnjwoN05AAAAtCBgQVdr9SLhTr8n1cALiQ1MbsyrW7XpHOfu3bvx8fGWlpbr1q1rdw4AAAAtCFjQpdq+SLhzR7DazqfVhecdfXWrvuvWDYSw4uJivL0VAACMhIAFXUXni4Q7cQ1Wuy8kNjC5Ma9u1WZghJKSkldffdXw5AAAAAwCFnQJfS8S7uh7Ug28kNiY2WrrxCnC2bNny+XypqYmhUIxatSoNWvWtDsHAACAFgQs6CL6XiTc0fekGnghsbZOvLrV8AqzgewtvL/97W/ffvttV1fXO3fuPM02AQAAfiBgAQAAAAgMAQsAAABAYAhYAAAAAAJDwAIAAAAQGAIWAAAAgMAQsAAAAAAEhoAFAAAAIDAELAAAAACBIWABAAAACAwBCwAAAEBgCFgAAAAAAkPAAgAAABAYAhYAAACAwBCwAAAAAASGgAUAAAAgMAQsAAAAAIEhYAEAAAAIDAELAAAAQGAIWAAAAAACQ8ACAAAAEBgCFgAAAIDAELAAAAAABIaABQAAACAwBCwAAAAAgSFgAQAAAAgMAQsAAABAYP8fA4P2FnlBSeMAAAAASUVORK5CYII=)
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