Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nigang_Liu_022422_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 03, 2015 |
Start Time | | 2015/11/03 00:00 |
End Time | | 2015/11/03 03:00 |
Key Words | | den |
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 | | -18.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.87 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 122.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nigang_Liu_022422_1 |
Minimum Dst Value | | 19 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIE1heSAzMSAwOTo1NDoyMCBVVEMgMjAyMnPRBcEAAAGrdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiTmlnYW5nX0xpdV8wMjI0MjJfMTogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBHZW90YWlsIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDE1LTExLTAzVDAwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAxNS0xMS0wM1QwMzowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjIxLjkzNTQ5OTk5OTUsICJtYXgiOjc0LjUyNjUwMDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX1kateXAAAABGdBTUEAAK/INwWK6QAAOKJJREFUeJzt3X1sVNed8HGD34PBhjiuA8YxhAAhsNgBERa5jgmkQIGCAzSEV4cQAg0sZF0Ccby4W/K2cjcOQkCzEIauWTkK2/Vm2RVFIIxwFWuhqoNY5FomMlqjGEGFhazKiizLz+/xeXqf6RnPzJ2ZO3Nn5n4/f1h3ju/Lub9zZ85v7j1zb8IAAAAALJVgdwUAAADiDQkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAuAzRISrP8gunLlSl5ent81h2PT4VhnlIjjXQMsx7sFFovCj+AorBLchaOB5s6de/nyZVs2HX/Hm7FHFu5a/EUJ0HCII2Dyybh06VLPQlsqo7G2GlVVVSMGVVZWGoWXLl164YUXUlNTR44cuWXLlnv37vkuVx48eFBQUOBeveDW4ynhz8zs0cOHD9966638/Pzk5GRZ/6pVq377299KYU5OTn9/vzHbunXrjGkpz83NlfrLJmbOnKmtsKioyL33dWemPsaCIc7gSQJoyaaDEO73wt27d3ft2pWXlyeNKAenvBnPnz8f3KoCreqQ80fyvR8lnzOAGRysCJh8xpWXl3/66adaoV31cWdhNU6cOFFSUvLHQaWlpfJSlUt/duHCBUk7ent7JVmRZMh3uVJRUfHRRx+5Vy+49XhjcseXLFkiNfn2229l+rvvvvv1r38tuybTa9askWk1j5QnJibK1tVLKS8rK1ObmDt3rtTNWNu5c+ekJPTTG+FIsEwuEnMJlmRXkh/LsSSH5cBgY0kreH7hMYkECwgfDlYETD7jenp6nnnmmfb2dvdCbUI++iUPS01NzcnJqampMcrv3LmzatWq9PR0+f4t/b1xhkZmkCRGnVwpKiq6fv267/V4q5uPQu2/vlcl2ZVxjUkmiouLPeeRNEhq67e8ra1t4sSJfX193rZocj0+eK55yG3J2tzPVBmkk16+fLmaPnv2rCRY8le9lPL/+q//UiuUQpWQKRKTL7/80nyCJTP84z/+o7SjtKa0qZHDGQtKyY4dO9RZQ5lQM/g+KxboIlJy+PDh3Nxc2ccB70fdkKvV+DiSfa8klENd1iMx9BHkysrK0aNHy0rWrVsn79OAouR3j4aMp7YSLcJ+1+mtzmLfvn2ZmZkjR46UFQ65LR8RNuogR+wXX3xhrFO+XYwdO9Z9K0CYkGAhYOrT7auvvpozZ45W6D4hH45lZWXyQfbw4UP5hDXKJTOTZaWbl4RD5pEexVhQPl7le7n8S7oQY+Xe1uOjbt4KA0qwpEswchGZkJee80heMuQZJq1cchT1Ee9tiybX44PJBEvWtmXLFhV/93J5Kb2OOikivd2aNWsk7DIt3aGUq5nVCqdMmfK73/1uYPAAkOkBn72vZ5WkKR8Okgm1CfcF9+7du2LFCmMGeel3zYEuIuWbNm0y+ldvR5231brzcST7rVvQh3