Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_012323_12 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2021 |
Start Time | | 2021/01/04 12:00 |
End Time | | 2021/01/05 00:00 |
Key Words | | 2021.1 |
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 | | -19.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 75.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_012323_12 |
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.
Satellite data B plot for THEMIS-C for time period of this run.
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VFcOGDUtPT6e/Fo8WIsAS8ZJPtvipHwAA4KHYBlgdHR0bNmwYNWoU9be1tT333HMnTpygfoqxaGB7e7vG5fLTgPKST7b4qR8AAOCh2L4Hy8fHJzw8vKamhobHxMR899130mjbtm2jIRqXy08Dyks+2eKnfgAAgIfCm9xdi5d8ssVP/QAAAA+FAMu1eMknW/zUDwAA8FAIsFyLl3yyxU/9AAAAD4UAy7V4ySdb/NQPAADwUAiwXIuXfLLFT/0AAAAPhQDLtXjJJ1v81A8AAPBQCLBci5d8ssVP/QAAAA+FAMu1eMlnU1PT8OHDLdZrXFzcQEFsbKxDc+OnfgAAgIdi+6JRX1/fiIgIi1/FcWK5/DSgvORz5cqVGzdulK/XxMTEkJCQRoFer6eP2ufGT/0AAAAPxfanclpbW+Pi4kaOHNnL5fLTgHKRz6qqqhEjRnR0dMjXK0VXOTk5Yj/1BAcHa58hP/UDAAA8lK2m6s8/754/v7Oqakd7+21H5yD+2LNerz9w4IA08Nq1a08++WRLS4v6crV86024yGd4eLhYFeTr1dfXt7OzU+ynHvqofYb81A8AAPBQtpoqiq4MBh11FGNpnwPFT3FxcSEhIdSfl5f33HPPSV8tWbJk06ZNdper5Vtv4v35pHoQGBgo9svXq8U6HjBggMWEj6jq62QDAAD0BpMAS+7xxx+vqKgQv/L399+3bx/11NTUDBs2rL293e5ytXzrTbw/nyNHjiwqKhL7cQYLAAA4wfYSIYVQGzduFM9gkfT09GeeeYZ6oqOjt27dqmW5Wr71Jt6fT1snnyzuwZIqjcZ5sk8oAAAAO2xvcheJ92CJRo0atW7duuHDh0tnK7Qsl58GlJd8iqyfImxoaMBThAAA4H3YBlgdHR0bNmygoEoacvDgQRohKSnJoeXy04Dykk+RxXqNjY3Fe7AAAMArsX0Plo+PT3h4eE1NjfRtcnKyeJXQoeXy04Dykk+2+KkfAADgofq6qZoxY8bBgwcdXS4/DSgv+WSLn/oBAAAeqk+bqn379snf1KB9ufw0oLzkky1+6gcAAHiovmuqfHx8hg0bJj2h79By+WlAecknW/zUDwAA8FCuaqoQYIl4ySdb/NQPAADwUAiwXIuXfLLFT/0AAAAPhQDLtXjJJ1v81A8AAPBQCLBci5d8ssVP/QAAAA+FAMu1eMknW/zUDwAA8FBsXzTq6+sbERFRW1vby+Xy04Dykk+2+KkfAADgodj+VE5ra2tcXNzIkSN7uVx+GlBe8tl7ir8YDQAA4J5sNVV3/7y78/zOHVU7brffdnQO0o89q7SJCLBEvOSTLX7qBwAAeChbTRVFVzqDjjqKsbTPoaWlJS4uLiQkxGKcXbt2TZ06VctytXzrTXjJJ1v81A8AAPBQTAIsuccff7yiokI+QmZm5qhRo1pbW7UsV8u33oSXfLLFT/0AAAAPxfYSYXt7+8aNG+VnsKqqqp5++un6+nqNy9XyrTfhJZ9s8VM/AADAQ7G9yV0k3YPV0NDwzDPPnDp1ytHl8tOA8pJPtvipHwAA4KHYBlgdHR0bNmwYNWqU+DE4OHjfvn1OLJefBpSXfLLFT/0AAAAPxfY9WD4+PuHh4TU1NdZf4SlCRbzkky1+6gcAAHgovMndtXjJJ1v81A8AAPBQCLBci5d8ssVP/QAAAA+FAMu1eMknW/zUDwAA8FAIsFzL+/OZlZUVGhrq4+MzaNCgBQsWNDQ0SF/FxcUNFMTGxjo0T37qBwAAeChXNVV/+ctfVL7lpwH1/nyGhYVlZmZ2dna2tbUtX76cgi1xeGJiYkhISKNAr9fTR+3z5Kd+AACAh/rf//3f69ev9/NC9+7dS02qygj8NKC85FNEYdaAAQPEfoqucnJyxH7qCQ4O1j4ffuoHAAB4qOjo6NWrV/fnEim6+r//+7/s7GyVcfhpQHnJp8hkMklnsHx9fSneEvuphz5qnw8/9QMAADzUzZs3//rXvz7SX/7yl7/o9frMzEz1VPHTgPKST1JeXv7ss8/W1taKHy3WsXRmS6Jek/op0QAAAF6EnwaUl3zm5eU99dRTZWVl0hCcwQIAAOhn/DSgXOQzOTl52LBhJSUl8oEW92DJfyHcLn7qBwAAAEP8NKDen8+EhIShQ4dWVlZaDBefImxoaMBThAAAAP2DnwbU+/OpcvtUbGws3oMFAADQb/hpQHnJJ1v81A8AAACG+GlAecknW/zUDwAAAIb4aUB5ySdb/NQPAAAAhvhpQHnJJ1v81A8AAACG+GlAecknW/zUDwAAAIb4aUB5ySdb/NQPAAAAhvhpQHnJJ1v81A8AAACG+GlAecknW/zUDwAAAIb4aUB5ySdb/NQPAAAAhvhpQHnJJ1v81A8AAACG+GlAecln79n6vR0AAADQiJ8GlJd8ssVP/QAAAFdpb7/d2nrtv/+979zk585tLyvb+McfDTSTP/+86+jkjY1FNHlt7UHFb9vafqPZOpEqfhpQXvLJFj/1AwAAKMShYILCnV7Op7Oz/erVjLq6I9euHT158o3MzMlHj76YkRGeljY2PX18fv5rFM10dNxrablcWbnt9Om3DQadUucnzZBSlZUVSUNSUvxTUgLFEVJT/Q0Gf8VpTaZQWpbJNDEvb67BECBMSN3DEVJT9deuHaNo7PbtczaWbtlRah0qBH4aUF7yyRY/9aP3rlwxXriwR9ox0UEPdRqnpR1NY2NxS8ullpaamprvabMXj+RaWurKyz8rLHzv0qWfxDHb2+80Npa2tl6n/Vdh4ar8/MW3bv3aF9lxuT/+aHTuqBEAtGtuPn/ixKKTJ5fU1R3OyoqgQEQMJpqbq2i/RNsg/bWYhAaWlW1ITR0jhUFS4EKhD8UxJtP41NRgjVGLlu7o0WkM5ybvjMbR2kfOz59rqxirqr6mjFNRpKWNO316xZ07lbQn56cB5SWfbNmqH/fv3ysuXmM00ibkn5U1Q4wGqMmnKKGp6ZcbN/JKStbl5b1CBxwFBSvpozThmTN/F2tqZmaYcDwRkJExRegJovDCiRTS8Qdt7bRop/Knye3bv+blzZOOmYRjI73JNE7YnHTC4VSPAyOVLjNzalraxP/857WrV7Pq6gy//Xby1Kk3e7+PEFLy8DDOZArpTo9fRkbY5cs/UUzW0lIr7i5v3Sqh1aR+Kp6+vX27orR0fXHxhy0tF8Wz9/fuXacJr13LLCh4u7Q0vq7uUFHR+2Vl62/cOC5ORaM1N1/oLih/OkAUV3FW1kyLA2LrtUZ78/r6jMrKL6lAcnPnSHt5WlZfrFP3VN5UfqDmwMW7F12dEOBCa2u9tKHZ6wLoSE+civYDfRTreEQnlR7tsvLyoo8fX0g7t5yclxRHRoAFaqh+UOgjxBAB1GyfOrXkjz8a6+tNVg287vjxV/uuTufnL6TgQPO+QLHzy86eSYcUFhmUH6JRey/GTFx1Z878g8KvP/9s6RLOuhUWvqtUzkyKRWEmqakhJlOoerFnZ89yQdXXrOBmwarCVR+XfXzvvuWBvtz0rOk6gy7AEJB7IzehMoEmCTQGjjWNLW4q3nJ2C30l7+bnze+v5PeTmpaad0+/+/mvnzs9BzoAo/hevL2GAvHuQ4iA9vZb8tFoc6Z9lENzrq1NLin5SDpOENExxsWLB6qrv6WOFufotSG3JV0BLChgcGjnHZ1Du/1fhTrc3n7HaAwSh1DLaGtkBFighuqHy2u/O2xU6FzeHT8+z/qS69KCpdOPTd97ce+aojV+KX5idPJC+gu513MZbgVXfr+yo2oHLeW+1Wm/39p+s4iN6lvrLcaZkzfHYhwtHcP0O4ey9lt3gV9quXTitxPVzdXfVH8TnhkemhYafTz6p5qf5uTO8Tf4T0ibQOPc67hX2Fg4JXOKn8FPJV+LTyx2KBkUUR0/Pr9nZVDecs+f/0Z+mjk1dbR8PhRYnDq1LDs78uzZrfLhly8nyyehmVPQX1Cwwnr+vStONigXBQXLxNPV6ekTbI2Wnx8tFlRu7tyOjhb5V8XFsd05df1GbdEZjYFGY2hV1XZKp61x3jHoXjToXjXoDgvVIC1tYnr6C0YjHf+Pr6k5cO7cV3TAZjDYjHi6O/+UlIdXMKXrD3SoSYv+7bcT9fUZ9+/fq6zcmpMz6/Tpd4qL36dvJ3XX4U1ZMzXmCAEWqHF5gLXbfND/oFrPcvX277ndYYPuK4Mu0dXJYNEFSBc3tYQp1PwHGgPX5C/aW/x+RNp4u+NLlc0vRfeCMbjg109fkH37pkH3rkH3klAVXzfoAm3MZLVBd+VqRlXV16dPL/NzPLR6kPIUf4pjpJCu8Y/Ga0p3pFHQ2dhYrHizGk37ReUX7xe+v+fCnrO3z35Q/EFYelhMfszFlh6XINs722nOd/+8a6o3TT02dXLa5AmpE5xLs5YuICXAOqm7qneFZ4Q/n/Z8kCko2BhMa01