Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: tao_huang_091414_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 19, 2002 |
Start Time | | 2002/05/19 10:00 |
End Time | | 2002/05/19 20:00 |
Key Words | | 20020519 |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 17.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.17 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | tao_huang_091414_1 |
Minimum Dst Value | | 8 |
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.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEphbiAxOCAyMjowMzozNSBFU1QgMjAxOJ+ku9UAAAGmdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoidGFvX2h1YW5nXzA5MTQxNF8xOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA1LTE5VDEwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wNS0xOVQyMDowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjIuMzY3Mjg0OTk5NSwgIm1heCI6Ni4xODI0MTUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19P0pmLgAAAARnQU1BAACvyDcFiukAAE62SURBVHic7d15fBTFujfwYc8CIQkhGyQBA7KYsAoSggIhICCyqGAE2UGURUHZwyI7+hEEZQkiiLJpFEU9gOCCVxCXcADJJZxoEDjJuUGiRo3nBgiSt27q5TlF9TI9mZ799/2DT09PdXXNU8P0k+7qaks5AAAAAJjK4uoGAAAAAHgbJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBQAAAGAyJFgAAAAAJkOCBW7KYsGX0xc5ot+PHTvWtGlTqzU7Ytf4GgP4LPznBzeFI5NvckS/d+nS5d1333XJrvE15hAH8EH40oMJvP7IdOPGjZkzZwYHB4eEhMyePZu95OuLi4tHjBgRGhoaFha2cOFCcRPLTcraioqKYmJipLdsLa9KpxKl3377jX2Wpk2b+vv7s881YMCATz755PLly+Hh4VeuXKFiAwcOpOXS0tL69euzMmwXLVu2pDiUV4SoRYsWtGvLrYy0hza0s4BSUFCQ+IlMrNkldSorN94dERER7Bv7888/q1Z47ty5fv36BVdgC+ylzk6dwK1+BABsha8vmMDjjky2ysjIaNeu3Y8V2MLmzZv5+lGjRqWlpV2qMGTIkK1bt0obqn6KiRMnLl++XPUtW8urMljy3nvvHT9+/Pfff3/16lWWM7311ltdu3Zl61mmlZmZycv88ssvVatWZRkef7lr1y72Lt/FnXfe+cEHH1Bt7733HlsjHtENttbWxleiZoObeNzXWIy2we4oKCgYPHjw0KFDVStMSkpKT08vrjBnzhz2UmenTuBWPwIAtsLXF+ylPFGRm5v74IMPhoaGBgUFDRo0iA7PV65ceeqppyIqsAX9kwqsto0bN8bFxfn5+XXq1Ck7O5vWS8X0d6pVD9v7448/zsqzxjz33HP6P+XsSLN//36+zBaSk5P5cr169X766Se+zHKsLl26KD+FtCYnJyc+Pr60tNRggqVfXpWypOq2/v7+v/32m3I9Ozb369ePL3/44Yds2/fff5+/7NWrF3uXV8iSMIoDw2L79ttvG0+wWAEW9vDwcNYFkyZNYkmetKHqt0X/rJitm7A1q1evbtiwYZUqVcp1vypWv7c6Xz/9Suz5forRNt4d7BvLvrfK2piAgIA//viDL//+++/spXKPUjClGFqNw19//bVkyZJGjRqFhISMHj36zz//5OvLysrmz58fGxsbHBz8wgsvqO5LJ4bUhrvvvnv37t3U4IsXL0ZFRal+zwEcDQkWmED69W/VqtVnn332v//7v+x3bfLkyePGjePr2Q9oampqfoXu3bsvWLBAv86BAweeP3+e/QQvWrSIDh5aCZbWTrXqmTdvXp8+ff5VgeUN+gkBO1rQoeLy5cvsGMCX2YGKveTL7LhF67Uiw/Tt23fnzp2qb1WivCqDCRb7+EOGDDl69CgLmrj+2rVr7JjEE8fZs2ez4MycObO84uRHZGQke5dXyI6UTZs2/fLLL9nLw4cPs2W2xqYEi30ZCiqwhWeffVbaUOvbolOzrZuw9QMGDGBfAHqp+lUx8r3V+fpZbVulv59itI13h06C9dBDD7GGsY9QXFzMGsBe6uxUNYZW47Bq1aoePXr8+OOPv/7666OPPvr000/z9UuXLu3WrVteXh5bP3XqVNV96cSQ2vDRRx+1aNGCfXb+1tixY1euXKn6YQEcDQkWmEDnmMf+DmZ/WfLl22677cyZM3yZ/aUeHx+vX2dhYSFf/ve//+3v76+6L9VdizvVqoc15uzZs3yZtUo/IahatSpPLMor8o9q1arx5eHDhw8bNuynCkOHDq1evbryU4gvDx061LFjRz5WxkiCZbW8KoMlWZTYEat169Z+fn4sGtOnT6c/9J966qkXX3yRLdx9993Hjh3jR/3ly5ez9eIuNm3a1L9///KKq42vvPJK+a2HfP2zTWwlfRn++7//m74MVFjr26Lz6WzdhK2/cOGC+FLrq2L8e1uu+PpZbVulv59S/qTfHXyBZSFpFVRbzpLduLg43mVsgdIm1Z3SSzGGVuPQvHnzf/zjH3z50qVLbC98uUmTJnT2TmtfOjEU29ChQwf+N8n333/PGsCiqto8AEdDggUmkH4Hs7KyUlJSQkJC+C81pSPsQF5aWsqX2QJ7abxOrVMj9FJrp1rl2d7pEoPVC3BaZ7B++eUXllexnUZERCxbtiwyMlL/UyQmJh45ckT1rcqVV2W8JMcSOJbijBw58r777uNrTp482aZNm6tXryYkJLCXLVq0YLFq1qwZWy/ugq2MioratWsX+5euxxlsAyug+mUQO0i/gJKtm7D14sBwna+K1e+t1a+fwbbZ9P2Uoq3fHVx4eDj7k4BOu0oZcGpq6pw5c2gMFnups1N6KcbQahxYBilm3uxPF2V8tPalE0OxDXv37mXf1evXrz/yyCMvvfSS8iMAOAcSLDABH35B2F+Wr7/+Oks+2