Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_080119_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 08, 2018 |
Start Time | | 2018/09/08 13:50 |
End Time | | 2018/09/08 15:10 |
Key Words | | dipolarization |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.64 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Patricia_Reiff_080119_1 |
Minimum Dst Value | | -12 |
SW Source | | ACE-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 THEMIS-C for time period of this run.
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lvqmp6dZbb92/f7/MS44lhc3NzSFuV5/hWJs4telRAACcVv8OVlhYWGJi4vHjx6V89uzZ69at8yy2atUqKQlxu/oMx9rEqU2PAgDg5Jfcu5o2cWrTowAAOEmwupo2cWrTowAAOEmwupo2cWrTowAAOEmwupo2cWrTowAAOEmwupo2cWrTowAAOEmwupo2cWrTowAAOEmwupo2cWrTowAAOEmwupp942xsbBw8eLBPT2RkZPRxS09Pb1dt+vQoAABOq39oNDw8PCkpyedfcTqwXX2GY/vGuWDBgqysLO+eyM7OjouLO+vmcDjkbui16dOjAAA4rf6rnEuXLmVkZAwbNuwqt6vPcGzTOGtra4cMGXL58mXvnpDsqqKiwpyXmdjY2NAr1KdHAQBwBh74fvrpwpdfrqmtXd3cfK69NZh/9uxwOHJzcz2FJ0+evPHGGy9evBh8u6E82pPYNM7ExESz87x7Ijw8vKWlxZyXGbkbeoX69CgAAM7AA59kV4ahZJIcK/QaJH/KyMiIi4uT+crKyltvvdXz0Ny5c5csWdLmdkN5tCexY5zSc9HR0ea8d0/49Erv3r19VuwV1LVuNgAA9mFJguXt+uuvP3LkiPlQZGTkpk2bZOb48eODBg1qbm5uc7uhPNqT2DHOYcOGHTx40JznDBYAAB1g7UeEkkJlZWWZZ7BEaWnpzTffLDOpqanLly8PZbuhPNqT2DHOQCeffK7B8nRziHVa31AAAOzK2ovcTeY1WKbhw4cvWrRo8ODBnnMfoWxXn+HY7nG2/hZhQ0MD3yIEACA4axOsy5cvL168WJIqT8nWrVtlgZycnHZtV5/h2O5x+vREeno6v4MFAECbrP0drLCwsMTExOPHj3sezcvLMz8lbNd29RmOtYlTmx4FAMB57Qe+5OTkrVu3tne7+gzH2sSpTY8CAOC8xgPfpk2bvH+pIfTt6jMcaxOnNj0KAIDzWg58YWFhgwYN8nzfv13b1Wc41iZObXoUAAAnf/bc1bSJU5seBQDASYLV1bSJU5seBQDASYLV1bSJU5seBQDASYLV1bSJU5seBQDASYLV1bSJU5seBQDAafUPjYaHhyclJdXV1V3ldvUZjrWJU5seBQDAafVf5Vy6dCkjI2PYsGFXuV19huOeHKfff4wGAEAHgQa+Cz9dWPPlmtW1q881n2tvDZ4/ew4ywpJgmbSJU5seBQDAGXjgk+xKGUomybFCr+HixYsZGRlxcXE+y6xdu3by5MmhbDeUR3sSbeLUpkcBAHBalGB5u/76648cOeK9QFlZ2fDhwy9duhTKdkN5tCfRJk5tehQAAKfVHxE2NzdnZWV5n8Gqra296aab6uvrQ9xuKI/2JNrEqU2PAgDgtPoid5PnGqyGhoabb775ww8/bO929RmOtYlTmx4FAMBpdYJ1+fLlxYsXDx8+3LwbGxu7adOmDmxXn+FYmzi16VEAAJxW/w5WWFhYYmLi8ePHWz/Etwj90iZObXoUAAAnv+Te1bSJU5seBQDASYLV1bSJU5seBQDASYLV1bSJU5seBQDASYLV1ewYZ3l5eXx8fFhYWN++fWfNmtXQ0OB5KCMjo49benp6u+rUp0cBAHB23cD3m9/8Jsij+gzHdoxzwoQJZWVlLS0tTU1N8+fPl2TLLM/Ozo6Lizvr5nA45G7oderTowAAiP/+7/8+depUJ29048aNMkAHWUCf4djucUqa1bt3b3NesquKigpzXmZiY2NDr0efHgUAQKSmpj755JOduUXJrv7nf/5n9+7dQZbRZzi2e5wlJSWeM1jh4eGSb5nzMiN3Q69Hnx4FAECcOXPmt7/9ba/O8pvf/MbhcJSVlQVvlT7Dsa3jrK6uvuWWW+rq6sy7Pr3iObPlEbzvO6nRAAAgAH2GY/vGWVlZOXTo0KqqKk8JZ7AAAOjW9BmObRpnXl7eoEGDDh8+7F3ocw2W9396t0mfHgUAwLb0GY7tGOfKlSsHDhxYU1PjU25+i7ChoYFvEQIA0B3pMxzbMc4gl0+lp6fzO1gAAHRT+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzH2sSpTY8CAGBb+gzHPTnOQP+3AwAAuoQ+w7E2cWrTowAA2JY+w7E2cWrTowAA2JY+w7E2cWrTowAA2JY+w7E2cWrTowAA2JY+w7E2cWrTowAA2JY+w7E2cWrTowAA2JY+w7E2cWrTowAA2JY+w7FlcV533XVWVXUt6NOjAADYlj7DMQkW0POdP/9lSYnDMNTOnROPHXu7sbH6p58uHD/+zoEDj1RU3Ltr16TS0ttKS8fIVFw8qrg4rqgoprh4RElJfFFRbGFhVGFhZGFhhExFRdE7dkyoqJh+4MCcysoUmT7++PGjR985cWLzyZO7Tp7cfeJE7uHDiz74YPbevSn79z9cU/OabPrSpZNNTd//619n/+//vj1//mh9fdlXX209ebJcmnH27KcXL9bJAi0tzf/5z79/+OELmWSZc+eOXL78o6f9Mi8Lf/ttybFjsq0NR4/mfP75azU1r3/9dYHUKZVcuPCVLHDhwgnZyunT+0+erDh//tjFi19///2Br7/efuHCMWmATP/8Z1VdXZ7U89VXeV98seqbbwpk6542NDf/INuVrUtLzp8/cepU+ZkzB80FpFq/O1aa7V7xnNzKMjLJjPcCUpWUSCPNGK9tN/vz44+npP3S3efOfV5V9fyBAw/v2zdr584JO3aM27Hj9tLSse6ZcdL1O3aMLytL3LFDjoSE998fVVIih8HI99+Plx4vL0/esydl794H9uyZsXfvrI8/fkKmQ4fSP/nkL998k3/6dEV9fWld3bZTp3b/8MPn0hE//thw+vTeL79c+9lnS6uqFstBIp0lO+ezz/4mVbmPtNt27rxDDpLy8qllZeN37BhbViZNuk0OuZKSUbJRadjOnZN37562d+/9lZX3VlTctWvXZDlQ9+y5u7JyRnn5FKlHJllgz56ZMrNz56SKinv+/vcFNTWrpMuC75OGho+OH98ovS/90t79aXZ0R3vDGha2wTw+5bCvr99x8eJxn0dlK/KQLGAu1tj46alTe+RJIc8g9w4skudjVVXmwYN/qqrKqq5+6ciRV+Tp//e/z9+37wF318z44IO0jz56TJ6w8hzxVKvPcEyCBfRkkk9IXsXUXSbJYt23kZ689spyuf155peHIs2SX6aIK+8yBd/bat++Bz/++I+SzMn7CnlTUVQU5d7zMkUXF8fI25J9++6XrK64ONazY2Ut926PkkclKy0tHSc5oiSIkuft2pVsZqtSW2GhvDmJlvcqUpusK73pvv257365KxuSBWKkNned0uMx8q6mqMjVGHOSrcjW5b2N1ObThl+qivilzeZR4apclndvOtK70B6HR4Q+w7Flccouu86f3r17W7UJkZGR0cctPT29vc2zsBmAzZ0587GMGYFeTPMMtd5Qm7t6eGNiYtJw0mc47k5nsLKzs+Pi4s66ORwOuRv6uvr0KDR35sxHgV/a5F2y2miokYZShopwz0wwImSaYkTeZUT9rjD2keK4J94fnb0rafvOSTtKx+0qm+z+UOmhQ4fS93/4+3XvJ6wpjMl3vZk2z6+43ppLrrbCiNj4y1bc79Gj3G+4Izvn9dr9bj7gXXPaZqi/GeoVQ+X/Wtjlb+W7YipQRr4y8pSxRRVudd0am1Xhlggj1z2/zXXXNb9JFa5XxjvK2KiMre7l893TdvdtgXsyfrlta4uF3r1jRBTlRRdtiyoqiCwsiCgyIkuKRro+GSweWVLseL9wtEwlxQnvl8QXF44och2xUUVyOBnRxUUx7lMyrhM5hUZMkatcbqWSSNeM63RRpPskUIi7Qsve74TJc2DIobI9wsiPaH2Q6DMcd6cES7KriooKc15mYmNjQ19Xnx7tAdxXwLiuwglyzcp33+04cWLjhQsnLl06KdO33xYdO7a+zWsv7OOzz5aUlydVVNz9+ecrzp//wsKaa2tXt37V27s3taZmRcmh9BWGindnV6FM0duVI1eNfyfyscIHt21+fsYbI8zyEVsiYrZFqHylClxZ2s/LF7hu4zar2c+plCURU1ZHOjapmG0qMl9F5P9a54jNasJaNeGtyHHr1OiN6rZ3Ih76a8SbSVEvPhCV9teIlJfUg67VVcpS9egi9fyD6vk/q0dfVXetUXe8pcasV/EbVfwGFbdFRee5p+0qwtWGiBFGdGx+VNR2V0nMVlezpSWx29TIzRHjc9SoTb82QB69Y5W6f0nU449HZvwhctLqn5sn9cgqK6cpY5L660LXhqSq2K0RUmdUQYRrMiJlGlEcG1MY83Ntha5NS+GU3IRZ6yckbnFMezPqtZRIY4oyxitjjDImKtd8nHvx25VxhzLcqxZGRBiTIozUCOMBZdyvjDnKeMR9u0AZTyvjeWUsU8YrynhJGUuUsdhd+KQynlJGhvvR59zzf4ow/qKMTJX/XMSb6eq+V10heMKUfpE9P2qLuv0tFf/ez910f5Z6cr567kG1Yppacad6dZp65W71wiz19MNqwUI1/0n11CPq1emuR7PuVy/cp56/X2XNci0g82smquXT1B/+pH73rLr7FTXpTZW4RrrP1YkT3lJTVqmE9a4tmlsfs1Et/LNakqJyxqvXk9TaO9T6Keq9yWrlfer3f1aPPaFenqn+NkP9Za5rft6f1UOLXP0+6wV17xKV+qK6a7mrwnv+puY