Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_032612_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 05, 2008 |
Start Time | | 2008/12/05 18:40 |
End Time | | 2008/12/05 19:10 |
Key Words | | MagnetoSheath |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -34.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 67.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_032612_2 |
Minimum Dst Value | | -12 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEp1biAyMyAwMzo0MDoyNyBFRFQgMjAxNz5umO4AAAGvdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRW1pbHlfSHlhdHRfMDMyNjEyXzI6IE9wZW5HR0NNIHBsb3Qgb2YgcmhvIGFsb25nIFRIRU1JUy1CIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDA4LTEyLTA1VDE4OjQwOjAwLjAwMFoiLCAibWF4IjoiMjAwOC0xMi0wNVQxOToxMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjIuOTEzMzU0OTk5NSwgIm1heCI6NC4zNTA5NDUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19PStFqwAAAARnQU1BAACvyDcFiukAAC4KSURBVHic7d1/cBTl/cBxhAghQZpghARJCAXb2AplHHWCBIQYNBjaRmU0CkgUbCzGmrbID4n8+BaBzoBDLRVaoKUzoBEZzFRBamnzB62WiYPW1CBGjRIxgYCRhDaaaPL9THbcns/dXu7HXm5vn/frj8ze3u7ec5/nyX0+t7f3XL9uAAAA2KpftBsAAADgNhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiz0rl8/xgmiLxLj8JVXXrniiit6PXIkHpp/K8Dd+A+HJTMBkAngBJEYhzk5Ofv374/KQ/NvFSEEFg7BQHSzfl5CPo4tu4TWAGWvQA7S1dW1ZMmSpKSk5OTkZcuWyU1j/YEDB6ZOnTpo0KC0tLT58+c3NTUZ61966aXc3Nz4+HhZv2DBgrNnz5qHeuONN2666abExMSRI0fu3LnTsxneIfVzHG9BbWyoqamZOXPmkB6y8Oabb/a6SwgaGxsXLVqUmZl58cUXSwDz8/MlbgHee/z48dtuu23YsGEDBw685pprnnvuOWO9BOo73/mO2RHdPX105ZVXBjUkInGeaejQoZ999ln4Dx2CyNUB3v/4xmP5/6+0ernote/MhU8//VT+3a644orBgwfL2PjhD394+PBh/y286KKLRowYUVRU1NDQ4KdtfYCyDLZjSLmZXS8ZMVdgbdu27eqrr36/hyxs377dWD99+vT9+/e3tLS0trauWbNG6htj/YwZMw4ePNjW1nb69OmSkpKCggJj/YkTJ9LT03fv3v3JJ598+OGHd911l/+2WR3Hp6A2FnV1dZdddtmmTZsaezzxxBNyU1b2Go2gfPTRR6NHj/75z39eW1v73//+V8q+F1544eabbw7k3nfeeUeS5caNGyVWUrX885//vP322427JFBSb/3pT38yH+j555+XNVEvsALcJbYKLKuH6LXAsjqI/74zF2Qk3H///TIMPv/88zNnzjz77LM33HCD/4Z9+eWXp06dkhGVk5PTa/sjigILtmNIuZmfV8ynnnpqzJgxAwcO/O53v3vkyJE//OEP8r4zPj4+Ozv7+PHjyu7GwpQpU5555hnzIJJE09LS