G8c+9fqH/GqdA489Ccp+9Of1mvtVKsem85gaY3BEq1fv145dli5d/1TO7aWV2VrgsWxY2qdOnXoJUuwNm3aNHbs2PKKsfwvvPBC69atlbtYsWJF9erV6SqMTQkWfRnYgvEzWNKXTVSJM1hGXhr53lr9+hlsm03fT+VeKt0dHMt+9MdglSviL9VsNQ4s9Tl//ryy2qZNmyrPYEn7MhhDlmyxv0xmzJjRqFEjGtsH4HxIsMAE9evXz8nJoZeRkZHvvfce+xv63LlzDz74IP38paen0xAK9mfuvHnzdOrUOvCw5GbRokV//vnnjz/+2L9/f1qvtVOtelhjaIzLvffeq38E2rhxo+pdhMOGDWOfhaUmu3fvjomJoWsfWp/C6lu2ljdYUnXbrl27vvXWW5cuXbp27Rr7XBMmTGABoXdffPHFevXqbd++nS1v27atdu3a/KKhfmNsSrB69erFx2CxBeV4Ka1vi/RlE2ltYmeCZeR7a/XrZ7BtNn0/rUbb1gSL/SHBGsbPYM2dO1f1Dwkp/lLNVuOwZs0aFgdWA0t9Tp8+/fDDD/P1y5Yt69atG9tKHIMl7ct4/7755pts5auvvqoaDQDnwBcOTLBq1arg4GD6/dq3bx/7O7VGjRqxsbEvvfQSrS8tLZ0yZQq/CYgtKK8IiLQOPOwv106dOvn5+cXFxW3YsMHqTrXqYXt/7LHHQkJCwsPDFy9ezDbUaQz7m5j9QcznB5o1axZdj9iyZUt0dDT7Q79nz54nTpyQdqR/5kn/ZJXV8qq0KlHd9tNPPx00aBCLAAtm48aNJ02a9Msvv9C7ly9fZjFhRzK2fP78ebZM15V0GmNTgsXvImQNeOKJJ8Q7wviC1rdF+rKJtDaxM8Ey8r21+vUz2Dabvp+mJ1jff/99796961Zg6V1eXp6yjBR/qWarcfjrr7/Y+ubNm9eqVSsxMXHv3r18PcvyWUrXsGFD9pFXr16tui/j/fv22283bdq0rKxMNRoAzoEvHED5d999xzIMV7fCt+BoZ5ynfz+vX7+uvP/Doe6///5du3Y5c48ASviNA981derUwsLCCxcu9OjRY9q0aa5ujm9BgmWV13w/s7Ky6G5BR/vrr782bdqUmJhIMzUAuAp+48DFLGqcs+s1a9Y0bNgwPDx8/PjxfOC8CxtjnEc00ipPbLOTKb+fHqp27dobNmxwzr7Y96pRo0YspXPO7gB04DcOAAAAwGRIsAAAAABMhgQLAAAAwGRIsAAAAABMhgQLAAAAwGRIsAAAAABM5isJluqd7QAAAGAWVx/q3YuvhAMdDwAA4Dg4zkp8JRzoeAAAAMfBcVbiK+FAxwMAADgOjrMSbw4Hrg0DAAA4B46zEjcKx6lTp3r16hUYGBgdHb1lyxZlgRs3bsycOTM4ODgkJGT27NnspfHK0fEAAACOg+OsxF3CkZubGxMTs2PHjl9//fXixYuPPPKIskxGRka7du1+rMAWNm/ebLx+dDwAAIDj4DgrcZdwsIxq3bp1+mWSkpL279/Pl9lCcnKy8frds+NLSkpc3QQAAAATuOdx1oXcJRwRERHz58+PiooKDQ0dMWJEcXGxskxQUFBRURFfvnz5cnBwsPH63bDjmzdvzlpVrVo1VzcEAADAXm54nHUtdwkHyzMeffTRnyqkpaWNGjVKWaZq1arXrl3jy2xBmZp41gRo1LDly5e7ui0AAAB2ccPjrGu5SziCgoIuX77Ml1mOFRYWplrGO85gtWzZUsz8Bg8e7OoWAQAA2MWtjrPuwF3C0aVLF5ZX8eVLly6pJlheMwZLOrWWkpLi6hYBAADYxa2Os+7AXcKxZcuWYcOG0SXC0aNH01vUZxs3bvSIuwiLioo+/PBDrXdLS0uRYAEAgJdBgiVxo3AsWLAgLCwsJCRk+PDh4iB36rMbN27MmDEjuMKsWbPccx6srVu38rSpbt26qgWOHj0qJVhJSUnOaRsAAICDIMGSeHM4XDLIvXbt2jp7XLp0adWqVaWGdejQwTltAwAAcBAkWBJfCYfTOt7f358yp7y8PGUzlBISEkpLS53TPAAAAEdAgiXxlXA4rePFE1TPPvusshlaZs2a5ZwWAgAAmA4JlsRXwuG0jhdzpri4OOndKlWq0LsBAQHVq1enl+wt57QQAADAdEiwJL4SDud0vDSAXZoK9ezZs9JbSLAAAMA7IMGSeHM4pGtwTthj586ddXaan5/Pz2C1aNGCr4mJiRELYyQWAAB4KCRYEl8Jh3M6vlq1alKCtX37dnr32LFjfCXNyyDecsicOXPGCY0EAAAwHRIsia+EwzkdT6kS3UuYkJBA7+7Zs4ev7NGjB18THBwsJlgZGRlOaCQAAIDpkGBJfCUcTuj4AQMGUKr0xBNP8IXQ0FAq8Prrr/OVaWlpfI00J9b999/v6EYCAAA4AhIsia+EwwkdT3cIBgYGfvfdd3y5Vq1aVGDOnDl85bZt2/iaGjVqiAlWs2bNHN1IAAAAR0CCJfHmcEjDoRy6r3PnztGOvvjiC9q7eG9gamoqX/m3v/2Nrzl06FD16tVr1qzJ10dGRjq0kQAAAA6CBEviK+FwdMeLE1xJa/i9gVlZWTQpw6lTp8Rt8/Ly+PqgoCCHNhIAAMBBkGBJfCUcDu34S5cuUXZFA9jp8t/nn39efmsGduHCBWXzGD8/P8c1EgAAwHGQYEl8JRwO7fjp06crLwiGhITwlRMnTiy/9XplUVGRVAMf7S5NTAoAAOApkGBJvDkcThuD1aVLF74LcVKG3r17i0PX9Vvi5+eHYVgAAOC5kGBJ3CUcRpIhexImh3Y8y6t4k3bt2kUrd+zYwVcGBwdnZ2dTs6OiopQ1iDOOtmvXznFNBQAAcAQkWBJ3CYeRjrGn85yTYOXl5dHK/Px8vjIgIOCHH37QT55q1apFCZY4dRYAAIBHQIIlcZdweHSC1apVK54bnT9/XlzPB7bXqFGDHvPcs2dP/RqYBg0aOK6pAAAAjoAES+Iu4WAdExYWFhAQkJCQsHbt2uvXr1eujE795jX2P0pKSgYOHBgeHs7qr1mzZllZmfgufzRh1apVP/nkE548ac3VzjZs1KgRL9OwYUNHNBUAAMBxkGBJ3CscV65cycrKSk5Onjp1aiXKWHQ5osFxcXFUv5+fH8u3xHf5EwmrVKly8OBBXuahhx7SqY3P7MAyLUc0FQAAwHGQYEncMRwXL14MDg62v4zIQR1Pk7CrnnmqV68ef2vmzJl8YcyYMTq18ZlIIyIiHNFUAAAAx0GCJXHHcOTn51tNMoyUETmo4+vXry+ewZLejY2Nlc6iffrppzq1hYaGIsECAABPhARL4i7hSEtLy87Ovnr1ak5OTmpq6pQpU+gt6jOdMlY5qONvv/12Sp6SkpKkd9u0aSMlWPQUQlXBwcGsTN26dR3RVAAAAMdBgiVxl3BkZma2atWqVq1a8fHx6enp/Pl9HPWZThmrHNTx48ePp+RJ+STByZMni9lVlSpVLl26pFNbgwYNLBXTOkiD5QEAANwcEiyJN4fDCYPcGzZsSPW3bdtWenfFihVSG3744Qed2ho3bszK1K5d2xFNBQAAcBwkWBJfCYeDOr5ly5Y6g9xXrVolJViFhYU6tTVt2tRSMa2D8mGFAAAA7gwJlsRXwuGgjl+wYAElT61bt5beLS0t5XONEv3Lmp06dWJlAgMDHdFUAAAAx0GCJfGVcDio4+fNm0fJU8uWLZUFysrKRo0aZfAyJQ2KP3v2rCNaCwAA4CBIsCS+Eg4HdTxNv646BosrKSnh57FiY2P1a+vatSsuEQIAgCdCgiXx5nA4YZA7n1hB5wwWKSgosFpb586deVUHDhwwr40AAAAOhwRL4ivhcFDHP/bYY5RgNWvWzM7ann76aV4VWzCleQAAAM6BBEviK+FwUMc/++yzlGDddtttdtb28ssv86r69etnSvMAAACcAwmWxFfC4YQEa/bs2XbW9vrrr/OqlJPCewqMHgMA8E1IsCS+Eg7W8dOmTataYf369WZVm5KSwidWSEtLs7+2AwcO8ASrefPm9tfmfHwsP4uwqxsCAADOhgRL4s3hsGgzaxcsmbCoTTFaOadOneLNi4qKMqVCZ3rhhRdMPJkHAACeBQmWxFfC4aAE684772S19e/f35TaioqKePM88Wk5NELfYmBCCgAA8DJIsCS+Eg4pwdJ/ZI1xfAwW+9eU2spvXmWrUaOGWRU6zYQJEyi84eHhrm4OAAA4FRIsia+Eg3d8ZGQkzwCOHTtmSrWmJ1jVqlXz0GFMfJZULiwszNXNAQAAp0KCJfHmcCgvCzZu3Jgv79y505RdxMbGmniJkKlVqxZvYUlJiVl1Oof43OuQkBBXNwcAAJwKCZbEXcJhZIzUjRs3Zs6cGRwczI7fs2fPZi9tqp/927ZtW17/okWL7G9zYWEhr01/DnebsI/G6zxz5oxZdTpHXFwcdZ8njiEDAAB7IMGSuEs4jHRMRkZGu3btfqzAFjZv3mxr/UuXLuUZAFuofFsFqamprLZx48aZUhvTsGFD3sJatWpdunTJrGqdoH79+pRg+fv7u7o5AADgVEiwJO4SDiMdk5SUtH//fr7MFpKTk22t//jx4zwDGDhwoFbJ0tLSgwcPGqzW9DFYzZo189ALbUFBQdTymjVruro5AADgVEiwJO4SDj4yOiAgICEhYe3atdevX1eWYYdwmij88uXLwcHBNtXP/j1y5AjPALRmrvrss894gerVqxupdu7cueYmWCNGjKA0xWAb3ISfnx+1vFq1aixPdXWLAADAeZBgSdwrHFeuXMnKykpOTp46dary3apVq167do0vswV2FJcKWHSxAhcuXODL9erVU20AW0/lc3Nz9VtbUlLCMkKL2Y8O5DM1eNyFNj7nKjXerIkwAADAIyDBkrhjOC5evKh6dsr+M1hlZWU8AwgMDFSWKS0trVu3LiVYrKR+jnX27FleslOnTsZbYkT16tVZtX5+fuZW61A8wWJ9VLNmza5du7q6OQAA4FRIsCTuGI78/PyIiAjlevvHYJXfPD8kXn07dOhQjRo1aH4EESvMy/B7+rZt2xYdHf3hhx/Stv3792fFpk+fbuNHtILlf6ojmQYNGvT888+buy9TlJSU8MDWq1ePRZJ1X3FxsasbBQAAzoMES+Iu4UhLS8vOzr569WpOTk5qauqUKVPoLeqzjRs32nkXYfnNk0N0JYsnW/oXFsXCtJIzfZA7FxYWZlHM585PETG9e/c2d3f2y8vLo8uafOFvf/ubqxsFAADOgwRL4i7hyMzMbNWqVa1ateLj49PT08Uh0tRnN27cmDFjRnCFWbNmVWIerPJbx2JroVSGSU5OVhbYs2cPr+3xxx93RILVoEEDngXSdKPFxcW0dzqv5j4+//xz3jYaxCamyAAA4PWQYEm8ORyqp51oJk8d1apV46PXLbee6yJDhw4tF8ZgmTvInWnSpAmv+fz583zNgAEDpBTQ3D3a6f333+cNo5abHhMAAHBnSLAkvhIO6vhGjRpZTbBYUtWqVSudAklJSayqrKws/tL0a3aJiYm85ry8PL5GeR3TrZ6l8/bbb/NWdejQgS/07NnT1Y0CAADnQYIl8ZVwUMcPHjxYTKRU86egoCCaEEtVQkICr23o0KHs5bx588xtbefOnfmOTpw4wV6ePHlS2QaznldtiiVLlvBW9erViy/YdAsCAAB4OiRYEl8JB3X82rVrKUepWbOmlLWwlCs4OJifHBLTL+kew7i4OF6bgwa5p6Sk8B3xh1KLLaFrcDQOzB0MGjSIt2rNmjV8oUOHDq5uFAAAOA8SLImvhIM6np6Ww7BcSkqwxJkRvvzyS76Sz2gqjnznD7EpLS3t1q2bI85gzZ8/n+/oscceGzhwIO03OTl53LhxfHnSpEnm7tRWQ4YM4S3hc8Py9JQt80C1a9fOtc0DAABnQoIl8eZwSMmTcr1yPJbVGTJ5MT6BwjvvvMNfmj6gm4Y03X333dJHWLduHV++9957zd2prcSslKVTfPnw4cN8oUWLFrxYWVmZa9sJAABOgARL4ivhUE2w9uzZI2YJffr0sVoPXa1jy9nZ2Xzs+ZgxY8xt7cGDBymToxauWbNGfIvlXubu1FbUMBYTlk7x5fz8fH7hNT4+vvzmo4eGDBni2qYCAICjIcGS+Eo4xI5fuXIlSwIeeOCBciFhatasmZF66ELh6dOn2cvp06dbHDAGi+5PJLGxsfyto0eP8jV33nmnuTu1CT02m85X8XSwrKyMj1djDaarsW44cRcAAJgLCZbEV8Kh1fGUIrRs2dJIPTRP6UMPPVTusATr/PnzUoJFF9rojkK6BucSS5cuFZsXERFhqRisVlJSwkMUGRkpJmEubCoAADgBfuolvhIOrY6nGwm/+eYbI/W0b9+el2dpBEsg+CXCJ5980tTG/h/xzkE+yp4rLCzkbzVu3Nj0nRo3evRoMcHiSVVAQED5zef8NGjQ4NSpU9R+cWp+AADwPkiwJN4cDukkkGqZ4uLi/v37v/vuuwbr/Pjjj6lCGm8+duxY81r9/4k3LYaHh9P6srIylq+wldHR0cZrS0lJYVuNGDHCrOZ16tTJohAUFMTeCg0N5SlXZmYmX88ywqKiIrN2DQAAbggJlsRXwmFix1M+sX79en7m5vjx42ZVTsTh7a1atRLf4qfNgoODDVZ14sQJqsqs+d+bN2+uTLD47BVNmza1VDyUcOXKlXx9nTp1TNmprfLy8saMGaOf2xUUFLB4shRw0aJFTmsYAID3QYIl8ZVwmNjxlPrw5xU2aNDArJpFgYGBlLgMHjxY2YBatWoZrOqee+6hqqZOnWpK82677TZlghUZGcneio2NZcssa3nwwQfpDFZ+fr4p+7UJv5aq/9xGfkGTc1rDAAC8D35FJb4SDhM7fvLkyVJikZ2dbVblhF9o41577TXxLX6bnvFb88SrjTQHvY6ysjKWKoWHhxcXF2uVoSxKHCsWFRXF3uKPcfTz8+vYsSNfX61aNZ2qHIRm5NI/bye2360e7wgA4FmQYEm8ORxSGuS4mn/44QcTK+caNmxI9R88eFB8y9/fn6+/cOGC1XpYtiQ2VZyqXrRo0SJeoEaNGpRz8PlUVfE5Wlmqx0/jcfwMFn9SNUuqWrZsyde3bt3axk9vgrlz51LDduzYoVVMDA5/MBEAAFQCEiyJe4WjqKgoJiZGq5PsSZjM7Xjx0YT8tI3pEhISaBdnz54V36pbty5fL53ZUjVhwgQjcbNo0Kq2fv36PMGaN28eFWYr2Vv8xBXL0ho3bkxvHT58WKuqS5cuSaeOeAbZqVMnq59OR1paGu2dz6mhJF6HZdq2bWvPHgEAfBkSLIl7hWPixInLly/XSQIqXbPpHU8TYikTIFOMHz+e6peur9ETfow874/PpS5Szquenp6ulWAVFBSoVhsdHW2pmP6qXEjO+MvOnTtbKkY+8TKWiiuJWpcIBw8ezMtMnz6dr+nfvz9VWFhYaPUDamHZEtXTpEkTZYGpU6dKH9b4sDYAAJAgwZK4UThycnLi4+NLS0s9IsGiMzdVqlRxxOP2xo4dSwd+6a3HH3+crw8MDLRaD5/TgWc51GCpjHiZT0LPsd6zZ4+4CT/JFBoaypaHDRvGq+XZGI2pDwkJoXqUV1EvXrwo7lccC0Vq165tS8xuQRdSmbp16+pERmxDpXcHAODjkGBJ3Cgcffv25YNgdBKssLAwdlROSEhYu3bt9evXjVduesefOXOGDsyOGMH99ddfa51W+e677/hb/P64rKwstsCSg7179yrroUaKg77btGmTl5dHZVSTG47PtsXvW2QpGm3CcyPVIfNdunTh24r505QpU6RiOlmdJDMzsxIBFC/jsmRLJzLbtm2jZXvOmQEA+DIkWBJ3CcehQ4c6dux448aNcmuddOXKFZZSJCcnK2cc0D9Om95mqtkRZ7CYAwcODB06VHUOdNp1SkqKeJMge+vll1+eOHFiecUcqrSen5tRJlIFBQUlJSX0ks5yiRuKo8FY2scbwGfAV51NngY/0Sz5zGOPPSYVExMgq2yK26RJk6TBVcqZGviJUqqcPvijjz5q074AAICz9bfa67lLOBITE48cOcKXjXTSxYsXjc+0abBOWzVr1sziolvktM450WUvVoDFR8ycyism3pTKN2rUiPIhloXwOwx0bNu2rbzicT08q7v99tuVbWMZ24MPPsifqE0bKh/XyB9fqEVK9YxHZvv27aoVis1j/65Zs4av57dVsg9CcbM6WQMrkJSUtGLFCuOtAgDwejb9VvsC88NRWlo6b968+Ph4Pz8/9u+CBQuuXLlivR3aR0RV+fn5fEi1QQ7qeFfNnCROj2nEyZMn+Ybi9FqWikFOlJOxOouLi/k0DevXr1fN4fhDgVgX8wRIa5T92bNnv/rqK/HU2pgxY6Qy4rssVe3bty9bOWXKFLZff39/tgvxDJyRCSk4cQZ80ZkzZ9i7999/P3/Zp08fvsBzxE8++YRK6kxOwVHiOHv2bIOtAgDwehYkWLcyPxzsGJmSkpKdnc2Okezf7t27P/XUU7a16dZOopdpaWmswqtXr+bk5KSmpiqH9Riv09MdPXrUSF7FiRuK440kH3zwgVhSSsU4llEVFBSwdI2/bN++vbJtrI+UG/bv318qxhM49m/z5s21PiZNSPHWW29ZjQk9BlsUFBTEF7Zu3VounPmjhSVLlvDNpSutOqiYPWPwAQC8jNUfT19jfjgiIiLE56LYeqqpXDvByszMbNWqVa1ateLj49PT01UHJxms0wuIF+B0iCPTOa2SUrHZs2drlWRpFl/o0qWLsmHiaHpCdyMSnuLw50Nr4RdhmV69etkaEPY92bFjB38wInPPPfeU35pFcV999ZUyMh999NGwYcNUT0+y8lQsICDAaqsAAHyE8jji49wxwTKLfgLhBXJyclgS0LVr1yeffHLhwoX8Y95///3iiRyWo0hbhYeHKxOg3r17K+tXpiOSlJQU5VZ0fkvEx90za9euLSoqotFg+t8N9rl4sYYNG7799tv6F2TF3S1dupSvfOaZZ/ga9qnL1cauibcNSima6kMM77zzTiqAebMAAIhXHmft4ZBLhKmpqWfOnCktLWX/smVbLxE6gk91vHiD3po1a5QFWNfQ0CuWRuzbt0+rKhoMruree+9VbqJ6qY4PdaKb+z744AO+cNttt+l8kD179vBiVOG6detUS164cIH2Ja7/9NNP+coaNWqI90uqJlitW7fWeZcT709kMdRpPACAT/Gp46wRDhnknp6ezg6cfn5+7N/58+cbGeTuaD7V8c2bN6ckQGt4eEFBAcvDWB9pzdXOffzxxzoJ1rBhw5Sb5OfnK0vedddd5cJJJpqMPjExUWfv4mQKlGmplly6dCkvoDyrRNuKV/e4mjVrihealyxZIhXYv3+/VJs4iN5Bc8wCAHginzrOGuEr4fCpjh80aBAlAXZW9e233+okWG+88YbqVuIZLP5Moblz5x48eFBMTfhCnz599Bug3KlqsaFDh/J327Rpo9WYWbNmSVWxtunvbtSoUTofjUlOTqa3jh49qv9ZzML+gHHE3LYAAPbwqeOsEb4SDp/q+LKysjp16rBUgB7wV2nKc0gicYS4SJzFauDAgZaKebAmT56srGH9+vX6Dahdu7a0SXZ29t133y1NW9+yZUv+7sqVK6UaaGSV8rGMygTrpZdeEgsoHzit/Aj8QYeUeGVkZFiNquj777/fvn278fK039zcXJt2BADgUD51nDXC/HCw4x/7s158Epyrgi4dCF3SBi+wbt061XHxFu0p7MXR4nwiU5Zg0S2Bos8++0x/7yzD05pV9f3336di9NxDmq6W9O7dm7+lrCcsLEx1p6+++iovcMcdd4jr6SFFYlVsWTo3Zj2mN61evZpvovowH6VHHnmE9qL6gEUAAFfBcVZifjjYH/2LFi3697//bXrN9kDH22nkyJEsk2AZCc2PxXIarcL0nMFq1apNnTqVJ1jis5+J8iHQqk6cOEHPkCb169enAvxCJFNUVCRtu2/fPtX8zKJ9DyON1mrQoIG4fsWKFfTZxXp69OghvtS623Hx4sXHjh0T14iZ6NmzZ63GoXHjxlSedcf8+fOtbgIA4Bw4zkrMDwc71P3555+mV2sndLyJlixZ8tprr+kUoAlCLTcnzRozZozq052NjyWaMWOGtG1gYCB/S5yyS3VbrQRLyp+I+EwhGlY/adIkWslviqRpLKQzfPwpOq1ateIveSIo3trJ8k6eCIpnwoxMWxodHS19BK1R/wAATobjrMT8cMTFxZ0/f970au2Ejncmes4gpSDNmzfn999