869ri3L+oGUvV5DfUxDVq9LsqLleNek/duVI9+5CrnmceVqnuFe99SU19VU3JUZO3qEnvqQlvq/Fvqwk5atK7KnGj6zZpjZq5RD011xX1w1LnWvXUdtf7jecN9Yyh3spV+Tlq/RvqjVUq50216m319Ca1cLtaaKgMw7Xkk2vUkyvUY0vU08vVitVqxTqV9Z5amKce2q7StqsHt6vZhkrLd8247uap6VvUhO1qYp6askVN3KLGb1NjtqrxuSphqxqVp8ZuVeO2qgR5iuWr+Hw1Rkq2qfjtalS+q3CMeya+QI0pUInbVcoWde8WNW2rSnpP3Z2jZi9T96xXyVtcNciK0zapBzeohzapme+pZNkzMm12bT01V90pz98tasw2dbusvlndvUnd8a6aku16No3bqBxbVPxmNWOlmvusuu8F9UCWmvdX9cASdfvbasQ25Try81SM+1kWla8it7uezvLsk15Iek0lv6amL1OP/EUtSnMdNnOfcvXgvS+rmS+ptL+qhY+pZ+aop+aphQvVg5lq6go14V11+3qVuF4lbSDBaj9rPwr0Kzw8vKWlxZyXGbkb+rrSo08fenrD8Q353+Q3/Niw9autKXtTJu+cfFfFXQs/XriiZkXB1wUHvj9w7pcL8c7+6+y3//ftntN7Xv/i9Y3HNx48c/Dri1/nf53/zrF3lh1Z9nzV81vrtn7W+Nmhs4cONx5++9jbq79YfeLCiQ6H9sWZg/u+2vz9+aPehd83ff/JmU8+P/d5aX3pu8ffXV27OvdE7jmvSwXNZf5yMOPeihmLPnlGGukp/+T7D1Z8OLfg4z95X8XZ3NIsQX185uN9p/ed+vGUxHjyygtyWzMv2pVKZEbSncbGT7///oB5qfLZs598debgkfrSf/zj+f37H9q7N2XnzkklJQ7zQoGiohGlpeOK5V1piWPPnnvq64t//PGUT+UnTmyQxdwnPKLff390oLdE7gV+vRjFPQV891lYGFVc7CgtTSgujpfb3bun1dS85n3dcevLkDvNTz9d+PrrkgMH5uzaNaVVsyOKi+UNelxJyWjZFe4ri8eVld1eUTH96NG3vC/3NkM4e/aQ9MKxY+98/vmyCxeOeR6Sfjl0KN1zmU5FxV2SiZoP/fHjP4aYV+k+FVzDyl05UIHrNir/5w1J6hO1/efcyCyPlVHzHVfWIqnhbZIlvKUmZruy0jtXuHKR7Elq/Rj1nuPXWiX56PqdxsQU8kSCZUc+vdI6pesVVCcfQxFBHiqMiJT3l0ZEZKGKKoz0eSj0moNsogOTNCnaULHyFt99O9JQYw01y1CPGa53Zvcbar57frqh7jDUJEON+GVFWXicoe42XG/1rvwIxjVtdL//e9RQTxrqHnlra6hRhnJI/YURCYb6wy/XA73tvs3r0Elp2USmoeYa6kFDPWSo3xtqiaFS3e2/01DLDLXIUK8a6k1DrTRUtnthieguQyUVRswxIt4pjHy3MOqlkhFTSkaNLR17247bppYn/2lXcmZJ/AslCW9U3P3GB3Me3Jn0wO6p71RlHjr058rKFPd3mu7cuXPizp2ui1t37Ur68MNH9u2bvXv3VPOLMwcPPr5nT4rkSe4LXaOuzecRP9dZXn7nN98YRUWx3o8uLxmRui91zPtj4kviJ++cNC7P4dPdIzepKa+rEVvcb0/d71AjrmViwcTExGROJFgdVFdXd8MNN3hf8G7hma2rPIPV5UcVk9/JO02Mdude0e5sz5w8C0S4p1h3YjfCnQVGdlGDI92NjHdniqMNNdFQUwyVbKhEQyW4y8e5U8mn3R89ZLmnF9zZp9nmMe5ccJ471XNdznINLoOY2+Y+z1dvzhj5z6qquq1bj2/ceHrfvjN//3v1Sy+VT5nyfkLCe5Mca1NGp70aP2H7aMfWqMj8K9aNy3V1RExeZMpqx+xXHXNedqyeM/7VR8b8YVHshHWR7p6KkEnWGrEt8rb3oia/FZP8Zswfnnes/mPSnW/HjciLiiqIiCyIiMqPiM2PjPSX1Zk1yOS1zyOjCqNii2IdxXEOY8To7bG3b4qd9O6Ice9G3fGGumO1GvOuGr1B3Z4TOfGdmITN0Y6tkaO2RN62MXLENtmQisuLunNt7IuPjpr8VlR0fmSUq/JfD7+RWyL/8sSo5OwYn2bEvxcxemPE+HURUv/ENUo2lLTa9THlbetdn7UtWKj+kK4eWKziN7lPSuUrnx3V+VN0YfT2r7dXNVa9dfSt5z59btruaSOLRsYUxsh+G1U8KvATMMJn5uep0D35XaUwIqooKqYoJq44blTJqNjCWOmdEUWxd+xIXPzBU0k7JkVe+b4x4FT483alf12ftxZGuN58Fkaa9bsKr9xidFH0iKIR8hZI4vJu7c8HjLmMHCoFkdEyGZExRlSMES2THHLRhlToc1C1/W7WZxOB9oY0Xlr76wLmZ8eFUbLzpc3mvhpRPEI6QmZch3GJI64kLrbYNZNQmjC6dLTsyZHFI2Vnyl0pHFnimh/1/igpl279ObrCKJlc+1Y2VxjpqrbYVa3MmAuYe881FblvDdcyssdkW3JrrivtcU2F0dIMefclq5vNdq3u7gi5lQXG7RiXUpkydffUSTsn3Vl+5z177pleMX3yzsnSMAlKqpIaXAv/ckbg175zt8Rz5JiVS7kZuEzSEhKsDhowYMDatWs9aZC1fK7Bkruhr9s6wYpwD+RRXnfb9VoWEfTutZiCnRK79ltnuhaTeSFR7HblKHBNUQU/55HmkRlpec/+ks1I6vDTxYshPneaf/hh2ysLXshKfv69OQV1+e1+3rbl5KWTZzv6oz7/+fe/L5082XzuXNuLhuDUj6c2HNvwYvWLyz9f/o/GfwRaTDZ3ev/+78rL60tKvli9+uvt25u+/95TQ3l9ecE3BeUny8vqy0q/Ky2tLz3w/YG6i3Ufff9R/jf5y48sX/jxwkcOPPLAvgee+PsTr9W8dm/lvcm7k586/NTL1S8/c/iZ1L2pY8vGyogoA5I5fMqtDHhyVwbLIJ27omZF8OiOnj965NyR5q74La5u7cJPF+QQ/fHKj+lxNUiwOlpdr17XKLty/vItwoaGho59i9D8Fsz6fLWiQG00vwWzzesbMQUqv0Ctl4e2q3c3qXdXK+Ndr+/IbL/yWxLmt2k8X6XZrIy3VdY29fR2tXS7yslXzxeorO1qc54y3lMvrlcPbVMPb1Hz1qi5K9UD61RynppYoKYWuM58JBrqgQL13Bb1xy3q7nyVZqgFhnrWUOv8nZlY5f6s7RFDLS5wffL1p3z15FaVvVwZ9yojTa3PUi+/rJ5/WWUsVy89prbEq+XL1dOb1Ysb1LLX1cpn1LapyrhLGSnKuE+5rq6d5brA9r3HVHaWylisZqxS49erhFw1erNK2Kzi3Bc5RhhXXsjsPvkR5X6zHrNN3bZOTX9Vjcx1XQsZ4gdM0fmufGJEvhpVcG3yQq+zCL+eUfB/msRPA8zTY111bszyKW6zq2vMeenNmatHmvMLt6RcoycprilJj2Swl3TN+MaQ5Gz90fU7vttR9l2ZJE///s+/u7p1QEhIsDqoX79+TU1N1tbpLT09vcO/g9V6ACqMaPcQXxgVteP22yvuvrt41CgjMtL8qKEoOrp45Eg/C8tDsbHmVuS2dOzYPTNmFMXF+a/Z7xYjXd9pMh5Txp/c3yR63P3tpNACkVZ18oCeF+26/HbDaLViqlo1RS2ereY/oRY8rlbeqfL9fWLwzm3qkadVquSF96gXU1Tim2rEVldOMHadSnpd3fmamrZczVyqZv9VzXlG3fei61Lf0RtcX2OJ3+i6/nfKa65rfmVDsrm3bvffpHcTXJNs3bwuWG7fHRPh6rhfFpB1ZVo6Q/3hKZX1lCtPNRYp41VlPKGM6Cuqkkpeudv1TZnb3nE1Mm6L6wKm2K0/f0vOfXlyhCSdsVtc37sJlG46cjvvUqenHlFFMTGHn3327KFD5ikWGZ4PnT1Ue7722jw7AaBtJFgdtHTp0tTU1MuXL1tb7dWTHj34xBO7Jk0qu/328jvuOPDwwzWrVp0/evT03r3fFhV9X1l55JVXPkhL2z11atnkyWXjxlXcddfRdet+unDBXP3U7t1frllz5pNP/vPvK94mygKXTp5saXaddZcx7Oynn16sq5PbS/X1bTbp4ldfVWVm7k1NlSGwsbq6Nju7bPz4kri4klGjShwO1wflMTElMTFFUVHmx+uuTwxGjJC7rnKHoyQ+XrI9WUyStgvHjjUcOLB31qyyCRPKJk4sT06ufuml5nPnjr39duXMmTsnTZLpgwcfrDeMrzZv/vTZZ/c98MDe++6rvPfe3dOmld95566kJNeK48btSk7e//DDH8+f/9Gjj+578MEP5879NDNT9lW57JbERNcCSUkyXzF9uuzMExs3/vD55xKsuZcu//ij7Aq59QlTSr4xjC/Xrv1i9eqq55479NRT++fMkVbJpitmzPji9ddl74XyKY8s86+zfj5I8qwut+e/+OKfn3766aJFBx599MAjjxyYN0/26nelpbLd6hdf/Lqg4J9VVWYLzeXNjvN05en9++vy8k5s2vTVtm3/yMo68Lvf7f/d7z5+/HHzYyDZyWYvez4PCp0cNueOHJFOOfjkk9/t2iWBbK5ed3fF3dIxU3dPnbxz8ujS0aPfH31H8cS0DZOnZcdOWuP6+YBpK9RDz6rnfhe9cnrUS/dFvpga8eaUqPUTY156MGbBn6PTH4+e92xU2osxf3z9jqUfLX5i/Yy0laMfXRz3x2dGLnphctnqzO927PAOEADsgASrg671L7l3mD49CgCAbekzHGsTpzY9CgCAbekzHGsTpzY9CgCAbekzHGsTpzY9CgCAbekzHGsTpzY9CgCAbekzHGsTpzY9CgCAbekzHGsTpzY9CgCAbekzHGsTpzY9CgCAbekzHGsTpzY9CgCAbekzHPfkOHtdqaubAwCA7vQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZjrWJU5seBQDAtvQZju0YZ3l5eXx8fFhYWN++fWfNmtXQ0OB5KCMjo49benp6u+rUp0cBALAtfYZjO8Y5YcKEsrKylpaWpqam+fPnS7JllmdnZ8fFxZ11czgccjf0OvXpUQAAbEuf4djucUqa1bt3b3NesquKigpzXmZiY2NDr0efHgUAwLb0GY7tHmdJSYnnDFZ4eLjkW+a8zMjd0OvRp0cBALAtfYZjW8dZXV19yy231NXVmXd9esVzZsujV1Cd1GgAABCAPsOxLeL0mwNVVlYOHTq0qqrKU8IZLAAAujV9hmObxpmXlzdo0KDDhw97F/pcgyV3Q69Qnx4FAMC29BmO7RjnypUrBw4cWFNT41NufouwoaGBbxECANAd6TMc2zHOIJdPpaen8ztYAAB0U/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMx9rEqU2PAgBgW/oMxz05zkD/twMAALqEPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxNnFq06MAANiWPsOxfeNsbGwcPHiwT09kZGT0cUtPT29Xbfr0KAAAtqXPcGzfOBcsWJCVleXdE9nZ2XFxcWfdHA6H3A29Nn16FAAA29JnOLZpnLW1tUOGDLl8+bJ3T0h2VVFRYc7LTGxsbOgV6tOjAADYlj7DsU3jTExMzM3NdV7ZE+Hh4S0tLea8zMjd0CvUp0cBALAtfYZjO8ZZWVkZHR1tznv3hE+v9O7d22fFXkFd62YDAIDg9BmObRGnTw40bNiwgwcPeh7yLMYZLAAAujV9hmM7xhno5JPPNVhyt111Wt9QAADQHvoMx3aPs/W3CBsaGvgWIQAA3ZE+w7Hd4/TpifT0dH4HCwCAbkqf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4VibOLXpUQAAbEuf4bgnx+n3H6MBAEBX0Wc41iZObXoUAADb0mc41iZObXoUAADb0mc41iZObXoUAADb0mc41iZObXoUAADb0mc41iZObXoUAADb0mc41iZObXoUAADb0mc41iZObXoUAADb0mc41iZObXoUAADb0mc41iZObXoUAADb0mc41iZObXoUAADb0mc4tmmc1dXVCQkJ4eHhAwcOzMnJ8ZRnZGT0cUtPT29Xhfr0KAAAtqXPcGzHOGtqaoYMGVJSUtLS0tLQ0DBv3jyzPDs7Oy4u7qybw+GQu6HXqU+PAgBgW/oMx3aMMzU11fuslYdkVxUVFea8zMTGxoZepz49CgCAbekzHNsxzn79+q1atWrAgAFhYWFTp05tbGw0y8PDw1taWsx5mZG7odepT48CAGBb+gzHdoxT9v7s2bObm5ubmprS0tJmzJjhKfderHfv3q1XDKKTWg8AAALQZzi2RZw+OVB4eLikVua8pFlhYWGecs5gAQDQfekzHNsxTofD4Z1geRIpn2uw5G7odQY/uQUAADqHtTmDbdkxzpycnLS0tCa32bNnp6SkmOXmtwgbGho68C1CZ+CsmfKeUW7DJlFubbkNm0S5teU2bBLl1pYHf6iHsWmcmZmZ/fv3DwsLmz59uucid5Gent6x38Fy2u84o9zachs2iXJry23YJMqtLbdhkyi3tjz4Qz2MLnE67XecUW5tuQ2bRLm15TZsEuXWltuwSZRbWx78oR5Glzid9jvOKLe23IZNotzachs2iXJry23YJMqtLQ/+UA+jS5wa0ucg7nLs6k7Dru4c7OdOw67uwejaHovnbadhV3cadnXnYD93GnZ1D0bX9lg8bzsNu7rTsKs7B/u507CrezC6tsfiedtp2NWdhl3dOdjPnYZd3YPRtT0Wz9tOw67uNOzqzsF+7jTs6h6MrgUAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWN1Gr1+0fqixsXHw4MFBfk8lIyOjj1t6enoo5Zq7ml3td91eV7K+xd1Wh3d1eXm5w+EICwvr