p2dvaDBw+8ReNnP/uZbFHWLFXaunXrrl27AoqS3z0ycwZLi7DfdXqr84EDByQhk3LJOz0PFb/7ZdThypUrM2bMMBZ58803JXn1FkDAQiRYCJjxGSefgPLhqBUaE/L1Ub68qmmZGPKjWT525eupsaDxBdT9zI2Z9XjWbcjCgBIs7b+eZ5Ju3Lghncft27d9l8vn+7x583xs0eR6fDN56UT65qqqKulvJF/My8urqKgwemvpnNR5gkWLFsmmFy5cKNPS/Wud8bFjxyT9GhjMGk+ePDnwl+H1fbZJCv/3f/9XTct+SctqlZcSY39lIicnx+/eBbqIlKs80njp7agbcrXeaEey37oFfahrx6EWbWlTI8J/+tOfMjMz/dYkoD0ymWC5R9jvOr3VWTJ7z4Nf25aP/XKvw9y5cz///HOZ+Oabb/Lz8yVjG3qfAUuRYCFgxmecfFzKl++rV68ODPUR7C2bka+zJSUl0sGrjkFdR/AxfyhZUSir8n0GS9Kmp556yri446N85syZ6pTPkFs0vx7fTCZY7qRDkm/zxhmymzdvSmvKnj799NPyUv7KtKRikmy5b0IKpUf88ssv5a/7mS0zdfCWs3pbg+cMQazT9/wmj7ohL9T6PZJN1i2g43P06NGeZ7C85bje3lzeahLoHpmptpl1mqmzmW1526/z58+ro7q8vFx9iwAigAQLAXP/8Gpra5MEQr53en4Eu38dl2+o7l9Yz54929fXJ9Puw5K8fXR6W4/funkWyme3kTP19PT4XpU2BkteGv9qaGiQ78EtLS3aIkOWJ3gIbj2+BZFgKe6pgyRYp06d2rJly8Cfu6JZs2Z5bqKmpmbEiBHGSKCAEiy/Z7DcZzB5BiugRUwmWN5W687vkWyybgEd6tI6nle43N9cQ/7s1GRN/O5REEmP33V6q7PJM1gmW7+oqOjnP/95QUHBkGMQgXAgwULAtA+vTz/9dMeOHZ6fm/v27Vu1alXPoDVr1hjl8hVc/RJNPlU3bNjgN8Hyth4zddMKJV04dOiQfMLKptetW+d7VepXhDKn9ivCI0eOSJfQ2tqqze+t3Fv1QlmP7zV7KxkYHIMl2Zu6PiX7tXfvXvfEUTIq2bT6OeHnn3+enZ3t/nXfb8piJsFSY4zEkGOw1CCkhw8fygwrVqwwrk5KPnf37t0h1+ltkRATLG+rdef3SDZZt4AOdcknJKv44IMPVEDkYD5//rwx50cffbR8+XKVpbW3txsDnkwG1u8eDVklbSXaPH7X6a3OagyWLOU+BkvblvnWl6NaCuX7g3th0F9LADM4vBAwz08l+Xz0/NyUXly+bScnJ8snrHznNs6UnDt3buLEiYmJifn5+ZJM+E2wvK3HW908TxcZq7p+/bp8kVWbPnbsmN+P18rKSs/7YHk7I+XjTNWQoQtlPT52echtGX77299Kz52eni5BkH5aMmP3kwcPHjyQ8KrBK99++61Mu1+NsiTBkhZUvxfbunWrMRTGva137dqVOujNN980ZqitrZWSIdfvbZEQEyxvq3Xn90g2WbdAD3XJRSR6OTk5sml1M7MrV64Y/5V8paCgQP41c+ZM49dzJgPrd4+GjKq2Em0eM+/3Ies8MDguUN59xq8IPbdlvvXle4W6SuiOBAthxeGFSPjmm2/kAzR61gNb0J+ZF/eHujHWKjIkDTXu9AZEBp93CCP5AtrT0/PgwQNvF1kivB7YiwTLL4cc6pI+GiPwIuDzzz93v1MDEBl83iGMjhw5kpOTk56e7n5XSUvWkzqU4FZu4arCJyYq6Vcs1jnCrHrLRDnZQe1REOEjR11+fr7xS14gYkiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWc0qC5Xl3bAAAYCG7u/ro4pRw0PAAAIQP/awmnsNBZg0AQGTQz2qcEg4aHgCA8KGf1TglHDQ8AADhQz+rcUo4aHgAAMKHflYTz+FgDBYAAJFBP6txSjhoeACASd3d3R0dHb29vTItE11dXVohPNHPapwSDhoeAKKfZzYjGhsbW1papFAmXC5XZ2fn/fv3ZaKhoUEKZaK6uvrrr78+cuRIUVHRvHnz3n333ZKSksLCwvWDCgoKpk2btm/fPimR6SVLlqxatSorKysnJ2f79u3yVzqI2bNnS7lMpKSkbN68+ZFHHpHpiRMnPv/88zIxfPjwV155xSjcuHGjrGfWrFnXr1+3OV7RhH5WE8/h4BIhAFjrxo0bkuVI0tPa2ippjSQ3kgm98cYb8+fPf/PNN1999VVJYiQpeeeddyTRUSlOWVmZpCNTp07ds2dPXl6eZDaSyrz44osykZub+/rrr6vEZe7cubKITCQlJW3atCktLU2mZQ3Tp09Xn+GrV6+WREcmJg9ShcuXL1cTycnJwd4dMySSnz399NMSioHB7FCSP7ubyDYJ9LN/ySnhoOEBIDiSQklSJanV1atXU1JSEgbznkmTJqkMQyU90cDIsVauXGmkYkZ+Jsmfqrxke8Z5Kcn/JM+T6b/6q79SuZokdtu2bZN5pLy4uPjll19WieDOnTuNQpUIisTERGPrI0eOVBOvvfbanDlzZGbJO1Xompub7W7DSEign/1LTgkHDQ8AwZF8RT5Chw0b5juXmjRITa9YsUJNSIozbdo0NS3JSlJSUsJgfiYpSMKfT1YZZ7CWLFmiZTNSsmbNGnUCbO/evZLcqLNikrvIhLoauHTpUkmYPv744zt37hjXDY2Lie5XGNvb22Vakp4Bt2uRQVDrvHbt2q1bt1SO5Z5puUtNTVUTP/7xj9UFygULFqgLlNnZ2bIXEhyZXr16tTG0S6q3f//++fPnb968WZLCiRMnSqxu3rxpUWOGEf2sJhrDoR2gmZmZxr+qqqpGDKqsrAx0nVZXEwAc4dFHHzU+kEeNGvXYY49J0iPJgaQ1r7/+uqQphw8frq6uVhfIJK05d+6cLCV/VYqjzuKoFOf+/ftqZFVfX18oKU70aGpqkt38n//5H8n/VNokWZHKI71lXUNSWaaksN6WeuaZZyQH/eKLL+zeY6/oZzXRHo7a2lojlzpx4kRJSckfB5WWlspL38tqR2f4KwvAua5duyZphOQNdlfEYjU1Neoj9Lnnnrtz547d1YkNra2tcjBIcvnBBx8UFBRMmjRp+/bt6gJlXl7eiy++qEK6fv36jIyMhMEzee691bBhw+TvmDFjiouLtTNhkoFJPmf3/g2NflYT1eHo7++fOHHi3bt31UvJri5fvqymZUKOPPOrouEBhM+FCxfUiYdXXnklbn7G39LScuTIETXYXJ2UQijUBUp10s4YDt/T0yPT3d3du3fvThgcRiahbmhoqK6ubmpqGhi81tnc3Hz79m33M1uSq40bN+7KlSs279Jfop/VRHU4Tp48uWPHDuNlenq6pFxqWibkpflV0fAALCddpsvlOnPmjHGmQchH0+OPP/7666/H9Nksya6M0yo7d+60uzoYUFnX3/3d36kzYUp+fv6cOXOi5Loh/awmqsMxZcqU1tZW46XWeJLpa/P7vsIdiRoDcBLjF2rGZR11xUepr6+3u4LBa2xsNC5Oxc05ufhQWVmpmsY4p6WuGzY1Ndn7c0X6WU30huPXv/71qlWr3Es4gwUgqqhf+CcM3qKpvb1dSvr6+p566ilVmJSUdPDgwRg9j3X37l1114OKigq76wKdusLY1tbmOSL+V7/6lV21op/VRG84ioqKrl696l6ijcGSl+bXRsMD8PSv//qvCxYsCHrU8NixYxMGhyq7Z1FdXV2NjY379u1TA5PHjRt38eJFa6obQfX19VL53NzcGE0QHWLI64bqB4mzZs2K8KlH+llNlIbj0qVLnmPY1a8I7927Z/JXhO5oeACe1HW94D4fmpubEwZv6eRthqqqKrXyzMzMmLsfgbr31Z49e+yuCEz58ssvx48fL0ea+zmtUaNGTZky5cc//nFkDj/6WU2UhkMSqfPnz3uWV1ZWmr8PFmOwAPhg3IBAXLt2LdDFt2/fLgvW1tZ6m6GhocFYf0FBQQzlWFJVNcI9iLDAXt3d3eoitfutH+RrwL/927+5XC51N7IwoZ/VOCUcNDwAd83NzWlpafJ1f+LEiQmDtxEP6FpYb29vVlaWrMF32nTmzJlPPvnkmWeeUUOSZ82a1dPTE3Ldw06yRqnw1KlT7a4IgifH8xtvvKGdaEhJSbHwuqFxjwlZZ11dHf2sxinhoOEBKI2NjcZtGw8ePCh9Q15enkxLD2F+JWqI0sqVK83MLD2QMUTGGA4fzWbPni1V/fDDD+2uCEIiOZbL5ZJ0edOmTUaONWLECHW/eL/3NpP8Sd4gchjcvXv35ZdfnjBhwoIFCzZv3jxmzBj5diET6kce8lfKuVLkKZ7DwSVCAJ6qq6uNESrqrJXKlrKzs9VT6nyTRaTHUg/dU4+9M+MHP/iB8Vkk3ZssHrUj31tbW1U9Ozo67K4LLHPgwIHJkyer8e/GdcPLly+rO857zi/H+auvvmocsQnmRH6/oplTwkHDA1Dki7saCPyTn/zEKFTnbPbv3+93cZWNJQz+Vsv81RaZU/KVq1evfv/731eLZ2RkRGcGI0GQ6pWWltpdEVhP0qYPPvhAy4rcH/gr3zHmz58vB6e6g79BvWXkmF+zZo0qKSsrU0+qnjp1akVFhaRr9LMap4SDhgdgmDt3rnwmyHd3o+TkyZMJgzcLPX36tO9l1VgTIb1LEJs28jMxfvx4eel+O+VoUFBQIHU7fvy43RVBGLW3t5eXlxuH4ve+970Ej0dNS+I1ZcqUtWvX3rp1S74MGOe65O+Q3w3oZzVOCQcND8Cgvp3fv3/fKDGuGz777LO+l5Wv+GoUi3pUXBAkqaqpqZHsSm0xJSUlen5guHHjRpVotrW12V0XhN3WrVvHjRv36KOPup+sUuMFH3/88UCHw9PPauI5HFwbBuBJvnwnDI7MdS9saGhQ393lW7vvnxMeO3YsYXCseujVMH5IHz0j3/Pz81WV3E/vIe5Jxq9OX/3Lv/yL+m1gED