JF9eM17lr1y4pt+DPtOnZs6fVCsUxYWyZ2qAzSYS4I7aLZ599VlyTnp5eLpw2ozkvqBlSU6UClptXJ6WVVoPAMkKLgtYDiwAAnMnIj5hPMT8cGzZsGDhwoHICIddCxzsTzcLAUg1+0qV379482RJTDZvmkVI+qZqnU8o1SuIVvYYNG1IbWDu1dicmSay8lDPxMspR88ZJT7PmXn75Zf0g1K9f36KWwO3evVu1/Lhx4ywVs1FgOgkAcDQLjrO3MiccVg8npuzFzla5pA2+ia6OWSqGb1sqbrXjaUFgYCDlB7ZO1Kn8XvXr1098mZqaqrph9+7dqQzLNijBiouL09rXZ599pvowojvvvJPK9OrVy+o331bnzp3TiQC/p5IlZ4mJieI1R9VJ58WIRUZGGgoxAEBlWXCcvZWvhAMd70z0gBqWS/GhV1FRUXxNaGgonbzp1q2bTdVSukApGk37yXKmd999V2vDZcuW0bYhISF04VInwZL2SPsV37106ZL4Lsu3Fi9eTC87dOggFdB69NDEiRPFlzrt4dkqTabKEkqdrcS9a2VgAABmwXFWYn443HPULTremWhedZ4NWCqei8xfxsbGFhQUREZGGnl+s4TfyRgYGFinTh0pRzl8+LDOhvv376eSDRs2pJv+srKy9PfIL8kR5dOdp06dyprUrFkzcbS+eD8gbctSTL5GvDhI/1nECeKVs3MRfu5NnKCBtnr22WelwoMHDzaYtwEA2A+/MxLzw9GgQYP/+Z//Mb1aO6HjnYkSmpo1a/IEi845tWzZ0v76hw8fLiVY+uVZ9kMl+byg3377rfiQHCMbWqw92EdVeno6TwppFJQ4RRxvDCeNrKJ7JLlOnTrRW+L0XZRr8iH/3OnTp8tvvW/Rov3QJAAAU+A4KzE/HKtXr37ggQfYr/mNGzdMr9wmNh2DwVyzZ89m2QP7Gkg30GkNk7KVWKeR619UuH379jbtiGUztO2XX35Z2fb+B917yIgPgiwsLJS+sSw9ZdnYmDFjBgwYIK4XZ5cQb67Myckpv5moKQfC79mzx/7GAwBowXFWYn44LGoMbltUVBQTE6NVnmVsM2fODA4ODgkJYcdvmxI4dLyrSLfLPf/886ZUK94YqHzAsxIV3rJli6374uecoqOjK9VSWZ8+fXhLlBfTT506pfrfRxIfHy9uRetZLrto0SKtrfr3729K+wEAVOE4K3GvcEycOHH58uVanZSRkdGuXbsfK7CFzZs3G68ZHe8qGzZsEA/zb775plk1U52LFy+2Wnj48OEsodGaWdTJ7r//ftYSrWt2R44c0U+wmjZtKpbv0qULvaWc/YFOZUmP/QEAMBeOsxI3CkdOTg7705w/XVi1QFJS0v79+/kyW0hOTjZeOTrehXJzc+l4b2Tkk0FlZWVDhgx55513zKrQfeifylKmSjqF6RJnbGysSz4LAPgIHGclbhSOvn377ty5s1y7k4KCguhJc5cvXw4ODjZeOTretYYPH16zZs1p06a5uiEe4+uvv2bfcNVzUXPmzJEKqz6GiKPnCIWGhoqbTJ48eevWrU78QADg5XCclbhLOA4dOtSxY0c+rEqrk6pWrXrt2jW+zBaU01Tq/B2PjgdPJH6BN2zYUKNGjWbNmimLrV69WiwpTrhFldAcE9nZ2fRuJSbLAABQheOsxF3CkZiYeOTIEb6MM1gAHD10SBrYrkTnt6pXr15SUuLv78/WPPnkk+U3H0rN53GgOWDprNi2bdu++OILZ3wYAPBqOM5K3CUcRk44YQwW+KCTJ0/yea2smjJlyurVq5Xr+SymLM06fvy4zileW59cpAoPPQTwWTjOStwxHFIn0cuNGzfiLkIAW+mM0FIaMWJEpXfEz6KJU54CgO/AcVbijuHQSrBu3LgxY8aM4AqzZs3CPFgARiifLMRyIHG+U0nl7vRs0qQJ1fDWW2+Z/ikAwM3hOCvx5nBIhw1XNwfANcTJ6LmSkpJ69erRy7i4OHHmd39//0rsRazf6lO0AcD74Dgr8ZVwoOPBZ6WkpFDqQ9PHJyUl0cp3332XrYmIiKj0XyMsYxMTLFOGcwGAZ8FxVuIr4UDHg886ffo0pT70WKEHH3yQVtLIdPEk1qZNm4zvIjU1FSeMAXwc/uNLfCUc6HjwZZT39OjRg69hSRV/Dnfbtm2pWFBQkJgk0awoxusn+/btM/9jAIAbw3FW4ivhQMeDL8vIyGDpVFRUlH6xlStXiklS586djVReu3Zt2oQehlivXj0zGg4AHgPHWYk3hwPXLABsJf6XiYiIsGmTKlWqPPzww7TMsKwuOzvb0W0GAHeA46zEV8KBjgcwYseOHfzSIR+wtXr16sLCQra+tLRUdRLRvLw88ZIiK6O8XOj0DwEALoD/7BJfCQc6HsA4KUOihxsqJxHdvn07f6tOnTp8DZ84HuOxAHwNjrMSXwkHOh7AOOVZKLJ48WKx5KJFi/j6Fi1a0MqQkBBxkzZt2ujvrnnz5lWqVOndu7dDPgwAOAWOsxJfCQc6HsA4OmWlFB0dLZbs378/X9+3b1+pkiFDhvC39Gcufemll6hy4/ctAjdlyhSWm9auXdvVDQHAcVbmzeGQDgyubg6Ax9i0aZNWghUQEMDL8CFZsbGxfP327dulSk6ePMnfotlNVdWsWZMqt+kJ7lAu/Mo1btzY1W0BX4fjrMRXwoGOB7DJ/PnzWeozZcqUmTNnWiomZ+cHcrbAUivx0TrcmTNnlJXQuzrPNxQroXlQwYisrCwKXdWqVV3dHPB1OM5KfCUc6HgAO9HpKJqLQaSaQtGlxjfeeEO1zqKiIqkejIg3btCgQWLoXN0c8HX4Ekp8JRzoeAA70UmsuLg4ZYKlugmNdk9ISFAtsG3bNmVVfGIIsEp8YjfPfYODg1k37d+/39VNA1+E46zEm8Nh5AAAAAYFBATQhTzpP5fWIOtx48bxAn5+fqoFHn/8cV6Asjeme/fujvwcnurSpUvz5s0TZyMTh6/h5w5cDl88ibuEY9++fffccw/74Y6Kiho5ciT7KVGWsecXBB0PYKfmzZvTmRK+EBcXt2zZsiFDhqjOQcoUFBTQJqoF7rjjDl7g6aefpgm0goODHfk5PFJJSQllorRSzEolxcXFLmwt+CYcZyXuEg72N+u7777LfhT++OOPRYsWpaSkKMvY03noeAA7jRo1SjyE698bSKi86pMN6RriBx98QEO2q1atqjMo3jdt3ryZIsnSVr6SD3FjaRb761RKsI4cOeLaBoMPwnFW4o7hYH+r0a3gIiRYAC4k3rNmMXzbmjil1uDBg6V3/fz8+Ft5eXnlt56lNv8DeDJxtjCaEYOfSgwMDHzxxRelBEvrrgIAx8F/W4nbhePPP/9csWLFfffdp3yLdV5YWBjLvRISEtauXXv9+nXj1aLjAewnHsK1hlVJGjdurJOT0dVG6SUzcuRIcxsvatiwIdvF7bff7rhdmGv69OlSnkqTZbBfxSNHjkgJ1vjx413dZPA5OM5K3Csc/KchPDz8hx9+0Cpz5coV9pd0cnLy1KlTVTfX4uC2A3g/8XSU8eykTp06qv8NN2zYwFfS1cYlS5ZQSZYDVbqdWmPCuLfffpv2sn79+krvxZnEi4B33XUXW3Pq1Cn+slGjRoWFhdLPXc+ePV3dZPA5OM5K3C4cv//++8KFC++++279YhcvXrRpJCw6HsB+4oOcL1y4YHxD2uqVV15RrhSHc+3cuZOvrPTjXxo0aMDr1BrI1apVK9q1G87PqZodNmvWTEptP/zwQ/6SPwVSmvqVJWTObjf4PBxnJe4YDpZjBQYG6pfJz8+PiIgwXic6HsB+Tz/9ND9+2zrlur+/P98wKiqKr9mzZw9lA6NGjaKSLCviK8Xb5VQVFRWtW7dOXMNyPjEFbNKkieqG0uwGjz76qE2fxaGCgoJUs0N+TZOLjIxka7Zs2SKe0JLuKGzfvr1rPgD4MBxnJe4SjuHDh+fk5Fy7du2f//zn5MmTxTFY1GdpaWnZ2dlXr15lJVNTU6dMmWK8fnQ8gCkOHTq0fPlyW7eizIwlN3zN3XffLa0hdDJG50pfbm4uL1O9enXlhiLlaCRlGVs/joPQNVNldhgaGkpv8b8/p02bxl8OGDCgXPHZExMTXfMZ7LZgwYJ7773X1a1wU2+88Ubt2rWHDh3q6oaoc5//Sm7CXcKRmZnZqlUr9lMbExMzYcKEX375hd6iPuNl2J/O8fHx6enpNt3IjY4HcCE6L0VXA2lgljIBopMxqs835Fq0aEHJBJ3HUmZOyvyJUj3JbbfdZuonNqqgoKBfv37sj0a2LM7gKuWdNMur5eZlzaSkJP5y69at4rY802rWrJlLPo6dBg8ezD+F6o3kQN8B95ysH8dZiTeHQ+dHFgCcjE6xVK9eXfyPefToUakkXQ4TB2yR4uJi6b+2v78/W3/gwAGtBKtTp06swGeffSauZGmcdNaHv2SZnxOiQagNLAcV2yNNMybeXmCpOLfH/hbly+xzsQKFhYW333771KlT+Ur2rjM/hVnoUjLTo0cPVzfHvbBOp+B07NjR1c25xaFDh9q0aYPjrMRXwoGOB3AtrWnHlSVZPsTfYj/ZynelVIMqad++PV+uXbu2VIYnK1IDZsyYERYWptokVp7PI/XII49UqdC2bVuDH3PBggV+fn4rV65UvtWzZ09W1R133EFrvvvuO9rp3LlzpWawlIvVo9rC06dP0ynA8+fPi3vhU4tFR0cbbLBbkYbHGQ+7L3juuecoMvHx8a5uzn/Q+WkLjrO38pVwoOMBXCswMFA1V1CWpFRDeafwJ598olpJSUkJXSMbOXLkyZMn2Uvxstr+/fvF8jzleuaZZ1Rr4yZMmCC+ZNmY1c84ZswYKn/48GHxrbfeeoveonMzI0aMoJX01CCyY8cOrbaxxtCJQGmwBP/U9evXt6Vz3IWUGSvH5/ky8U7S2NhYVzfnP8Tvtqvb4l58JRzoeADXYlmFMlFQPdNDU8aLA9i5unXr0rYff/wxHY8zMjLo+tr3339P5WklTRnPLFmyhL8r/uWtpBwyf/HiRf3PKG4izePFkkV6i+aGqFevHq2UBlFZKk7FSQ1QngVUPrCI34fooWOYpE/n5Mu1bk68ts7vJHUTb7zxBjXM1W1xL74SDnQ8gMtR6iBeJlOllT1QDXw2c8pa4uPjVX/i6RSRmGmJBR5++GHxrEmNGjVUb0XkQkJCjDSbE1Ocdu3aSVXx9aqXO8UbBiU0xIooJ7OIiIiw2JhgsfRUf2pWhyouLmaJJkudDx06JH06ttJVrXJDYmTc6oHoNGOIBcfZW3lzOFR/0QDAhT766KNz585ZLSZmOcePH+crL126JP13fuqpp6T/5sqTXlKBZcuWSQWOHTtG7/r7+7/wwgvSJq1bt+YLLB+aM2cO+5cPq5c8+uij4lZ0mmrFihUWBZZVKNvG0RTtZM+ePbwq5QB/5ZSBsbGxlorzYQbvs6aq6BnSTkYn6qjTWfbAR7uzXNMlTXJD4pff4mZnKMXpRVzdFvfiK+FAxwN4EDHBohxCvIjG10hHHYvaOQ/pjJRyXxcuXKB369evL103DAkJEe/eEpWUlPAalKdepGOhcuXevXv37dunXM8/mrRSbG1aWpp43kv50At+Mo+VKSoqUo0t22+NGjVYMNm+xKr49Uf2r5PPZilPGfbs2ZNf6MQlQjJp0iQxRMo/JCqhsLCQHhxuj0GDBql+V8FXwoGOB/Ago0ePFg/8bM348eNpTbt27aikOHW75eZzY0TijWlaE9BTgaZNm5bfmt/wNEX1uiENwda5qigdFPn1OyYlJUV8Yg/hA8jENiufKigmfOwYKb3LZwhjmRPlf6KCggKrrbXnKZCVoGzPl19+yafqqPTjkrwPS/15cHi42H8Km2aCJDS33Pvvvy99jSutW7du1Hd2VuVlfCUc6HgAz0IPMJZOtCj/L/OHD3Kvvfaa9G7nzp3p3blz56ruiwpkZGSUC4d8uswnzs+kbIm0Uproi7DEiG4zZMdLKkZD3dkH4RXm5ubyNrC3VBvM2sne2rRpk/Kt5s2b89pOnDhBKzds2BATE2MwEeQH79DQULaQmZmp20smUI1qXFycpeLkn3Q67ZNPPqlbt+5TTz3l6Fa5G/ovwKfnYF3JrzLbhOZOO3nypDhHiXhfSCXQvCoWHGdv5SvhQMcDeBzVhGD9+vXKkvzyVo0aNVTr4RfpGjVqpLWj++67j+2LnpO4e/fuqhXotkE+iaJSUVERPZ2a1dCyZctvvvkmKytLteXlwhMYxSTswoULhRXsjVcFSrCef/55vubgwYOqjdfCGi9mpRZhVq1XX301PDycZbEdOnRgH9P+1oqPpOR4Unv77bdbKlI9KY2gYs8884z9e7cVyztZqlq5U0d2og/Ovsb0tal0JSxLE+9gZX8/qE7qaxANUrTgOHsrbw6H9P/W1c0BANsob7KjU0pOJs2/RZfw2JGJbvpTXs9KTEykTRYuXMhXWhTMbWq/fv3EcB0+fFg1O2R5UnnFAP/ym+PiRcoEMSYmRroaa1G7QGmrgQMHUlP5Ap9Eg993WatWLfEM1nvvvSe2kNF6nrcRygSlpKSEPviCBQukd3Nzc3kEnP8lfPzxx+lT03xpLJW3qRJxcCHLXMUZTzjxEcBKeXl5ERERqg8R5xe7+d8Mtn0wb+cr4UDHA3gc9osvHe+tzkTlOOJ1Q3qYj2jUqFHKrVh+s2XLFtV6OK2zbpXGMgNl25Q6d+4sbpWZmblr1y7VaSP0GZlJIS4ujh19n3vuOeVbdAdAx44d33jjDUp6xKSQRaxDhw7lt54pIarVWkVVid8o1UcVpaWlscZLvSZefnUC6hcWLroet3PnTpsqSU9PFz+CODMcp5zyQ0R/