Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: JiXiang_Zhang_042923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 30, 2017 |
Start Time | | 2017/03/30 00:00 |
End Time | | 2017/04/03 00:00 |
Key Words | | 2017 |
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 | | 1.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 85.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | JiXiang_Zhang_042923_1 |
Minimum Dst Value | | -51 |
SW Source | | OMNI |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEp1biAxNSAwNToyODozMSBVVEMgMjAyM5QYCD4AAAGwdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiSmlYaWFuZ19aaGFuZ18wNDI5MjNfMTogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBDbHVzdGVyLTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTctMDMtMzBUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDE3LTA0LTAzVDAwOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTAuMjI0OTExMDAwNSwgIm1heCI6MTMuNDM5MDkxMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfaofuPMAAAAEZ0FNQQAAr8g3BYrpAABVS0lEQVR4nO29fXAVxZ7/fyAJIUBMojzkQojhWR5DBAGRZ0FAni/gE48GUJGLGiOgKK4iclWUiIg8CERQgYWLyKLLZUHgEq64oMaYpSILFNyFMhTZImWlbqWsFHW+n9/ptX9tz8OZc07Pmc7J+/VHas6kp/sz0z3d7+mHT/v8AAAAAABAKT6vDQAAAAAAiDUgsAAAAAAAFAOBBQAAAACgGAgsAAAAAADFQGABAAAAACgGAgsAAAAAQDEQWAAAAAAAioHAAgAAAABQDAQWAAAAAIBiILAAAAAAABQDgQUAAAAAoBgILAAAAAAAxUBgAQAAAAAoBgILAAAAAEAxEFgAAAAAAIqBwAIAAAAAUAwEFgAAAACAYiCwAAAAAAAUA4EFAAAAAKAYCCwAAAAAAMVAYAEAAAAAKAYCCwAAAABAMRBYAAAAAACKgcACAAAAAFAMBBYAAAAAgGIgsAAAAAAAFAOBBQAAAACgGAgsAAAAAADFQGABAAAAACgGAgsAAAAAQDEQWKCu4POhtMcybuTviRMnMjIygsbsRtJeFVe8JgCoAu8SUIAnLVCo6GADcA838rdfv37Hjx/3JGkILIXE5E0B/UGxA+EjVVtz587Ny8sTz8yfP59ORs2euLi4xACNGzdOTk5OSUlp2rQpnTS1Nmq89NJLjQMsXbpU+teNGzeysrJEw44ePTps2DC6BbI/Nzf3+vXrPOQjjzxC59PS0pYvXx40PJ0fMmQIOz9z5syff/7Z3kjfbzi5o19++YUyOjMzMyEhgeKfPHnyyZMn6WTz5s1v3rzJg5HB/JjOp6en011QEtnZ2VKEOTk5PGnf73FiD78wwgBG6AEqSToM3C6u586dmzRpEhVLykTSkfv27YskXVXWBs33aL7FkGUgQlCAQPhIFVB1dTW1nYcPH2Y/d+zY0atXLzrphWn/x+zZs3ft2sWOPakuN2/ePGjQoP8NQIqHfor/zc/Pf+ONN0TDxowZQw+Q5Ag9NxIxJJ7YeRJJJFV//fVXOv/YY49t3brVPvzIkSMPHTpUU1ND/yooKOjTp48Tax0+otGjR5PlTLSRSXv37qVbo+OpU6fSMQtD50na8tyn89ScsySoOeeFhDh48CCdEQWWExvCMD6MmB1eUusE1sWLF0kfU2mkbKKfxcXFXA17K7CCxgaBBWoRKEAgfIyN4vnz5zt06EBigg4yMjIuX74sBbh69erkyZOTkpLou5naad7jQgGoumedIjk5OSUlJew8NQAkkhITE5s3b75q1aqQqryFCxdu3LhRtNY0CVdNInXFx5joYMCAAfxf586da9u2LWkgqxhIG1HS7JiS42KFDriQsgovEXZPjKltlIrYU8UhqTRu3Dh2fODAARJY9Jf9pPNffvkli5BOMkHGoGeyf/9+5wKLArzzzjv08OmmKCP4Y+EX0pn58+ezXkM6YAHse8VCvYTOrF27Nj09nfWPWhUV02glbIqffSSRlE8KsG7dOqvHKx1IPymXu3fvTvFnZWUxoW/6oJYuXZqWlkbBSLpVVVWZPjcrrMqAMSEpwqAP08owYsmSJSkpKcnJyRShaVo2GcFtoIK9e/duHid9hLRs2VJMBdQpILBA+JjWxTt27KDWNDs7m1pNY8iuXbt+/fXX1DyTsKAajSp6HoDqO1Jm9C9qPnmPC4WZNGkS1VC//PILVZ3OBdbLL7+8cuVKyVrTJFw1iep6rkXogH7yf9FTYnWxVQzUknEhJQosakHFeEzDcyjRNWvWjBkzxsZIjkOBRank5uayhyalRc0JPTF/oBmbOnUqPSs6pnaOzrPALMJOnTp9++23dECR0LHful03NZKe/y8B6IAlIV64aNGiCRMm8AD0M2jMoV5C52fOnCnqBtOiYhWtiE3xC2pb2OWTlAT91+rWTO+d/2zatCnrgKRspW8Y08CvvPIK2Uy20U3NnTtXDCY+Nyuc92BJEQZ9mFaGUXVBgozO08tlLFEMm4zgNpw4cYLUJ79kwYIFpHHtbxbEMBBYIHys6uJ+/frxngzTAAyqB+l7kQfgAkLsiaHvQvoqZcd04FBgvfHGG/n5+UZrTZNw1STpvzwSqoj79+9vGoZRWlpKrQXvApw+ffpjjz1WHYAOjMZL4XnMRPPmzc+fP29jpJW1Vty4ceOll16ihoR0XkZGBj1qOsP+Ra0O6wAYOXIkmTR8+HA6puZfkizr168n+eUPqEzeCyLabNPbRCf/53/+hx3T/VJ2SMbTGf4c6IBuP+jdhXoJnWc6kv+0Kiqm0VohFb+gtoVdPq16Ov3WLzX/mZmZSVkszeqTAlOp4Hn0z3/+k/QcDyY+t6A2BP2XTYSmD9PKMPoAkN4dY1o2GSHaQLUfm5bAxmHZICyom0BggfCx6sHKycmh1vfkyZPGkPR9OWjQIGqYWfNpNQM9aC1vw7p163Jzc22sjaZJVj1Y2dnZrAvHNAaSXx06dOCDPv6ApnnooYcSExOplqcb5A2DVXgOJUrf0FzM2eO8g5BDLQ19pvOes7Nnz/bp04cS7dy5M/2kv3RMhYHElpgEnaSmbv/+/fRX7NlyYoOVZrWKwRggjDjtwzssKqayJmjxc2hbSOUzkh4sKmYkjimGTp06HTx40CqwiM07ZSqjQxJY4k8nD9OJYU7SssqIQ4cOscI/e/Zs9rEB6iwQWCB8jHXx+fPn6aONGl06aNu27bVr16QA1KAeOHCgpqaGjsXpR1Z1mfg5Tp+eQVvf7du3s8nUNtZG0yRpDhb95LFJ8Ev27dtHz7C4uNgqzo8++mjmzJnOw/tteyxEwhBYxvhJYJGFTOOyNqZXr17GJEj2NW7c+J133pHOOxFYQXuwxAAOe7BCusShwLKKViRo8XNoW0jl06bt5+FJfPBvg6qqKtPPAOPD5zfF5z+ZRm5P2AIr6MO0MsxhD5bDQkJfmMuXL8/KyjKdqgjqDhBYIHyk+uvXX38Vp15Rw9+/f39W2fGQaWlpfALH9OnTg6qZJUuWTJ48uSoAfTfbV9B79+4dNmwYS9HGWumnqyaxVYQUs+kqQmNC69atozagrKxMCrNgwQKKhOrrgwcPdujQgQ/5WYWfP3/+xYsX/QGXCkuXLuXCzh6HfQn0kClz2fgU3deiRYvE+KnlJpPYcsJdu3Y1bdpUbMuDShYnAovNMSJM52CxSUh04xRgwoQJfHSS9BxX/BJWl0QosKyiFQla/BzaFlL5ZKNXGzduZC9LaWkpJS3FQ7J4zZo1VOTIsEceeYSfJ3HGtAgJLDKenZSe7RtvvDFu3Dim86isGudC2WMTTEpIChn0YVoZxuZg0VXiHCwpLeeFhAo/naTPDIc3BWIVZDkIH6n+mjt3ruTqKS8vj1p6MSTpg7Zt29LHMdXvJA6CqhlqxXNzcxMSEqjqXLVqlX1PDP3X2DMUNAlXTfIHpntb+cEyJmRlPFXW9AGdmJg4fPhwPtxmE54EEIld+klGiv6xrDCNxPgQGCdPnqSWOykpiR4aWUVZLMZ/48YNeiZsVsrPP/9Mx3yGllWEfkNZsjeVHjtbCMZcV0gXUgYtXLiQeUQjYcoDFBQU0BnT+K0uiVBgWUUrErT4ObQt1PJ57tw5tuCOkiYtZfSDVVJSkpOTwwxbv349P7979+7OnTtTtN27d+dDhMZnS1ImKyuLLqdyyBfWOclc03LIkRKSwjh5l00N8wemDzL/efx7QErLeSGhh8lGCaVbs793EHsgy0GYSGviogB9dlPNGM0Ug6KhSTEPGirnoHwy7L1CKIeUK3cIB+oyqKpAmNBHrejNyD3oy7KqqurGjRtWgyzRR0OT6g4QWEFB+RQhlcnnikWBXbt2iZ4aQF0GVRUIh+TkZHFpmKusW7euefPmSUlJ3KtkohlRsERnk5xQK4wMSm20OcoYy2ddhp6D6HDYVahwZmZm8gXCoI4DgQUAAAAAoBgILAAAAAAAxUBgAQAAAAAoBgILAAAAAEAxEFgAAAAAAIqBwAIAAAAAUExdEVimDr4BAAAAUKvxWl9Yoq9latE5DwAAAAAQBjo37vpaphad8wAAAAAAYaBz466vZWrROQ8AAAAAEAY6N+76WqYWnfMAAAAAAGGgc+Our2Vq0TkPAAAAABAGOjfu+loWObVloQEAAAAAwkDnxl1fy9Sicx4AhVRXV1+6dKmystJrQwAAALiOzo27vpapRec8AApp164d5XXr1q29NgQAAIDr6Ny462uZWnTOA6AQjAgDAEDdQefaXl/L1KJzHgCFQGABAEDdQefaXl/L1KJzHgCFQGABAEDdQefaXl/L1KJzHgCFcIFVXV3ttS0AAADcRefGXV/L1KJzHgCFcIF16dIlr20BAADgLjo37vpaphad8wCooqKiggsseGoAAICYR+fGXV/L1KJzHgBVXLp0CXOwAACg7qBzba+pZabN5NGjR4cNG5aYmJicnJybm3v9+vWQIlRtI9ARCCwAAKg76Fzb62uZ3/DgxowZc/jw4Zs3b1ZXV+fl5ZHYCjsqEKtAYAEAQN1B59peX8v8tg+OZFZCQoKSqEBs8N5779WvXx8CCwAA6g461/b6Wua3fXAHDx5EDxYQYZvkcOLj4x944AGvjQIAAOAiOjfu+lrmt35wpaWlXbt2vXz5sjG8De7bC7ykVatWxkyvqqry2i4AAABuoXPjrq9lfosHd+LEiQ4dOpSUlEQeFYglpk+fbhRY8IYFAAAxjM6Nu76W+c0e3L59+zIzM4uLiyOPCsQY//Iv/2IUWKNGjaqpqfHaNAAAAK6gc+Our2V+w4Nbt25dRkZGWVlZ5FGB2GPixImmQ8PoxAIAgFhF58ZdU8tMp09FMq1K5zwASkhOTjYVWBUVFV6bBgAAwBV0btz1tUwtOucBUIKVwMKuzwAAEKvo3Ljra5ladM4DoISFCxdiiBAAAOoUOjfu+lqmFp3zACjBdJI7kZ+fX1hY6LV1AAAA1KNz466vZWrROQ+AEpYtW2YqsNCPBQAAsYrOjbu+lqlF5zwASpg0aRIEFgAA1Cl0btz1tUwtOucBUIKVmwaG19YBAABQj87Vu76WqUXnPABKmDVrlo3AgrtRAACIPXRu3PW1TC065wFQwsMPP2wjsI4dO+a1gQAAABSjc+Our2WRg0GiOkV+fj4EFgAA1Cl0btz1tUwtOucBUIKVmwYMEdZlTp8+vWTJkj179nhtCADAFXRu3PW1TC065wFQgr3A8to64A3x8fGsAJSXl3ttCwBAPTpX7/paphad8wAoQRRY2dnZEFjAL8wT+P777722BQCgHp2rd30tU4vOeQCUwATWtGnTCgsLv/jiCwgssHz5cl4ANm/e7LU5AAD16Fy962uZWnTOA6AEJrDoL/s5depUCKw6Tr169XgBWLFihdfmAADUo3P1rq9latE5D4ASJIHl//0yUu/sAp4hFoCJEyd6bQ4AQD06V+/6WqYWnfMAKAECC4jU1NSIBWDAgAFeWwQAUI/O1bu+lqlF5zwASjAKLHF3Qu/sAt5w6dIlUWA9/vjjXlsEAFCPztW7vpapRec8AGFz7NixwsLC0tJSv5nAOnToEARWnaWkpEQUWGLBAADEDDpX75paZtUuvvTSS40DLF26NNQI1VkHtODcuXNxcXGUs+3bt6efS5YsoeMFCxbwAD/++CMvSHA0Wtd48803IbAAiHl0btz1tcxveHCbN28eNGjQ/wYYMmRISOuudc4DEB7dunVjbWfDhg3pZ0ZGBh3Hx8dzl5JXrlzh7WuLFi2Ki4s9tRdEjy1btvh+z5w5cz7//PMLFy5AagMQS+jcuOtrmd/w4EhdHT9+nB3TQUizVnXOAxAepKvEns7U1FR2fOnSJRZg586dYhM7evRoL80FUYR1Z5qSn5/vtXUAAGXo3Ljra5nf8OCSkpJu3rzJjumAfoYdFYgBxFaTfpJ+ooOePXtWV1ezABs3bhTDZGZmemoviB7ff/+9lcBKTEz02joAgDJ0btz1tcxveHDSz4SEBGN4G1w3F0QXKXPtJ7kTISlyUKu5evWqTVVQWVnptYEAADXo3Ljra5kfPVjAFtMeLHGSe1lZWf369XmYevXqeWcsiCoTJ07k+U5fYpLAgtNRAGIGnRt3fS3zB5uDRT/DjgrEAGKTWVRUxA5atmwphjly5AgPQ2LLK1NBlOnevbtND1ZGRobXBgIA1KBz466vZX6LVYTXr1/HKkJw5swZU4ElZbTkztsra0GUmTVrlo3AQkkAIGbQ+XXW1DKr2nDp0qXwgwXWr19vLCFWbSc/36BBAy+MBR7AJuTZwFdCAABqNTo37vpaphad8wCEirH5rKysDCqwevfu7Ym1IPoEFVjjx4/32kYAgAJ0btz1tUwtOucBCJWysjKpvSwsLAwqsHyCiywQ23CB1bx5c5774sQsOGsAIDbQuXHX1zK16JwHIFQOHDggCSzRp6gUWAx25coVTwwGUaZ///6U3XFxcV9//TXPfalby2sbAQAK0Pld1tcyteicByBUxP4q3liaNpyXLl3i58eOHeuRvSDapKenG7s2Z8yYAYEFQIyh87usr2Vq0TkPQEhUVVW9/fbbksA6e/asacMpdloMHTrUK5uBWlatWjVr1qz9+/dbBWBO0eLi4nbt2sULwIQJEyCwAIgxdH6X9bVMLTrnAQiJuXPnSuqqfv36w4YNM204CwoKxJCnTp3yymygCr6Hd7169awWA3K3/nzsmArJ448/DoEFQIyh87usr2Vq0TkPgENYt4TonJ2TmZlp2nBKfrCOHTvmke1AGVxgEV999VVFRYUxDBdYZ8+eJR3mC8x2b9asGb8wKysLnhoAiAF0btz1tUwtOucBcEJ5eblRV5kiXcjP9+/fH21qbCBm9y233GLUWOLGlEVFRYWFhZcuXRIFFrFw4UIPTAcAKEXnxl1fyyLHvt0FtYiNGzfGxcVFKLC6dOli2tsBahenTp2SctzofaN37950Pj09nXQ5PykNEUq7KgEAaiM6N+76WqYWnfMABKVz584O1ZWNwPIF1pR5YT5QibgtEqOqqkoKk5qayv4lDgpXV1dLGz9H1W4AgAvo/CLra5ladM4DYE9NTU18fLwSgbV9+3ZPbgGoJTk52V4n9ezZ0xdYRVhWViaef+aZZyCwAIgldH6R9bVMLTrnAbBH9GXlC2wpaC+wpIlW4r+6dOni1V0AhQR1Gbps2TI6n5+fL52XylJUjAUAuIjOL7K+lqlF5zwA9oj7DPoCE2vsBZY4I+fYsWOSOPPuPoAyggosklZ0fsGCBdL5mpqaxMRECCwAYgadX2R9LVOLznkA7Jk4caLYmrJV9zaQIOPXSj7fMzMzPbwRoApJYJFsEv9bUVHBC4k4yZ1hr8wAALULnV9kfS1Ti855AOxp2LChjcCSVhcmJyeL10pDQmzdPqjtSAJLcm8mbkxpXGAIgQVALKHzi6yvZWrROQ+APVIHVd++fflxfHx806ZN2XH79u0LCwtLS0vFa8UtdIgBAwZ4dRdAIZLAKioqYufLy8tJUX333Xf8X1Lnll8oTq1bt4664UAjXn311aFDhx45csRrQ0BE6Ny462uZWnTOA2CPJLAOHDjAj/fu3csdu5u6YBA7M4jU1NSomw8Uc+XKFRLTPE8bNGjAVBTlNVtt+uijj7J/de/e3Xg5v3DSpElRtx14wwcffNCmTZuxY8dyjx7c2UdaWpq3toEI0blx19cyI5cvXx4zZkxSADq4ePGi82t1zgNgA1WIksCikwsXLqSDBx98UPzv1atXjZdfunSJSovvtw127rjjjqjfAVCMNK+uT58+lZWVM2fO5L4b2rVrxw7S09ONl/MLMV5cd2CVALFhwwZ25pVXXhGrFFB70TkH9bXMSHZ29sqVK2sCrFixIicnx/m1OucBsEHarXnnzp1SAP4v42wbkSVLlrBg9erV+7d/+zcXLQYuc/jwYbFILF68+LXXXhPPZGVl9e/fnw4mTJhgvJyvIoTAqjvwsvHqq6+yM+JUTqOjWlCL0Llx19cyI3FxceJPqiidX6tzHgAbPv30U6n7SoL/6+uvv7aJR5y1Q2LLNXuBi6xatapNmzbTpk277777xI4orp65hn7ooYfoYNmyZcZIzpw506dPH19gJJF+lpWVFRYW8llcICbhZYNyXzpDzJs3z1vzQCTo3Ljra5mRyZMnr1ix4maA5cuX00/n1+qcB8AehwJLWkomIQqsQ4cOuWUrcBO+YrRr1648N6keGDRokM+MkSNHGiMpLy8X5+3x8USjQwcQM4ilIj09XVpcTOXhhx9+8NpGECY6N+76Wmbk6tWrWVlZ7JWgg2vXrkkBTCtZm7YZ1ArsM5H1XnTq1Mm+gRQFlmuWAnfhOdi8eXN+PHDgQD7DRqJ3797GSK5cucID0IXcCYj9EDOo1UgF45ZbbpHOoFe79qJzla6vZUaGDx++YsUKPgdr2LBhzq/VOQ+APWI9GHYrOG7cOAis2g7PQd4F5Qu43pC2JuQsXrzYNJ7x48cbAxsdOoCYoVGjRqYlhPPuu++GFzMVm6Kiou+//16twcA5Olfp+lpmJCEhweanPTrnAbBHrAftxwFtEOe0hh0J8BbTpnHy5MmdO3c2/ZfVWLDkRosR5XsB0WTSpEn2AquioiK8mJs1a8ZieP/999XaDByi88urr2VGcnJyli9fzudgYRVhHUGsB8OeKCM6fF+4cKFaC0F0EEtC165dBw8e7AvMZG/VqpVpqzl69GjTeCCw6hrPP/+8vcDasGGDtEm8Q3gMffv2VW42cILOL6++lhk5f/78sGHDEgPQAf10fq3OeQBs2Lhxo5JWcN68eTySXr16KbQQRIfKykpxZPCOO+548cUX6SAvL69Hjx6mrea0adNMozIVWOG1r6BWYJrjEuPHjw81WnEf+nvvvZefr6iouHTpEgado4POjbu+lqlF5zwANqxdu1asBMPuwZJqWFO370Bnli9fLrWInTp1YgcPPPCAaZNpVVpMm1s2cHzkyJGcnByS49BbsQRz22EPyXeSRFQMTp065TBacWw6KyuLndyxYwebkHDfffe5dkPg/0fnxl1fy9Sicx4AG8RvRF8Ek9ylNpVqRqVmAtdp3bq11CKmp6fzplH6V3x8/IcffmgV1dNPP21sX4uKij755BP+c9OmTdG8O+Aq0pbwjFtuuUUqObxEjRkzJtRoGzZsyE7ec8897ExIs4RB2OjcuOtrmVp0zgNgj1gDht3rLgms5ORktUYCt+nZs6eYg23atJk7dy4dNGnSxNh22r/vpmvK6HyDBg34T1MnpaCWIq5x4WRnZy9atMi08FB4m9juvfdeVvBEgdWuXTv23yeeeIKdIZUflZur6+jcuOtrmVp0zgNgD6/CItnbRBJYrVu3VmcgiAaiow1WGNieOd26dQtVYFmFF39+++230boz4Dqmg8jDhw83bnUaUvlJSEjgx0OGDGH/fe6559iZlJSUqNxcXcc+s7xFX8vUonMeAHvENjXsSGbNmiXWnvfff786A0E04MM3jI4dO5aWltJBRkYGO1OvXj3R46hNVP369QsqsKJ1WyAamM66u/POO+lfffv2DUlg/fTTT6bhU1NTWQC+zUCjRo2idHt1G53fVtctmz17NnMDSHI+NzfX7eSs0DkPgD28Cps0aVLYkVD1J9aGWFNd6zCqooqKCl9gpGb06NGseHzxxRfsX40bN7aJqmXLlhBYdQpTgUVtE/uv8V+ZmZlWUf3xj380FVhUqFgAVhqJkBwJgbDR+W1117LJkydPmDCB7VVOf8eNG/fII4+4mqIVOucBsIdXYenp6WFHkpaWJtaGcXFxly9fxu4otYgXXnjBKIni4+Pp4NZbb/X9pr9LSkp27txJmWsTlemUZybXILBikscff9yY4/yDv3379tK/bDrLU1JSTAXW008/zQJwMdegQYMo3BrQ+W1117KEhIRff/2V/6TjxMREV1O0Quc8APbwKqxLly5hRzJnzhypQmTzXtevX6/QVOAexk4I/++bxp49ezqMyrgVnS+wQFX8SSrNzbsBUUWcIcA3Vlq9ejX7r9FRLRNY1dXVVCoqKytZsG3btomTriT4jCtsexpldH7O7lpGckp0J0MCKykpydUUrdA5D4A9vLYKwxMgx8rTILXQCk0F7mHMwdLS0gEDBvCfU6dOdRjViBEjjCWhpqZGXGsWyYQ/oBti9+dPP/1UUFCwfft2/l/TaoFaLrYNDrVZbBDGar2qJKf4ykQqnCUlJXffffeTTz7JYgBuoHPj7q5lkyZNGj58+C+//ELH9HfYsGHTp093NUUR09IPah08B2fMmBF2JFYCCxNRawvLli2T8