Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: HT_F_030223_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | August 19, 2006 |
Start Time | | 2006/08/19 06:00 |
End Time | | 2006/08/19 18:00 |
Key Words | | event |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 90.90000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | HT_F_030223_4 |
Minimum Dst Value | | -30 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IE1heSAwNiAyMzowNToyNiBVVEMgMjAyM+OW0D4AAAGqdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiSFRfRl8wMzAyMjNfNDogT3BlbkdHQ00gcGxvdCBvZiByaG8gYWxvbmcgQ2x1c3Rlci0xIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDA2LTA4LTE5VDA2OjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwNi0wOC0xOVQxODowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOi0wLjE0NzY0NjAwMDUsICJtYXgiOjcuNTAwMTI2MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfZLoPdsAAAAEZ0FNQQAAr8g3BYrpAAA5MElEQVR4nO3dfZAV1Zn48WGGmcswjAPIy4ADwsiLgEAmqBiCiCxqEJEQJCISQhCJSMiqhCAjMQYIi2EVXZzCN17c4GpUFl10RwICwTVRZCHAIhKhmCyUUJDCsqjUFEVNze/UnNrzO5x+uX17+t7uvvf7+WPqTvfp7tPPubfPc0/37c5rBAAAQKDywq4AAABAtiHBAgAACBgJFgAAQMBIsAAAAAJGggUAABAwEiwAAICAkWABAAAEjAQLAAAgYCRYAAAAASPBAgAACBgJFgAAQMBIsAAAAAJGggUAABAwEiwAAICAkWABAAAEjAQLAAAgYCRYAAAAASPBAgAACBgJFgAAQMBIsAAAAAJGggUAABAwEiwAAICAkWABAAAEjAQLAAAgYCRYAAAAASPBAgAACBgJFgAAQMBIsAAAAAJGggUAABAwEiwAAICAkWAByJC8vOAPOLt27aqoqEi65nRsOh3rjPJ2AaSEDyqADElHZnDDDTfs3LkzlE2TYAUoK3cKOY73NJKzPfbJiXl2XNbjpZi0aNGikibV1dVq4vbt20eOHJlIJEpLS6dNm/bll18mLT9q1ChZfsaMGWfOnEk63Wn9Ts6dO9ejRw+P3cPBgwfHjh1b3GTMmDHiXy9Lper06dNz586tqKgoLCwUARFb3LJli8e5R44cmTBhgpgu5orcZdOmTXK62MHBgwcbG6qqqkqpX0zHOJNorEA27UO6cwKXtvCxtqBq6+VjHsiGPFYmY9sCUsW7E8m5JFjuZbysx9bLL788YsSIvzURGY/4V06/7bbbRDZw8eLFhoaGlStXXn/99e7lRfawdetWUbi+vv7hhx8WSZX7dKf1u5g3b97y5cu97JroL8vLy0XdLjZZu3Ztp06dvvjiC48x8UjkT927dxdVEqEQ/164cKG2tlbsr5e5x44dE3NFDcV08e++ffumTJkiZ4kdFH28CJrakFhQTAk9wfK4SOwSLPe28LHCYGtLggUkxbsTyWU+wRLZkjrvI14MHz7ctpgavfBSXuRMhYWF3qc3ehgdETlTZWWlyJa8RGP69OnPPvusPkX8KyaqRZ566imRcomNioki81PFqqur27VrJ6aLLvb8+fOqvOh9RR8sKl9VVbV//345ffbs2WI9ThV2nyu2W1NTYztLbG7z5s0ieVVTRJDfeecdp/eG7b6owmKKqIkccRQvZAH30c1UFxFTVq1aJTLagoKCRudw2a7WcPLkyYkTJxYXF4tlx4wZo8Y73XfHZaMiZxJhEcERIVqxYoXTu8WlLYwXxr8i9x04cKBYf48ePUQe7xQop/eVHjcnTp9l64aMFSYNplPFhAULFpSVlZWWlooV2m7LpSFUHcR7+I033lDr/PLLL7t27apvBQgKCRaSy3yCJY6/Iu+Rr8UL8a9RQEwU2YkaeklavrGp11EjVUmnG+t3Mm7cOHmw9hIN0WecO3dOn/L111+LDkMtMmHChK+biBeiL5HTn3jiifHjx//tb38TadzMmTPnzp2ryovuR0wXVRXZjBps69Chg7EVnftcURmxddtZco/69u27Z88e8eKPf/yjeO20p077ogrPnz9f7JQqIP41CliluoiYPm3aND1vsA2X02p1AwYMEPsrFhRNIPZFz4mT1s12o2Ilopiomygvsg3bXUjaFtZ9V/+KVpZjjSJ90d8wemGX95UeNyfeR7CMFSYNplPFHn/8cZGQiekiPbW+oySXhlB12LVrl8g+1SJz5swROa77zgL+kGAhuTwHRplU1+NeUv/XGGGSi+vn19zLNzZd/CSO7HV1dV6mW9dvSxyphw0bZlsBW7ZlVFXF3P/93/+Vr0V9xLdt+bqiokJN//vf/64nZOoLuj4IZxsrtemU5lorv3r16kmTJjU2ZZZqaMS2sO2+qMJiioq5eCFCbRSwSnURMV2eBlX/2obLabVOxLKlpaXed8dpoydPnpSvxQv3N4btrhkvjH+7d+++atUq4wpCo7DL+0qPW9I6JJ3lskLbYDpVrGvXrtbPr7Etl4bQ63DDDTe8/vrrjf93HlaehAUCR4KF5KI5giW+d6r8xr28yIR69+6tTtAknW5dv63BgwfL4ZxGb7tmHZMQX6n1jk2fpSdeOnXixin+1nEy73OTjpqIsIj+75133hF/ZcC9vDf0ffFYwMc63cs7/Zs0NW9sGq4bMWKEeFM5NYHHuiVNjHTNGcESb2mRB4s19O3bt7a21qmwx/eV7dehlBIs/V8vwfRSMS/bcmqILVu29OvXr7HpPKw82wikAwkWkst8gmVcUyX+tS2mDqAu5Tdt2iS+pO7bt89Y1mm67fpt5Vm47lPya7CcRrDUdSrG1m3/nTFjhvWUh8e5Lv2NKiMWLykpURdyOb03ko5g6QU8jmCltIjHBMtptTrRBJs3b7548aJ4rV9vl+ru6OXVCJZY0HYXvLSFSD7U9wqRrFvXI75CWIOvdsrL+8qJ7wQraTCdKuZxBMvjm6Sqqmrx4sU9evRQAQQCR4KF5DKfYMlfBYrjrPGrwNmzZx87dqyx6eql6upqlUg5la+pqRHH68OHDxvrd5rutP5Ud812T48cOSI6ibVr18pfKYoX4l/9LKe8LkfQr1tavnz5uHHjZH8sCluvWTH+FR2M6GaWLVt2+vTpxqYxJ/F93eNcecbkhRdekP3fwYMHp06d6rJHTtOd9kUVlhchiSCLAuPHj1fXyojUTVbMymmRZiZYTqvVtWvXTl3SJAJizQk81k0vP3HiRBmfSZMm2e6Cl7YYMmSIyNFFI4qKTZkyRU+UZS4iEixReTnRiK3H95UTl2LGhoySSYPpVDF5DZZYSr8Gy9iW9zfJxo0bxcT169d73CnAB95PSC7zCVZj0y+JrPe12rRp0+DBg8V6xGFav3+VU3mnQSan6S7rT2nXnPb00KFDopNINBk9erR+HyyxyIoVK+SPp2bOnKlfFyK6HPFVu6CgQNRN/QDKZYuicxJrEF/fxSKlpaWiLxcdrce5IguUP/ISc0X/nfTeS07vDdt9UYXr6+vnzp0r4zBnzhxVYOXKlWKK7TqdFmlmguW0Wl1tbW1lZaUIiMh4RGpuzQk81k0vL95dhYWFIkQiUE4DpUnbYv/+/VVVVbJiq1evVtPFm6Rfv35itQMHDlSnCK2x9fK+srL94OiMDRllkgbTqWKNTdewiw+4+hWhdVve3yQimPIsobFr7vsOpIT3ExAJ2XRwz6Z9Sbdjx46JZCLsWoTP/a4QgROZ68aNGzO5ReQgjoNAJGRTUpJN+5Im8+fPP3/+/Llz55zOS+YUkWWqa8Uy4PXXX9fv1ACkCcdBBC9hp5klQ5SZSkZwx33Lpn1Jk5qamk6dOhUXFxs3lc1NIg4vvPBCZrYl3pzdu3dXv/8F0ocECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDASLAAAAACRoIFAAAQsFxJsKx37gYAAAEKu6uPlmwOBw0PAEBm0M8aciUcNDwAAOlDP2vI5nAwggUAQGbQzxpyJRw0PAAA6UM/a8jmcDCCBQBAZtDPGnIlHDQ8AADpQz9ryJVw0PAAoun8+fMffvjh0aNHw64I0Cz0s4Y4hcM45VdWVpZS+cxUEgBSoo5Rr7/+eth1AfyjnzXENRwrV66srq72Xp6GBxBBe/fuVQnWoEGDwq4O4B/9rCGW4WhoaKisrDx9+rR7MUawAETco48+qo5R7du3D7s6gH/0s4ZYhmPt2rWzZ89OaREaHkAETZ06VSVYrVq1Crs6gH/0s4ZYhqNv376HDx+2Ts9zlfl6AoC7u+66Sx2jWrZsGXZ1AP/oZw3xC8fGjRsnTpyY6lI0PIAIuu6661SC1aJFi7CrA/hHP2uIXziqqqp2796d6lI0PIAIateuHQkWsgP9rCFm4di+ffvw4cM9FuYUIYCIKyws5DCF7MAb2BCzcIwYMWLLli0+FqThAURQIpEgwUJ24A1syOZwMIIFIOLatGmjH6ZOnDgRdo0An+hnDbkSDhoeQAS1atVKT7Dee++9sGsE+EQ/a8iVcNDwACIoPz9fT7BeeeWVsGsE+EQ/a8jmcHCKEEDEFRQU6IepF154IewaAT7RzxpyJRw0PIAIMhKsX//612HXCPCJftaQzeFgBAtAxBmHqZSeYQ9ECv2sIVfCQcMDiJrjx48bCda9994bdqUAn+hnDdkcDkawAERZXV2dcZgaNWpU2JUCfKKfNeRKOGh4AFGjRrBatGghX/Tp0yfsSgE+0c8aciUcNDyAqPnggw9kXlVUVCRfdOrUKexKAT7RzxqyORycIgQQZbW1tfLopO7nnkgkwq4U4BP9rCFXwkHDA4iaHTt2yLyquLhYvQi7UoBP9LOGbA4HI1gAomz16tXy6FRSUiJfFBYWhl0pwCf6WUOuhIOGBxA1NTU1Mq9q3769fJGfnx92pQCf6GcNuRIOGh5A1MyfP1/mVRUVFernhGFXCvCJftYQs3AcPHhw9OjRxcXF4ni0fv1698KcIgQQZbfeeqs8Ov3DP/yDOlKdPXs27HoBftDPGuIUjsOHD1dWVtbW1jY0NJw5c2bu3Lnel6XhAUTN0KFDZVK1cOFCdSus3bt3h10vwA/6WUOcwjF9+vSko1Y6RrAARFmfPn3k0emRRx5RCdbzzz8fdr0AP+hnDXEKR1lZ2erVq8vLyxOJxKRJk86dO+d9WRoeQNR06dJFJlXLli0rKCiQr3/605+GXS/AD/pZQ5zCIRpv5syZFy5cqK+vnzVr1pQpU6wFXIRSZwBw0qFDB3l0evHFF/Pz8+XrYcOGhV0vwA/6WUOcwlFcXCxSK/lapFkp3fKYhgcQNW3btpVJ1UsvvSQOaPJ169atw64X4Af9rCFO4Rg5cqSeYKV0y2MaHkDUqBu4b9y4sWfPntypAbFGP2uIUzjWr18/a9as+iYzZ86cNm2ae3lOEQKIso4dO8qj05YtWyZPnszBCrHGW9cQs3AsXbq0Xbt2iURCHIy4yB1ArBUVFcmMatu2bX/6059UgvVf//VfYVcNSBn9rCGbw8EIFoAoU7dmOH78eKN2yHrwwQfDrhqQMvpZQ66Eg4YHEDUqo7p48WKjlm9961vfCrtqQMroZw25Eg4aHkDUGOPr6oeEXbp0CbdigA/0s4ZsDgenCAFE1ldffWUcnb75zW/Kfy+77LJw6wb4QD9ryJVw0PAAIuX48eMynWrZsqWc8qMf/UhOSekeNEBE0M8asjkcjGABiKzPP/9cHpry8/PllGeeeUZOKSwsDLdugA/0s4ZcCQcNDyBSduzYIdOpoqIiOWXbtm3GmBYQI/SzhmwOByNYACLrpZdekoemVq1aySmHDh0iwUJ80c8aciUcNDyASHn66aeNEaxTp07JKTwtB3FEP2vIlXDQ8AAiZenSpTKd6tixo5rIiDvii/etIZvDwSlCAJE1Y8YMeWjq1q2bmsjxCvHF+9aQK+Gg4QFEyqhRo2QudfXVV6uJ+fn5cqJ8eA4QI/SzhmwOByNYACJL5FXy0HTHHXeoiYWFhXLi/v37Q6wb4AP9rCFXwkHDA4iUzp07y1xq4cKFamLr1q3lxM8//zzEugE+0M8aciUcNDyASGnTpo3Mpaqrq9XEsrIyOfE///M/Q6wb4AP9rCFO4Uj1lB+nCAFEVklJiTw0LVu2TE1Uw1pr164NsW6AD/SzhjiFozmNR8MDiBR1PfvGjRvVxE6dOsmJa9asCbFugA/0s4Y4hSPVxmMEC0BktWjRQh6aDhw4oCZeccUVcuJvfvObEOsG+EA/a4hTOETjlZWVFRYW9u3bd+nSpakum6ZaAYAPagRLv579mmuukROfeeaZEOsG+EA/a4hlOI4cOTJmzJj58+cb0/NchVJVALClDk3nz59XE7/1rW/JiQsWLAixboAP9LOGuIbj66+/Likp8V6ehgcQKbbf/aZPny4nfu973wurYoA/9LOGuIaDBAtAfB0/ftw2wfrFL34hJ377298Oq26AP/SzhjiFQ3y3++KLL8SLkydPTpgwYfbs2e7lOUUIIJreffddeVwqKCjQp69YsUJOHzhwYFh1A/yhnzXEKRybNm0aPHiwaMKuXbvOnz+/vr7e+7I0PIDoeP7552UiVVRUpE9ft26dnC6OdWHVDfCHftaQzeFgBAtAND3xxBPyuFRYWKhP37Jli5xeWVkZVt0Af+hnDbkSDhoeQHTMmjVLJlItW7bUp+/YsUNOv/LKK0OqGuAT/awhV8JBwwOIjgkTJshEqm3btvr03bt3y/tjlZeXh1U3wB/6WUM2h4NThACiSV5OKlRUVOjT1QhWu3btwqob4A/9rCFXwkHDA4iOsrIymUgNGzZMn15XV1dQUMAIFuKIftaQzeFgBAtANBUWFsrj0kMPPaRPV/fHMk4dAtFHP2vIlXDQ8ACiQyVYTz31lD797NmzchYJFmKHftaQzeFgBAtANLVo0UIel9588019uhrBKi4uDqtugD/0s4ZcCQcNDyA6VIK1e/duffr58+flCFZpaWlYdQP8oZ815Eo4aHgA0aFG1k+cOOE0K5SKAb7xpjVkczg4RQgggkRS5XJcatWqlZieSCQyXzGgOehnDbkSDhoeQETs3btXZlctWrSwzuU7IWKKN60hm8PBCBaACHrvvffkQSk/P986N5FIiFkFBQWZrxjQHPSzhlwJBw0PICLWrl0rE6yioiLrXHmKUDh+/HjGqwb4Rz9ryOZwMIIFIIJWrlzpkmDJm7zn5+fX1dVlvm6Ab/SzhviF49y5cz169Ei1IWl4ABHx2GOPyQSrsLDQOrdbt25y7o4dOzJeNcA/+llD/MIxb9685cuXk2ABiKkpU6bIFOryyy+3zlUJ1kcffZT5ugG+0c8aYhaOI0eOVFZWXrx40UtDcooQQAT1799fHpSGDh1qncsIFmKKftYQWjimT59eWloq2qOsrGzGjBkelxo3btwbb7zRmHpD0vAAIkKlUPfdd591rrwEQnj//fczXzfAN/pZQzjhmDhx4vjx48+fP9/Y9GgIkTZNmTIl6VK7du0aNmyYfG3bkHmugt0FAPCnffv28qA0b94869wuXbrIuevWrct41QD/6GcN4YSjsLDwwoUL6l/x2sttiwcPHrxnzx75mhEsADFVVFQkU6gnn3zSOreyslLOXbNmTebrBvhGP2sIJxwinaqvr1f/igTLy6PjmzMoRcMDiIjWrVvLI9jGjRutcwcNGsQIFuKIftYQTjgmTJgwevTor7/+WrwWf0eNGjV16tSU1sBF7gBiSt7pSnjttdesc6uqquTcZcuWZb5ugG/0s4bQwjFz5sySkpKCgoLS0tLZs2enujinCAHElDpFuG3bNuvcm2++Wc795S9/mfGqAf7RzxqyORyMYAGIoPz8fHlQsn0YzoIFC+Tc8ePHZ7xqgH/0s4ZcCQcNDyAi1Le+ixcvWueuW7dOzr3mmmsyXzfAN/pZQzjhqKur69SpU17TE+Ml20dGNBMjWAAiqEWLFi4HpZdeeknO7dWrV4YrBjQH/awhnHCUl5evXbu2oaEhY1uk4QFEQX19vfu3PjWCNWjQoAzXDWgO+llDOOEQzZDJ7KqRhgcQDcePH5f5U8uWLW0LvP/++7JA586dM1w3oDnoZw3hhKOsrEy/D1aacIoQQNQcPXrUPcHasWOHLFBaWprhugHNQT9rCCccK1eunD59uu0FnmlCwwOIgv3798v8yenC0w8++IARLMQR/awhc+EocMVF7gBygRqgcjroffTRR4xgIY7oZw25Eg4aHkAUbNq0SeZPbdq0sS2gLtJq1apVIpEQf/ft25fhSgI+0M8awglHQUFBhrdIwwOIgs2bN7sPUB09elTdx4EBeMQIb1RDOOEQR5YLFy6keyscoQBEzYsvviiPSF27drUtoEawdNdff32G6wmkin7WEE44li9fPn369L///e8Z2yINDyAKHn/8cZkz9e7d26mMNcHiCIbo411qCO0UIRe5A8hBjz32mDwiDR061KmMOCSSYCF2eJcaciUcNDyAKLj99ttlwnTLLbc4lbFNsDJ5XxvAB/pZQzaHg+9/AKJm4MCB8oj0j//4j05l8vPzrQnW3r17M1lPIFX0s4Y4hWP79u0jR45MJBKlpaXTpk378ssvvS9LwwM57umnn77//vvr6urCrUb//v1lwrRq1SqnMtZfEQrPPfdcJusJpIp+1hCncNx2221btmy5ePFiQ0PDypUrU/pZDQ0P5LLCwkKVqezYsSPEmnTu3FlWY8mSJU5l9NqqZOu+++7LZD2BVNHPGmIcjkQi4V6AU4QABPGtTD8UiJQlxMq0atVKVqOmpsapTHFxsaqtONDJF5MmTcpkPYFU0c8aYhmOhoaGZ599duzYsd4XoeGBnHX//fcbX7dOnToVVmVKSkpkHd5++22nMpdffrmqqhrxGjZsWCbrCaSKftYQv3DIY02nTp2++OIL21lOQqktgNC1bt3aOBp84xvfCKsyagTr/fffdyozf/58VdWbb75ZvujZs2cm6wmkin7WEMtwNDQ0rFixIqXvczQ8kLOsX7dCPEvYsmVLWYdDhw65FFu9evXcuXP37dv3gx/8QJYvLy/PWCUBH+hnDTEOR0r3JqXhgdz01Vdf6XmVen3+/PlQ6qPqcPToUS/lH3roIVn+8ssvT3fdgOagnzXEKRyzZ88+duyYePH1119XV1ePGDHCvTynCIFcdttttxkHgUWLFqnX3//+90OplaqAyPy8lF+6dKks36ZNm3TXDWgO+llDnMKxadOmwYMHiyZs167djBkzzpw5431ZGh7IKcYvB9W3LPW6oKAglIql+pVv8+bNsnw6nieWeVu3bv33f//3sGuBtKCfNWRzOBjBAnJW3759jSNA69atG7VLoEI5Jpw9ezbVrR86dEiWFzVPa90yQJ0ezc/PD7suCB79rCFXwkHDAznFyK5E1y5Pyf30pz9VE7dv357hWu3fv1/Vx+Min3/+ebhDbkFRzwiSwroGDulDP2vI5nAwggXkJv1iduPMmn7qUBYTfw8cOKAKfPrpp0uWLNm1a1c6Kvbee++lOoSjX6SfjipljHFAXrBgQdg1QsDi/hYNXK6Eg4YHcsSkSZP0jvyTTz4xCuRZqOvH//mf/1lN7N27d+B1e+KJJ3wMR2VBgvXZZ58ZMe/bt2/YlULAYv0WTYdcCQcND+QIffiqXbt21gL6fdKN3EXkPfrEt956y0cFzp49W1xcLFY1fvx4Y9bEiRNTHcFq1BKs+J5Wu/baa42Al5SUhF0pBIx+1pDN4bA9gALIbuoj73Sd0/bt250SLGNiqj/c27Bhg7EGow79+/eX0+UV9x6ptM/jrbMiyMhcU00xEQv0s4ZcCQcND+SCkydPqi78V7/6lVMxfZRLqq+vb7Q7e5jS1q2rFZYsWaIKqKc4X3XVVd5Xq56us3nz5pTqEx0qGuH+ihNpRZsasjkczTlQAoijBx980MiZnHTv3r1t27aqsMhdzp8/b02PUnostHXxvEsvNlIZ2He+8x3vq23Tpo1cau3atd6XihQVjeuvv55jcraiTQ25Eg4aHsgFIm1Kqf9Whe+55541a9ZY0yN9/Mmd/nO/K6+8UuVS+tlAVWD+/Pned0olgs8//7z3paLjT3/6k9rxHTt2qNdnz54Nu2oIEv2sIVfCQcMDuUBd65NIJLyUV2lQRUWFugJdN3jwYI+bXrdunVrq4sWLvXr1kq/VhVz19fWqwDvvvON9py677DK51OLFi70vFR133XWXnvWq17W1tWFXDUGinzVkcziMA2XY1QGQdurz3r9/fy/li4qKZPn8/PyrrrpKvhZZl0rUWrVq5XHT9957r360+eEPf6jWLAvoGZjHBxFKHTt2lEvNmzfP+1LRoX62KS/5V0ltTPNFOKGfNeRKOGh4IBeoDMbjObh+/fpZR61E1tWtWzc9J/CioqJCz6hqamqMBOsb3/iGv+97PXr0kEtNnjw5pQUjQkRA1r+4uLjx0p8CiNd//etfw64ggkE/a8jmcDCCBeSUd999V33eT5486WWR6upqa4LVp0+fu+++O9VDhxr0uuyyyxovvfDIKOA9aZNuuukmueB1112X0oIRoeJQVVXVeOnjIIVBgwaFXUEEg37WkCvhoOGB7PbBBx/oQyMelzp9+rQ1wXrggQdqa2vVv+6/RlRU+SFDhjRe+kweo0BZWVlKu3bPPffIBcvLy1Na0DuR+shNrFu3LvCVqx2vqakR/3bo0EGPNncczRr0s4ZsDodx0Ay7OgDS5ezZs74/79abV+3du1dPj5Je+XTNNdfoK3n88cfldDXl0KFD+gqnTZuW0t6JFcoF1SN9AqfqluroWlKvvPKKWrn82eAdd9yhRzvuD7GGQj9riFM4tm/fPmrUqEQiUVpaOmPGjDNnznhfloYHslhlZaXeZ6c00vPJJ5+IxMU6+uUx57De3EGdnVRTXnvtNX1ILNUbsj/33HNywZYtW6a0oEe//e1v9foHu/IhQ4YYaz5w4IC+ucBTOoSFftYQp3CMHTt269atDQ0N9fX1Dz/8sEi2vC9LwwNZzBiFSuk3esrkyZNvvPFG0f1b17lr1y6npawPgVGz1MXds2bNuv32231nMK+++qpcME2DPQMGDNDrH+wTD9XN6/VESr8MiwQra9DPGuIaDpFmJX1MmNNRD0CWUR/z0tLSoNY5depUtdquXbsm3bS1Air36t27t7pZqI984g9/+ENacxF1rwop2MuwVJ4qr/1X9u/fz8E5y9CUhriGo7a2lhEsAI2X3sDzZz/7WYBrVqu1Ppm4ffv2MuNRZfr06fPyyy/rZRKJhJwlXqiSPlLAo0ePqq14vOI+Jcb435QpUwJcuVrthAkT9Ol6qwW4OYSIpjTEMhwHDx4cMGBAXV2dMT3PVShVBZBuv//979XH3OPdGTxSN6Ayho7UnT911tSnZ8+eanFVbPjw4T5qohb/+OOP/e9PspVLotpBrVm/V8Uf/vAHp+3u3r07qC0iRPSzhviFY9euXb17996/f39KS9HwQLaaN29emr5H6XfJ0qdbsyv9gYPKj370I2vJ3/3udz5qohYXVfK5Mx5W7rIv/kyePFmt9uLFi8ZcdY3aM888E9QWESL6WUPMwrFp06bu3bvv27cv1QVpeCBbqXs4BX6J0vbt260J1qeffmpkJE7bFUcqa4Ll7xyfWrxfv34+d8bDyqUAf6vYuXNnlxCpS91nzpwZ1BYRIvpZQ5zCUVNTU1FRcfjwYY/ljaNGWusGICylpaXyM15UVBTsmr/66it1ADlx4oSceOONN6qJp06dcl+DNcHyVxM12BN4Ein2y2O+6IOqtu0jHVWCldIFtYgs+llDnMLRnEMVDQ9kK9VP9+rVK/CVq6NNbW2tnCJyBe+HIOOQZb1Y3iP97ufBXueuP1+omVmglVqh7fNwVGbcrVu3oLaIENHPGrI5HGk6ZACIFHUJ+Z133hn4ytUYzOrVq43NebmvuvHcvfbt2/urxqpVq9RKjJ/jNdM//dM/ydX6eNCQNG3aNLmUcSOGRu0g/OSTT1oXHDp0qJwb+NAjQkE/a8iVcNDwQLZSvfjSpUsDX7lKsH7+8583XvqEwXHjxiVdXL+PuTBnzhzfNVEr8T0MZuvee+9Vq1WbOHToUNIFH3300TyLY8eOqQI7d+5U021v/aruNMa9RrMD/awhm8NhfPLDrg6AtFCf8VR/XOxF69at9XRKfzDO9u3bky6uPyEnr3l3kdAHw3yvxEqlgCUlJWr9zz//vG1h/Xap1uwq79LRtQceeMC9wiIhti3Qp08fNT3pVW7xIhJ0eftZ8df6s8q4o5815Eo4aHggK+k34UzH+svLy+XKBwwY0Ph/9xdNaXNBfc37yU9+otZje8bNH3VPr169eqm06a677rKW1EPtRL+NqroNmNOO60Nc6vk827Zt01eYZY+Cvvbaa9WuXXfddWFXJ2D0s4ZcCQcND2Slp59+Oq0J1rBhw+TKy8rKGj0/AVr33e9+Vy4yf/785tREPzsZ4EVLaohu7NixhYWF8nVlZaW15MCBA5MmWPrpSzXk5vRYM/1m7v/2b/8mJ1rXeeLECXn6Mthka968eSJnTced8V3oI3/Zd2KUftaQzeEwPqVhVwdA8L7zne+ktbu655575PoTiYSeEFRUVKRjc+707jmozEBderVw4cI2bdq4pES2pwXLy8s7dOigTh3qR1o1xeXXnarMN7/5TadN6IK6/kxtKMNZTnb3Stm3R82UK+Gg4YG4ePbZZ8eMGfPGG294KazO2aXpXNKSJUtU1z5nzhzVNVof/JIB6paqAe6vSjVqampEluOSdqhNl5SU3HfffX369Fm1apWcpV+aZi0/b968pFsX4b355pvdsyup+U9D+uyzz/QVuowsqsd133333c3caOOlz7eWMjx+lm70s4ZsDofxVg67OgCS69Kli/rMzp4926Xkr371K/0DLk/hBW7jxo0q57jsssvCPZ7oQ2h5TbdcF3mJqFgikTh9+rS/daoUp7a2Vv9hoG0ZadGiRcZK9DuyHjlyREwR9VFTXH6TqMbMDGLXioqKbGeVl5f721Pl29/+trFO2+vNf/jDH+plmrlR4Qc/+IGx3RdffLH5q42OsD4XkZUr4aDhgSj761//eu21144aNcrogVwWMUqm6ZLhzz//XG1CH25Jx7a8aNeunW3akdc0sORjhWrx48eP65exb926VRbQr8t2SUfU3IULF4p/n3jiCS+NOGvWLOuOyPGz999/32lPfeymTo1LKbY3mjfSShUQ3/QvD1KfPn2auc5IaX7TZJlsDkewn0kA6ePUlY4YMcK2vH5tu6TutB4s/dLyiPSLLhcqpVoxfeRJTlH/9u7d25gi2eYiejGRkIl/r7/+ei/HXtvwvvXWW3KuOiV69dVX67/f/Oijj1LaTalNmzYtmtiGTj9b9z//8z/WYl7uK+vOus4QM/V0cG/rHJQr4aDhgch68sknbfs86dNPP7Uuon7vloGOylqlN998M32b88Ilx0ppPRs2bDAWNK7+1n85KKasWLHCaVVqWEjeqUH9ODFp0xj74nTV+Z49e1SZVH9EaZvG5TVdy69ed+3aVRY+deqUU2ybeecqtR79nq4el50/f/53v/tdLzeADVGqb7+slyvhoOGByCorK3Pq0iTr3SaT9scBsmYzUbhF5FtvvXXNNdd873vfq6+v12s4ZcoU7ysR3bYRRv33gEZeIlIcl1V16tRJX5Wq0uWXX+5eh3/913/Vt7Jlyxanknqxuro677vplI/qA3h5TffiErV1fBc2780mvieo9ah7f+R5uM79xRdf1OsQ5Tuv5tHPXiqbw2F8NsKuDgB71jGMDz/80KljGzNmjD5LnpBKK328IZoHEz1RSOnXhbfccosR4cWLF6tV3X///ep10kEjdbsvmTSo17b3LDXcdNNN8j0wbdo0l2K9e/fW3xIef4JnbT59l/VHd9uW+e///m99ikhA3TcnalVYWCgWNC7G11O3kydPqtdLlixxX6Hx6ejevbuXvQ5FBD8a4cqVcNDwQErkGR9xcN+4cWO6t6U6j6uvvlpNvPPOO/V+RV5ddPbsWaMLtH3IXbCMn7NF87oZ/cJt70t17dpVLqKurNJHrfSufe3ate6r2r59uyp89913q9deHijkkdOZPlnV//iP/7Au0qtXL73YFVdcUVpaKssfPny48dJfOxqGDBkiV6Judm/dqHhD6pubMWOGUUbNMiaq12LlLrt84MAB60abH8k0yaOfvVQ2h8PpjQ7AnfGl+d57703ftvRe87e//a0+S+RbejXOnz9v/IauZcuW6auYYvz4a+DAgRnYaKoefPBBVcOnnnrK41LqZuv61fG2J9S8rE1PAtJ04NUfU2gltqueomi9UN3phvK294MwLml3GgbTd/Cqq66yzpX30dAX79ChQ6PnO50aH4F0hDRAUa5bKGIWDt/vMBoe8Oiuu+6yHtONb+oBUjeaytMeSKcYjxbRqySSrTRVyXDrrbfq23399dczs92UGCNPHpdSi4wfP15NVBdmpbpCa2aWjuEW4/cNHrnUxLi7mP44RZ3Lyq+44oq6ujqPNdm1a1ejNnaY59o32SZ27777rvdwic/U8ePH5SfrtddeK2qyY8cO72vwzn1fclAsw+GjFWl4wCPbXsH9REZzqGfR2H5IRcdgW5/27dunqT5Wb775pr7pKFzhbssIkZecWBVevHixy6rkoEtSN954o7Gg+mle4Pbs2XPnnXf+5Cc/sd7UypZIMlzWNn36dFnMZUx05MiRLuu3XkfoVEyu7ZVXXtGnO42uqQL6D0Hkc8e96NGjh1rKGGCzXsF2+PDhnj17tmnTxv0Gvy7y6GcvFctweGxF452d7loBWUC/XNroJNK0xb59+xp9j6F///7WjiqlH5E1n7WDjCDjUTNJq6rfj8C4F4ZxZmrNmjUe62A002effeZzZ1LkdJlUXlPO5Ps294ZJkybl5+eLlO6TTz4pKSlx2uLRo0etFwtKelpjzLriiiusW1Rz9cvaPL4JXS5