5D1r4A/t/zhSzUg+HjZs2NChQ2+99dbm5ubur7+r9r5pZdKkSVK7GMuyMHnyZO9tpLJJSEjwXi+1V2JiorEsFdWWLVv8PJCfZngep1fKxj4PO2fOnFWrVnmuWbly5dy5c81dfvnLXw4fPlwC+OCDD0qGM9ZLAvvFL36RmZmZnJx87733Xrhwwdx+69atUi0ZnV5TU2Osv++++5YvX27VTv/33n333WvXrvV5lzzc3r17PTtCHvS5556zGic+n4u5sVRvDz/88IgesmCcgvI/NoLdRdZICTtq1KiLLrqo2zpcPg+r8Dmwe306/h/0gQcekAPK9hIoP4PQrgLLf9+ZC4MHD7Z6QfDfMNlL9vXexvtcmmen9BpYq8Hf2dn52GOPZWRkJCUlyfsBn4/lp1PMNgT1kggNUWC5mZ9XzIKCgnfffVdecR5//PFLLrnkBz/4wXvvvWfcNN90Ki+ghw4duvLKK+U1y1i5YMGCDRs2BPXQ/o8zYcKEv/3tb//973/lFaq0tHThwoU+DxXIG015wTVfbeWdtLyMKhvIM12/fr3Pk0aVlZXTpk0zluW1VV6I5UVTXsTvueeelpaWQJ6m93F6pWzs87DSGOkyzzVyMzU11dwlLy/vox6ysHr1amP9pk2bbrzxxvfff/+TTz6RauxnP/uZuX1hYWF9fb2EYs2aNWb6lCcrecuqnf7vlRbKKPJ5lzyc9LgU8f/4xz/kZlVVlSzLGqtx4vO5mBtLp8j6hh7Tp0+XQlPZwFuwu8j6H/7wh6dOnTJv+gyX1WE99Tqw/bTN54OWl5fPnDnzVI+bbrqpDwos/31nLkir7rjjjr///e/yZK2apOwix2lsbFy6dKnPc13e7ffslF4DazX45W2A/LvJv4+sLysr8/lYfjrFbENQL4nQEAWWm/XzYq7/+OOPjeX//Oc/clNe48yb5ltJ7xfQa6+9ds+ePd09HwbJezjZOPCH9mxAr8c5f/68rFce3edNn/r379/R0WEsy8KAAQO82zZ8+HDvz9eOHTs2ZswYs4aQHeV1+XSPoqKi4uJi76fpswHKcfwLcGNpTHt7u+caSS1xcXFmS9566y1j+d///vfYsWON5aysrLfffttYbmpqGj16tLm9z06XA3pmR6Xjer1XaaHnlvL3t7/9rZTy3T2fJf3ud7/rtk75Pp+LufE3v/lNc4OamhrvDbwFu4us/+CDDzxv+gyX1WGt+BzYftpm9aDmaWbZMagCy89/pZ/13X77zlyQZyd1yfe+9734+Hhp5OLFi/2c4faUnJwsHR1I+z07xZPPwFoN/nHjxpmnA60ey0+neLYh8JdEaIgCy838JI9AbnovVFZWfvvb3/7iiy/uuuuuJ598MtiH9n+c6urq3Nxceak1XnPNqiiEAqvXM1jycrxq1aopU6Z4rpS35hkZGUePHvU8juxuLEuNlZKSEsjT9D6OH4FvLBWh/zNYZnEjC5LhjGXJyp6ZTEpPny03b8oBvUu9AO/1fwaru+djl7S0tKefflr+mh/S+dzY53MxN5Y1/jfwFuwust7zsm6rcFkd1lOvAzvAtnlub35iJdsHVWD52cb/y4WfvvPeUUInBdP8+fPNk8Q+izaD/IutWLHCvCDSf/s9O6XXwFoNfs+AWz2Wn07xbEPgL4nQEAWWm9leYMkry/jx4x955JHMzEzzypjAH9r/ceQ94h//+Mdz587Jq5X8NTc2rrcwKTd9CuQaLKmxPC97qqioGDly5Guvvea5TU5OjtRVxrK8Aw6kwPJ5HCtBbSyv4N7XYM2ZM8dsifmGWxbMN9zy6l9fX+99NKtOl6S4bNkyq43933v33XevW7fOZ+PNbdavXx8XF2d+kmI1Tnw+F3Njq7MLfsZGCGewArkZyBksq4Hd60H8PGjIZ7D8bNNrKKz6zmrHlpaWSy65JJCGtba2el+D1e3VocpevQbWavBfccUV3mewlMcKsFMCf0mEhiiw3Mz2Aqu7pyaQmzt27Ajhof0fJzU19fnnn5c3x++9997tt99ubnzZZZfV1taamyk3fdq6davPbxHOmzdP9u3o6Dh58mRpaan59nrTpk0ZGRlm0jLt3LlTKhjzI8J7773X/9O0Oo5Pfjb2Gb23335bKrwnnnjC/Bah3DTPJ8kuN910k3HdkiyYl4xs3rw5Ly9PnrW8+r/55pt33nmnz4cwb37wwQdS85nfE/zkk09eeOGFAO995513pBOlYQ0NDdKPR48e9fwWoc8gWI0Tn8/F3HjFihXm9TG5ubnl5eXGej9jw2qXMP9HrA7ryWpg93oQPw9qXoN1880391mB1euON9xww7PPPitvReRfTP71SkpKpJ29HvPs2bOPPfZYdna292ZKhyot6TWwVoP/8ccfnzZtmuzleQ2W8liBDxifL4l+OgX6YBC4WT8v5nplM583fW7/3HPPyfu/zs7OXh/a/0rv4xw4cEDecV588cVSdjz55JPmxlKIJCUlWd30Sd5WynvKpB5Lly41T+nv3bt3woQJAwcOTE9Pl1d/eddrNkzR1tZm3CXZXeqY5ORkKc48L3K3CqzVcXxGw2pjq2f3r3/9Kz8/P7GHZNY33njD82jGN++kqT/+8Y/Nj5C+/PJLCWZWVtagQYPkrXZlZaXPh/C8+eGHH953331SSMXFxV166aW33nrrK6+8EuC9kqJkjYRdgnzttdd6zoNlFQSfK30+F3Pj9vb2hx56yPiGlyyYH+X4GRtWu4RZYFkd1pPVwO71IH4e9Ec/+pEER0L0f//3f3Jkn0+h12ehrAzw5cLnjsbCX//6V+l9aVh8fPyYMWMefPBB81/Me1/TsGHDfvCDHygffxuUDlVa0mtgrQa/1H+PPvroqFGjpKnyfsDnYwU+YHy+JPp/gYImGAQIzve///2nn37aOceBwU0v6G56LpEmNbeUMtFuhYN88cUX5jc/+gYvZbDCCxkCJW8Hf/vb38obQfNrydE9Djy5qShx03OJkLKyssbGxg8++ODGG2/86U9/Gu3mOEh1dbX5bcFI46UM/vFChkBJ2svMzJTXL2Wl1ScLQR0n5CYF++h9r28a6cAnHjI3PZcI2bx586hRo4YPH37//fczNYCnIUOGPPXUU33zWDa+lMGVeCEDAACwGQUWAACAzSiwAAAAbEaBBQAAYDMKLAAAAJtRYAEAANhMlwLL51flAQCAXaKd6p1Fl3DQ8QAARA55VqFLOOh4AAAihzyr0CUcdDwAAJFDnlXoEg46HgCAyCHPKnQJBx0PAEDkkGcVuoSDjgcAIHLIswo3h4Ovj0K0t7dHuwkA4H7kWYUu4aDjtdLZ2VlfX3/48OHMzMz4+Pjt27dHu0UA4HLkWYUu4aDj3aelpeX48eNSRe3atWv16tUPPPDArFmzJk6cmJqa6j39naxfu3ZtXV1dtFsNAO5EnlXoEg46PkY1NjZWV1dXVlZu27atvLy8uLh42rRpWVlZQ4YM8T+hcGZmZk5Ozrhx4y677LKEhAQqLQCIKPKsQpdw0PGOZXycV1VVVVFRsXHjxrKysqKiIqmNpELyX0JJjSX1k9RbUnVJ7bVlyxapw6Qaa2hoUB6ivb1d7po7d65nWUalBQA2Is8qdAkHHR9dQX2c5yklJUU2k40XLlwoO8rucpCamho5YAjNoNICgAghzyp0CQcd3wfC/Dhv9uzZZWVlGzdu3L17d1VVVX19fWdnZ4SaSqUFAPYizyp0CQcdb4s++Divj1FpAYAtyLMKXcIhHZ+fn799+/ZdX5ESoerr6r9O2/mTHPJxXh+j0gKAcFBgKZwVjubm5vT0dKtOeumll3Jzc+Pj49PS0hYsWHD27NnAj+y/MghEUlJSpoesrKxpX1f8dcuWLVvtYfPmzbs89GV5J1H1PlEUQx/n9TEqLQAIAQWWwlnhWLRo0bp166w6acaMGQcPHmxrazt9+nRJSUlBQUHgR5ZjJiYm3nnnnWYBJCWCZ3lkfM7lKS4uLvyyzC4hl3c/+clP5In079//9ttvj/WP8/oYlRYABK4fBdbXOSgctbW1Y8eOlawWSCe1trZKwRT4weWYYZ5iaW5u9jzDVFNT43n+yfhAzZOkYc8zWKWlpZ4FUNTLu5j+OK+PUWkBQK8osBQOCsctt9yyZ8+e7sA6SRKe1CWBHzzWOz7k8m7lypV5eXnXX3/9448/7r6P8/oYlRYAWIn1PGs7p4Tj5Zdfvu6667q6uroD6KRjx46NGTPmxIkTynr/52wi1XToh0oLABTkWYVTwjF+/PgjR44Yy/47qaqqKiMj4+jRo0Edn45HJFBpAYCBPKtwSjgCPOFUUVExcuTI1157LYTjh91GwBKVFgDNkWcVTgyH0knmzU2bNmVkZBw/fjz8YwIRQqUFQE/kWYUTw2FVYHmf5WprawvtmECkUWkB0Ap5VqFLOOh4RAuVFgAdkGcVuoSDjkfUUWkBcDHyrEKXcNDxcA4qLQDuQ55V6BIOOh4ORKUFwDXIswpdwkHHw8motADEOvKsQpdw0PGICVRaAGIUeVahSzjoeMQWKi0AsYU8q3BzOAKZGh5wOCotADGBPKvQJRx0PGIdlRYAJyPPKnQJBx0P16DSAuBA5FmFLuGg4+E+vVZaskG02whAF+RZhS7hoOPhYj4rraFDh8bFxf3617+OdusAaIE8q9AlHHQ8dOBdaV1++eXRbhQALZBnFbqEg46HVqTSuuuuu/r37y8jX0quaDcHgPuRZxW6hIOOh4a2bNkiIz8lJaWxsTHabQHgcuRZhS7hoOOhp/z8fBn8s2bNinZDALgceVbhrHA0Nzenp6dbdVJXV9eSJUuSkpKSk5OXLVsmNwM/Mh0PPTU0NKSkpMj437JlS7TbAsDNyLMKZ4Vj0aJF69ats+qkbdu2XX311e/3kIXt27cHfmQ6Htrat2+fjP8hQ4YcP3482m0B4FrkWYWDwlFbWzt27Nj29narTpo0adLBgweNZVmYPHly4Aen46Gz4uJi+Re45pprOjs7o90WAO5EnlU4KBy33HLLnj17uq07aejQoc3NzcbymTNnkpKSAj84HQ+dtbW1ZWZmyn9BeXl5tNsCwJ3IswqnhOPll1++7rrrjMuqrDqpf//+HR0dxrIsDBgwQNmgn18RbT/gcEeOHInr8eqrr0a7LQBciDyrcEo4xo8fLwnAWOYMFhAJy5Ytk3+EzMzMtra2aLcFgNuQZxVOCUcgJ5y4BgsIR2dn58SJE+V/YeHChdFuCwC3Ic8qnBgOpZPMm1u3buVbhEA4jh8/Hh8fz/TuAGxHnlU4MRxWBVZXV9cjjzyS1GPp0qXMgwWEgOndAUQCeVahSzjoeMDE9O4AbEeeVegSDjoeMDG9OwDbkWcVuoSDjgc8Mb07AHuRZxW6hIOOBxRM7w7ARuRZhS7hoOMBBdO7A7AReVahSzjoeMAb07sDsAt5VqFLOOh4wCemdwdgC/KsQpdw0PGAT0zvDsAW5FmFm8PBjz0DgWB6dwDhI88qdAkHHQ/4wfTuAMJEnlXoEg46HvCP6d0BhIM8q9AlHHQ84B/TuwMIB3lWoUs46HigV0zvDiBk5FmFLuGg44FAML07gNCQZxW6hIOOBwLB9O4AQkOeVegSDjoeCBDTuwMIAXlWoUs46HggcEzvDiBY5FmFU8Jx4MCBqVOnDho0KC0tbf78+U1NTd7bvPfee7NmzUrqIQtyM/Dj0/FA4JjeHUCwyLMKp4Rj+vTp+/fvb2lpaW1tXbNmTW5urvc2kyZNWrFiRUuP5cuXy83Aj0/HA0FhencAQSHPKpwYjra2toSEBO/1slLKL2P5/PnzPrexQscDwWJ6dwCBI88qHBeOCxcurF+/vqCgwPuu2bNnr1y58tNPP21paSkvL5ebgR+WjgdCwPTuAAJEnlU4KxzGrzIPHz68rq7O+96PPvpo9OjRxjaycOrUKZ+7W+mTZwC4CtO7AwgQeVbhuHCcP39+1apVU6ZM8b4rLy9v+fLl5jVYcjPww9LxQGiY3h1AIMizCieGQ2qsxMRE7/WDBw/mGiyg7zG9O4BekWcVTgnHvHnzamtrOzo6Tp48WVpa6nkNltlnkyZNKi8vN85gPfroo5MnTw78+HQ8EDKmdwfQK/Kswinh2Lt374QJEwYOHJienl5SUnLu3DnzLrPP3nnnnfz8/G