VCjvq7jtttssN1Nkmz+bV/OVcKDjATzRq6+++vDDD7u6Ff+nsLCwZoXc3FzVJ0YbPJ0jPQ2mW7dupjfVyFirFStWKDdUveHRKv2HBi5dupRKKt+lt/7rv/5LXN+zZ09pL7GxscpTaBbFQ4EKCgp4PrR69WojIaLNxcmcqLXK21Q5KWl2NNrv7t27n3zySb78xBNP6GzSv39/lvH07duX1ohDFS03bxoVvyr6CRaVVM5RwmvmN/na8zG9j6+EAx0PAGY5c+aM8qBrcFtpeFMlRtIY8cgjjyhPR4nTsbI0UbkVa4zBgfBKGRkZqoOTkpKSqIw0oEq8milt1aVLF4P75cf7vLy8srKytm3bip9aJz70MVm++/HHH5ffeiscl5WV9eyzz6rudNy4cbb2SKWxruQ75SfVaNr0Xr16aW0i5oX79u3jK6XHAPAIsKzo+eefpzsTdZpB2a0ywQoPD7fcnI7E7o/rVbw5HNJ/CVc3BwC8Bz8RRcfpL774wuCGR48edebvErWQHz75S/3rklJmxg7kQ4cOzcnJoQIbN27Uz8NYAV7yo48+EmsTn884ffp0Wq+c1Wn16tU69YeEhNAy+1z9+/dXLUbjt1jjly1b1qdPH9aYrl27litO8r3wwgtNmjThy3SKMTU1tWnTpqo1K+fOcBya/o1Pu0q3LEgXeUliYqL46WjEmOoH4TON8Ztk2VY6U6BRgiU9C4HhNzbySsz5zN7CXcLBsux77rmHfZOioqJGjhzJEnBlmRs3bsycOTM4OJj975o9ezZ7abx+dDwAuAk6l/DGG284el8lJSXh4eFBQUF8Qi92BD1w4ID+JnRE1xnNffr0aX7eQsuFCxeef/55aeW6deuoBvGECiVkREywpISPsjFao5Xt8aSQZpAio0aNktbwIfN8uUOHDnyBHWuk67mEZRt169bVmsqVZXJsQ/1rlMZRw957773yilF9/GWbNm2UhVXnvJ02bdq7776rGit+rwO/UUN/6gfqBeW8WfwLw7NeUz6y13CXcHTv3p19A1jv/vHHH4sWLUpJSVGWycjIaNeu3Y8V2MLmzZuN14+OBwD3UYlJjJyGzlVYvV2OpgwwqF+/frQtHbCVg6bLb31+cGBgoFgJjZqyejVzzZo1LMeyqYXM2rVrVdcrd6d8Vmb5rWcoaeUTTzzh7+8/ceJEW/uC5cdSbT/88AN/2bx5c2X5rl276jdeShn5pLJ008b58+dVmyE+o0n5reBdiQRLyR3Dwb5Sqg9aSkpK2r9/P19mC8nJycbrRMcDABhBkwJMmjTJauHCwsK0tDTdjOU/+ET5LM9gh3l+yFfNUZhNmzbRVm3bthUrYX+B8zL0EEMtlbgpkl8mU67n186ys7OlOvk5uffeey8iIuLDDz8sv/VmvU8//bRcLRF88MEHlR+ZJTG8ZGxsLK186KGH6LPwNawlvA3Ked0aN25s9QM++eSTYnsSExPLb846xvz9739X7Y7vvvtOrIQ1NSUlxc/Pj39knrTxyRqsfmF8ituF488//1yxYoXqhBx0lpu5fPmyTY8TR8cDABh04sQJeqaKQdu3bxcvtInolkCWEl28eFF8S+vhRZmZmVRGml+AHgFUUFCgmkNUepy+5daRaoTOmZ0/f165yapVq2j5xRdfnDZtGr309/cX5/MUKSdPF/NFltp+/fXX5cLZxLCwMCrJr65Kt0+yg6NYP/sIffv2VYaiXLgEbLk5BH7AgAH85e7du1W7Q3pupniejCba7dixowXH2Vu5Vzh4P4WHh//www/Kd1nafu3aNb7MFpS3PKh+j8UvFgAAOJT0w8uO8eJTj8SjO8P+bNaqh19y6tWrlzTLq1gmKytL2h07LoiX1YjqDBRt2rSRzkjxE0XiRUnp8UrK5yCJSQzLh5R3I6pKSEjQj5uEnysS2yDNQPbOO++I5fnKt99+W2wnv2U1JydHehDT/PnzeZm0tDTVvnjppZfEylXny8AlQiW3C8fvv/++cOFC1avyOIMFAODmTpw4wdIUlug0btyYpTWnT58u184e+CBrq6i88mdfmn2AD8GWpnfiw8PLFRN9lZaWSpvzv9u3b98uZSqE5udUPU/GVkZHR6t+0rKysrFjx4r53O23307VSueflMQ28PyP/Suu3Lx5MxUePXo0rW/fvr3F2n2jGzdu5BveddddqgUee+wxsTGqT9vktw7o7MUHuWM4WI4lfXU4jMECAPBEWsOhxCRDx7hx41juojo2t6SkpF+/fnymAMvNa450Sat+/fpS+aysLLbJyJEj+emcnTt3ilc2V65cyYu99NJLiYmJyslj6eQN7dEIuhIqTdLBR7mtWrWKD2CyaORtUnrEskyLYroEOsl07733GgmpaO/evXzbli1bqhYQZ1BTxc/8WXCcvZW7hGP48OE5OTnXrl375z//OXnyZHEMFvUZy7JxFyEAgMeRLmCRgQMHmlI/3RynnFLLoKKiIhrdpYNO3mgNriLi/Xr8Zj1OLFOtWjWpnpiYGGWOFRkZKbaBT5DBWiJOW7Vo0SJemB1Abf3sx48f59s2aNBAtYDVYW18SJkFx9lbuUs4MjMzWQrPvpHs6zVhwoRffvmF3qI+u3HjxowZM4IrzJo1C/NgAQB4iu7duysPzCdPnjSlcnp0sfKUlbko1WBZjjgUSXmKjp7KzLRu3Zpq0M9UXnzxRV6MHQpp5eDBg8U20FviRFz3338/XymO1jKIBsmxY+vWrVv9/f3FB2v26NGDWiI9rpEW6KPZumvv5s3hkL64rm4OAIBPKykpWbhwIVtYv359QEDA2LFjzar53LlzQUFBISEhRs5C2YPOYC1evFi8I/Lvf/+7lGOJD6zs378/1TBo0CCdBIsenTR69GhauXfvXrENfH55ltbk5+fn5ubyRIcPzGLLeXl5lfhc9OQc2ik961BMpMTRV3Xq1OnXrx9rDE3qhuOsxFfCgY4HAAA7nThxIjQ0dMiQIbRGTOlo/oIaNWq89tprlIvQ6GGilWBRAXHYu7QtDdhi2ZU0Oorfs1mJz8UH+4s5ovIZO2fPnm3RogW9pJsQxQ9ViV17MV8JBzoeAAAcqqys7I477ggODj537lx+fr5WhlSuuPlRymm4Xbt2NWnSRHkVtVOnTrz8Bx98EBkZKVVSuQRLeram5dYLf5ab91eKU7orJ6bHcVbiK+FAxwMAgDOlpKRUr1592rRpyreUw8ZZSfFh2DqefPJJvsn48eOl5whJI9+NU70pklVFGRV/LDTDsjqWjXXr1k1ZCY6zEl8JBzoeAADcBH++sta5K33r16/nW3Xv3l2akkr5JGaDlGfCLBWXIN977z2+bGTGMhxnJd4cDum74urmAAAA/J+ioqI2bdpQeqQzo70SPUeoffv20pkwrUcPWdWyZUtlgvXWW28tX76cL/PnSOrDcVbiK+FAxwMAgFs5d+6cv