Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_120816_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 06, 2009 |
Start Time | | 2009/07/06 00:00 |
End Time | | 2009/07/07 00:00 |
Key Words | | Magnetosphere |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.16 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_120816_4 |
Minimum Dst Value | | -6 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IEp1bCAwOCAxNDo0NjozNyBFRFQgMjAxN6gcl0cAAAGvdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRGF2aWRfVGhvcnBlXzEyMDgxNl80OiBPcGVuR0dDTSBwbG90IG9mIHJobyBhbG9uZyBHZW90YWlsIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDA5LTA3LTA2VDAwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwOS0wNy0wN1QwMDowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjAuMTM4MTkyNDk5NSwgIm1heCI6MC4zOTc5NTc1MDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19WQWFYAAAAARnQU1BAACvyDcFiukAADrtSURBVHic7d17dBRVnsDxkAd5AgmEhAQIhPAQDI/loBMIIjC8FBwVWQfkpTIDK8LAOgJREN/i7ggDjgqKuDO7oCyOyujycI4jnmVUEJdBIy9RgQE3SMQMRDdKkOw9uWfuKW93Vbqrq7uru76fP3Iq1VW3bv1uVd1fVVdXJTQAAADAUQnRrgAAAEC8IcECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYMEZCQlBb0s2ZgECEY5N65133unWrVuTJYdj0XG8p8TxqgFs3AiO2QGRBAvuEY5Na/DgwS+//HJUFh1/e4paIwdXLf6ihFjHFukJCY2aNWvWsmXLfv36LVq06PTp044vwnrpGutZIslYJWXbtm3Dhw9PS0srKCiYMWPGl19+KcdfvHhx4cKF2dnZOTk5FRUV4l85/tNPPx03blx2IzEg/rUuX9i3b9+oUaMyMzMLCwvXrVvXZD2rq6s7duwYYNAqKyuvuuqqrEZi4MMPPwxkrmBVVVXNnj27c+fOKSkpIiBjxozZsmVLgJ8ePHhw/PjxrVu3bt68+YABA1588UU5Xqxgr169VGAbGmPes2fPoLaWcFxnEvvOt99+G/qibQj3nmLdUkEJtqp+p4/kkcElRyHEJbYtT1AHka+//nrv3r2/+MUvRKd+9OjRcCwi8GlcdWjTKjNy5MitW7fW1tZ+8cUXs2bNGjt2rBy/Zs2a/v37f9ZIDKxdu1aOHzhw4OLFi2sa3XXXXeJf6/IPHz4ssqX169d/9dVXx48fnzRpUpM1FF3gI488EkjQjhw50rZt2+XLl1c1WrFihfhXjGxyxqCcPHmyU6dOv/zlLw8cOPB///d/Igd97bXXRo8eHcinH3/8cX5+/mOPPSbWXWQtu3btuuGGG+RHYgVFvvXqq6+qBb3yyitiTNQTrABnibkEy7qlgkWCBShsW57gexC55557pkyZIodFZy+6t9atW4tz9Ouvv766uvrMmTO5ubmi71fTizF5eXlijCrqu+++E12+mEv0lP/6r/9qL8FavXq1OLinpaWVlZVVVlbK8aLHnTdvXn4jMaAuG4jpRa7QoUOHZs2ayX//5V/+RdRK1OH2228X9ZGTff/99w8++KA4HRfn4rfccovIKe2FSDl37lxmZqYcFpmTSLzksBgoLy+XwxkZGWIyOXz27Fnxr3X5IqN64oknAqmYJDq/kpKSurq6QJLUyZMn33vvvcYxS5cuVc0dbNzMmunWW28VqaRZha0/vemmmx566CG/H4nFbdq0SQVWEAt98cUXzXpiv+uiJva7LWlXUjXBzuK7WQa1VRv57omBrI71Qv/pn/5J7qQiUH7X17qlzLaKAKPU5Br