27dvSkrKyZMnPQ9xVLd2NYe032U4pAO5mlcAXqh7GJ4Y3YzfJ+eCBQuysrICPW+zs7Pj4uLOusmYJHeDl8PUgV0daF1GoOA6sKvHjh1bWlp6+fLllpaWpUuXKqXMco7qIDp8SLdehkM6uA68AvBC3fPwJOlmWj9Ra2trhwwZIiNNoKe0PDkrKirMeZmJjY0NXg5TB3Z1oBJGo+CuZlebwsLCzBmO6iA6tp/9LsMhHVzorwC8UPdgPEm6mdZP1MTExNzc3NYPee6Gh4fLu3xzXmbkbvBymDqwqwOVyN1+/fr17t37pptuyszMvAaN7d6uZlfLobts2bIJEyaYdzmqg+jYfva7DId0cKG/AvBC3YORYHUzPs/bysrK6Ohovw8FWkWe5MHLYerArg60rkdtbe348eMXLlxoSQt7jA7vavOKlhtuuOHo0aN+l+eo9taB/dzmMhzSfnXgFYAX6p6HBKub8XmyDRs27ODBg34f8uCNUcd0YFcHWtfb+fPn+/Tpc/XN60muZlfLobtkyRJPEsBRHUQH9nMoy3BIt9aBVwBeqHseEqxuJviXU/w+q30+wpe7wcth6sCuDrSuN0aj1q5mV5s8b+s5qoPowH4OZRkO6dY68ArAC3XPQ4LVzQR53ga6isL8EkpDQ4PfL6e0LoepA7s6UElqaqr5GVZ9fX1SUtKcOXOsa2ZP0IFdLfvw+PHjTvdwlZ6e7hl1OKqDuJpD2qeQQzq40F8BeKHuwUiwuo1Q3msGuisjkN+fUQlUrrmr2dV+183Lyxs2bJjcvfHGGxcuXNjU1HRN29+NdHhXe3Zp//79Z82aJcOPZxmO6tau5pD2W8ghHUh7XwF4oe7BSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwEq3soLy+Pj483/9rW55LeQP8D6veC1rq6ugkTJoS7yYz5PSy//Fbb2Ng4Y8YMaUb//v0XLVoUpMF+Vw996wAAdGskWN2DpCNlZWUtLS1NTU3z58+XZMssb/N/QH0SrGHDhi1evPiyW2Zm5vDhw/1uLlC1KSkps2fPbm5ulmakpaWtXbu2XauHuHUAALo7EqzuR9KsQD+r2Pp/QH0SrOuuu877rucvcn0EqlaW93zBWGY8eV6Iq4e4dQAAujsSrO6npKTEk9m0+S8KPglWcnJyZmZmi9uiRYvkrt9NBKrWO8Fqbm4O9KcNgVYPcesAAHR3JFjdTHV19S233FJXV2fe9cmfWv8PqM8C9fX1gwcPNq/NkpnTp0/73UqgamfOnJmWltbkJjOB/nY00Oohbh0AgO6OBKs7qaysHDp0aFVVlaekvWewEhISMjMzPVdBec6E+VwRH6jaxsbG6dOnh4WFDRgwYOXKlf369WvX6oG2DgBAD0OC1W3k5eUNGjTo8OHD3oVt/g9o8FNcgU5BhfL3ojk5OSkpKe1aPcStAwDQ3ZFgdQ8rV64cOHBgTU2NT3mb/wPqk2ANHz580aJFnquggn+LsHW1c+fOlUJZt6SkZOjQoebfl4a+eohbBwCguyPB6h56teJ5KND/gPpdXlIi8/e0hMwEypACVZuTkzNgwABZNyEhobq6OkiD/a4e+tYBAOjWSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgsf8HKqSdEpzITJAAAAAASUVORK5CYII=)
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