93pZ/VOCUcNDwA5cKFCwlD3SC0s7Pzsccek3/5fqDb1KlTZZ6gT1+5e//993Nzc9UI4mHDhmVkZBw6dCj01YZi3LhxKsuMkoQPMYR+VuOUcNDwABSXyyUfCBs2bPD8lxqV4mOo+7lz5xIGb5plYX0klSkuLlbnjZKTk218RHRfX596WHX0XLJEDKGf1cRzOLhECMDTnj175AOhqqrK819nzpwZ8uSWYeHChTKD5TlQc3Oz++DiadOmHT582NpNmKyGbH3SpEmR3zTiAP2sxinhoOEBKOope0P+Sq6np0eNixryR1ItLS3y34KCgnA8/7irq0s2eurUKeOeQ5E/laWeHbR27doIbxfxgX5W45Rw0PAAFHWPUG+DqBYvXiz/HfIEkrqAGO77m6vqJQw+S+611167ePGihc828U2lni6XKzKbQ5yhn9U4JRw0PABFnaNyv0eDO/UYPkmztPL169cnDN5u8e7du2GtXnNzc3V1dVlZmXHRcOvWrWHdokGN3+cBzwgO/awmnsPBGCwAmhs3biQM3kXd2wzt7e2SgUlyc+fOHaOwrq5u2LBh6pMkYrdfr6qqMka+R+CsUmdnp7p7RTgugMIJ6Gc1TgkHDQ9AnD171u/PAEeOHKlut1hRUSFzpqenG9/T8vLyzDyv0BKS8SxYsEDdOUJINZ577rkg7k5kkhrgv2zZsjCtH3GPflbjlHDQ8ADEhx9+6Hccd2Zmpnb+Ozk5+ejRo7du3YpYduXO5XIZI9/Dd0tS9ePKcI8wQxyjn9XEczi4RAhAs337dvk0qK6u9jFPeXl5VlbWpEmTVqxYoT49Nm7cGKkKDm3+/PnGR5kkW4WFhb7vhhoE9bhry1cL56Cf1TglHDQ8AFFaWhrQHRBkTpfLZcuJK3d9fX0dHR1Xr179/ve/r9KszMxMC0eDqftTpKWlRewXi4g/9LMap4SDhgcgcnNzY/o8jSR8xqmsp5566t///d9bW1tDXKckVatWrZIVPvfcc5ZUEs5EP6txSjhoeAD3799XqUn4hopHwOHDh/fu3WvcLuuRRx7xdssJkxobG9Wq8vPzraokHIh+VhPP4WAMFgB36h4NeXl5dlfEAt3d3cnJyZaMfP/v//5vtZ4XX3zRwhrCaehnNU4JBw0PQN2JYPbs2XZXxBrvv/9+bm6u+oHhsGHDZLquri6I9Rw7dkyFJcQzYXA4+lmNU8JBwwM4ePBgQgRvjB4Z7e3txcXF6hRURkZGECPf1Q3cvT07CDCJflYTz+HgEiEAd5JaJXh5zmBMa2xsNJ6rM3bs2N27d5s/lXXu3LkEf3deBcygn9U4JRw0PABJIwK6R0MMaWlpkf164oknjK+UnZ2dZhZcuHBhvMYEEUY/q3FKOGh4AHl5efJRcOPGDbsrEi4dHR0BjXyXtCwpKamgoIDnDyJ09LOaKA2HfALK96r09HT5QDx16pRRXlVVNWJQZWVlQCuk4QGH6+7ulmQiIyMjvpOJ3/zmN4WFhcbId9nfQ4cOeZu5vLw8gcfjwCL0s5poDEdra+vEiRPPnTvX399/7969Xbt2qfITJ06UlJT8cVBpaam89L0exmABESBv1erq6sbGRrsr4seXX34pnwMzZsywuyKRYGbk+8mTJxMTE1NSUu7evRvxCiIO0c9qojEc8qXK/ayVQbKry5cvq2mZkI8P8+uk4QEL3bx5c8GCBfPnz3/nnXeSkpLk/SV/N2/ePGbMmIKCgui8T3pWVlbC4GOb7a5IhDQ1NUnypHIsaRQtx3K/mBj9yTFiAv2sJhrDkZmZeezYsdzc3NTU1DVr1jx48ECVp6en9/f3q2mZkJfm10nDA1aRvlklK97s3r3b7joOwYEns+/fvy9pljHy/dFHH71169bAYAtKymUEpKWlxe6aIh446s1lRjSGQ92o5rvvvuvt7d22bdu6deuMcvfZPL+J+vjEp+GB0PX09EiHnZ+fb7ytnn/++Zdffln+rl+/funSpaowJyfHwucQW2XmzJlSt4ULF9pdkUiTtlBnGRXjxNX48eNramouXLhgdwURJ+hnNdEYjvT0dOOJ7pJmpaamGuWcwQJs9OSTT6q+WXKsioqKgwcPdnd3u8/Q3NysfqnneU3KduoeDc7MJ1566SXZd/ksVYPffQzMAoJGP6uJxnCUlpa6J1hGIqWNwZKX5tdJwwNB6+zsbGpqUr84U3z0zcblp7S0tP3790ewmn5IfaRWDn8azLlz59TArOi8jIuYRj+ricZwnDp1atu2bb2Dtm7dumnTJlWufkV47949k78idEfDA8H55S9/aeRV6mf/L730ku9FJMeKtkvz3d3dKuezuyL2kxRTGii+71UBW0TP+z1KRGk43nvvvdGjR6empq5du9YY5C4qKyvN3weLMVhA6KZPn67eQYWFhX5vXGmQ968sMnz4cONstL0uXLiQEEePeQaiEP2sxinhoOGBIBgPuRs/fnxAvzXr6OiYM2eOLNjQ0BC+6pnncrmkMhs2bLC7IkDcop/VOCUcNDwQqL6+PnX6qrq6OojF6+vrZdmVK1daXa9g7N+/XypTVVVld0WAuEU/q4nncHCJEAhaR0fH9u3b1e8Bg7vMJ0tlZWWlpaV1dXVZXr1ALV68WPblzJkzdlcEiFv0sxqnhIOGB8y7f//+qFGj1DeTUK7xqRSttrbWwroFp7CwUGoSnbeYB+ID/azGKeGg4QHzjJ8BBnS3OU+S0MhKnnjiifr6evM/W+vu7i4rK5swYcLSpUsl1evs7Azxjk29vb3qTps9PT2hrAeAD/SzmngOB5cIgeBIMjRy5EhLBi3l5OSoN6Df81hXr16dMWNGdna2Glav+fjjj4Oug8oX8/Lygl4DAL/oZzVOCQcND5jX0NAgb5nS0tLQVzV//nzfd3no6emRBOjTTz995JFHjHRKPc5F/hp3Hk9JSampqWlsbNTOZklJdXX12bNnfdTh3LlzsoaAHg8PIFD0sxqnhIOGB8yzcEj473//+8mTJ6s8adiwYZIzzZ49e/fu3c8OqqioME5xGaqqqjo7O1UudenSJZlB3XxcSUtLe+2116QwKytr8+bN6tpfYmJiV1eXVNjlcnkOyf/www9lnp07d4a+OwC8oZ/VOCUcNDxgkno2cHZ2toX3CG1vb3d/0s6Qjh49eurUqSEzpIE/38jKDM+7EO/Zs0fKJc2yancAeKKf1cRzOLSPXburA8SG6upqeb+E4zGC48aNkzWPGTNmwYIF6l0pE9OmTcvKylq0aJHfxXfs2DFhwoS5c+euWrVKLb5ixYqNGzdOnz590qRJxsXEqVOnagsWFxdLue/LiABCRD+rcUo4aHjAjL6+vry8PHm/tLa2Wr5yNdxK/vb29tYNCvokWVdXlzYYq62traSkROVYWi6lHj5t/jk/AIJAP6txSjhoeMAMC4e326KmpiZh8Oaoxl0hJJ9LGhQlT0UE4hX9rCaew8ElQiBQsX7Hc8mrpk6dmuD2eJ///M//lJfTp0+3tV5A/KOf1TglHDQ84Nfp06eHDRuWmJj4hz/8we66BK+xsVF9p3ryySdXrVoleyTTM2bMsLteQJyjn9U4JRw0POCXep6McLlcdtclJJ4/LeQmWEC40c9qnBIOGh7wa/LkySoduXDhgt11CcmkSZNkL7Kysl577bXs7GyZOH36tN2VAuIc/awmnsPBGCwgIBkZGfJOuXjxot0VCVVvb29HR0d3d7fdFQEchH5W45Rw0PCAb+rBzFlZWeafygwABvpZjVPCQcMDvh0/fjymb9AAwF70s5p4DgeXCAHztm7dKm+Tn/70p3ZXBEBMop/VOCUcNDzg2/Tp03meDICg0c9qnBIOGh7wobe3NykpSd4mDAwHEBz6WY1TwkHDwwnUM/7q6+sDHaje1NQk75FJkyaFqWIA4h79rCaew8EYLDhEY2Ojy+X6+uuvf/SjH6mj/Z/+6Z8CWoN6hN/atWvDVEMAcY9+VuOUcNDwiFdtbW2JiYlyhKu/hscff3zatGm1tbVmViKplSxy+PDhcNcWQLyin9U4JRw0POJDd3e3uoXmkSNHpk+f/thjj6mxU8rIkSOTk5Ol0Ei25L+dnZ1+V5ubmxsHN3AHYCP6WU00hsPHpb2qqqoRgyorK0NZDxBDrl69On/+/AULFuzdu3fUqFFyMKekpLgf29/73veefvpp+W9vb69a5NatW5Jpqf9OnTpVcjIf6//9738vs6WmphqLA0Cg6Gc1YQ9HeXm5fKuWuGdmZm7ZssVUnbw00okTJ0pKSv44qLS0VF6arwYNj9hlPCLQneRDvodbXbt2raamZty4cTKPJFsFBQVDpln3799PS0uTeeR7S3h3A0Bco5/VhDccq1atWrFiRU9Pj0zL3+XLl69bt85/nbw0kmRXly9fVtMyUVxcbL4mNDxiVHt7+/Dhw1Uu9aMf/UjypKysrB/+8Id37951uVx+fzAoSZV6wqCQt8yZM2dkqRs3bhgrX716tfqvfAWKyA4BiE/0s5rwhkO+N3/33XfGS5mWr91+l1Kf9bLslClT3nvvPaM8PT29v79fTcuEvDRfExoeMaq8vFyO3sLCwg8//DC4S3iVlZXa2a/s7Gz5tjNs2DD1UhK43Nzc999/3/LKA3AO+llNeMOhjeqQBCugrKitrW3JkiV79+5VL7XGkwxMm9/zMgpjsBDT2tvbkwbJRCjr6ejoaGpqWrNmjef7ori4OMSVA8AACZaH8IajrKxs4cKFDx8+lGn5+8ILL2zYsCGgNchSxtAQzmDBUVpbWxcvXiyHbnl5uVXrPHDgQFFRkWRay5cvVwO5mpubrVo5ACejn9WEPRxbt26VDCkxMXHkyJE7duwIdHH3BEsbgyUvza+HhkdsuX//vhrGPmzYMM4wAYh+9LOaaAyHfF9XPcqdO3fKysqMtEz9ivDevXsmf0XIJULEro6ODnXcZmRk2F0XAPCPflYTjeFoaGiYOXOmNNXYsWPdb+0zMDhc1/x9sNzR8Igtb7/9trqEF+ihDgC2oJ/VhDcct2/fzsnJSRh8iIfiOTI9Mmh4xJD6+vqkpKS0tLRr167ZXRcAMIV+VhPecOTm5p48edIYmW4jGh4xobu7+7333lN3/qyrq7O7OgBgFv2sJrzhkHDbmF0xBguxYteuXUVFRS+//LK6OC6WLFlid6UAIAD0s5rwhiMzMzNKnm5GwyPadHV1VVdXv/vuuy+99JLn7ak+++wzuysIAAGgn9WENxy1tbXl5eW+H+URGTQ8os2mTZu0pCo3N/fNN98sLCzcuHFjd3e33RUEgADQz2qsD0eiT5Ec5M4lQkStjo4O9RB0dS/1+vp6l8s15MOYASAm0M9qnBIOGh5Roru7u6mp6YknnlD3uNq9e3eUXEYHgFDQz2rCG47ExMSwrt88Gh7RQLKrMWPGqBNXBQUFnLICEDfoZzXhDcfIkSO/++67sG7CJBoe0cC4P7t89yC7AhBP6Gc14Q3HRx99VF5e/qc//SmsW/GGMViINp999pkcisOHD/+bv/kbu+sCAFain9WE/RKhjYPc3dHwsF1XV1d2drYciseOHbO7LgBgMfpZjVPCQcPDdsuWLZPjsLS0NBpuXAIA1qKf1cRzOLhEiOhx+PBhOQjT0tLa29vtrgsAWI9+VuOUcNDwsNGxY8eGDx8uB2F1dbXddQGAsKCf1TglHDQ8bDRjxgwegAMgvtHPapwSDhoedunt7c3IyFC3ZmhsbLS7OgAQFvSzmngOB2OwEA1cLpccfi+88EJXV5fddQGAcKGf1TglHDQ87DJ79mw5/C5cuGB3RQAgjOhnNU4JBw0PWzQ1NcmxN336dG7NACC+0c9q4jkcXCKE7VavXs2dRQE4Af2sxinhoOERYT09PXl5eXLgpaSkdHd3210dAAgv+lmNU8JBwyPCjOc6Z2Zm2l0XAAg7+lmNU8JBwyPCLl26NGzYMDnwVq5caXddACDs6Gc18RwOxmDBRnPnzpWjbv/+/XZXBAAigX5W45Rw0PCIpLq6OjnksrOzGX0FwCHoZzVOCQcNj4gxhrcfP37c7roAQITQz2qiNxwPHjwoKCjQGqyqqmrEoMrKSr9r4BIhbFFdXS3HW2FhIfe+AuAc9LOa6A1HRUXFRx995N5gJ06cKCkp+eOg0tJSeWl+bTQ8IkMOy+HDh8vxVl9fb3ddACBy6Gc1URqOtra2iRMn9vX1uTeYZFeXL19W0zJRXFxsfoU0PCKjqKhInTF1uVx21wUAIod+VhOl4Vi+fPkXX3wx8JcNlp6e3t/fr6ZlQl6aXyENj8jIzs6Wgy0xMbGxsdHuugBA5NDPaqIxHFeuXJk3b56adm8wrfGSk5O1BRN8Cne1gebmZjnSpk2b1tXVZXddACCi6Gc10RiOmTNn/u53v1PTnMFCDNm+fbscabW1tXZXBAAijX5WE43h8HbySRuDJS8DWqf1FQXc9Pb2ZmVlpaWlcfoKgAPRz2qiPRyevyK8d++eyV8RcokQkVRfX8+DcQA4Fv2sJtrDoTVYZWWl+ftg+VgPYK329vY5c+bIYdbQ0GB3XQDABvSzGqeEg4ZH+HR3d48aNUqOsZSUlN7eXrurAwA2oJ/VOCUcNDzCp6OjQ12GljTL7roAgD3oZzXxHA7GYCEyuru7U1JS5Bj7+7//e7vrAgD2oJ/VOCUcNDx8a2xsdLlcHR0dn3322fz583/+85+bf5JgbW2tHGDLli0Law0BIJrRz2qcEg4a3oEkQ/rJT34yY8aMuro633O2tLQkJSWpQVTGKU+Tt7OSrUyaNEnm59btAJyMflYTz+HgEqEzdXZ2ulyuo0ePLl68WDV9WlpaR0eHj0UkNzKOk+TkZDWRmJhYXl7+2Wef+V72zJkzMvP06dPNn/ECgPhDP6txSjhoeOeYP3++571qCwoKfORJb7/9tppt586df/jDH6qrq1euXGmczZIV+tjc3LlzZZ5jx45ZvycAEDvoZzVOCQcN7xySS6nEaPHixadPn66pqcnLy5OXSUlJQz4lsL6+PmmQdo3vl7/8pVpPVlaWt201NTWpGbq7u8OxLwAQK+hnNU4JBw3vHFOnTlWnnYxbUnV0dKSlpals6ciRI+4z37hxIyMjQ8qHHKf11ltvpaeny3/3798/5LZ+8IMf+PgvADgH/awmnsPBGCwHun//flJSUlZWlnbDz02bNhkjq4zR67/4xS/kpRS+++673lbY1NSkxr+fO3dO+9err76q1nn69GnLdwQAYgv9rMYp4aDhHcLlcklbl5eXe/6ro6OjoqJCZUvqup6RfJ8/f97HOg8ePKhmy8jIuH79uipsaGhQyZmQjYZjXwAghtDPapwSDhreITZs2OA74zly5IjnDwabm5t9r/bRRx81lho9erQ6EyZ/09PTp0yZ0traavFuAECsoZ/VxHM4uEToNN3d3WmDfAw5l1xKHQ8zZ868c+eOpGJmHs+sfmYoSdXw4cONS43Hjx/n1gwAoNDPapwSDhreCdQtqUpLS33PJklVdXX1jRs3gtjEV199pc5dLVq0KKg6AkB8op/VOCUcNLwTbN++XRr64