5jadWiBbhJss0q3N9fb047hUVFWVnZ4vk3u+yAjn4XHHFFS+88IKqsDhJKCgo+Nvf/mYWQ3gWCZYn+B7FxEGhXbt2crhPnz5vvvmmOHkVx4g5c+b87Gc/EyPFcfnRRx9V0y9btmz+/PnGokQXPmLECHH6e+LEiWHDhtlLsK677rqjR4+KI+D999+v+lRxEBQln2gkShbJgZr+2muv/fzzz9W/sgKCGLjvvvvk+OXLl//4xz/+7LPPRDoosoo77rjDXoiUzZs3Dx06VA6LY7o6oJ8+fVocqeXwhAkTRD1FAGtqapYsWSL+tS5fHL7Faorjsugnpk2bJuayrt7VV1+9YcMG33L8VlsU/sknnxjHiH9VcwcbN7NmEpUXXZ1Zha0/FTU0fouqrZHoILt16/b222+Lf3fs2CGGxRizBMvvuqiJLbYls7oFO4vvZhnUVm3kd08McHX8LlRsilddddXnjUaNGuV3FaxbymyrCDBKTa5RIFewtAg3WaZZnUVOL3ZksS+I8fJo5rusQA4+27dv79mzp9gm5UczZswwHioBhQTLE3yPYufPn09JSfGd8uzZs+IsraHxFhlxqifO+Roaz/zE6aDIyYxFlZSU7N+/Xw6LM2Z7CVZVVZUc/uabb9LT0+Vwly5djCWLBanpjx07ZpxdTfbRRx+pyS655JJDhw7J4VOnTonT+iYr5ls3Ze/evcXFxaoHSkxMFKGTw2IgKSlJDsvvWeSpsBhQnYFZ+WJGcej/otHEiRNvvvlmi7r98Y9/vPzyy+VtSYHEWRReV1dnHCN6o+TkZFWToOJm1kyiQFGscQWNVwKa/FSroXFK8ffpp5/+yU9+IgZGjx79zDPPmK242bqoiS22Jb9LtzGL72YZ1FZtRu2JAa6O2ULFjiyHxYx+V8G6pcy2ChuB9btGASZYxgg3WaZZnbt27aqu7ZktK8CDz2WXXSZPeD7++GNRARFzv9WDx5FgeYLfK1jizFUO79mzZ/jw4Tk5OfLAqpIGce67ceNGMfDCCy/cdNNNWlFpaWmqj/T96iqQapj9q5Us/lUTGO99Fv/6nUz0LsYr/yIlarJivpWRduzYIbLM3bt3qzFmV7DEWe9dd92l7sES/1qXL8pRvzMQOVZubq5F3Xr37r1z506Lemry8vKsr2AFFTezZhIF+l75CPBT6ytYDY3f1Ijt8/nnnxd/1ddPfic221TkgMW25HfpNmbx3Sz9rrJZsUZme2Kwq2OcXn3JZbaTWreU2VYRYE2aXKMAEyxjhJssM5A6my0rwIPP5s2be/ToceHChUmTJj3++OO+qwA0kGB5hO9R7J577pk6daocFmdpv/vd786cOSOOF+Kvmvj111+XN2uXlZXt3btXK8p4Beujjz5yMMEK8OTYePVCDKjJxIHPxv37vvUXyWVhYeH7779vHGl2D5Y4pgd1D9bgwYNFXiWHxUm2dYKV4MN6XcRB3/cerMmTJ6vSgoqbWTNNnz69oqLCbGLrT0W+/sgjj/itvJpm2bJlycnJ6ssXs57Y77o0uS3Ju3n8snEFK5B/A7mCZbYn2tg11PRNXsGybimzrSLAwDa5Rn6rpBWiTdNkmWZ17tatm+8VLG1ZAUZYJFvitGfBggWdO3dWd/4BGhIsT1BHh2+++UakSvPmzTP+ilCcwr7yyiviTPfTTz+94YYbjIeSSy+99De/+Y3xeoz6VKRoo0aNUre/OJhgLV68WN0GIU5VlyxZYja9qoAYUHdLrFy5Usx+4MABceD78MMPf/rTnzZZMd/Cly9fXlRUpDonZfXq1Wa/IhT1lFew7r77buM92n7LX7dunch41FeEt9xySyCV9C3Hb9gPHTokMrYVK1aoXxGKf9VVimDjZrbEY8eOia1I/frsq6++eu211wL89OOPPxZbnaiYaGKx4e3evdv4K8JAVtx6XZrcltq2bSsq5ndBAW5+ZhULdqs2MtsTbewaanp1D9bo0aP9roJ1S5ltFQEGtsk18lslrRBtmibLNKvzww8/PHToUDGX8R4sbVmBt744ARMjn332WePIQA6D8A62Bk+Qlz3EuVpWVlbfvn0XLlyoLp8IW7ZsEed8KSkpIqV4/PHHjccIkUAkJia+/vrrxqLkgPyBUk5OTl5enu1fEfr9t66ubu7cufKHPGJAXbH3nV7+gkzU4bbbblNfhXz//fdiLS655JLU1FRxlrl58+ZAgqNdHPK9aFRbW9vQeOYqTlvl864WLVqkvjUQGcOYMWNaNRJdmvEbOrOLTyIbEHmPqPzUqVObvMm9yaBpPvjgA1GfzEaiZ923b5/tuFks8fjx47feeqvonpOTk9u0aXP99de/8847AX4qejUxRoSxefPml112mfE5WIGsuPW6NLktiQRaLNpvmQFufmYVC3arNjLbE23sGmr6mTNnyp30gQce8HvbZYNlS5ltFQEGtsk18htVrRBtmibLNKvz+fPnxclPhw4dREBEcu93WYG3vthiu3XrJu9S9Y080ECChdjFscyeeIpbPK1LuImcu7i4ONq1CJcLFy6on3FExjXXXPP8889HcomIORyeEKvoXO2Jp7jF07qEyfz586uqqo4dO/bjH//4n//5n6NdnXDZs2dPgL8XDt3333//9NNP9+7dWz2pAfCLwxOc5PvNWvi6wKBKjmTFbItMJV244rbF07qEycqVKzt06JCXl/fzn/88jp8mkJWV9dRTT0VmWWKr69y5s0jpIrM4xC4OTwAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh3klwfL7A3gAAOCUaHf17uKVcNDwAACED/2sxivhoOEBAAgf+lmNV8JBwwMAED70sxqvhIOGBwAgfOhnNV4JBw0PAED40M9q4jkc/LoBAIDIoJ/VeCUcNHwo6urqol0FAICr0c9qvBIOGt621NRUEb3rrrsu2hUBALgX/azGK+Gg4e3ZuHGj/IK1WbNm0a4LAMC96Gc1XgkHDW/PK6+8QoIFAGgS/azGK+Gg4e156aWXZIKVmpoa7boAANyLflbjlXDQ8PasX7+eBAsA0CT6WU08h4PHNITu0UcfldFr0aJFtOsCAHAv+lmNV8JBw9tz2223cQULANAk+lmNV8JBw9szadIkmWBlZWVFuy4AAPein9V4JRw0vD1XXnklV7AAAE2in9V4JRw0vD09evSQCVbz5s2jXRcAgHvRz2q8Eg4a3p4OHTrIBCs9PT3adQEAuBf9rMYr4aDh7cnPz5cJVlJSUn19fbSrAwBwKfpZTTyHg8c0hK6goEAlWLzyGQBghn5W45Vw0PD2FBUVqQy1trY22tUBALgU/azGK+Gg4e3p0qWLSrDee++9aFcHAOBS9LMar4SDhrfHeAXriSeeiHZ1AAAuRT+r8Uo4aHh7SkpKVII1ZcqUaFcHAOBS9LMar4SDhrenY8eOKsESw9GuDgDApehnNV4JBw1vjzHByszMjHZ1AAAuRT+riedw8JiG0BUXF6sA8jB3AIAZ+lmNV8JBw9ujnoMlpKSkRLs6AACXop/VeCUcNLw9Xbt2VQlWUlJStKsDAHAp+llNpMNx8eLFhQsXZmdn5+TkVFRUiH99p9myZcuQIUNSU1MLCgqmT59+6tQpOT6Ur/xoeHtat26tAt6sWbNoVwcA4FL0s5pIh2PNmjX9+/f/rJEYWLt2re80w4YNe/nll2tqas6dO3f//fcPHz5cjg+l8Wh4e0pLS1WClZiYGO3qAABcin5WE+lwDBw4cOvWrXJYDJSXl1tPX1tbm5GRIYdJsCLP+KBRrmABAMzQz2oiHY6WLVtWV1fL4dOnT2dnZ1tM/PXXXy9btmzs2LHyX9F4ubm5It8qLS1dtWrVhQsXAl8uDW+PCDi/xAQANIk+QhPpcCQmJp4/f14OiwGL+6Zlj56Xl3fkyBHj+G+//XbPnj3l5eXz58/3O4sZx9fFC6666ipjDOvq6qJdIwCAG9HPalx9Bevs2bP33nvvFVdc4fvR8ePHrefV0PD2pKWlGRMs9YMDAACM6Gc1br8HS+RYfh8gfuLEifz8/MCXS8Pb06tXL2OCtX///mjXCADgRvSzmkiHY/Xq1Wa/IlRtM3Xq1AMHDpw/f/6vf/3rnDlz1D1YEydOrKys/O6778SnI0aMmDt3buDLpeHtGTdunDHB2rRpU7RrBABwI/pZTRSeg7VgwYLsRosWLTI+B0u1jejF+/Tp07x5844dO86aNevMmTPG8ampqSUlJYsXLw7qfiAa3p7k5GRjgtW9e/do1wgA4Eb0sxqvhIOGt0dktPIBDSrHUrfQAQCg0M9qvBIOGt6eKVOmiND16NFDJViTJ0+OdqUAAK5DP6uJ53DwmIbQyV8RdunSRV3EGjBgQLQrBQBwHfpZjVfCQcPbIx80KpKqQYMGqVSVtz4DADT0sxqvhIOGt2fJkiUidPfdd5/8rlB56qmnol01AICL0M9qvBIOGt4e+bLn8ePHz58/35hgPfnkk9GuGgDARehnNV4JBw1vj0ynunTpsnjxYmOCNW3atGhXDQDgIvSzGq+Eg4a3Z+jQoSJ0U6ZMqa+vNyZYft9fBADwLPpZjVfCQcPbc99998l7sBp++KvMXr16RbtqAAAXoZ/VxHM4eExD6OQ9WBMnTmz4YTyLioqiXTUAgIvQz2q8Eg4a3oaqqiqZTsk35Bif596mTZto1w4A4CL0sxqvhIOGt6esrEzd0m5MsFq1ahXtqgEAXIR+VuOVcNDw9pjdg5WVlRXtqgEAXIR+VuOVcNDw9lx99dUidLNnz2744RWsjIyMaFcNAOAi9LMar4SDhrfh6NGjMp3q06eP+DcxMVElWKmpqdGuHQDARehnNV4JBw1vQ319vXwX4bhx48S/u3btatGihUywUlJSol07AICL0M9q4jkcPKYhdEuXLlX3YEnyi0Le9wwAMKKf1XglHDS8PRUVFX4TrMTExCjWCgDgNvSzGq+Eg4a3oba2Ni0tTYRuzJgxaqS6EyuKFQMAuA39gsYr4aDhbVA3uV9++eVqZFJSkhxZX18fxboBAFyFflbjlXDQ8PZMmDBBhO7OO+9UY1SCVV1dHcWKAQBchX5W45Vw0PD2GB80KqmnYf3+97+PYsUAAK5CP6vxSjhoeHsmTpwoQldRUaHGqHuwRo8eHcWKAQBchX5WE8/h4DENITpy5IgM3ZAhQ9TINm3ayJGdOnWKXtUAAO5CP6vxSjhoeBuqq6uTk5O1XxHKl+cI+fn5UawbAMBV6Gc1XgkHDW/PHXfcod2D9cwzz8gEq6SkJIoVAwC4Cv2sxivhoOHt8b3JfefOnTLBKi0tjWLFAACuQj+riXQ4Ll68uHDhwuzs7JycnIqKCvGv7zRbtmwZMmRIampqQUHB9OnTT506Ffi8Zmh4G+rq6jp37ixCN3PmTDXyvffekwlWz549o1g3AICr0M9qIh2ONWvW9O/f/7NGYmDt2rW+0wwbNuzll1+uqak5d+7c/fffP3z48MDnNUPD26AuVpWVlamR+/btkyOLi4ujWDcAgKvQz2oiHY6BAwdu3bpVDouB8vJy6+lra2szMjLszWtEw9tQX1/fvXt3EbrZs2erkeqnhR07doxi3QAArkI/q4l0OFq2bKmeAH769Ons7GyLib/++utly5aNHTvWxrwaGt4e33uw1PtzOnToEMWKAQBchX5WE+lwJCYmnj9/Xg6LgaSkJLMpZS+el5d35MiRAOdNsBSGtYl/8lU5d999txojclwSLACAhn5W4+orWGfPnr333nuvuOIKG/NqaHgb3n33XZlLjRo1yjhevo6QBAsAoNDPatx+D5bIsTIzM+3Na0TD26Butxo/frxxfGpqqhjZuXPnaFUMAOA29LOaSIdj9erVZr8EVG0zderUAwcOnD9//q9//eucOXPUPVgW8zaJhrdHxF+7B6vh768jLCwsjFatAABuQz+ricJzsBYsWJDdaNGiRcZnWam22bRpU58+fZo3b96xY8dZs2adOXOmyXmbRMPbI1/2vHTpUuPIzMxMfkUIADCin9V4JRw0vA3qHqxx48YZx8uvCPPy8qJVMQCA29DParwSDhrehr/85S8ywZowYYJxfHp6uhjZunXraFUMAOA29LOaeA4Hj2kI3cyZM33vwWrZsqUYmZOTE61aAQDchn5W45Vw0PA2VFdXd+jQQYTuF7/4hXG8vAcrKysrWhUDALgN/azGK+Gg4W3YuHGjvPg3ZswY4/js7GwxMj09PVoVAwC4Df2sxivhoOFtqK6uLioqEqGbP3++cXxeXp4Y2aJFi2hVDADgNvSzGq+Eg4a3oaamprS0VISuoqLCOL5t27ZiZPPmzevr66NVNwCAq9DParwSDhreht/+9rd+H9PQvn17MTItLY0ECwAg0c9q7Iejrq5uyZIlJSUloqMVf5cuXfrtt986WDNn0fA2HDlyJCsrS4Ruzpw5xvEdO3aUCVa0KgYAcBv6WY39cMydO3f48OGVlZUi0xJ/hw0bNm/ePAdrFjoe0xCiqqqqbt26+X5FKG/MEmpra6NVNwCAq9DPauyHIz8//8SJE+pfMSzGOFGlsKDhbXjiiSdkInXTTTcZxxcXF4uRycnJIreOVt0AAK5CP6shwYKpQ4cOyfc6b9++3ThefkUoPiLBAgBI9LOakL4iHDFixP79+0UvK/6KYbd9RWhEw9vw1FNPibglJSUZM2mhU6dO8sqWNh4A4Fn0s5qQbnJfvHhxly5d0tLSxN977rmHm9zjzDXXXCMTqc2bNxvHq3uwDh48GK26AQBchX5W45Vw0PA2zJ8/X8Stc+fO2leBXbt2lQlWZWVltOoGAHAV+lmNV8JBw9swatQomUjt2LHDOP6SSy