ZE0aNGqUX9nizDHd59LOXimU4fLQiDQ94oWczzzzzjLwiWErTWcJEIiHX73QHy0bLiZLMXHqle/DBB0WXI7Z74MCBDG86JUag3H9RuHLlSlXSOizn73HIJ06cUOvs3Lmzn31ohjFjxuiJgmgv+dyeNNF/DKioX/l169ZNTfzxj38som3kedZRLmP9Rgasp3SPPvpo0uo98MAD1uoperPajrc5nSp1Yd2FHBfLcDi1osubiYYHvDA+Mrt27VL/zpkzJx1bVAf3qqoql2LFxcWyWDR/xBcd+lkh6e2337YtmfRm61u3bn3zzTcje0o0CvQPSKodjXq0tlJTU6MXWL58ub5a69ML/vznP7us3+lhjkZVXa7f37x5c0rRSGn3c0Esw+GjFWl4ICn9G7lIaORENcXHN1ovVILl+8oPGKwDEra/A1UdcJTPe0afenS0COPOnTtTWraiosL4GYc+V7/pq5zilCTZUmXkLxnla/2+X4899pjxi4GCJk71sZo5c6b3+uSgWIbDYyvS8IB3GzZs0I/1L730kpyufsmfpm5YbVE9gQ7NZx2WsI78qeb2eA070sT2DN3kyZOtic7PfvYza7PqZx7nzZsn0yk99Rk9erS+OX21+qrUmXd9YnV1tUvNrdUOOjbxFstw+GhFGh5wsW3bNqcD5aBBg9J39NR/JGi9RwOaY+zYsdb+Tz8JpSbeeuutIdYTti2l69Kli15+6NCh7uUNSa/9yrs0//7+97+vprt8rbKtRuDBibWYhcN3W9LwgAvjmNuvXz816+2331bTA7/Ee+fOnRya02fNmjXWLlC09R133HH06FE1xekiLWSMy9O785oerWOUT+lmYMays2bNsr4lXOrj9M3Hy7ZyXDaHg4YHvPjoo4/0T0qnTp2MAmrW7bffHuymf/Ob3/AJTTeXq5glLmOPAvdnJnovbzAeiSgZZayXjv385z9Xc/W7/Cv79u1TBeSPVeVJyWaHIavkSjhoeMCJflnrpEmTrAXUXJc7KfijnhDMddZppS7EthV27XCJP//5z3rruN8i9eTJk/LZ0voi6hPt9LESKXUikRBzxSfa6WmeLu+Q+vp6fYuvvPKKWiTlvc1q2RwODiJAUvqdRZ0+Jvovj4LdurpXkNOdrBEg/a5mSklJSdj1gg2RtSxZsiSlm89t2LAh1UVc6J/6VatWqemvvvqqU99KP2vIlXDQ8ICtNm3aqANl//79bcvotwgPduvqUhLb21gjHYy7tBv3cAekjz/+WL1J1EjY0qVLjezq2muvVYvQzxpyJRw0PGBLP1Y6XYujX2+xcOHCdGx95MiRAa4WSS1ZsmTy5MmHDh0KuyKILv3g8Je//GXEiBFGdqXulqfKh1XVaMrmcDgNYwKQ9Oe/tm3b1qWkKpZIJAKsgFrtokWLAlwtgObTH8RuvaZ+wYIFRnn6WUOuhIOGB6z0w+WpU6dcSurXtAa1df1htHv37g1qtQCCkufgkUcesS2c+RpGWTaHgxEswEVZWZn6dCS9xnzIkCGqcMeOHQOpQG1trVondwoAIqiqqsqaXX3wwQe2helnDbkSDhoeucz252O6Tz75xH0Nxo8NW7Ro8eGHHzazVvoNrJu5KgBpop8cFB/8gwcPOpXkg2zI5nAwggU0Og/yK+oZZO7022XZEgffRx991HvF1A8YuQkWkAXoZw25Eg4aPl42bNhQVlYmvjmJvv++++6zFtAvCRo3blzmaxgX7o/gkLw/BDDpqlTCJJKnpL//V+W5FROQBehnDbkSDho+86ZOndq2bduBAwe6/xR82LBhXpIAd07XBOSyixcvJg1sQUGB032cnSQdx7K65ZZbrOvRH/PMPRqALJBHP3upbA6HcZQPuzpR95e//KVnz575+fktNC1btmxt0bFjx1//+tcff/zx1VdfLZ+34CVD8ljMt1dffXXBggXGb4lFNiASuFRziFCISt50002lpaUlJSUq1OXl5f/yL//iZfHnnntONJZLhDt06BBgbVetWtWlSxdRw+LiYhFkLy0rirVv3/7xxx+XaygqKlKzfv/73wdYNwChyKOfvVSuhKMZHTcQe8b9ANPk6aef9pdDZ6BuANKNz7Ihm8MRdCeF9BJ9cyKRaN26ddu2badOnSobsb6+vrKy0tptiym/+93vfvzjH4dS1Xhxv4NommzevNnjyUTR4pmvHoDA5ZFgXSpm4Vi0aFFJk+rq6pQWTHMXBpNIgDp37vzVV1/deuutTqMaYnp+fv7AgQObcwpvwIABtmtO8/7Fg0hx/vjHP/qObSAmT57sUkPRUrE4gQsgqTwSrEvFKRwvv/zyiBEj/tZk5MiR4l/vy+Y13R3RejlRlunQocMvfvGLlKL6yCOPtG/fXiyoLo7Jejt27LjqqqvCbqv/T8T/oYcecq/zqVOnbrjhBnV51mWXXXbllVeWlZXJf8ULkcdkJnoAYIsEyxCncIjsaufOnfK1eDF8+HD38sZ35fRXEACAHEU/a4hTOIqLixsaGuRr8SKl63ZpeAAA0od+1hCncBiNZ316mvv1KBmsKQAAuYV+1hCncDCCBQBANNHPGuIUDuMaLPGve3lGsAAAyAz6WUOcwiF/RXjmzBl/vyJMX8UAAMhx9LOGmIWjurqa+2ABABBBaer6YyqHwhHlto9y3RqjXb0o160x2tWLct0aqV4zRLlujdGuXpTr1kj14iaHwhHlto9y3RqjXb0o160x2tWLct0aqV4zRLlujdGuXpTr1kj14iaHwhHlto9y3RqjXb0o160x2tWLct0aqV4zRLlujdGuXpTr1kj14iaHwhHlto9y3RqjXb0o160x2tWLct0aqV4zRLlujdGuXpTr1kj14iaHwkHb+0bofCN0vhE63widb4SuOYieIYfCQdv7Ruh8I3S+ETrfCJ1vhK45iJ4hh8JB2/tG6HwjdL4ROt8InW+ErjmIniGHwkHb+0bofCN0vhE63widb4SuOYieIYfCQdv7Ruh8I3S+ETrfCJ1vhK45iJ6BcAAAAASMBAsAACBgJFgAAAABI8ECAAAIGAkWAABAwEiwAAAAAkaCBQAAELAYJ1iLFi0qaVJdXa1PP3jw4OjRo4uLiysqKtavX5/Ssk7Ts4ztbtbV1Y0dO7a4iXhx7Ngx78u6TM8yef/HmO5l9wmdNXTbt28fNWpUIpEoLS2dMWPGmTNnbJcldLbvOuHcuXM9evRwuf8QobMNHd2EF7bRo6fwLq4J1ssvvzxixIi/NRk5cqT4V04/fPhwZWVlbW1tQ0ODOFjPnTvX+7JO07OM024OHjx42bJlF5ssXbq0qqrK+7I5EjrFOOJ42X1CJxmhEwforVu3ik9rfX39ww8/LJIt6yKETrLNoubNm7d8+XKnBIvQSUZ86CZSYkSPnsK7uCZYopF27twpX4sXw4cPl6+nT5/u9HVEvUuclnWanmWcdrOgoEAvlkgk1GtCZzCOOC67T+gMLmMtorcrLCy0liR0kjV0R44cEYmC6OeMWYTOYMSHbiIlRvToKbyLa4JVXFwsDsfytXgh/pWvy8rKVq9eXV5eLlp90qRJ586dU4uotnda1ml6lnHazYkTJ4qvIw1NFi9eLP5VixA6g3HEcdl9QmdwSbBqa2v1ESxCZ7CGbty4cW+88YZ1FqEzGPGhm0iJET16Cu/immAZTa6++IrpM2fOvHDhQn19/axZs6ZMmZLSsrbTs4zTbp48eVJezCGIF6dPn/a+bI6ETnHqzyTb3Sd0klOCdfDgwQEDBtTV1SVdhNBJu3btGjZsmO0sp0UInfqXbsI7Y5fpKbyLa4LlkiCLz4x8LT4/+uill2VzIbl22s3Ro0eL7yXqzLrt1TA5HjrF+whW0jI5HjpJ5Aq9e/fev3+/7SKETrJeCrNnzx7bWQqhk6wfWLoJ74zo0VN4F9cEyziVK/6Vr0eOHKl/cmzbz2lZp+lZxmk3jS8Ttt8tcjx0ivs1WLa7T+gkayqwadOm7t2779u3z2kRQidZh2EM1kUInWQEh24iJe7DTvQULuKaYMkfI5w5c8b4McL69etnzZpV32TmzJnTpk1Ti6h3idOyTtOzjNNuVlVVLV68WJ1Z138bQugMtr8itN19QmcwQldTU1NRUXH48GGXkoROcrl8zemcNaGTjPjQTaTEiB49hXdxTbCE6upq29tpLF26tF27dolEYvLkybZXL7os6zQ9y9ju5hdffCHvSCSIF+JfNYvQKU5jBk67T+gU29C5DMMQOiXpSJXLRYGEzjZ0dBNe2EaPnsK7GCdYAAAA0USCBQAAEDASLAAAgICRYAEAAAQsrgmWyzNiU33GpJenfjot7vGxl40OT808d+7clClTxF60a9du8eLF3ncfAABEWVwTLKdnxKb6jEkvT/10WdzLYy91RoI1bdo0/YbCa9eu9R0QAAAQHXFNsHT6M2JTfcaky1M/dT4ekGzLSLBEeXW/O/HC9pa4AAAgdrIhwdKfEZvqHfpdnvqp8/GAZFsuCZbTDYUBAEDsxD7BMp4R63RTf5fpSZ/66bK4l8deuqxn6tSp6obC4kXWP/kSAIAcEe8Ey/qM2FRHsJye+mlck57qA5Kd7rlsvch98uTJYqPl5eU1NTVlZWXNiQYAAIiIGCdYts+ITfUZk16e+umyuJfHXupsH3MhrV+/Xn8kFgAAiK+4JlhOz4hN9RmTLk/99LJal8de2jISrDlz5oh1imVra2t79+6tP9QJAADEV1wTLJdnxKb6jEmnp34aUn1AsnuF5USR3snr60ePHn3w4MFUgwAAAKIprgkWAABAZJFgAQAABIwECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDASLAAAAACRoIFAAAQMBIsAACAgJFgAQAABIwECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDASLAAAAACRoIFAAAQMBIsAACAgJFgAQAABIwECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDASLAAAAACRoIFAAAQMBIsAACAgJFgAQAABOz/AZi22KvsH6H9AAAAAElFTkSuQmCC)
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