/0mDlz5rvvvhv48el4IBxM7w7AP/KsQpdw0PFAmJjeHYAf5FmFLuGg44EwMb07AD/IswpdwkHHA+FjencAVsizCl3CQccDtmB6dwA+kWcVuoSDjgfswvTuALyRZxW6hIOOB+zC9O4AvJFnFbqEg44HbMT07gAU5FmF/eFob28vLy8fO3ZsfHy8/F25cuVnn31m+6MEgt8iBCKH6d0BeCLPKuwPx0MPPZSbm1tTUyOVlvydPn36ww8/bPujBIuOB+zF9O4APJFnFfaHY8SIEQ0NDeZNWZY1tj9KsOh4wHZM7w7ARJ5VUGABCB3TuwMwkGcVEfmIMC8v76233mpvb5e/ssxHhIBbMb07AAN5VhGRi9xXrFjxzW9+Mz4+Xv4+9thj0brI3RMdD0QI07sD6CbPetElHHQ8EDlM7w6APKvQJRx0PBBRTO8OaI48q7A/HDU1NZMnTx48eLCj5qByQhsAF2N6d0Bz5FmF/eHIzs5es2bNf/7zn6D2OnDgwNSpUwcNGpSWljZ//vympiafm73xxhs33XRTYmLiyJEjd+7cGfjx6Xgg0pjeHdAZeVZhfzji4+MvXLgQ7F7Tp0/fv39/S0tLa2ur1Ge5ubne25w4cSI9PX337t2ffPLJhx9+eNdddwV+fDoe6ANM7w5oizyrsD8co0ePrq+vD+cIbW1tCQkJ3uulogr50wc6HugDTO8OaIs8q7A/HE899VRhYWHIXya6cOHC+vXrCwoKvO8aMWLEY489lpaWNmzYsHvuuaelpSXww9LxQN9gendAT+RZhT3h6NeboI4zfPjwuro673sHDBgwd+7c0z2KioqKi4uDaka4TxJAYJjeHdAQeVbhuHCcP39+1apVU6ZM8b5r6NChZ86cMZalxkpJSQn8sHQ80GeY3h3QEHlWYX84LrroojCPIDVWYmKi9/qcnBypq4zlpqYmCizAsZjeHdANeVZhfzguv/zyjz/+ONi95s2bV1tb29HRcfLkydLSUs9rsMw+27lz55w5c8yPCO+9997Aj0/HA32M6d0BrZBnFfaH44knnrjttts++OCDrq6uwPfau3fvhAkTBg4cmJ6eXlJScu7cuf810aPPVq5cKa/XycnJUpBxkTvgcEzvDuiDPKuwPxzOvMDcCW0AdMP07oA+yLMKXcJBxwNRwfTugCbIswpdwkHHA9HC9O6ADsizCl3CQccD0cL07oAOyLMKXcJBxwNRxPTugOuRZxW6hIOOB6KL6d0BdyPPKnQJBx0PRBfTuwPuRp5V6BIOOh6IOqZ3B1yMPKtwczicNhcXAKZ3B9yKPKvQJRx0POAQTO8OuBJ5VqFLOOh4wCGY3h1wJfKsQpdw0PGAczC9O+A+5FmFLuGg4wFHYXp3wGXIswpdwkHHA47C9O6Ay5BnFbqEg44HnIbp3WGvP//5z1OnTt20aVO0G6Ip8qxCl3DQ8YADMb07bFFdXV1UVHTRRRcZk/Ls378/2i3SEXlWoUs46HjAgZjeHWGqrKycNm2aUVf179/fqLHi4uLKy8u5vK+PkWcVTgnHgQMHpk6dOmjQoLS0tPnz5zc1NVlt2dzcnJ6eHmxH0vGAMzG9O0LQ3t6+Y8eOrKwso7RKSkpavHhxY2NjQ0PDkiVLpMAyvkJRV1cX7ZZqhDyrcEo4pk+fvn///paWltbW1jVr1uTm5lptuWjRonXr1lFgAa7B9O4InLzHXr16dWpqqlFaZWZmbt68WfmIuaqqyvgKxZAhQ7Zt2xatpuqGPKtwYjjkXyUhIcHnXbW1tWPHjpX3LhRYgJswvTt6VVdXV1paapzvFBMnTqyoqLD6HFDers+dO9fYUsaVlGV93FoNkWcVjgvHhQsX1q9fX1BQ4PPeW265Zc+ePd3BdyQdDzgZ07vDjyNHjhQWFhof/AlZrqqqCmTHffv2JSUlGedHX3zxxQg3U3fkWYWzwmH88wwfPtznB+cvv/zydddd19XV1W3Rkf38injrAYSB6d2h6OzsrKyszM7ONl7D4+PjFy5cGOzwkNo9Ly/POEJpaSnfV40c8qzCceE4f/78