q6wsHDKlCn858GDBx1GZbVVTrt27fjP4uJiN+8GRBXuOsFn5urFtGYQezTZXALTYBz+qcYdtsXHx/OdCh944IEo33Ldwadx4+66ZXPnzm3cuHFcXFxycvL8+fPdTs4KnfMA2NO0aVNWSUXSqZCXl2dfLQLNMe7oXFBQcNttt/GfAwcOdBiVlcAaNWqU+BNoQllZGWXZ2rVrw45BFFjG/xoLQ5MmTc6dO8d/slFCceqeqWMtFpu4noZfYjNrHkSIzm+rvpapRec8APZwR0eRCCw+8UICLt1rC9I6UF9gFZj4c/DgwQ6jshJY9s0w8Aq2q7cv4G0/vBh496dpT1Ljxo3Zf1euXMk2uFyyZImxB0ucgDVy5EgrgfXoo4+yn126dOnVqxfqGbfR+W3V1zK16JwHwJ7hw4dHLrBM1RXD+dZjwEOME6eo1RQ7Ek6ePOkwKlOBVV5eLmq4K1euuHo7wDm8H+jQoUPhxcBy3KoCee2113yB2QJnzpwRQ/LCwPapFAsb98XAmThxIouNi7mGDRvm5uayYxJk4VkOgqJz4+6uZZcvX27evLkv0FPK8Gp7Jp3zANhDNRerpF566aWwIzFdmc/Ytm2bQmuBSxhVEWkg8WckUbFGVPwJ2a0PPFMuXLgQXgwLFiygy/Pz84OGZPJo0aJFNTU1PN34+HiS77wOqV+//tChQ6XyQ/qMjSSKaxKZAxFfYN/D8CwHQdG5cXfXsvT09K1bt968edPVVJygcx4Ae4YMGcIqqSeeeCLsSHg3mBFs61srkFRRjx499u7dG57A4oM4IiTXxGVizvvDgNvwTOEeE0KioqKCaSMnjvTYlpcNGjSg7y6xeDRs2JAfDxw48IMPPjAWITaSyENScnzwsVmzZmFYDpygc+PurmV05zqoK7/eeQDs4QJrypQpkcRDQspUYKGvolYgCaykpKRnnnmG/wxpc0krT+4LFy7kP/fs2eParYDQEPMoDPhsKpI+QQNnZWWxwPXr1zetLkir1dTUFBYWikXRF+isYvqPd269+OKLfKoWerDcQ+fG3V3LUlJSRD9YHqJzHgB7uMAaMGBAhFGZ1phKjARuIwms5OTkXbt2seP+/fuHFFV2drZpMeCTqYkJEya4cx+xQ1VVleiH0z14pkieP53Tu3dvn7MNsoyTqySaNGlCwcQBZe6LgU6KW4937dr1qaeeYsf2ezeBSNC5DnfXsoKCgtmzZxv9jkQfnfMA2MMFFn1cRhgVBFbtRRJYbFnWqVOnqFUL9SuOrRQzFgOxce3YsaMrtxFDsM6eyN/KoPBMYY7K/vCHP1RUVIQUg/0kd2NIG9g04qKiIqPAOnjwoBSYZDrqGbfR+dmqtyzOlggnuZeWlg4fPjwpKSkjI+Ojjz5yfqHOeQDs4bv8Ru4UFAKr9iJ2LxGPP/542FEZ901ixUBsXGfNmqXM9BglOm9QZWWl6Wsb0hiuQoEVHx/vDyh7fqZv376+gMw6fvy4FJjaKXbgZHQShIfOdbi+lhkpKytr27YtfSXcvHnz+vXrCxcudH6tznkA7OGzIiJ3CmpaY2JBfq1AnGXsi2BBmd9ikrv/940rtsoJivjo3GPnzp2mr+2TTz7pPBLnAqt///6myXHuvvtuf+BTn5/p2LEjO+ByijF16lReaBs0aBBqrxtwiNslMBLctSwuLk5hbLNnzw6p10pE5zwA9pCqZpXU4sWLI4zKtMZka3+A5qSnp4u5FsnkTitHoxBYISE+OvcwXa/ns944iwQQqZk+ffqIJ50LrLS0NNPkGNSisYInyr5p06aZBqbkuPZCPeMebpfASHDXsuTk5F9//VVVbCkpKevXr6d6NjExkT4Obty44fxanfMA2HPnnXey2iryBRO8souPj49O8wBUIS7xizDXILCUEJ03SHSvL7Js2TJj4PLych5A7DFyLrDE7cMZPXv25NVF/fr1WbCrV69y1w+iiyyRvLw8Ptuvd+/emqz3ij10rsPdteyNN96YPXv2P//5TyWx0XOcO3cuKTYqqY899tgjjzxiDGCDEhtA9GFDhEq+/3hhEBcB4cuyVsC2HWSL59lKrrCBwFICf1auDrJb7SK6fPlyY2Dxvf7yyy/5eecCa8aMGVJCb731Fh/pE8dkzpw5U1hYyPZJtGp0HnzwQRQnt9G5cXd9iFDhJPekpCT+EUAyKzEx0fm1OucBMGXevHlt2rR5/fXX3RBY4hQK1H36s3//fp5f1IhGWBhMW0SKc9GiRSgVzhEfnXuprFq1ylS7mDptEQXWo48+yk5WVVWx5YdOXG/06NFDTIU1WNyvR1pamvGSffv2WTnNatGiBTuwGtAEkaNz466vZUaGDBkiCizSW86v1TkPgBHuG5By2Q2BJR737Nkz8piBq4gCK/LYrLocGjRoAIHlHIU5YoM4mi9lltFF8IULF3gAvuiYq67U1NSgyfGNuXyBLZ9/+uknOkl/27ZtS5dv377deElxcbFkJNsWmgwQT2IxjUvo3Ljra5mRjz766LHHHqsOMHfu3JkzZzq/Vuc8AEYqKip4xeS2wMIKav0pKSlhu4506tQp8tiCLsX3YXdeB7gqsJ5++umcnBzRYboR0jHS0rzp06eL/2Uny8rKmABq06ZN0HTHjBkT6n0ZjWT77TRt2lTcPhxTEVxC58ZdX8tMWbFiRVpaWmJi4kMPPYRJ7jGMuNOqGwKrqqpKrBAjjxm4B7W1PKecbCcXFCcCC/2a9ohONZVHLnZgixtEGpGqhXvuuYf/SxziYJs9L1myJGjSU6dODfW+SMCJfZ/UPF24cKF58+Y+YQ7W0KFDdXC4HZPoXIHra5ladM4DYEScS6FQYLFdw1hsEFi1AmqWRA9YXbp0iTxOJwJr3LhxkScUqxQXF4vr5po1a/bcc88pjF9cDCj5P5OQlub16dOH/4t5BGU4n+R+/vx5tlWl8zuip1GvXj2WKOthPXXqFJuVxedmYcTZPXSuwPW1TC065wEwcubMGTcE1tixY1l7ILmHjjxm4BIvv/yymFMvvvhi5HE6EVhoEW04cuSI9Li4/wJV8JgTExNtskkaIpRcfVZVVbHzzgVWGIhfg4MHD/abDRqiOLmHzhW4vpapRec8AKbwuol9wirxIlNTU0NCjVXKYvUXeczAJZ588knlDRUEVoRs377d+MQUxl9WVhY0gxjSd5fkjZb9t7y8PDMz0xfwCKrQSA7VJ7wHi23gQ/aLs6+I/Px8N5IGfr0bd30tU4vOeQBMca/6NsavPHKginfffVe57oHAioTKyspbb73V+MQUJiH2CdkPEXbo0IFfRd9gTZs25f9KSUkhU/1Cf5KSCXxGxPkG3P3pCy+8INoZHx9//vx5N1IHOlfg+lqmFp3zAJjiXvXtD7jGEes+tZEDhXzyySdiMXjwwQcjjxMCKxKWLl1q+sQUJmG1wTMTW7y7SEp35cqVUvji4mJ/QK6xuVDdu3dXaCRHrEyeffZZf0DqUVqSMWSGG6kDtWVPLfpaphad8wAYMdawauMXPzrhpkFnnn/+ebEYdOvWLfI4+douGyCwrFi8eLHpE1ObCo9WdDHFM4Wt0ZPSNepmrmkef/xxn6IJfPbW/ulPf/L/vgeOkZ6eXl5e7lLqdRzlZU8h+lqmFp3zABgxzhJVGz99YrJpGcSkSZPURg4Uwnai5EyfPj3yOIcOHWojraS2HEhIg7ZuvKH79u3j0TIPC1KmiGsY+VWnTp0S7RkwYACf5D5v3jyfxfaFSuCdan/5y1/8gXWFKE5RQ+fGXV/L1KJzHgAjopcdNwQWw9W1RUAJEyZMEItBaWlp5HFKvWIQWCEhqh+X3lD+fVW/fn2xX4orpLS0NHamQYMG3L+U1O3Nc3D9+vXsjHvOY1evXp2VlcU356Hvt1atWonG9O7dW1rwCFShc+Our2Vq0TkPgCli9eTSKB4Elv68+OKLYklQ4q2xqKgIAisS3BZYXAH36dNHFFiNGjViq4n/8pe/8JN8IeH58+ebNWvGz/fo0YMF5jGQylFopA3GIUKCVGN0Uq9r6Ny462tZ5Lj3/oMoIOZdRkaGG0lAYOlPt27dxJKgxB0atcRB5BVKhTWkWkyfmEJP5QMGDGBxDh48WJpZxQsAcwdKn168Z8hqDtZ3333HJnKp9YZqg7iXPO9sYx4cgHJ0btz1tUwtOucBMAUCC/gNno2UdANYSQSRfv36RZ5QTCKqB5GSkhJVScyYMYPFOWvWLFE2xcXFMc8LxMiRI+lMixYtuMBau3atZBLbDXrEiBHs544dO1RZaM+VK1e4DS+88AKbMYZJ7i6hc+Our2Vq0TkPgCliRZmVleVGEhBY+sPbWsbBgweVRBtUYLlU5GKAJ554wvSJ7d27V1USXFTVq1evU6dOYio8DD8zZ84cfjIlJYXOsA0buEcP7vOTFJgqC+0Rt/rJy8tjU+CVrM8ARnRu3PW1TC0650HYFBcXHzt2jK+UiSV27twJgQX8BoGlxKG/34HAQg+WFR07djR9YkrWHzBsHJXxgUh+hguX//qv//IFBg2Zpy7+XvPNdqI5C4qb9+ijj7KDHj16RC31OoXOjbu+lqlF5zwID77fqntLYzxEqmEhsOosbCdKDilvJdEGFVgoFVZI6zo5bDxOCTYCi8/BuuWWWyThMmrUKHZm8uTJpgJr27ZtqiwMCllFKZKRR48eZabOmjUraqnXKXRu3PW1TC0650F4bN26ldUa3BH56tWrFyxYcPXqVarpTp8+7a15ESI5koHAqrPccccdYkl45513Io9T3EocAitUrNSPwv4hG4HFZzINHjyYnWnZsiU7w12mMQmYl5fHznOnWcePH1dlYRi3gxLlEjo37vpaphad8yA8VqxYwSud6urq3r17s2Pu8m7p0qVe2xgRYq3q0nhNhw4dfIFlPgoXQAG1SI5Gjxw5EnmcRje2EFjOsVI/ZWVlqpKQNvLjkFTiYb777rtGjRr5Av1VFRUVvAIkevXqxQ4OHz7sF7yAejLNnL4V2Q4/MTnUoAM6N+76WqYWnfMgJPi8qzFjxvAKZfTo0cbKaNy4cV4bGz7SOq8hQ4a4kQqPf/fu3W7EDyJH2utXyRws+x6s9u3b+yCwrLESWAqT6NKli2kSiYmJRkvor+R3ql27duyAlLRYkyi00Dlczffs2dMTA2Ier3LWCfpaphad88A5fN7VqFGjxN24EhISjJVR1Jy+uIG0FNxtgfXZZ5+5ET+InMaNG/sCHr3fffddhdOoTdtvBnPCBIFlRRQEluSbg0gN8NZbbxktob/i1qJEbm4u/U1OTj5//jz/l9j7FU3KyspYT1ut/uLVGZ0bd30ts+LGjRts3mtIV+mcB8557bXXWGVB7Q1fe+wL7BdhrO/2799vjIG+56ZMmdKpU6cDBw5EaAxFNW/evJycHNOEIkTaLc4lgcWGEpo0aSKOHbz66qtt2rR58MEHVS1YA5HgRvvttxVY06dPh8CyIQoCi+3NLGKaHVxgiX6niKNHj/p+6zGqrKxMSkqin3/4wx8UWhgSixYt8rm51XQdR+fGXV/LrMjPz3/jjTfCEFgff/yxqiVIXrF8+XJeibCVMr7ApKtBgwbx8/UC0MGnn34qXU63z2eGRr75DO+WT0tLizAqI61bt46CwCJ1yOIX5+eSeGUnlTgNBxHCfHAr736wEVjPPfccBJYNVgJLlYsy0yRsBBYJl2nTpvGQ9P5WVFT4Ah9ONTU1ZWVlrNffqxE6MoCVYfqs9cSAmAcCSxnnzp1r27YtvTZhCCxGrZv6feDAAWr+WRfL3XffbdMwEF26dKH3WfzJ3RxTDOIW9JEXSnHv+khv0oD0CeuSwOIiVXTxzBPF5qyeU11dzZa4d+jQQW3MNi8R1nzZYyWwFD4xJwKrsrKSTdWiykEMSWLL/5tz0StXrvDvQDqjyryQcPVDFPghsBQybtw4Nh851GfKXz9jRzG1o5cuXXKyjoyCsY2lnnnmGYfp5ubm0os9dOjQ8MabTp48ycy+/fbb6afpUCCHbWX61FNPiSf5Wy3qIV/g8y4Me0QuXLjAY4swKiNSDfvQQw8pT4IoKSlhovPll1/mJ927KRAqfAKN8t2+bd4jCCx7xo8fb/rc2MZ/SnAisLhwadGihTFkv379mEmkw9iuhQMGDFBlXkiQAWwL6tGjR3tiQMyjc12tr2VGTpw40b9/f3Zs+kxtKk1Ot27dWOAzZ84UFhaS3mLn2XePPeK3yL59+6ZMmZKfn2+vzPh4E11y77332gRmKwHr1av3xRdf8JP33HMPu5zO+wWPeaZQmKqqKtF9g08YW5EW2ti3WGVlZfRw6BHZhFm1ahWPzSZYeEg17OzZs5UnIaZy55138pPu3RQIFSrP7KOCGlG1Mdu8R2yGdZs2bdSmGDMYZ6Arf1+cCKzi4mJWuzJnK2LIgwcPslG5Rx55hCoxdjxmzBiFFoYEc+a+YMECrwyIbXSuq/W1zEh2dva3337LjkN9pvz1a9u2rT/QayWJFScdyHv37jVWK/bO66TANqvVuLOWp556ip9kVQND2pPLFDZtiH2xMdq3b+8PPDoxKoJLVUZ1dbU4R4111DVu3Njm1kQlF/TRhUp0BBbfHZa7qMnIyHDvpkCoFBUVOX89Q4JNfLaBAqhNMWYQPU6JKHQm53AOFptIIDnN+pcA7Lhjx46ee0mgtobVvc2bN/fEgJhH57paX8uMGF/p8K7ds2ePtKzXYWx8KwYRGxdKlJAxPH11kZSxsfD9999nZ8SlMU2aNDFGZYRNGxKnYVlx9913r1y5kqfON5xPSEi47bbbgj6T06dPi7EpH8GJjsDy//ZxuWzZMioSktNwhVt/gPDYvn07ywvlAos+MKxeDeb0BDvHWbFkyRLT50b1laokQprkLgVmbrHY0P/DDz/8ww8/sG/X559/XpV5IcHbmshnZQBTbNopz9HXMntCfabiG8iWjBkrCDH84cOHKZi0jqxz587Gq6y8A5N8sarBic8//1wKzwcT58+fz86IW7Lz/i172IUHDx50EtgXaEvo6+rBBx+06vb/j//4D9O7e+WVV0yTrqqqotqtuLg4lMwxIToCq7q6+t5776X4n3766XfffVe6o9atW7uRKHAOlUyWF/adqWFQWVk5a9Ys0zJ/1113+TAHyxqrSe7//u//7l4S9qsIxZBsrhXXXm+++SYrPwr1X6iw2pv+wvOLG/ggsJQT6jMV38CKigqjnqAzvIubD9uPGjVKjGTixInGauXVV181TZHvRWrKE088QRplwoQJn3zyiWSh6Xwgh7CrnOwEIkJvvrQSR+Ts2bP33Xdfo0aNqOHhhn3wwQdiGL4fIoX0BSZ+lZaW5ufnk4Cj77bFixcPHTp07969zvMrOgLr448/ZvH37NmzoKBAunEMEnnOwIEDWV64MbyycOFCY2mnokvvpg8CyxorgSXWD8qTsBFYkyZNEkOyzk4usPi2OR5mKLdt3rx5XtkQw/ggsDxHfAP9FsLl888/X7169ebNm/nMD2mPYeYvTqJ+/fr+3+YlkDaaOXPm8OHD//jHP5omwZHmMWRnZ0sBSKkE3ZKWd3pxmJ3l5eXMG7USdu7cyY/XrFnDkpA8+zEBRFKMn9myZYvkX55+Os8vJtQ41OYpKQYS/NYo48IbNQau0qNHD5YRJNaVRy45s2WUlZVhFaE9VgJLYY9vSAKLO1th3HHHHX5BYLEuauLPf/6zKvNChVfULm1aX8fRuaLW1zK1iG/g3LlzTUfcmjZtyg7E0SJ6NyhwUlISNcZWNYvkX0oJFKe07s8J4i1LPedhIy7SYYsZjY+0QYMGfkGv+AIzHuzNs0HaiNDnWmtXU1PDJp/l5eX5I5vkB9xg3LhxvkD/qBvz4ZjHdmOOs6l49D3w9ddfK080BrCqBp9++mn3kjB1g86CLVu2TApJ7/XIkSOZSawanDBhgofDc3xBVXp6ulc2xDA6V9T6WqYW0xrBiltvvdV4kpSWVc3iBiRlqJro06eP8V8pKSliMH7MVALHaopJhEybNi0nJ2fNmjWSrNy3b9/bb7/Nf9qPkPoCln/66aemzjyNnUnudSeI3RVGI+HM3Vtc7UxiG0JI+IVisGTJEjfSre1EwdGopJl8Fl6s2AoVUlGSGeLQP7NWqhujTHJyMrMHsw7cwAeB5TkWrXxosH1nI8F5Xxd9tW/cuFHaMcYXWBfDXQmQRtm/fz//l3i/VVVVfISOgh07dszhNHmHSI+iY8eOUgB7n6ic7OxsY2ZVVlZKwVxqYkk/sX1Y2ZIxo3niFjog+rCh84YNG7qhdI0j/sxbB//pknvb2k4UBFb79u2lyI19P9z9gfQ9LAksPhnDw0XBY8eOZTY0a9bMKxtiGB8EludYtO9RZc6cOWybs7Ah1VJTU8O/2CZOnOj/zXW75MVO7AQiVSdOmbr99tsjsUGC+dwySs+gu/owEhMTmcGbNm1KSUnp0KHDtWvXjAKLvmjdKBWi59ji4mKjeR988IEb6QKH8B3NFXoJ52zYsEHKbrbQjP9UOOYVS0RBYIk72TNGjBghheFVnPTpSGaIQ4R8PZO3H0tsJj5peg9tiFV8EFie47Nw1On/rehHgT179vgDDoiN/VIOYVOdqPqgymLnzp02nv2qqqr4VZ07dxY9PixevNg4Oz5seO+3hDTz1B6xiuzVq5dx8hk9MTemUNBjadiwIcU/aNCgtm3bGg1zo10HzmG7mFOxd6MHi+IUR9t9v1XTfIXKlClTlCcaHl9++eXQoUPffPNN6Tx9jRQVFV29epXE4nvvvccqhCsB3DMmCgKLu+Wzj5xvXW8MyQeXWUVEGV1aWqrKvDDAygn38EFgeQ7LA+MwmT/Q1exk+EwUJUEnGJly+vRpZgzfn8cXGAp0HkPXrl2d3zJfn1xZWUk/77//ft/vl1JLq6iMX41OsHp00hJC59x2222mjlJdWgTEKz7TG7FycgaiQxSaJdGnCTuzadMm9pNtAOo5olPf5cuX8/Okq6TimpiYmJuby47/+te/umRPFASWw1WErJtK4oUXXvALJUcTZaOJGTGJDwLLc1geGPfH4P8NidmzZ4d6iU/oDunWrRs/2ahRI3GZnqkxFy5cWLx4cUFBgcLNKBhUR5OuIjE0a9YsSsXhxCmRMKZ20SU2c9HoXwcOHDCed6luMnUGzYEzd29hk51dHVgRV2awM9u2bWM/lXs3dcK5c+dGjRpF2m7hwoXszJ/+9CduIevDZqxfv97mLRN33FJL1AQWfdPyb1Fj5KZ+VYguXbr4IbDqEj4ILE+QXjw6w3wHiK27MaQTxUBCZ9q0aTaBuRsqqhDZ/CQ6KCsrY8m9/PLLPGTfvn3Ly8uZx2pNnAV88803nTt37tOnj5M+LXHfQ3tatWoljlzQzVqFNH2qrB9OOfYCy+hwH0STrKwsX2CPEZdy3y/sZ8Uc2vkDuziwM/TxY3rJvn376AWfPn16SAk5HLlr3rw5L370QVhdXb1u3TqxTPKQy5cvt3nd3NusWtr7j6NwoqQkj3xm0oSqTdOpDszRKHPwMWXKFE2UDVvT7e1ixljFB4HlOVIeSLXVmjVr2E+2FbT/97ssG6EalgWT/G0yxG58f2DKFH1sSYNNq1atGjRokHFSBSGtOvZwE3hx3vfrr79+1113tWvXTrrZr776yriE0JT9+/eLkbONWp3jicA6e/asG4kCh7AZcj43/WVQuWKfQKznwy90jdxyyy2ml/AvNHqLxfNbtmyhL5PWrVufPHlSuuTZZ59ll5B6s7fHKBqkXRZ4SO5C0wpTHyiRw72/SpA9qpJwIrAI04meI0aM4J6i09LS2M6JVNuosi0MqCJl2UpVpYdmxCo+CCzPEfNA7FvmJ6uqqug8/WU/S0pKbPZXfvLJJ/mFbGON8ePHs9V5CQkJEU7cET9YBw4c6O32VbwziX+eSo/i2LFj4iCLFcbOAN52OsSlJpbVv/RRznagk8DeYd7CeoLT09P5i+kG0rtPmc56zkTfS+x7gKTVrl27ePEQ/e6KmzFIG/vMmDGDu5oMupYtaA86C0YfNk7empYtWyovw+zhGOnZs6eqJBwKLOZjRYJCiltxcGsj3yA1bPiqHXhydwMfBJbniHlAAoh9g2ZmZtpcQnVu+/btk5OTV65cyZ28M7Zv324MT9HSi8THAcPmnXfekSpTD2nTpo0v0JAcP36cnXn99dfFR8Fm7o8ePbpZs2b0me63mNDWv39/KWbTYDZzs4J++ocBtalsvQJltGknlvIUQUh4Nb7DBpiGDRvGz/CSKRVRYwBfYLSRT5c0ejBh7uuskg46D3LLli2zZs2iN06K0yp8jx491MpTq2XXdF5VEg4FlqkZLOSYMWN8gY4rVz19OIQKA5tM1q5dO69siGF8GlfU+lqmFikP6GWjT8nz58+HFEllZSVdtWfPHuWTzUWOHDnCKwv3UnGOcXyzoqKCW2jsWBInV7EZWlS5GKM1rRz9v9+CVxwucaN+5H2ZiYmJphtNuprR0eTq1av0OZGenn7mzBmvbQkBrwQW1yvGM0aYiyZp2SzfPNH0EtbQVldX060tWbKEDX/Tt5n09eIQtoWwTY973759FT6cqE1yDyqwmA6WYPOceAxTp071BbqO3JvGFxRx7y+Xxm3rMj49GkpT9LVMLTrngQR9bk6cOLFNmzbSDA+tKCgo8EU2rdXYYnXr1s3/+w0NRXcYbmgdseLjgzgigwYN8rBeVoj4tL22JQTYRnLR37KGP6ujR4/6fz/x3Eh8fLzfMOTNvg3qBTBekpKSQpdwf3jdu3eXPL80btzY+a4PrHO3VatWVgHImCtXrqgaZI+mwOIzNU0jl6arMtjsfq1WEYqTUi5cuOChJTGJT+M6TV/L1KJzHtRNxDkrxKxZs9hAhrj4XPTI6pIZQVuvGPA1KmpWX63yPcEcgbJ1YdGEP6uWLVs+/PDD9iWECSxTgW5FcnLy5cuX+U+jCGvbtm1xcbGT7d753HzuspxhumED3U7kuR8FgTVnzhxfYIiW92GbzlK/7bbbjGa0aNHCr5nAopqN38ihQ4c8tCQm8WncuOtrmVp0zgMgcvbsWVYTUbtFX/a83nQpuaANmIdzYyOhurqavptZ95voaM1XqyaCuJ37VoS01UGTJk1ycnKch2fMnz/f5r9MtPkdlM8JEyawkGwsjCNu3iDC5lNu3bo1bKUVksBiCwhC7QaWPOwTvXv3NgYz9Wb84osv8mUKffr00UFg+YVO0G3btnlrSezh07hx19cyteicB0CCamT6dqcWYseOHbzedCmtoA1YbVxIWFNTw+3/85//bGxivTbQKcwjgP1iFDeYMmVK0IIRIUF3jmeWBI2Hu3qhglpYWLhly5YLFy6wQsv3/LFizpw5YTyckAQWW+hHSiikifbcIzTXJSQfrSKX2LRpEx+SS01N1URgdenShZm0YcMGby2JPXwaN+76WqYWnfMA2CC1N+7Fb4W3e8SGR/v27WPjprxqHUWFKsLnRYWxgUFIY4jc6yk/I3nD4th4bLe6C06rVq3CeDgLFiwwjc1+od8nn3ziPAnmlnPAgAFcQn3zzTfGYKYrLleuXElijk3556uDPRdY3GkZ73EEqvBp3Ljra5mRo0ePDhs2jOqp5OTk3Nzc69evO79W5zwANvB606XVN/YtELFz50430nWPoM2qz6NNYMKAOQ1nu8tFmYkTJ4pPjBQP85W1ffv2LVu2sDEv44MVJ0KRCKuurmbzCNm2hlbDdkZmzpzJzGBTqSj1kpIS4xaodN5+To/p2ljOwIEDnT+Qffv2kS6nGzeO3zGCelJwvgU1U0XiKKrpQofMzEwegC8yYGP63L+dJgKL7xF56623Ogm/adOmZs2a3XXXXVh1GBSfxo27vpYZGTNmzOHDh2/evEnVVl5enuilJig65wGwgW/F41KnS5CGrhZ6arBafSataNN/H+vvvvuOdVG0b9/eEwMo61mzTY/0xx9/NAYw9mMlJCTwTpeMjAy/wYupfWFjEdJf00lLbE0lw+GSQLoF0x2RGc5lB3cEeP/99xt3dGWYaiAxgI3NZWVlx44d43fNdCppEX6ttD0GgzsUZaxatYp7y2NDcnfccQdbaThjxgyHd+oSvNvPyQA9NXB8etmrr74aBfNqNT6NG3d9LbOHZBYVQefhdc4DYAP/ij1w4IAb8Qf16+hGou7x/fffW93IihUrXnnlFf6TeQrQGWodmakhvenRxHSrlitXrtDHwMGDB00vETd6JxlBMldUaatXr6ZrbdZVsHHG+Ph4h9PGP/74Yx65saiT9nISyenTp/klJB/ZxqlGKL+M14oByIAffvjBGKa0tJTd16hRo/y/d7MnPlXjhVJIMQw/mZaWZhND1Fi7di03yWpa58mTJ5s3b06ycujQoTzwypUro2xqrcOncS2tr2X2UP2FHqy6AFVG9GnrnntMitlYm4uO+5kXx9rCnXfeyS1ne8MdPXr0s88+4/1w4m1q7uKLC4K4uDivbTGnqqqqa9eu4iMNKlupPDdp0oREFRs09AecHi9ZsqSgoMANBSB66GD9VW+99daIESPYGSeb2xQVFS1evJhH0rBhQ6tJ7sZ9YIwT+elyvjSYjilyv7CTDOX42LFjRcXZokULn+2wmhi5eJ734/Kpb+5tZ+kEKirczp9++sk0jKnXiWvXrolh2Khos2bNomJ17cCnceOur2U20BcP1WuXL1+Wzpu+9qavHwAcY1ERHZDWrpLD2xU+S1pi2rRp/L6M+xdpBbdT82WPorMAqTn0HCrJTKP4hCntVH8y8Tpu3Dj7y0VpxRG904mI07efeOIJvm5OQhpXbdSo0T/+8Q+rkEFvsFevXqbvKXe00a9fP19ASno+1h8fH89Mev7558Xz5eXlJP4qKipMV06Iw7j0RcTPYx96jk/jKlpfy6w4ceJEhw4dSkpKQrpK5zwA3mKs1PzWX8aaw2222R0lpAYs+pw5c6Zjx46iH1ruFEpPzp07R5qjadOmW7du9doWmQMHDpiWZDb5fdKkSWy46vjx46mpqcnJyV9++aV4uc32O0YeffRRdpXovs6IqVdV05DMZag9Ys+QeJ4LrM6dO/s0mOTuF3pk77rrrkOHDrFvIe5/32quAuULaS+SU2+99dZDDz3Ez+s/xM8g+UhfIJTpdL9TpkxxY9d2n8ZVtL6WmbJv377MzMwwfD/qnAfAW4yVmnTS29kbzrl27Rq32WZVvNj+abhxh9HJp3HsCTjks88+kwo28dNPP3GVw56t2AnHJ9qPHTvW1JOnPbNnzw7Dh4Upf/vb35zcY58+fXyB7YbEk3ypIzNGB4ElTr/ja3ecMHPmTNPzXt9QcP7+978bzU5MTFSbis6PQl/LjKxbty4jI6OsrCyMa3XOA+At0vuflJTkd7z6SStmzJjBbbbxjypu0tK1a9doWhgUUx8TWEgVNvQ8+cgUrwPFiVkkZ99//33Ltt0B7dq1i+RyU8iqJ598MpIbZyODHB0Eljh3LaStAqwEa2pq6qZNm7y+LUv27t1rc0dXr15VlZBP48ZdX8uMGPMppGvdMwzUasQSVVJSYnRx5LWBTuHr560mYHF4la3VKGGrVq1M2xKv7Yo1zp07F7TxNiJ5ZwhJIpgi7jrKIK124cKFoqKiyAeSmB8sjg4C629/+5uTx9KpUyfnz9DD9R8jR45MSUnp1avXxx9/TPlFeUeCb9myZey/hYWFQY1/9913lVji07iK0NcyteicB8BbRMdRfGtnsSLw1LoQ4I1lUMdR4iih55N/GV999ZVpLdyoUSOvTYtBgvr6l2DLeLmnU1JXPXv25P89ffq02E/GkZy1ilDbfOTIEekkd68aOdXV1aJ21EFgiS4zrFiwYMHWrVuDBhOJ/o1cvXrV3qRRo0ZJZ95//32/2ZS+b7/9NnJ7PHkIDtHXMrXonAfAW/r27ctf+P/8z/9kJ8VaQBMJYo8423ft2rX2gfmO2k4CRwfR9w8nKSkJnqzdQFonGxR+1alTp9gCo7KyMtZePvvss+y/xj4tklDc7Sqb6ez7/ZIF8RL679GjRxXeozjnSQeBtWvXLifPmQp8SFPfojyNMugGl0beeustfrnk9lZJD7pP48ZdX8vUonMeAG8RNzDZvXs3OynWArxb6/Lly7feeiu1EI899phn5logOhF1MsLCv++pmYyCeUExrZobNGjgtV0xi/Fps6VezZo1k86behA1Inm9otjoy4S74586dark1N4fWOTYpk0banTdcMkm7iw0fvx45fGHCnf3ZUVaWhoLSU9D9NpvjyhfooBDqzjGrZyk5xD5O+7TuHHX1zK16JwHwHP4J+Nf//pXdkasArjA4sukuW9xai0KCwtbtmyZmJjYq1cv9xyiBoU3Jw4/CpOTk/kNeuJxlL7UqbllvYMbNmwwrZ0hsNzDOErIFhPs37+fnzly5MjOnTttFkyIUCkiccaEe2pqqsM1gO4hjVp6awzx5Zdf2giRbt26ic956dKlNoEHDRokTqPkn4VuI3VSzps37x//+MeUKVPEykTEaqWCNEOLO90NDx0y1wp9LVOLznkAPOeLL76YMGHCK6+8ws+I7z8fIhRna1FbUl5eLvp89/22v68nt8BtcDhp6b333uOXONyAViEPP/wwT91mt6IuXbpE2bC6A5XqQ4cO8Ycv6nJqMukMn7BcS+FbLfn0WMxhugWQL+CyzlhpXLhwgY+uGisi/2/bNUbz7iTXEtJXGX1qFhUVkYgkw5KSkkaPHm0/s0Jyfta7d++wDfNp3Ljra5ladM4DoCH8ze/cubPxJMPUQSKJlb1790bZWnELwry8PIdXiWZv2LDBVQsZxcXFDpetZWRkDBw4UP8dqWs71Ezefvvt9MBHjBjhtS2KoVvjPS7Z2dlem/P/MX36dLGQd+rUKeglosdd8TwpGDEq474mapH8p/Tq1SvyOPkuRoz8/Pzw4vFp3Ljra5ladM4DoCH8tY+Pjy8tLd24cWNI69K/+eabaForVtzOp+SLs4CJkDb3DIN169YFfW5xcXGXLl3SfJNEUFvgriX0GWsW+6XotQ0ans37TEhIyM3NFc+//vrr4oszZcoU10yWl2Qq3AlRqlTDW1To07hx19cyteicB0A3pDVWYXimpoojmmsP