79/7dq16UY8I7799lue9DRp0kRKiSp9BovPwy6ZNm3aAw88wJeNzF+K46zEV8KBjgcAAC9w4cIFnvTUr19fSolsutQoWrx4sVgJX2jdujXNuZWRkWG1EhxnJb4SDnQ8AAB4gZKSEn5lkB6tSBcKVZ8yZ8Tnn39OCVabNm0ogaPJVL/77jurleA4K/GVcKDjAQDAO/BZHiiv6tChg3+Fc+fOVbpOPsto1apV8/LyeLXivKOlpaVWa8BxVuLN4ZDOnbq6OQAAACYQn9LDvPLKK+bWL50YM3gAxXFW4ivhQMcDAIB3qF27tphgHTt2zNz6pZsTY2JijGyF46zEV8KBjgcAAO8QEhIiJkDiU59NIZ0hM7gVjrMSXwkHOh4AALxDWFgYZT/0TBsTidNiGb8zEcdZiTeHA2OwAADA+zRo0IAObfwpgeZat24d1V+3bl2DW+E4K3GXcBw4cCAlJcXPzy8qKmrs2LE///yzsow9CRM6HgAAvEPXrl3pUFjpyUX1Uf0HDx40vokjWuK53CUcPXv23L9/f0lJyU8//TRhwoT77rtPWcaezkPHAwCAd9i8eTMlQJV+PI6+jz/+uEGDBq+++qrxTXCclbhjOP744w/V2dKQYAEAAJQLZ5jq1Knj6rb8fzjOStwxHHv37u3WrZtyPeu8sLCwgICAhISEtWvXXr9+3Xid6HgAAPAacXFxPMEyfY6GSsNxVuJ24Thx4kTjxo1zc3O1Cly5ciUrKys5OXnq1KnSWxZdDm44AACA83z11VclJSWubsV/4Dgrca9wHD58ODY29ptvvrFa8uLFi8HBwcZrRscDAAA4Do6zEjcKx5tvvhkdHX38+HEjhfPz8yMiIoxXjo4HAABwHBxnJe4SjlWrVsXGxp49e1b5FvVZWlpadnb21atXc3JyUlNTp0yZYrx+dDwAAIDj4DgrcZdwKIdM0aVl6rPMzMxWrVrVqlUrPj4+PT3dyMO9xfrNbzQAAABUwHFW4s3hwCB3AAAA58BxVuIr4UDHAwAAOA6OsxJfCYf+DA4AAABgJ1cf6t2LD4XDo/sejXcVNN5V0HhXQeNdxaMbX+757TedD4XDo/sejXcVNN5V0HhXQeNdxaMbX+757TedD4XDo/sejXcVNN5V0HhXQeNdxaMbX+757TedD4XDo/sejXcVNN5V0HhXQeNdxaMbX+757TedD4UDfe8qiLyrIPKugsi7CiLvQgi+xIfCgb53FUTeVRB5V0HkXQWRdyEEX+JD4UDfuwoi7yqIvKsg8q6CyLsQgi/xoXCg710FkXcVRN5VEHlXQeRdCMGX+FA40Peugsi7CiLvKoi8qyDyLoTgSxAOAAAAAJMhwQIAAAAwGRIsAAAAAJMhwQIAAAAwGRIsAAAAAJMhwQIAAAAwGRIsAAAAAJN5cIJluUlceePGjZkzZwYHB4eEhMyePZu9VG6oVcbItlCuEfkDBw6kpKT4+flFRUWNHTv2559/Vm6IyNtJNfJcUVFRTEyM1jw0iLydtCJ/6tSpXr16BQYGRkdHb9myRbkhIm8n1cifO3euX79+wRXYAnup3BCRt5PWTzoOssZ5cILFSf/xMjIy2rVr92MFtrB582blJlpljGwLRIp8z5499+/fX1JS8tNPP02YMOG+++5TboLIm0I1i5o4ceLy5cu1EixE3hRSeHNzc1lSu2PHjl9//fXixYuPPPKIchNE3hRS5JOSktLT04srzJkzh71UboLI20nrJx0HWeO8LcFi/9PYd4Ivs4Xk5GRlSa0yOtuCks6kvX/88Qf7m15ZEpE3hTLyOTk58fHxpaWl0luIvLmk8LKMat26dfolEXlTSJEPCAhgPzJ8+ffff2cvlSUReROJP+k4yBrnbQlWUFBQUVERX758+XJwcLCypFYZnW1BSSfB2rt3b7du3ZQlEXlTKCPft2/fnTt3Kt9C5M0lhTciImL+/PlRUVGhoaEjRowoLi5WlkTkTSFF/qGHHlqwYMFvv/3GYj5v3jz2UlkSkTeR+JOOg6xx3pZgVa1a9dq1a3yZLVSrVk25iVYZI9sC0UqwTpw40bhx49zcXOVbiLwppMgfOnSoY8eOfDSDVqcg8qaQwsvC9eijj/5UIS0tbdSoUcpNEHlTSJEvKCiIi4vjY7PYwr/+9S/lJoi8WaSfdBxkjfO2BMtIgozk2hSqx/LDhw/HxsZ+8803qpsg8qaQIp+YmHjkyBHVtwgibwrlrw0LGl9mOVZYWJhyE0TeFFLkU1NT58yZQ2Ow2EvlJoi8KZQ/6TjIGudtCZaRS7y4PGwK5bH8zTffjI6OPn78uNYmiLwplNcBJcpNEHlTSLHt0qULy6v48qVLl1QTLETeFFLk/f39tcZgEUTefqo/6TjIGudtCdbGjRu1blKgklpldLYFJSnyq1atYn/onD17VqckIm8KndFvWmOwEHlTSOHdsmXLsGHD6BLh6NGjlSUReVMo/5CeN28eP4M1d+5c1XHWiLydtH7ScZA1zoMTLNW/2m/cuDFjxgw+P8qsWbPEaTasltHZFkSqkVeeRykpKaG3+AIibyerZ6q0EixE3k5akV+wYEFYWFhISMjw4cNVB7kj8nZSjfz333/fu3fvuhX69OmTl5cnlucLiLydtH7ScZA1zoMTLAAAAAD3hAQLAAAAwGRIsAAAAABMhgQLAAAAwGSemmDZ+hxKrfVGHlGss7nVQcdEtUxxcfGIESNCQ0PDwsIWLlxoRzwAAADAjXhqgmXrcyi11ht5RLHO5vpJlZJUftSoUWlpaZcqDBkyZOvWrTbVBgAAAO7JUxMskZHnUBqZ30x6RLFIa3M7E6x69eqJExV26dLFptoAAADAPXlDgmXkOZRGZuiXHlEs0tqcJUxhYWEBAQEJCQlr1669fv26flOVCZb4qA2vf24AAACAj/D4BMvgcyitPmNS5xHFVje/cuVKVlZWcnLy1KlT9VsrJVjDhw+nmaCHDh1avXp1/c0BAADAI3h2gmX8OZT6Z7CU9Uhj0o2cALt48aJ4Zkt12Lu05pdffmF5VUhISERExLJlyyIjI2348AAAAOCuPDjBsuk5lDpjsKw+olh/c5Kfn8/yJP0264zZWr9+PUu29DcHAAAAj+CpCZatz6HUWq/ziGIj1aalpWVnZ1+9ejUnJyc1NXXKlCn69UgJ1rBhw1haVlxcvHv37piYmH/84x8GPz4AAAC4M09NsGx9DqXWeq16JFqbZ2ZmtmrVqlatWvHx8enp6aWlpQYbzFdu2bIlOjo6ICCgZ8+eJ06cMDE+AAAA4EKemmABAAAAuC0kWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAAAm+39nHiNP+AIHlgAAAABJRU5ErkJggg==)
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