cd1OMgb2pLbdulUqLuHLFuFBIwBSDH8WCd+9eoHL7/fcr2ud29uwWp3ekvdHZ2V5dnWS0URRpaRPuC6dOz53bfvr0qqysSFu3K+TkvPKf/7zO6Gy0QpeSEmDrq6NHp0qnFWn7FYM8qcvPX2Cd6/Lyzw3mkCvIYlYB3eH7zvOJ4taxtmTtq/mvfnvhW8XSKyx832Qam54+sbQ0/vffL8u3FKv0+9+712BrFRhkdZg26j3aygQBlos9+uijrk6CGpcEWN8YdBsNuiSh33oHvd6peX5n0L1hu0WUd2MNugPC9vOz81mgXVjAsWMzy8o+pg07M3PKlSumno+6yPdxfnl50bW1hy5ePEDHSbm5UUePhtFfaZz9Bt2XhqB9qcEmk/7WraKOjnunStfvy1/0S52RVpBwuNZj6e8ZdC8Lx3kp6VOkXZ7UzFMJJPccf1vP7HtEFCvGWH0XBPS+8xOC2hcdnsry3M9o4TTMl5Vfih9f+8gvKzJS2jwrv/rKcKRHmUhqWmpcXgiKXbCQWmo4Kyq2ZGXNzM9fmHDmQ/VJxjtbT1JS/IzG0LNntzY1le83Bso3/3DH55ae/nxt7c83bhy/fj23ublafHSf7d2f8uubN27kZmS8oDFtaWn63mxQR4++KBSXLiMjTEwGBSW0E8vMnHTs2NTU1FDFoC07e4bFSeXm5qpr147V15uqqhLFW2+vX8+pqzNY34JJs01LCy0t/chumVDQc+ZMrNEYsC91dPnlg/Jt5MWjL2bUZ0jbjt1ZnW8+/+apN5edWtYoFLJ1jlTWi8GqWs4w6A4adD8adJ8adJsNui8Muq8ty+clBFgu5v4BFm1dtg56srNn5ua+0nOgHx1CHT++8NSpN4uKVjc1lZWVrRefKElPf0G8l6uw8B3xRgrpTuddF3aFZ4Y725KpXY/oZTcze4Z/ij911B9kDMqrPUg7C0rzz5d+/qz8s2Wnl03KeP5vx6Ob7tZ09bxHJOd6zpazW6LzoyOzIndf2D01a2qQIWhu9iyd0eayvjv/nUXhU6vwY/mn8pwGpQSNNo2Whuy5sCeucNVcY3CSSV9b+1NqdZKYVLEbkzrm5ZyXv6v+Trz7x6FObxy9rnTd3wvff6/nIzbf5s6emTp6Xqo+5/TKurrDlN+amn1G4xjZOAE5OVEFBW9TU3TrVsnVqxlFRauEZ6R1wqNGQbLDXMWHq/1NphDaueflzausTPj1189tNAnmm/r7br0z6RTPXY0WwoWVBt1HVl+FmkK7lKJGGhhsChb7/Q+b/2fPmFGze/eD77vLJC/vldzceVevZpZeSa24XTE7e7bLS8C6QPwNuhVUM4UzhfOFYEvjtLargaYAYqeN9NDRy3aDLsqgW2jQJRh0m4T2Uprqe6GzO3OjMZhqtdE42uIuLodcuJDUmwjJ0W5V9+rYaRWa25WWNsEgvATB6XdWOWFyxmTFiuEv2w/Yncn47nPY4nELtUdiaRwWjqj32p4DHda+rLmu+gux11ihHwGWi7l/gGV3HGnXcO7cV3bfnnKt9VpxY3Fj91EafXz79Nsu3/X3spuZPfNexz3KV1VzFWUqLDPMufmEmEK6d/1+r514bW7eXI0TBhuDD9Ye7NM8BqT4haU/r/jV1p43tYhmUTRp0EVmR96zesb7YWW4lnn8+ILTp5fTcbD4UgbFXXZHR0te3hzrRsLifOQEoYGc6KI6YPdS4C6r9FtMMjtnNmXW3ypwlA+hSSxnLDSW/kL3mrBn7+ucBhkCRqcEKVcSQ8C83Hm32m5Zr8TE3GhxnDCnFmoRUX0tnDAoKlt///69kpK11udx5V1s7/I7MyWASvgnp+KYlBS/Y8cizp7dmpExOTt71p07lV3CgeWJE4vT0iaePPmG+Oh0fz6Xt7NnxZvo+L1l4lVpjU8S3P3z7uqi1RHHIiamT1yYv/C20EBcarm04vSKv5342+mbpxOrEsemjaVKPiljUovsdrH7/72fXJu89+LewluFtH/TsqbaO9t3VO3Y+MvG883nFRND9VMamT5mZ78klklM98Yl3scZlRtFO3Px0jn1iJfmnas8CLBcjFbAo0oGDBjAcClxcXEDBbGxsY4mT36vqyT8aI8TTlMyp0hf0YZBNfJ2z0jrZMPJqJyoublzA1MCdcJ9GP+q+NfHv3ysvab26Zmq3nf6VL1rExCUqtzm9VOXohtjGrPs1LK3T749J3eOfGXtvrD7tlXYva5k3Zy8ObvO7xIrTGljqcWNQdZoh27RVITKErCw51fLKLYz6MYJUZdf98F6iEG3qLuljBfikr3d4xcVvdNwt/rsrcIPi9aMNfhNMIcR9nM92hgcIMR5G4WZvGB7zPS6VJNpvEX6/XuOc/T60a6ebYBi99U02ackcxa0rCA/2e1l0hCVMf2F7Oy13U6LB/37ew48cWLJr79uVoySvzgeI85fr5rIMOFqi/WZrYPCayFv3So7fy1zUvfTDPOypkvzF98kcuHCt8XFH85PsVOGznU7GYU4Vo/XmG+u+qH7gCFEKFuVaU+eXEIlfOHCHvWlZGfPFs8W7zboog26JcJsDytV7Fk5s9qFC51iPGG9t++NwpuFFjsKCl/Wlq4VP4rNgUUXZAyqvFM5Lm2c8ysrxXw++OWclz8p/0SemAlpPW4uHJ0a/HHxmn3GEH+lmfz77L+l1spQZ3AuJQiwXKwfzmAlJiaGhIQ0CvR6PX3UPi3VD7GiBBgD5ubNLblVQgOpLbSuSUeuHLFuG8SGtvex0bRE/8JDSY5OJV8u9Qf+7L9ovW57hOWIp1eskPLr4jDFdd2i/EW0k+27+c/ImrGmeM3s7NkRRyMWn1jcY70YH+xkD1w8oF4bL1/+Wd6E7DLoFgt3myk1MH6trVed214sUHRYe7uitj41JNV8cTbIEGRxs3lm5iSx5aup2UMfl5xcYpF3/xR/+fhXr+aIibQYra39TpeGA+XpCd29W83tpWLbIO/GyYpltjAkxOpC2BfCHYpBQvTzA/uzJn4UG31/zGrDs+pWy6Z6VQiRpa+WFyynwtlZvVOqLdQFpwaLRdpx716dwXA1I+PkG2/kzJrVRwdjFPx9IAuzfhRCzGQWRRTRc0EUaP69exEx8gSYxl5qKs+7kfdl5Zf//PWfH59aHiGcs/xINitKUlL2rOstF98pfCdAWPsP779MsVksY01jpYdwR6eOrmupEz9GHIuw3iIKbhbQ+BR80DHS9xe+tw7IMq5m0PHzytMr15etj8yJ7It1ob2ruFMhJWz5qeXWIzyfPlFxwsAjyjchOPTYCgIsF+uHAIuiq5ycHLGfeoKDg7VPKwVY/dDRgYu4UGrps69l07FUZ3u7fJSvInTxfws4dWxv67Vr1MiVNpa29HwCmbT99ltrfT2NcKus7NSyZQY/h5/iSgkI+OGXXX2aU3+DPzXbGfUZvzT9QhnROFUAu+PysWlji24WTc+aTrvRkNQQ6QxTUs+7uPq5o4POdnu3DJ87t03hsP5wgHRWIDs7qo/eOnvh7gU6kC1vKrc75qrCVfJ83fnzjsUI//3vfesAi4ZcvZqmpaD2TNB98qr5nqFQDSO/zD5gcqbbpFKxhVvOFR9xlcYJPxp+ueWy1Xbk11hcXLZhg8Vm7nfETpm80ota6ic8ri9dng5TPc+npdPy5E0/d2NSxzzMrxBpzcudJz3Q+nyGwq0CFPiuLFw5KWOSyxNvub5S/FYUrtAJ+0+KCxXHCbJxyVux+6Q0nnaY5nfXpdgfGQGWi7G9FKjI19e3s7NT7Kce+qh92v4MsPKv5DZXVxsDAvp+UXa6lMDAzLCwowlrF+UvWnF6Rdb1LOXN0t7pLmoAJh0e/0LqBIsN++/rXihYtYqiQLGQ06sOj7Z3k8Gm8k00Zt5veWIARFHRGNMYxTFDTCEvZc5YfSTm1PcJH/0njsanPcvmis27L+y+8vsVjev9autV2le6KtianDnZ+o1T1gwRfoa/6QxROuP4QIrFtdfq/rGhbENMfkze9TzFbykKlF+sea27uZ3QHRzYjRK0dAFWz5OnpATeuJEn/x2njo6WU6dWFBevLih4SzrnVF397b17DS0tl6m7ciXlwoU9jY3FBQVLhN8VEW8Nduxp/zil5EVlR607pvYTKLNVcxesdNvhfr39YknqPg8x2uDnz/p0V7Ah4N2UMasMfgvNMzcPCRTu69cJpxs3dGftewfPhbi8o92dWGEYHukx6axvW3S0i/lUa44CjwRIu6Y77XeWnVo27/i8I3VH8m7kWYwpBnYIsLyfxTq2DukeUdUPW8jkXbp/Rbl8O1Xo7t+713HvXsnatfFbZ002PTxuo0367p93qVH/NHuN4pRbD717cN7UH8V71v38kgN1m+bp1q57YZuN5/n2THj4gcKa0cbR8q9X7nu5o6WlsbT0TmWladw46Xj9WITCZZex+x/utzMmTbJY1xVbthiDggwBAfkxMTeLilSqDS3r2LRp/1w6LrD7yi/tMmKLY9cUrzl8+bDTT31q7CKzIq+1XlMPsxQnzV+48O7Ffv2pmZZLlxqLi9tvPzgLeGH37pPLll3cv79i8+ai1aubfvnF1oQfyS7Z9Agsfn4wePwPOt0RXdDPuh/G6yK32imxW3+Yby2vqdkzrnvIxO4LWO3tty9d+om6vnvsq6mpRP3XorZYJXjjLxu7hDum6+oM9fUZZ87EGY3m1/qfP/+1FL2p3wk3/ntd/CLdZz0fBdn6kuVogSmBVF2lZjjG/ATcWOn977SFU02jv41/NFbcrhBrXXtn+5GLyV98uWjb1kXvFr7Tp1Xdg7pDtYe2n9ve+4DGiY4WOu5wCG0L1D9532j/w+aekB91X0Tqtszq7cwn7HFgZFubwBun3pDGmb5Nd+XIkS6efszXrfNZW1v7xBNPyG94Z3hmqw/PYB0ROqvhod9rraxjDuj2Kp+17ZPu0v798tydeO01hyZPnKJ74VvdC9/p/vWyznymTTjZ9tq6h2P4HTbv9P/xN91hx3dBFI1RmJUs