+dhlqH5xpFujn6zTaODAgewMHURuHmmmY8eOOXmMOgzlgJhBVDNe2/J/iN02w4cPDzseqqOysrJ4VMw9shu888470purtmYTI7d6/WfNmtW2bVtxhsbgwYP5f/XJXCP6WhY5Ut3ttTmg1uDEY43IkCFDpB57XxQnNolzO5wMOog4cX5I9Vp6enokG+2ZOkkixHVejIYNG4adCgAS99xzDy9aXtvyf9x2223cJL57Y9iwnRYZBQUFSiwUofdRekPHjh2rNomLFy+K8ZPG2rlzpxjAdMdxX2Du2n//938zn1tqTVKIvpapRec8ALrx2muvBZUdIuyTbuDAgdKn3gMPPBAFa8XP9L///e+hXk7GO+yiS01N5VdVVVV9+OGHycnJdC0ZcO3aNWPM9Bjpu9M4tMpmy86fP58ioTgphgYNGqSlpVFt/vbbb0f0LAAQuHDhQosWLRITE+fOneu1Lf+H6L/+3LlzEcYm+tZS2/u7evVqY7Xg0s5amzZtkhKipA8dOjRnzhyqK2wWwXDcsEoJ+lqmFp3zAOiGzS5aRsROl8rKSqlWWrFiRaipb9my5ZVXXnE4D2nw4MGRVzTV1dWtWrVycrNUwy5cuHDevHnihzhD7MC3AYOAAKhCmszQv3//CCPcvXs3veCm7/KgQYOU2GyK6O05DNwzLEL0tUwtOucB0A0SN6QkrPwpSw6EpIkUokd1X2Dr+Oeee65fv34ffvihk6RTU1P5taRFLl++XFNTU1RUdPbsWdPwYloROjWg78VI6jiHzJgxIxIjAQAi4s6SvsB0BefXfv7556wT2v6dpTDu2c8xzrIwEh8fL824Z0TBvPDQ1zK16JwHQE8++ugjY0Vz6tQpesOzs7NTUlLuueee559/3njh2LFjTWuHTz75xD5F0XOPkZycHCm8WNGIO5Co4scffxw6dChVfA57p+yhSP71X/9VuZEA1HHS0tLEF6179+5BLzlx4oTDiQGTJ0+Owi1wWrRoYWUJGbx9+3YWjH/lsruIpoUhoa9latE5D4C28Dqofv3627Ztc37h6tWrjRWEjQaqqalxPsQ2bNgwY+VoOgtKIVb23HvvvZJ54jHJUKoK+/Xrt2PHDlfNA6DOYrP7cmpqan5+Pn0QdunSpUOHDm3atGncuLFDaZWYmEgxe3JHZ86cadu2LYktqkhbt25NNj/zzDNWgX0aN+76WqYWnfMA6Mz3339/6tSpMFYm29Ri9C/6yqRKZOzYsaYDkaE6hhg5cqQb9y4ybtw4Y7psH7TDhw/v3Lnz008/3b9/f63YGBuA2COkGsOUtLS02bNnh7FQxlt8Gjfu+lqmFp3zAMQkR44cCa+aI3VVUVHhN3g6tiLK+8mUl5dfunQpmikCAJwQhse+yOfFe45P48ZdX8vUonMegFiF7c914cIF5/VdcnKyuH6Q9Z/Rwfbt2xs3biwFrl+//r59+7y7PwCAXvTo0cNhVRPhFsv6oHPjrq9lprz00kuNAyxdujSkC3XOAxDz5OXl2Vd29OmZnp7uxC/Oc889l5qa2qtXLwzGAQCAzo27vpYZ2bx586BBg/43wJAhQ+in82t1zgNQ17h48eKePXsKCgq2bNlSXV3ttTkAAFBb0blx19cyI6Sujh8/zo7pYMCAAc6v1TkPAAAAABAGOjfu+lpmJCkp6ebNm+yYDkLa3lLnPAAAAABAGOjcuOtrmRHpOSYkJBgD2BBFSwEAAADgOjo37vpaZgQ9WAAAAADg6Ny462uZEWkOVkh7T+qcBwAAAAAIA50bd30tM8JWEV6/fh2rCAEAAACgc+Our2WmLF26NGw/WAAAAACIMVzSG5Gjr2XK8TAbvC0BSB2pI/W6kDRSR+pIXSv0tUw5qHOROlJH6jGcNFJH6khdK/S1TDmoc5E6UkfqMZw0UkfqSF0r9LVMOahzkTpSR+oxnDRSR+pIXSv0tUw5OmcDcAlket0E+V4HQabXTXTOd30tU47O2QBcApleN0G+10GQ6XUTnfNdX8uUo3M2AJdAptdNkO91EGR63UTnfNfXMuXonA3AJZDpdRPkex0EmV430Tnf9bVMOTpnA3AJZHrdBPleB0Gm1010znd9LQMAAAAAqKVAYAEAAAAAKAYCCwAAAABAMRBYAAAAAACKgcACAAAAAFAMBBYAAAAAgGIgsAAAAAAAFOOxwDp69OiwYcMSExOTk5Nzc3OvX7/O//XSSy81DrB06VLxEt9vmJ5kpKSkWKVoGi2ZMWTIEGbGzJkzf/75ZytrrYJZWQuMxEymm1oFrNAk3xk3btzIysqyz7uQrAKmxEam29wFMCVm8t1JG2GDx3XEmDFjDh8+fPPmzerq6ry8PMoSdn7z5s2DBg363wB0h/RTutDmYRUUFFipHKtoR44ceejQoZqaGrKELu/Tp4/p5VbBgloLRGIj051YBUQ0yXdGfn7+G2+8YRNzJFYBTmxkutVdACtiI98dthE2aFRH0D0kJCSwY7rb48ePs2M6GDBggBTY6mFRJG3btr127Zrpf4NGyyDF6sRgHsxhtMBI7c30oFYBG7zN93PnztGFVG/a5F3YVgErYiDTpbsAToiNfPc7biNENKojDh48yHVuUlISPVB2TAf0Uwps9bC2bt06f/58qySCRksn16xZQ+rb3lQpWNBogRW1N9ODWgVs8Dbfx40bt3v3bpuYI7EKWBEDmS7dBXBCDOS7wzbCiC51RGlpadeuXS9fvsx+Ss/C+MVg9bA6depUVlZmlYp9tGyUt3nz5ufPn7cx1RgsqLXAlFqd6UGtAlZ4m+8nTpzo37+/fcyRWAVMiY1Ml+4CBCUG8t1hG2Eec6gXuAE9hQ4dOpSUlPAz4encvXv3Tp48WQomzptzIlRXrVolZolx2p0xGHqwwqC2Z7q9VcAKz/M9Ozv722+/NcYcarFBvjsnNjLdeBfAntjId7915R8U7+uIffv2ZWZmFhcXiyelMVH6KV1lmg05OTmnT5+2SStotAyHXVBW48pW0QJODGS6vVXAFB3y3WcgpMvtrQJGYiPTTe8C2BAb+S4SxtiUx3XEunXrMjIyjF1/bFb/9evXna81OHr0aNDZ5VbRzp8//+LFi3Twyy+/LF261Or5WgULai0QiY1Mt7EKmKJJvtvHHIlVwEhsZLrVXQArYiPfHbYRNnhcR9gITLofe28ZUni6+UOHDgVN0TRa0trZ2dkUW1pamo2bE5tgVtYCIzGT6U6+jQBHk3yX4g/jcuS7c2Ij023uApgSG/nusI2wAQUFAAAAAEAxEFgAAAAAAIqBwAIAAAAAUAwEFgAAAACAYiCwAAAAAAAUA4EFAAAAAKAYCCwAAAAAAMVAYAEAAAAAKAYCCwAAAABAMRBYAAAAAACKgcACAAAAAFAMBBYAAAAAgGIgsAAAAAAAFAOBBQAAAACgGAgsAAAAAADFQGABAAAAACgGAgsAAAAAQDEQWAAAAAAAioHAAgAAAABQDAQWAAAAAIBiILAAAAAAABQDgQUAAAAAoBgILAAAAAAAxUBgAQAAAAAoBgILAAAAAEAxEFgAAAAAAIqBwAIAAAAAUAwEFgAAAACAYiCwAAAAAAAUA4EFAAAAAKAYCCwAAAAAAMVAYAEAAAAAKAYCCwAAAABAMRBYAAAAAACKgcACAAAAAFAMBBYAAAAAgGIgsAAAAAAAFAOBBQAAAACgGAgsAAAAAADF/D/En9crwBpWHAAAAABJRU5ErkJggg==)
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