qlWrpkyZ4n3X+PHj5X2MscwZLMB9mN4dhvb29i1btowbN84ojFJSUsrLy8O5RG/jxo3GZ4tZWVnV1dU2NhUm8qzCieGQGisxMdF7fTgnpeh4wPmY3h1SRUnvG5/rCamxpNKSeiv8I7/++uvGnCBxcXFr166liLcdeVbhlHDMmzevtra2o6Pj5MmTpaWlntdgWX0aGNTx6XggJjC9u7aOHz++cOFC8xr27OzsyspKe8sgKdQWL15sHr++vt7Gg4M8q3BKOPbu3TthwoSBAwemp6eXlJScO3fOvIsCC9AK07vrpqqqatasWUbdI7V1YWFhRMvrw4cPjxo1yrjgb9euXZF7IN2QZxW6hIOOB2IF07trQjq6oqLC6GvjGvbS0tK+mRq0paVl9uzZxuPKApM42II8q9AlHHQ8EENqamqY3t3FpL7ZvHmzcb2dSE1NXbt2bd9XObt37zYu9ho1atShQ4f6+NHdhzyr0CUcdDwQWyQB92N6d9eR3ly8eLF5DXtWVtaOHTtsuYY9NPX19eZPGZaVlUWxJS5AnlXoEg46Hog5xvRFTO/uDq+//npxcbE5WaiUNQ45PdnZ2blhwwajYVdddZW0M9otilXkWYUu4aDjgZjT0NBgnOpgeveYdujQIXOqT6ljioqKHFjESJOMn46WFm7cuJFJHEJAnlXoEg46HohFTO8eu6RG2bVrl3kNu3RiWVmZk2dGaG9vLy0tNU+wObmpzkSeVegSDjoeiFHGT/YyvXsMaWlp2bBhQ2pqqnkN+8aNG2VltNsVkEOHDhktT0pKqqioiHZzYgl5VuHmcIQ87TsA55DEzPTusaK+vr6srGzIkCHGq+7EiRN37doVc5Vxc3NzYWGh8RSKiopipTSMOvKsQpdw0PFA7KqqqmJ6d4errq6WWsS8hj0/Pz/WJz7YsWOHUSmOGjVKRmC0mxMDyLMKXcJBxwMxzfiFE6Z3d6DKykpzpgMpsIqLix14DXto6uvrs7OzjacmI5BJHPwjzyp0CQcdD8Q0pnd3Gqk2duzYYXzzzrhiSUoQ901aJgNv7dq1xpk5GYE1NTXRbpFzkWcVuoSDjgdiHdO7O0Rzc/Pq1avNa9gzMzM3b97s7guVXn311XHjxhm/5yNPNtrNcSjyrEKXcNDxgAswvXt01dXVlZaWGmWucUanoqIi5q5hD01bW9sDDzxgPPG8vLyGhoZot8hxyLMKXcJBxwPuwPTuUXHkyJHCwkLzGnaJv57Xfb/44otS3xsfie7bty/azXEW8qxCl3DQ8YA7ML17X+rs7KysrDQv9I6Pj1+4cKHmk742NjZKfWkEpLi4mG9dmMizCl3CQccDrsH07n2gvb1dSljjwiPjhE15eTmfzJokOMYkDpmZmUeOHIl2cxyBPKtwSjgOHDgwderUQYMGpaWlzZ8/v6mpyXubl156KTc3V95CyTYLFiw4e/Zs4Men4wE3YXr3yJEqSmop4zShkBpLiglmKPAm9b2MQGNyimXLljEUybMKp4Rj+vTp+/fvb2lpaW1tXbNmjRRS3tvMmDHj4MGDbW1tp0+fLikpKSgoCPz4dDzgJkzvHglSMSxcuNC8hj07O7uyspK6wQ8JjoxAcxIHzU+pkmcVTgyHlFAJCQn+t5E6LDExMfBj0vGAyzC9u40kmOZ1RRLSwsJCPvYKnMTKKPeHDBmi86WB5FmF48Jx4cKF9evX93p2ypg7OPDD0vGA+zC9e5g6OzsrKiqMGVyNa9hLS0vr6uqi3a7YIyOwuLjY/IqlnherkWcVzgqHMTqHDx/u/z/82LFjY8aMOXHihM/drUSy4QCigOndQ9bS0rJ582bjvItITU1dvXp1c3NztNsV2/bt22dM4iB/NZwOlzyrcFw4zp8/v2rVqilTplhtUFVVlZGRcfTo0aAOS8cDrsT07sFqbGxcvHixeQ17VlbWjh07uIbdLg0NDfn5+UZsH3jgAa3OrZJnFU4Mh9RYVtdXVVRUjBw58rXXXgv2mHQ84FZM7x6g119/vbi42JwsdNq0aVSlESJj0qj7x40bp881guRZhVPCMW/evNra2o6OjpMnT5aWlnpeg2X22aZNmzIyMkL7mgYdD7gY07v7d+jQISNExjXsRUVF1dXV0W6Uy9XU1BifX0vAV69ercOXMcmzCqeEY+/evRMmTBg4cGB6enpJScm5c+fMu8w+876sKvCzr3Q84GJM7+6TJPVdu3aZ17APGTKkrKysvr4+2u3ShcR/8eLFxinD7Oxs1397gDyr0CUcdDzgbkzvbpJys6WlZcOGDampqeY17HJTVka7aTqqqqoaNWqUMTh37NgR7eZEEHlWoUs46HjA9TSZ3l2eXf1Xqqurq3ocPnx4V4+CggIJwoABA4zSauLEibLS3QFxPilti4qKjB4pLCx067c1ybMKXcJBxwOu58Dp3f0XQ2Ljxo2re0ibi78ya9asaT1ycnIyv2L88l3gcnNzDx06FO0A4H8qKiqMD7JTU1NffPHFaDfHfuRZhS7hoOMBHZjTu//lL38Jdt8oFkPBMh9o4sSJ075itGfmzJnf+ta3pKmRCC/C1NDQID1ldGJpaanLJnEgzyp0CQcdD2jCmN5dXH/99Q4vhkRZWdnqr5iVXGVlZdVXzJqPK6hcQ8pf48r3rKys119/PdrNsQ15VqFLOOh4QBOdnZ0XX3wxxRCcTOqqq666ql/PJA4bNmxwx0Vy5FmFLuGg4wF9bNu2bdy4cXfffTfFEByrvb1dSnajss/JyXHB9BnkWYUu4aDjAQBOc/jwYXMSh927d0e7OWEhzyrcHA7l5H+0mwMAgKq5uXn27NlGnpKF2D2lSp5V6BIOOh4A4Fi7du0yvm8xatSow4cPR7s5oSDPKnQJBx0PAHCy+vr6nJwc41RWWVlZe3t7tFsUHPKsQpdw0PEAAIfr7OzcsGGDMYnDVVddFVuTOJBnFbqEg44HAMSE6urqrKwsSVvx8fExNGcseVahSzjoeABArGhraystLTU+Lpw2bVpDQ0O0W9Q78qxCl3DQ8QCA2PLiiy+mpqZK/kpKSqqoqIh2c3pBnlXoEg46HgAQc5qbmwsLC41TWXPnznXyJA7kWYVTwnHgwIGpU6cOGjQoLS1t/vz5TU1N3tt0dXUtWbJECvnk5ORly5bJzcCPT8cDAGLUtm3bjEkcMjMzq6qqot0c38izCqeEY/r06fv375favLW1dc2aNbm5ud7byAi7+uqr3+8hC9u3bw/8+HQ8ACB21dXVZWdnGz9fuHjxYgf+fCF5VuHEcLS1tSUkJHivnzRp0sGDB41lWZg8eXLgx6TjAQAxTYqq1atXG5M4TJw4saamJtot+hryrMJx4bhw4cL69esLCgq87xo6dGhzc7OxfObMmaSkpMAPS8cDAFzg1VdfzczMNCZx2LJlS7Sb8z/kWYWzwmFcxzd8+PC6ujrve/v379/R0WEsy8KAAQN87m4l4q0HACDy2traFi5caKS2/Px8h0ziQJ5VOC4c58+fX7Vq1ZQpU7zv4gwWAACGysrKlJQUyW7yd9++fdFuDnlW5cRwSI2VmJjovZ5rsAAAMDU2Ns6aNcs4lXXllVeuXbs2io0hzyqcEo558+bV1tZ2dHScPHmytLTU8xoss8+2bt3KtwgBAPC0ZcsW48p3EcVJHMizCqeEY+/evRMmTBg4cGB6enpJScm5c+fMu8w+6+rqeuSRR5J6LF26lHmwAADo7pnGaMCAAd/4xjfMC2n6HnlWoUs46HgAgIs1NDS0t7dHsQHkWYUu4aDjAQCIHPKsQpdw0PEAAEQOeVahSzjoeAAAIoc8q9AlHHQ8AACRQ55V6BIOOh4AgMghzyp0CQcdDwBA5JBnFbqEw//PFAIAgDBFO9U7i0bhCLPv2Z3d2Z3d2Z3d2T1yR3AZjcIR02OX3dmd3dmd3dndsbvbcgSX0SgcMT122Z3d2Z3d2Z3dHbu7LUdwGY3CEdNjl93Znd3Znd3Z3bG723IEl9EoHPR9yAhdyAhdyAhdyAhdyAhdOIieQqNw0PchI3QhI3QhI3QhI3QhI3ThIHoKjcJB34eM0IWM0IWM0IWM0IWM0IWD6Ck0Cgd9HzJCFzJCFzJCFzJCFzJCFw6ip9AoHPR9yAhdyAhdyAhdyAhdyAhdOIiegnAAAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGCzGC6w+n3Fc+V77703a9aspB6yIDetdm9ubk5PT/fcvaura8mSJbJjcnLysmXL5GYEWx9Vtoeu39dFsOnRFnLorELEqAs5dJqPupaWlnvuuWfYsGEpKSmrVq3yuaPV6NJ81IUTOn1GXXcY0bPaV5+BZ4j58aH036RJk1asWNHSY/ny5XLTasdFixatW7fOc/dt27ZdffXV7/eQhe3bt0ew3Q5gY+hc/0KjCCF0ViFi1IUcOs1HXXFxcVFRUVOPO+644/e//733LlajS/NRF07odBt13SFFz2pf7QZetBsQLqX/EhISWltbjeXz58/LTZ9b1tbWjh07tr293XOlvLgfPHjQWJaFyZMnR7DdDmBj6HR70QkhdFYhYtSFHDrNR92ll156+vRpY1lSXU5OjveWVqNL81EXTuh0G3XdIUXPao12Ay/aDQiX0n+zZ89euXLlp59+Km+Iy8vL5abPLW+55ZY9e/YoK4cOHdrc3GwsnzlzJikpKbJNjzYbQyfLKSkpkh2vuuqqX/3qV1988UXkmx9NIYTOKkSMupBDp/mokzwnA8ZYloTnOXLMLa1Gl+ajLpzQ6TbqukOKntUa7QZetBsQLqX/Pvroo9GjRxsf/crCqVOnvHd5+eWXr7vuOuPTX8/d+/fv39HRYSzLwoABAyLZ8OizMXSGzz77rLq6Wt6UlJWVRa7ZThBC6AzeIWLUhRw6/+vdRwndvHnz5syZc7rH3XffHRcX572L1ejSfNSFEzqDPqOuO6ToWe2r3cCLdgPCpfRfXl7e8uXLzUs65Kb3LuPHjz9y5Ij37toV1/aFztOHH35I6Pzv7hkiRl3IoQtkvZsooTt37pykt+Tk5BEjRjz++OOpqaneu3AGy2Bj6DzpMOq6Q4qe1b7aDbxoNyBcSv8NHjzY6pIOz118fhNEu4+H7Qudp4aGBvnHi0SDnSOE0HnyDBGjLuTQBbLeTfxc/fOb3/xGcp73eq7BMtgYOk86jLrukKJnta92Ay/aDQiXd/+Vl5cbb4gfffRRz/7zOUo8V27dulWvLzjYF7qioqKamprPP/+8trY2Ly/voYceilyznSCE0FmFiFEXcug0H3Vz5syRBC9xe+aZZ9LT099++23vLa1Gl+ajLpzQ6TbqukOKntUa7QZetBsQOp+nUt555538/Pxv9Jg5c+a7777rub3Pg5jLXV1djzzyiDElz9KlS108RYftodu7d++ECRMGDRo0duzYFStWtLe3R/opREvIobMKEaMu5NBpPup27tw5cuTIhISEGTNmHDt2TNneWLAaXZqPunBCp8+o6w4jelb76jPwDDFcYAEAADgTBRYAAIDNKLAAAABsRoEFAABgs1gtsF566aXc3Nz4+Pi0tLQFCxacPXvWWB/sj5sG/gvHysV6/puh4HdDAQDQSqwm9RkzZhw8eLCtre306dMlJSUFBQXG+mB/3DTwXzg2KGWQVTMU/G4oAABacUOCb21tTUxMNJaDnVjPz2/N+uSnJPJshoLfDQUAQCtuSPCVlZXTpk0zloP9aQg/vzXrk5+SyLMZCn43FAAArcR8gXXs2LExY8acOHHCuBnsj5sG/luzBqsCS2mGgt8NBQBAK7FdYFVVVWVkZBw9etRcE+wZLKvfmrW68NxngeXdDGV3fjcUAACtxHCBVVFRMXLkyNdee81zZbDXYAX7W7PeBZbPZij43VAAALQSqwXWpk2bMjIyjh8/rqwP9sdN/fzWrE9KgWXVjABbpeHvhgIAoINYLbD6eWlra+sO/sdN/fzWrP9H9N8MBb8bCgCAVmK1wAIAAHAsCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACb/T8mVlc7bo3PmQAAAABJRU5ErkJggg==)
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