3GGSGhKy6c0x+v260Qd1y9aozU2xSC2GmULVLiXlvvKK4qpPm9j9QJ6fH7U90tM0ktor5W8lz/E/onybXfTxaD/b93xo7IKNwfsv7VdM3h+NjVpnY32ZuPssad78+U3l5S2XlX8FRXi648FpntZr1068/rq4aqRTj4TiqhTh/UpUHxqLilKslpUSoPBeTVFKStBnwj1km60jkp4nNGm2NL7KrUW0VOkcXrL5xWkPH1o0dl9570//vX//ZmHhjfx8OkShEEp4qdLD1K44tSLneo7K5HfuVIiJVz/HI337j9d0e0MfDKYjGWmE9WXrU+tTxXm23vxt0W6/SIPu/f0BFr9efO3YsaodOyhKlg/MDA8XZzP38356vGb16dVbK7b2z7J0wknxM41n+m1xKt2MbToxYKIuYrsubGePb/0NfnrjmK9mmrdZcSf5c1CPvSX9HbtfOBRJ1kX9S+tC337/Yf/kb8x/A5N1m6N0r/zTzoS2Km1JVW7gIfMIoXt1O6foSuPjuxBguYkhQ4bs2rVLCoPYsrgHiz5qn9b8olGhXn06X+efbFnVKJj4OMYcVUhDqIbtmGrujf5EGHJEF/atbs1bujc/MFdc8apHyE/mcWKX6TZpeQuBn9+ZDz7ouHeP2g/r1ktlKho5Va+v+f77P+/e1ZjZknXrnNg//BSim7LTHAlFfmG+PNHPeyfrQS/9uxcz9Fe+Z9pI5envnyLGlH5+xqAgKqv08ePl46SOGbN9hr+43gMP+f3w3pzUIPMJiK+m6abv8B9nCh2TYj6hRwuYnjIlONlPMTRX7Ha9OvH2r7+K66i5qqpmz57Cd9+lveoUYUccs76PC9mRWqc43FYNTE21/YMeP/WYQ/st8+mWANtXbL/5Qdfcfd7u+PF5FnPTvr1LKH49++9/n926leIMWvUmvf54dPSN3FzaEm+fO1fxxReXk5Mp0KxMSMh66aXyf/5TmvDsF1+k9qwYD7pQ3Qcf617Zrnv/HZsRZ5cQyNKi7164cOaHDwoOLfc/rF7iPbql306bs7XHU2ny+68v1ZWLAyf+0OOZg+tHj0qr79i0admzZpWsXXty+XJpNvM+7dPq9aALMT7YLcvv4hc7U73p+Yzn9Sb9uLRx5odCDIE0TmBKYJAxSDHmNg+0sXGFmkK//mzBonjdilj/y/nZtDYL6o4HHHkwk7H7+zCUpG3jjXW6ACEECZQ1JQkzzf+f/+7Bx2+Fm7joL+1JXtqq2/jqg1WjfVHfTLYfJC3coNs/5uHHFwwPnljcIzxlSME69fgp1b3gg8pbEx1RpPS8uYX2kHUGAwIst0CroY+iq67upwgbGhqce4pQXmkogPj3S7pZW8xt2wdvmo8kaOCK9x58/WKinapP44vHH2qjBQRUf/ONdObALqrZtFNuv32b9svyUwvO0XDbont1r681nyfX73/wWbyc5PJUaey2Ul3aan+8xf/QfTndHMjKB0sXVSfscX1G7Hf+/r/+85/Unskrm8kkf0Gr7syZtT0Co+5pK7Y8+IWWiT0fXPcTfvMgKUH345c6wyJd8QcfSHN2OsCiw5gzsbEZYc69rEpTR3G59XIfni7t2b2Q5MisrbZe6botqSsrEC8wTf86gHYaD8vK3k2fn81/0BeWEXa7/XbBzYKVp1dOyZwyxjQmwBhA4Y5/ir85pkkxRzZ0COLQM4ziU7QUOUmvBrz7593ixuJLLZc2V2x+u+Dt3BsPf1WTIvXG0lLxwCZFqFRXUlLEvNzruLejakdSdVJ7ZzsNEWe/eoX5mDbgkN8Xc4MPzZx8/uzJyxlpR6dOtUjFh0vMG9G07ebA4scQBwqcYqNla3Tj9vW4jhG6VyeeyJm450EgRX8tJt3UXaTSXXRbZuso7Ht3pflsPYX1/1m0yBDYq7v/af8wd5Pyd1N2PbgmYBG1jT4UUHfuzLGIB890JmyNEUcY98PDa4gfrZ8irzwiaq1shYAIsNzC4MGD29ra+m7+sbGxTr8Hy25VTg7ULf5IF/2p7uve3ZZz7MUX+yj7Dmm/c+d6fr4Tjx861MmXmGLjvJFKZ3Eyj1bB6uW6d1bpvtcWXR2fP9+JhfZRt2aZLuKr7g+qp7VCDuh2db/PmcJ0ca839zNzYV5OTi7fvFm8iufmXf6rr4rr3eI+8evXsw1H/CwCrCLhHSLnz+80CL+BKM1ljPnVUEG3b1coHBJQ3TjUPZND5tir6uuvpbpd+9NPN3J7/BI2BVU0gnmqfqkSx2bOzJk16+iLL55etkz5XJes+2q6ucF2bkm0hdw+e1bKZvrEid89b75lh8KI84mJeVFRNOSktgqzOcp8s1fe31c5vVe51nrtt7bfvq3+9sGrlQwBKXUpWiakxrt6167jr76aYRUYiV3JRx/RGqQua8YMU3Cw+v0AWjoqn3+8bn5MVbozYf5nPUpV6v9O9jTh1y+ay1a8ZkfBjVjO26eZy42+sl4KRXW0v9o55cHHwnfeKV2//s65c9JBCJPKZj1oaZzat79fMT8GJB6ri4EU/a1MSNg3bSylltJMZZK/cCENbywszI2KMo0bd/KNNzImTbKVAARYbmHz5s3R0dEdHR2uTogl9QArJUjhJlRjsPYfwDB3dEBGk5x+663792y+8tslLu3fbwoKMoaENBYXOxFvFcfF0UwKVqwwBgVZFJRFKGn/diI/v9TRo89t3047oKsZGfeEE3Vpzz/fY13QOKGhNEKXsFO4sGdP1fbtaVIDFhhYFBd3Yffu+owMqZxpj8xkL8akE3fQP4WYrwv4HVIbdaHwelppfUxNtDxDQ9kvWrPmxN/+Vvr3vxe99159erp0f1JTeXn5Z59d/OGHsk2bTGPH9lEYnTV9uv3RAgKknxEUu7z58w2Tuz8e0V3ct69ZWJvmdZ02jgbKZ1re/QZF5Zkndc9nkevXbC+7jxc4OWVgsi5j4kTzIx2M1vLRGTOo3dV+y4HTbpWWVn75ZerYsRoTlhIQkP6CymtuGXQUWFDYJN4CId7pYf6hIUfuiKg7csQUEmLrW9oHWhSC+g0h1GRQKdGWTps2rZSSf/wjf8EC6eST1PnL9iS0hxETfGzatF+3bDnxxhvWh3N3urc4C+YXBsnSk/mi1l8ZRYDlFvr6Te5OUwmwTGPGUFN9dMoUi+Gt9fXitFTva77//vSbbx6bPv3kkiW1ycnVSUmVX3xxxWisMxio/aC/4hGD+6PjquaLFzOFzNIumzqKTu5evHirpOTEwoUWJUBHxrU//iifnLbPtHHmp7tSAgPPxMZan2S+dvRo0fvvU+GcTUg4Pn8+bfx0JJoaFJQ5aVLunDm0K7FOknhtlHZM8uMt5zPY0nLp8OGMsLD0sLCLP/4otiI3i4r6+kyerW7tG2pfr1/c426k3mRc3bmEBHEhdIQtH07lU7N3L3VS6FYWH28cMyZ1/Pi6lAdnJlouX05Xv9a2Q2d5TdBf/j4Fv9TUMeI7vcQfc1yllGXli2sfCjNJ1hmUf8Ctbzuq5FRzmnu2Vb9s3Oj0DCd1XyjU/nbvOZ/31dMzJr0+dYzw1gV//5TRo/8TE5NOhzp+ftTk3zh+3HzC49//Pv7qq1mzZmVFRV0+ePDSjz+Wffzx0enT0yZMOL169e2KipoDB069+SYdAMi366smU/+vKUe75irzT4EZP3nng6Xmq/YPvxLu0RR7lKcVntKgPdWZDz+kYCgvOlr+7S+bNllveqXx8YqzMtq+h5g2xuu5uVVff01bqzjyG2sfTLYyKbI4NrY+NZWOlqVdpb9VgGUd54nMFwGdKjEEWKCG6sf5pKRTS5eWffKJ/IkqqqZSXazetUusTMWrV7supa505+xZKhAKNy/u3Vu1Y0fvbwVzH7/X10s7i9TQ0Mpt2/Lnz0+fNMnijk7avea88kr17t35CxfauvhoPs6mAG7CBIo1Lc4ryG/6EY9ckwN14UlaH8V0dSHZQcGrGF5bdjOsAiyd5d3u6ekTu7ovJiYLv/wTZNDN7Znl4rg4ywuFVHITzPeV96Y1pYjh3I4d4iLEaL76m2+yIyNPvvkmfczozhGtbjG+l+6GVCyEX9avt7tEikIKV62igxZxkpunT18VTrje/fPu3Ly5kzIn7bu4L+Gs9CZ73ZKTS0obSydnTg4wWr7HyLksUzH+Z/Fic7+fX8GKFe137jSWlhr1Kr/u44UdHdrRLp22Vuurz+J6oVVM0WHu3LkNp05RtFT47rt3L1yQVjSFUFJhShMemzpVXhnOffXVw8WNHauy7RTInjYQ59PW0ODQ1lfcWGzr5cAzv+iRPf/DNvckCLDs4iWfbGmsH+b3p3tRVAFyFu950ujasWMX9+2j2MLWCHS4WfnVV1Xbt4uXLKkprTMYxDNndGQvP9CkpnvPhT22fu0x7kxcLzLXf8QTjUaL6NNegEVdfr7lU4FpaQr3iV/PyUkRnvF0ohmgtjB19Oj0sWMpdK43Gvsi+03l5YqLPjptmkmvNwYGFrz1lpb5UGUYm/bg3NTuC7ul4eebz79T+E5gaiAFW3P+5fhNjQEBRatXKz5bkzVzZj+HOGrpDAq6npdHG+PJN95QG9Pf/9z27dbDqZxTZbcr5Lz0kphH2uKK3n+/LD7e4oW9zVVVhatXm4Ot4ODrPW/d04I2YcVjTtoW0idOpG2BytbunSGUhrz587OmT6/9+WdHE6COSuDL6T1+PE19ZLtd1c6dZ7/8UvqY/+qrCLBADT/1A9yf9S6NGlRXJ8pJTZWV5hxId6MfMWfIfJOKvVei5+cvUp/z71eunHr77dQJE6hRzF+wQIxTmTxj20uUAAqj71RW9nI+Vc1V60rXbSrfdPdPm7dDPTzDGhBAAVx2ZOTNkyelb8UDwvq0tLING04uXUqh1b3r123NyumzF0y64/PmURrqDh06ExdHRyDyB1FpnRqtHrUrWrNGGkF+8/Xd6mrpRgKKz25XVFA96eV9BZ4uc/Jki9JTGdlkfSLT6mDm9/p68w21wvA04WlZfhpQXvLJFj/1A9yfxe9RTMyYKP2Koieig3hDpBBjHdYZ3tbVCm/BVY+u+u5V7KCi9uBBRwOjo9OmPbxGJr5ATsOPgJ1+552Kf/0rbdKkYxERN4uKtAdAFDDVZ2S037H81UtQcenAgUzZPcTi63xtodD21pkzJR9+WPnll9LA80lJ1vEZRa7SLTT8NKC85JMtfuoHQP9rKi+XXwwleXlRtqKrrKzpLkwqdAnnfqj5bLl8mXrO79xZ9P77V1I0vW0BvFVZfHxqSEhaaKjiFUx+GlBe8skWP/UDwE388Udja+u1pqZf5NFVU1OZq9MFAI7hpwHlJZ9s8VM/AAAAGOKnAeUln2zxUz8AAAAY4qcB5SWfvfdIT65ODgAAgOfhpwHlJZ9s8VM/AAAAGOKnAeUln2zxUz8AAAAY4qcB5SWfbPFTPwAAABjipwHlJZ9s8VM/AAAAGOKnAeUln2zxUz8AAAAY4qcB5SWfbPFTPwAAABjipwHlJZ9s8VM/AAAAGOKnAeUln2zxUz8AAAAY4qcB5SWfbPFTPwAAABjipwHlJZ9s8VM/AAAAGOKnAfX+fGZlZYWGhvr4+AwaNGjBggUNDQ3SV3FxcQMFsbGxDs2Tn/oBAADAED8NqPfnMywsLDMzs7Ozs62tbfny5RRsicMTExNDQkIaBXq9nj5qnyc/9QMAAIAhfhpQXvIpojBrwIABYj9FVzk5OWI/9QQHB2ufDz/1AwAAgCF+GlBe8ikymUzSGSxfX1+Kt8R+6qGP2ufDT/0AAABgiJ8GlJd8kvLy8meffba2tlb8aLGOpTNbkkdU9VOiAQAAvAg/DagX5lMxBsrLy3vqqafKysqkITiDBQAA0M/4aUC5yGdycvKwYcNKSkrkAy3uwaKP2mfIT/0AAABgiJ8G1PvzmZCQMHTo0MrKSovh4lOEDQ0NeIoQAACgf/DTgHp/PlVun4qNjcV7sAAAAPoNPw0oL/lki5/6AQAAwBA/DSgv+WSLn/oBAADAED8NKC/5ZIuf+gEAAMAQPw0oL/lki5/6AQAAwBA/DSgv+WSLn/oBAADAED8NKC/5ZIuf+gEAAMAQPw0oL/lki5/6AQAAwBA/DSgv+WSLn/oBAADAED8NKC/5ZIuf+gEAAMAQPw0oL/lki5/6AQAAwBA/DSgv+ew9W7+3AwAAABrx04Dykk+2+KkfAAAADPHTgPKST7b4qR8AAAAM8dOA8pJPtvipHwAAAAzx04Dykk+2+KkfAAAADPHTgPKST7b4qR8AAAAM8dOA8pJPtvipHwAAAAzx04Dykk+2+KkfAAAADPHTgPKST7b4qR8AAAAM8dOA8pJPtvipHwAAAAzx04Dykk+2+KkfAAAADPHTgPKSz6ampuHDh1us17i4uIGC2NhYh+bGT/0AAABgiJ8GlJd8rly5cuPGjfL1mpiYGBIS0ijQ6/X0Ufvc+KkfAAAADPHTgHKRz6qqqhEjRnR0dMjXK0VXOTk5Yj/1BAcHa58hP/UDAACAIX4aUC7yGR4efuDAga6e69XX17ezs1Pspx76qH2G/NQPAAAAhvhpQL0/n3l5eYGBgWK/fL1arOMBAwZYTPiIqr5ONgAAgPfhpwH1wnxaxEAjR44sKiqSvpJGwxksAACAfsZPA+r9+bR18sniHiz66NA82ScUAADA2/HTgPKST5H1U4QNDQ14ihAAAKB/8NOA8pJPkcV6jY2NxXuwAAAA+g0/DSgv+WSLn/oBAADAED8NKC/5ZIuf+gEAAMAQPw0oL/lki5/6AQAAwBA/DSgv+WSLn/oBAADAED8NKC/5ZIuf+gEAAMAQPw0oL/lki5/6AQAAwBA/DSgv+WSLn/oBAADAED8NKC/5ZIuf+gEAAMAQPw0oL/lki5/6AQAAwBA/DSgv+WSLn/oBAADAED8NKC/57D3FX4wGAAAA7fhpQHnJJ1v81A8AAACG+GlAecknW/zUDwAAAIb4aUB5ySdb/NQPAAAAhvhpQHnJJ1v81A8AAACG+GlAecknW/zUDwAAAIb4aUB5ySdb/NQPAAAAhvhpQHnJJ1v81A8AAACG+GlAecknW/zUDwAAAIb4aUB5ySdb/NQPAAAAhvhpQHnJJ1v81A8AAACG+GlAuchneXn5+PHjfX19hw4dmpSUJA2Pi4sbKIiNjXVohvzUDwAAAIb4aUC9P5+VlZUjRowwmUydnZ0NDQ1Lly4VhycmJoaEhDQK9Ho9fdQ+T37qBwAAAEP8NKDen8/o6Gj5WSsJRVc5OTliP/UEBwdrnyc/9QMAAIAhfhpQ78/n4MGDt23bNmTIEB8fn8jIyKamJnG4r69vZ2en2E899FH7PPmpHwAAAAzx04B6fz5pXcbExLS3t7e1tS1evDgqKkoaLh9twIAB1hOq6KfUAwAAeBF+GlAvzKdFDOTr60uhldhPYZaPj480HGewAAAA+hM/Daj351Ov18sDLCmQsrgHiz5qn6f6yS0AAACwhW0r77a8P59JSUmLFy9uE8TExMybN08cLj5F2NDQ4MRThF1uHIO7bcK63DhtbpuwLjdOm9smrMuN0+a2Cety47S5bcK63DhtbpuwLvdOG1tc5DM+Pv6xxx7z8fGZPXu2dJM7iY2Nde49WF1uXEXcNmFdbpw2t01YlxunzW0T1uXGaXPbhHW5cdrcNmFdbpw2t01Yl3unjS1e8smc21YRt01YlxunzW0T1uXGaXPbhHW5cdrcNmFdbpw2t01YlxunzW0T1uXeaWOLl3wy57ZVxG0T1uXGaXPbhHW5cdrcNmFdbpw2t01YlxunzW0T1uXGaXPbhHW5d9rY4iWfzPFTRRhCoTkBheYEFJoTUGhOQKE5gZ9C4yWfzPFTRRhCoTkBheYEFJoTUGhOQKE5gZ9C4yWfzPFTRRhCoTkBheYEFJoTUGhOQKE5gZ9C4yWfzPFTRRhCoTkBheYEFJoTUGhOQKE5gZ9C4yWfzPFTRRhCoTkBheYEFJoTUGhOQKE5gZ9C4yWfAAAAAP0GARYAAAAAYwiwAAAAABhDgAUAAADAGAIsAAAAAMYQYAEAAAAwhgALAAAAgDEEWA880k0+MCsrKzQ01MfHZ9CgQQsWLGhoaFCcNi4ubqAgNjZWy3CvoVhooqampuHDh6u87wSFZjG8vLx8/Pjxvr6+Q4cOTUpKUpwWhSYfWFtbGxYW5iugnpqaGsVp+Sw0lX2Xloyj0OSFhoZAXW8y7t2FhgCrB4s9OO21MzMzOzs729rali9fTtuY9SSJiYkhISGNAr1eTx/Vh3sfxShq5cqVGzdutBVgodAsSqaysnLEiBEmk4kqG+2+ly5daj0JCs2i0EaOHLlhw4YOQXx8/KhRo6wn4bbQbO27tGQchWZRaGgIVPQm415faAiwelA540Jb14ABA6zHpHqQk5Mj9lNPcHCw+nDvY11oVVVVFC5Qs2fxFQpNYlEy0dHRts5aodAkFoX26KOPyj/6+PhYj4lC6+q571LJOApNzmKHb2s4Cs2JjPNTaAiwelAJsEwmk/zARRrT19eXNjmxn3roo/pw72NdaOHh4QcOHLD+CoUmsSiZwYMHb9u2bciQIRQlREZGNjU1WY+JQrMotBkzZsTHx3cK1q1bRx+tx0ShdfXcd6lkHIUmZ7HDtzUcheZExvkpNARYPdgKsMrLy5999tna2lq7k0gHN7aGex+LnObl5QUGBip+ZWsSFBp9jImJaW9vb2trW7x4cVRUlN1JUGj19fXifX6Eem7cuGF3Eg4LzWLfpSXjKDRbO3w0BNZ6k3GvLzQEWD0oBgQUMTz11FNlZWWKk3h9DG6X9Z0xRUVFil9JUGgWJUM5pdBK7KcwS361Sz4OCk3+cfz48fHx8dI9WIrnGzgvNOt9l5aMo9AUd/hoCBT1JuNeX2gIsHqwDgiSk5OHDRtWUlJiaxKLq8X0UX2497E+GWPBehIUmkWx6PV6eYCluENBoakf1yoe5vJcaIr7Li0ZR6FZ7/DRENjSm4x7faEhwOrBYg+ekJAwdOjQyspKlTHF5x0aGhoUn4OwHu59VG5cs3UPFgrNomSSkpIWL17cJoiJiZk3b571mCg0i0IbNWrUunXrpHuw5E8RotBs7btUMo5Cs1VoaAhUOJFxfgoNAdYDiiddVE7GyPtjY2MV39hha7jXsHumylaA1YVCsyq0+Pj4xx57zMfHZ/bs2Yo3uXeh0HoWWnV1tfh2IkI99FE+vtTPZ6Gp7LtsZRyFZqvQ0BCoczTj/BQaAiwAAAAAxhBgAQAAADCGAAsAAACAMQRYAAAAAIwhwAIAAABnOPqz4irjqzwvJWfrd6B7M7ndB7acgwALAAAAnOHoz4rb/eVs9fjG7u9AOzc5w6CqR2L6YqYAAADAFY0/K644vkQ91rE7W+cmR4AFAAAAbkrjz4orji9Rj3Xszta5yWmqwYMHU7T39NNPx8fHq8zBIQiwAAAAoFcc/VlxW7+crR4h2Z1tLyevqqqaNGnSqlWrVGaiHQIsAAAAcJ6jPyuu8svZ1r//Ib/x3NEzWI5OTpqbmwcOHKiWW80QYAEAAICTHP1ZcfVfznboJirr34Hu5eRdCLAAAADA5Rz9WXGVX84WaXkMUOV3oJ2bPDo6Wvwx0/r6+oiIiNdff11lJtohwAIAAABnOPqz4uq/nK3lZVQqvyHt9OTJyckjR46kqZ588slVq1a1tbU5Wg6KEGABAAAAMIYACwAAAIAxBFgAAAAAjCHAAgAAAGAMARYAAAAAYwiwAAAAABhDgAUAAADAGAIsAAAAAMYQYAEAAAAwhgALAAAAgDEEWAAAAACMIcACAAAAYAwBFgAAAABjCLAAAAAAGEOABQAAAMAYAiwAAAAAxhBgAQAAADCGAAsAAACAMQRYAAAAAIwhwAIAAABgDAEWAAAAAGMIsAAAAAAYQ4AFAAAAwBgCLAAAAADGEGABAAAAMIYACwAAAICx/w8TX/jb3CCW8QAAAABJRU5ErkJggg==)
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