MGDYd1Ka2trY2Mj92UAAHf0sxqnhIOGj3tdXV25ubnS0E1NTXbXBQAch35WE8/hYAyWc7S2tqobr48aNYpxUQAQefSzGqeEg4aPb8bDBB9//HG76wIATkQ/q3FKOGj4+NbV1aXuubB+/Xq76wIATkQ/q4nncHCJ0DkuXLggTZyXl8f1QQCwBf2sxinhoOHj29atW6WJd+7caXdFAMCh6Gc1TgkHDR/Huru71QObg7u1FQAgdPSzmngOB5cIHaK+vl7ad/bs2XZXBACci35W45Rw0PBxrLS0VNq3trbW7ooAgHPRz2qcEg4aPl51dXVJ4/p+/iAAINzoZzXRGI5Lly6VlpampqaOHDly06ZN3377rfGvqqqqEYMqKysDWicNH68OHjwojbty5Uq7KwIAjkY/q4nGcCxatOj8+fN9fX39/f21tbVz5sxR5SdOnCgpKfnjIMnA5KXv9TAGy1q/+c1v5s2b98knn9hdkf+vs7MzOztbGtflctldFwBwNPpZTQyEIzU1VU1IdnX58mU1LRPFxcXmV0LDB62hoUHSl6NHjyYmJqpU9datW3ZX6v8pLCxUVbpw4YLddQEAR6Of1UR1OPr7+w8dOrR06VL1Mj09XUqMf8lL86ui4YNz5syZBA9bt261u17/V11dnVGlxsZGu6sDAI5GP6uJ3nCojjMnJ6e9vd0ocZ8hOTl5yEW8iVC944vL5VLRGz58+IEDB9544420tDR5KclNZCpw9uxZqUNnZ+cvfvGLoqKiefPm7d27d9q0aerRzmLcuHE7duzo7e2NTH0AAEOin9VEdTj6+/tramqkT1UvOYMVecePH1fZ1cmTJ1VJfX19UlKSpFnXrl0L99abm5tVFmWkU+4SExOlejwbBwCiAf2sJgbCYZyp0sZgyUvzK6Hhg9DV1aWGkEse417+9ttvS+GoUaOuXr0apu26XK5f/epXS5YsMdIp9SznhMEfDErCJxOLFi0Kx9YBAEGgn9VEYzh27NjxzTffyMTDhw8rKyuNREr9ivDevXsmf0XojoYPwrJlyyRuixcv1s4SGYOfpk+fHo7t/vCHPzTyKsml8vPza2pqbt26JVlXQ0ODzNDS0tLY2MiNrwAgetDPaqIxHNKJzpw5U5pq9OjRW7ZskYzK+JfkW+bvg8UYrFCoLCojI6Ozs1P7l3o0jbpy19PTY/mmJaNS65fczhiBBwCIZvSzGqeEg4YPyL59+9RluKNHjw45w+HDh6dNmyYzHDt2zNpN9/b2jhkzRta8du3acGRvAIBwoJ/VOCUcNLx5dXV1KrtK8HnLq6amJm9XCbu7uxsbG2/cuBHE1tXvFpctWxbEsgAAu9DPauI5HFwiFDdv3pw1a9aECRPWr1+vzjllZWVt27YtNzdXJsrKylasWFFQUPDss8++8847c+fOTU9PNyI2YsSI+/fv+1i5us+n500+1eAtydJeffXVvLw82dDHH39sssKzZ88ecp0AgGjm2H7WG6eEw1EN39fXd+DAgenTp48bN844F2VecnLyoUOHLl682Nra6ntD2tkmycY6OjpOnTpl/OLPMGbMGDP3UzDOinHzBQCILY7qZ81wSjgi3/B/+7d/m5+fX15ebuE6Gxsbq6ur6+vrL126pG4NtWjRolWrVhUWFj7//PMVFRVTp07NysrKzMz0TJuKi4uNM1jr169PSkqSaVkqLy9PJuRlWVmZmtN8nXt7e9W2ioqKdu/ere5BqsgKpVbbt29XGxJVVVW+13b27Fl1+srycV0AgHAjwdI4JRyRb3gj1ZB8xaqfwk2YMEGt0+95KeO5gdevX7927ZpkZtq9ztXZpr6+PjVeSp2sUrdND+j2B2pAurZp9/t/yob+4z/+Q6VZ6sLf3bt3JZmTnOwf/uEfenp6pBoyj/zLOH/G/RcAIOaQYGniORxaxx/JTasboGsknwhubV1dXZKF1NfXG2mTkWMtX748NzdXvTROQUnh119/LalSBEYyPf3002qj27ZtGzt2bFZW1sGDBz1nO3bsmJotLS3NfS9SU1NVTmakjOPHjw93nQEAliPB0jglHJFs+KamJnWx7Gc/+9nFixf/+q//WqUOkyZNCmJtjY2NxlU2kZ2dvWfPHvex5+3t7ZJLqacdNzc3e56sCivJ/Exmcsa5LiOXcr+kKDmW7Nq0adMY3g4AsYgES+OUcEjDFxYW7t69e8mSJTKxaNEimX722WdV4fLly1VhRUXFnDlzfBcWFRW9++67Q26lpaXlySefVPnQ/v37VeG1a9eMR+kFceeCqqoq49qZpDKhBMFe69atU0nVV199pa5FdnV1bd++PSsra/LkyTdv3rS7ggCA4JFgaeI5HJ4X6Sw05MiqN954Q/23oKBAu0mmzJ8w+By9gHahtrZWXVCTvKSuri7UiNiqr69PDbeyuyIAAOuRYGmcEg6V9yxYsECdXpK/Mm0UqjNMUvjiiy96FhqPHJb/GueiEv78mLx//ud/vn37dmNjY2VlpXHN65NPPtEqINmY2rTJk1jqVlLKT3/6U25bAACIZiRYGqeEQxre5XL19vZeu3ZNJpqbm2W6rq5OFUrSowolj6mvr9cKBwafvudeeObMmaKiIvdMS01ICrVv3z5vdz9XJ7FWr17tt7YdHR3GuCvZtMWxAADAaiRYGqeEw/KGr6mpUQmQ+0htNdLcm/b2dnW9r6Kiwsdskl0VFBSoFU6bNo3n8QEAoh8Jliaew6GNmrJ25ca5LkmAXnnlFUmJXn/9db9LjRo1SlVmzZo1Z86ckYTM/drfrVu3Zs2aZYzikkzL2joDABAmJFgap4QjShp+8uTJWto3b9684uLiESNGZGVlGZcaMzIyyK4AADEkSvrZ6OGUcERJwzc3N1dXVx89elSSqgTvzJwMAwAgekRJPxs94jkcYb1EGKLOzs6SkpIJEyZs3LhRjbjKyspqa2uL/J1CAQAIXbT1s7ZzSjiiueElnero6OABfACA2BXN/awtnBIOGh4AgPChn9U4JRw0PAAA4UM/q4nncETzGCwAAOIJ/azGKeGg4QEACB/6WY1TwkHDAwAQPvSzmngOB5cIAQCIDPpZjVPC4eOungAAIHR2d/XRxUHhMNre/SCgkEIKo7wwempCIYUUeivUpiEcFI4oOQoppJDCgAqjpyYUUkiht0JtGsJB4YiSo5BCCikMqDB6akIhhRR6K9SmIRwUjig5CimkkMKACqOnJhRSSKG3Qm0awkHhoO2DRuiCRuiCRuiCRuiCRuhCQfQ0DgoHbR80Qhc0Qhc0Qhc0Qhc0QhcKoqdxUDho+6ARuqARuqARuqARuqARulAQPY2DwkHbB43QBY3QBY3QBY3QBY3QhYLoaRwUDto+aIQuaIQuaIQuaIQuaIQuFERPQzgAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALBYDCdYVVVVIwZVVlaaKbdq2TgQ9O5funSptLQ0NTV15MiRmzZt+vbbb80vGx+87WbCnwWxLKHzHTqOuiF3U8LywgsvqLBs2bLl3r175pf1UR5ngg4dR92A9+h5i4zfZX2Ux6VYTbBOnDhRUlLyx0HS2PLSd7lVy8aBUHZ/0aJF58+f7+vr6+/vr62tnTNnjvll44Df3fSRJXDUBR06jrohd3Pp0qUXLlyQmPT29r711luSMZhfltD5DZ3Dj7oB73vqLTJmlnVO9JRYTbCkkS5fvqymZaK4uNh3+YDbJ3gQy8aTUEKnkS8xfpeNJ3530zNQHHVKKKHTcNR5ziNdXXJysvGSo04JJXQapx11A6b31IjMAAeeh1hNsNLT0+WNoaZlQl76Lh9wa/sglo0noYTOIDMcOnRIvgj6XTae+N1NH1kCR13QoTNw1HnbzXPnzrmfhuGoU0IJncGZR92AiT3VIjPAgechVhMs7W1gfAXxVm7VsnEg9N1XI2ZycnLa29sDXTam+d1NH9e5OOrcXwYUOmMGjrqBoXbzxo0bzzzzzO3bt80vS+gUH6Ez1uDMo27A3556RsbMss6JnhKrCVYoCbLDk2tLdl9mqKmpmTdvXhDLxq4gTsP4XZbQKWYeE8tR57mbV65ceeqpp65fvx7QsoRuwF/oDM486gbMncFyj4yZZZ0TPSVWEyztUq689F1u1bJxwMLdN75/ODx0Bh9ZAkdd0KHTcNQZ/2poaMjPz29paQl0WULnN3Qapx11A6b3dMizUA4/8AyxmmCpHyPcu3dvyB8peJYPuH2CB7FsPAkldDt27Pjmm29k4uHDh5WVlcbbw+GhM/gYSMRRF3ToOOqG3M0jR47k5eW1trZ6LsJRp4QSOocfdQPe99RbZAY48DzEaoIlpGmHvJ2Gt3L3T/BAl40zQYdOvvbNnDlTXo4ePVq7f4zDQ5fwl9zL/S5L6HyHjqNuyN1M8OD+L9/L+iiPM0GHjqNuwMue+ogMB54mhhMsAACA6ESCBQAAYDESLAAAAIuRYAEAAFgsVhMsH0/rDOiZst6GOnryNo+ZZb3VyuRTMwEAQGyJ1QTL29M6A32mrPm77/ie3/d6QnlqJgAAiDmxmmC5c39aZ6DPlI1MghXEUzMBAEDsiocEy/1pnYE+kUNeZmZmSn42ZcqU9957z++2gkuwgnhqJgAAiF0xn2BpT+vUEh3zz5Rta2tbsmTJ3r17fW8uuATLd63UEC5vT80EAAAxJ7YTLM+ndYbyTNmHDx+OGDHCmM3bkPYhl/U2dt5krXw8NRMAAMScGE6whnxaZyjPlHVPsLyxZAxWQE/NBAAAMSdWEyxvT+sM9Jmy5eXl6sLcnTt3ysrKduzY4Xu7ofyKMKCnZgIAgNgVqwmWj6d1BvRMWeO5lWPHjt27d29vb6/JLfot1wT61EwAABC7YjXBAgAAiFokWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABb7P5/yVMKoeJn1AAAAAElFTkSuQmCC)
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