6R4/ft2xelqgEA3IV+VmM/HJWVleXl5enp6a59FAKPaQjRhAkTZOiOHDliHK8SrJ07d0arbgAAV6Gf1dgPR1lZ2f333//NN984WJvwoeFtGDdunEykjh49ahyvEqwNGzZEqWoAAHehn9XYD0daWtrXX3/tYFXCioa3QX1FqN1r1bdvXzl+1apV0aobAMBV6Gc19sPRqVMn7cKGm9HwNsgEq1mzZlVVVcbxkyZNkgnWjTfeGK26AQBchX5WYz8cTz311HXXXad1va5Fw9swZMgQv49jmDVrlhzfu3fvaNUNAOAq9LOa4MKR0JQw1TJ0bq6ba1155ZV+r2DNnDlTNndhYWG06gYAcBX6WY1XwkHD2zBo0KCExlfiaE9sv/POO2WClZGREa26AQBchX5WYz8czZo1c7Ae4RArV9dca8CAATLB0q5g/du//ZsMaUpKSrTqBgBwFfpZjf1wtG/f/n//938drEpY0fA29OvXTyZYNTU1xvEffPABCRYAwIh+VmM/HCtWrBg/fvyxY8cuXrzoYIXChIa3oWfPnjKR8n2psxwvcq+oVAwA4Db0sxr74bB3k7vIxhYuXJidnZ2Tk1NRUeE3Odu2bdvw4cPT0tIKCgpmzJjx5Zdf+l1isLUNano0/P2BosnJyfX19dpHsgnc/zUxACAy6Gc1kQ7HmjVr+vfv/1kjMbB27VrfaUaOHLl169ba2tovvvhi1qxZY8eOleNDaTwa3oaSkhK/XxE2kGABAH6IflYT6XAMHDhQJE9yWAyUl5dbT3/u3LnMzEw5TIIVYUVFRTKLEsmu9lFSUhJfEQIAFPpZTaTD0bJly+rqajl8+vTp7Oxs6+k3b948dOhQOSwaLzc3NyMjo7S0dNWqVRcuXAh8uTS8DQUFBWZ3sqemppJgAQAU+llNpMMhuuTz58/LYTGQlJRkMfHevXuLi4sPHz5sHPntt9/u2bOnvLx8/vz52vQmTz/lMQ02tWrVSsRNtFFdXZ32UVZWlkywfG/PAgB4EP2sxr1XsHbs2FFUVLR7926/nx4/frzJq19GNLwNGRkZZpepcnJy5LeHvrkXAMCD6Gc1Lr0Ha+PGjYWFhe+//75ZOSdOnMjPzw98uTS8DfJ7QL9XGdu2bSuvC/rengUA8CD6WU2kw7F69WqzXxGqtlm+fHlRUZH2gmFh4sSJlZWV33333YEDB0aMGDF37tzAl0vD25CcnGx2D1a7du1kgqWuRwIAvIx+VhPpcFy8eHHBggXZjRYtWmR8DpZqG9/bp+Rlkk2bNvXp0yc1NbWkpGTx4sVBfTlFw9sgfyooAu77UWFhoWyao0ePRrxeAADXoZ/VeCUcNLwNzZo1E3FLT0/3/Ug+Iks4cuRI5CsGAAjR0qVL5WH8tddec6RA+lmNV8JBw9sg9z2/CVb37t3lp4cOHYp8xQAAIZKn0Gb3gdhAP6uJ53DwmIYQybhlZGT4ftSnTx/56f79+yNfMQBAiEiwws0r4aDhg1VVVSX3vaysLN9PBwwYID/dtWtX5OsGAAiRSrCSk5MdKZB+VuOVcNDwwXr33XflvqdeVWRUVlYmP92+fXvk6wYACJH6esept8rSz2q8Eg4aPlirV6+2+Ipw8ODB8tNt27ZFvm4AgBA5fgsN/azGK+Gg4YM1depUi68IZ8+eLT9dv3595OsGAAiRMcFy5J0c9LMar4SDhg/WwIED5Y7Xtm1b308feeQR+enPfvazyNcNABCKTz75xJhgvfnmm6GXST+r8Uo4aPhgqUeJ9u7d2/fTZcuWyU9Hjx4d+boBAELxm9/8xphgPfPMM6GXST+riedwJPxQtKsTYzIzM2XcFi1a5PvpypUr5afDhg2LfN0AAKF44IEHjP2j+Df0MulnNV4JBw0fLPkiQrMzm7Vr18pPy8rKIl83AEAo7rzzTmOC5cipMv2sxivhoOGDpR6R8vbbb/t+un79evnpgAEDIl83AEAobr/9dmOCdemll4ZeJv2sxivhoOGDpXa86upq309ff/11+Wm/fv0iXzcAQCgmTZpkTLB69OgRepn0sxqvhIOGD5b1vWvvvPOO/LS0tDTCFQMAhEgcuo0JVnFxcehl0s9qvBIOGj5Y1gnWvn375Kc9e/aMcMUAACFq166dMcEqLCwMvUz6WY1XwkHDB6W6ulrudYmJiX4nqKyslBN07do1wnUDAIQoOzubBCvc4jkcCT8U7erEko0bN8qgmb0E9ODBg3KCzp07R7huAIAQpaenG/vH/Pz80Mukn9V4JRw0fFAmT54s97qUlBS/E5w4cUJO0L59+wjXDQAQIvUgHsnvGzuCRT+r8Uo4aPigtG7dWu51aWlpZtPI5zi0a9cukhUDAIROPYhHys3NDb1M+lmNV8JBwwfi2muvLSgoqK+vD+SnJXL/dGS3BABEkjrIyyN5Tk6OI2WGXkg88Uo4aPgm9enTx7i/SQ899JDZ9ImJiU7tlgCASNISrJYtWzpSZuiFxBOvhIOGb5JMmAL/ZUBSUpJTuyUAIJLkEV4c9uWRPCsry5EyQy8knnglHDR8k7Sv5JtMnhzcLQEAkSQP8qmpqfJu9/T0dEfKDL2QeBLP4Qj8Ygwa/CVY1tPL3dLiLngAgAtVVVXJg3yLFi1SUlKcOpLTz2q8Eg4avklagiX+tZ5eJlhmD8oCALjToUOH5HE+Nzc3NTU1wfyJPEGhn9V4JRw0fJOCTbCaN2+eYP6odwCAO+3cuVMe5/Pz8+UTRx05Vaaf1UQ6HBcvXly4cGF2dnZOTk5FRYX413eabdu2DR8+PC0traCgYMaMGV9++WXg85qh4ZukfT/YZIIlGiiQyQAArrJ9+3Z5nO/YsWNmZqZTp8r0s5pIh2PNmjX9+/f/rJEYWLt2re80I0eO3Lp1a21t7RdffDFr1qyxY8cGPq8ZGt7ayZMntQSryTcnZGRkyCnr6uoiU0kAQOjWr18vj97du3dv2bKlPFUO/UhOP6uJdDgGDhwokic5LAbKy8utpz937pzIr+3Na0TDW3vooYfk/ibOY9q2bVtaWtrkLPK8R6iuro5ADQEAjnj22Wfl0Vsc6tVbn2tra0Msln5WE+lwiGRZ9cenT58WTWs9/ebNm4cOHWpvXiMa3tqMGTPkPpaamhrgLPK8Rzh58mRY6wYAcNCaNWvk0busrKxNmzZOnSrTz2oiHY7ExMTz58/LYTGQlJRkMfHevXuLi4sPHz4c4LwJlpxelbgyYcIEGaXA3y2ozns++OCDsNYNAOCglStXyqP3sGHD2rZtK4erqqpCLJZ+VuPeK1g7duwoKiravXu3jXl90fDWhg8fLvexyy67LMBZ1G75xhtvhLVuAAAHPfjgg/LoPXr06Ly8PDn80UcfhVgs/azGpfdgbdy4sbCw8P3337cxr180vLWuXbvKfWzBggUBztKuXTs5y4YNG8JaNwCAg+644w559J46dWqHDh3ksNbh2kA/q4l0OFavXm32S0DVNsuXLy8qKjp48GDg8zaJhreWn58v97FVq1YFOItKsBYtWhTWugEAHDRu3Dh59F6/fr06u3777bdDLJZ+VhOF52AtWLAgu5HomI3PslJt43v7lPx1g8W8TaLhran7HF999dUAZ+nWrZucpUePHmGtGwAE4q233mrWrFliYuKpU6eiXRdX+9GPfiSP3tu3by8tLZXDr7/+eojF0s9qvBIOGt5aq1at5D723nvvBTjLoEGD5CwZGRlhrRsABEKdk/OGCWu9e/eWgdqxY0f//v2DPbs2Qz+r8Uo4aHhr6qFWx44dC3CW6dOny1l4mDuAqHv88ceN33tEuzqu1qtXL3XfVVlZmRx+7rnnQiyWsGviORza94zRro6ryffeCDU1NQHO8uKLL2rf4QJAtBQXF6sjEmd91nr27CkDVVlZOWvWLDk8Y8aMEIuln9V4JRw0vDX55mZxVAo8wWowpLATJkwIX90AoEnqLJEEq0ndu3dXCZZ6jceoUaNCLJZ+VuOVcNDw1lJSUmwclZKTk+WeefXVV4epYgAQCGOCFb4D/syZMzMyMn71q1+FqfzIkL8cFAf8qqoq9dXqlVdeGWKx9LMar4SDhrcmU6Vg7wzt27ev3DP5ISGA6EpKSjImWGF6CX18XCHr0qWLXIva2trf/e53cqWGDBkSYrH0sxqvhIOGtyaPTSLNCmquf/zHf5R7ZqtWrcJUMQAwqq+vf+utt3zHi3TBmGCF6R2p8XFTr3y4qLwn5JVXXpFrNGjQoBCLjfWwOM4r4aDhrcljU+BvepZuvfXW+DifAxAr5DGnbdu22ngtwRI2bdrk+NLlUmL9iCcffKglWKWlpSEWSz+r8Uo4aHhr8qiRnp4e1Fwvv/yyOpZNmjQpTHUDAGnbtm1m15ASfDieBtXW1qqS6+vrnS08krKzs+Va1NXVvfbaa3KlSkpKQiyWflYTz+HQdrZoV8fVZIgyMzPtzUiEAUTA+vXrrRMs7TqWs0sX6Yi6ghXTz6Zp0aKFShN37NghY1VQUBBisfQCGq+Eg4a3Jnewli1bBjujfL4DCRaACNi8eXNQCdbHH3/sbAXkl2uJiYkxfQVLvrojJSVFDO/fv1/GKj8/P8Ri6QU0XgkHDW+hqqpK7mCtW7e2Mbs6lr300kuO1w0AFPV9VsIPn28s0h05UqQ+xgTL2R84iyXK8oN9ZKDbZGVlibVIS0trMBz/i4uLQyyWflbjlXDQ8BYOHTokdzDf+0YDoY5lQ4cOdbxuAKD8+7//uzrgVFdXq/F/+tOf5Ej5U2j5YD+hefPmDi5dLFFdITtx4oSDJUeYfDeafI2sSrDat28fYrH0sxqvhIOGt/A///M/oVwiVs/3y83NdbxuAKCsXLlSJVjGF6c+++yzcqRMGgYMGGD2TWKILrnkkoTgf3DtNvLWDhmrhr//yCn0Azj9rMYr4aDhLbzxxhuhnMFcfvnlcnb5jT4AhMm9996rMidxZqjGP/LII3JkmzZtxL8ffvih328SA/HrX//a7J33dXV16nGmR44cCWVFokuuRVZWlvxXJlg27sHV0M9qvBIOGt7Cf/zHf8hDRlFRkY3ZFy5cqO5+cLxuAKDccsstKnPasWOHGq9eqKduulKTTZ8+3aw039wrPT1dzrVy5Urf6Y8ePSo/jfV7sOSdZCrBkv+2aNEixGLpZzXxHI6EH4p2ddxr1apVMkTdunWzMbs6WYz1h+8BcLnBgwerQ/rzzz+vxt99991y5IABA+QYdbe7+iJMI1IxOcGBAwfUSFW42fV4+RY/QSRbjq1VxMngqEtW2gUt2+hnNV4Jh8sbPj8/PzU1taqqKipLX7p0qTxk9O3b114JZLEAIkC+RE9atGiRGj9v3jw5Ur2xWGQPakr5vaFGfaoyMHW7t9ks9fX18hGdQmVlpfOrFynyO0H1ijOZYIV+YxldgMYr4XBzw8sfdETxCtDMmTO1k79gkWABiAD5GCopJydHjZ84caIcOX78eDlm48aNhi8wEkRipBWlPlKJhboMlmDyfdlf/vIXdaw2/oYxttTU1GhJZHJyckLw76L1RReg8Uo43NzwxifjRaUC48aNk0sfOXKkvRJU/cP0BnsAEJmB2YPa+/btK8esWrVKjbR+qrtvgvXrX/9ajTTLNtq2bSsnMN4BFltOnjwpV0H9bFw+1SL0m2jd3M9GhVfC4eaGNx4CrBMU+cV5UlKSsxVQdxU8/PDD9kpQB7JPP/3U2brFpZ49e4qIibBHuyJALJEvePGbM3Xo0EGO2bhxo3EW43NHtdLU+LS0tN27d7dv3/7222+3SMgksfPK9OvUqVOOr2BkHD58WK5gu3bt5Bj1Qo4QH0/v5n42KrwSDjc3vHGXfvPNN80m+9WvfqUms/hdjA25ubmy2HXr1tkrQf10+b/+678crFhcGjlypGrHyy67LNrVAWKGdkXKeFTPy8uTY9544w1tLjXxrl271MgtW7ao8ampqQn+7N27VytKfUUobN68OXxrGlbvvPOOXAX1XJ6MjAw5JsSvINzcz0aFV8Lh2oZXz6CS1A0EvuTboyRn79ZSN4G99tpr9kpQz01eunSpgxWLCnEOt2HDhvCVb9ZDALDmmwOpj+S7X4Q///nP2lwqLbvvvvvUyMWLF6tCtLfrKL4nnDU1NepYt2/fvvCtaVip5FI9l0ddGgzx2RMc0DTxHI6Y6MnKysqMlbR4G6C8DzEcq6NK3rNnj70S1P7Zu3dvBysWeeoB0GH6wYF6oYdy8ODBcCwIiDPr16/3zYHUu5zVl1yffPKJNqM6vhUWFqqRxgOv74Uxyfc9hlVVVSob+/3vfx/W9Q2fZ555Rq5CSUmJHKPO3s2esBog1/az0eKVcLi24dVz7SSL33FY37AZCnXIsH1XQbdu3WQJoT9JJbqMEX7yyScdL9/3UO7sy2jhEWG6HdPNpkyZ4psDqS+5VBblexDLyclRiZR6Ek1+fn6TCZbvWdbOnTvVp/PmzbOo7bRp04YOHerOH/2op+GrBx+q63/vvvtuKCW7tp+NFq+Ew7UNr+3bFhdOtJ3feD9BKMQ5maqD7cPBqFGjZAkRPuKrmo8ZMyb00iorKwNsC3sOHDjge0z3VB8Zl8RJv4MbYSCGDx+uNqQRI0ZEZqFRJ8IrV7lVq1Zq91E7qRrje5v2tddeqx0858yZo77psyDKfOWVV4xFGQ8R1113nVlVhwwZEqZjiCPUIy3U2Z26B+upp54KpeQEt/az0RLpcFy8eHHhwoXZ2dnirKKiokL8679af+d3pO9HTXJtw/vu1QFOOW7cuBAXbezvbYTU6LHHHgu9EM2KFSuaNZLHKd+vL40PEnRkuVqBjm8zxmRafUPhzkMwAme8RToySzTeMxS776fq1atXQjAnGKWlpXKVu3fvLjIkFQGxB4kzQ+sm8D3Mml218mW8I/MPf/iDGi/OKs2qqn70k/D3m+4fffTRG2+8MZjwhFHnzp1l3dSDD9UXKaJRQik5YrtArIh0ONasWdO/f//PGomBtWvXWkyc4JNg2V6uaxved39WH11//fXqZ7S+yZDZ+x8CZ/GTHBssCikqKkpOTt69e3fgpcmDr3X1tE9feumlUOrvW6Dy3//93yGW3NB477wqUHSK6lE0Cf4eP/bzn/88qHDFK/nNhdhQX3311WjXxT+R9zu1BwXOuMTYTdDVKixbtkyNlG/CESslchSRSOXm5qofVqv7hKZMmWLcfRJ+eJe69bJsMEZYnPWp8aKqZqtmPLQ2b95c3aIavsa66qqrROHz58+3nqx169YytrI+4jgjx6uHXITYrURsF4gVkQ7HwIEDt27dKofFQHl5ucXECfGeYBl3V0U+IFg7ZKjbCHx3e5G7iOHAT2SvvPJKdWVIE8q6qELeeuuthsZfAnft2nXbtm3GmovzpIceeqjJotQtAhrjy9596+/IU/L8sndYnDhxophRHYV9HyfrdxHGydq2bRvgstLS0sRBM+YeLf2HP/xBDfu+dnfJkiXGEI0ePdq3hLq6OhFhB+90ueOOOwKfWD0awHo7EadJ4iORKzhUR//X8kVnKZYidjG/s8jX7Ykgi8rMnj3bqZqIDU/WwXiqnJqaqjZj7YEy4jRDnAiZ7V9a2mScYNKkSepfsWE0/PAqkW80NBs2bPA7sRmtcFWOeumFcOmll5qFxaLkEB805dc111yjyhcNLXYHtTft2rVLfhkq+witMupH36Jftg5ggEKcPf5EOhyij1TdwOnTp31fX2CU4JNgiYOUSLFLS0tXrVp14cKFwJcb1N4VeWYZjy+zXxQ7UgcbDaoEfsndRsVsf2pP+IKcYEgEw7cIII7JB1CJE0W/n1ofptQLni3II6FZAhdPjh8/LsOyfft2eyVor8ROIMH6oUiHQ/Qu58+fl8NiwPoLeL+t9e233+7Zs6e8vNz3cqiTm15kZWVlBZgoPPjgg2GqQ4g/ZwtHUiKPdM8++6zFNCdOnHB8ocZ3vjpORUyd/QMInMUBP5DfGTRZ/u233y6nDN9Jo0sYw2J7ZY0/20wgwfqhWLqCZSRSb+t5fYtys4bGG5WanEwmHNoDsRLsXsURc916663y/oDQv18zvsbLEcYran6zNzGBfHD85Zdf7uByH3vssYbGL1NSU1PVw3WcMmHCBGPQWrVqJVbN79edzi43dvn9agMJcb2RWOx3v/3tb4170AcffKA+6tSpUyBHKuNvMI2XqcSWJvZ64/fsP/3pT0NZC+N+7cJcTbu6sW/fPnvlGAtJIMH6oVi6B8voxIkT6kWVgUho3GktpKSkWE/g4GTqUzFgvM/moYceUtOI3v2Pf/yjGHnppZeKfzMyMl5//XU15Z/+9Kf09HQxXvTQ8kv9t956S0xjtsSePXuK0vr169e6deurr7468LgF5ZNPPlF16NChgxjTpUsXUcP//M//XLZsmbxlYefOnaLmYqRMX3xlZmYePXrUt3DR4llZWWqap59+WpugV69eFjEXeWROTo6MmCynrKysqqqqffv2ahrxke9yV69ebdZ2FotLS0uTzyEUZYphsfQXX3zRInTr1q370Y9+JJLsNm3aiFrJkeJsJMCFihn/4R/+wbeSfpmVZvxXtGOrRqI+YrNJbdStW7e8vDyRI8ptT7ag2VZnVgf5Lb8Y6Nq1q9iMRVPKQsQqaFOKZnruuedkKN599125UEksWkRVDIwbN04kxGInkuUYFyrrrFbHuL35rZuYQEx28ODBSy65xGwyUSVZjtyA27VrJ7bt/fv319XViVaTdRAfacWKDe+GG24w1l+bQERVtL7ZHmEkqyQ2DLnXjx8/Xn0kli7yA5ETNPdp4uLi4oqKCpF/iAo/+uijKtTaZLJdRDW0FdeiZ6yMvC3yJz/5iXG8iIB8IPh9990nthk1rwyFaLg5c+Zs2bJl8uTJDY39uoyYKE18dNttt6mdYubMmXKCtWvXytZRu4aRCIXFD/r8EpuTaMpt27aJ4V/+8pdi6WIV/E4pDpvaFi7XztjKxjCqWD3wwANi9h07dgwZMkQWJVI33620ybZu8lOxuBtvvPH6669vaHyKhFgpUecNGzaImojFiQO+CI682fGjjz46efJkQ+MzulasWOE3ksb1EvOuX79eHAG0RYstecSIEaWlpWIC7ZYyEixNpMMhuiuzXxH6to02ZuLEiWID+u677w4cOCAaeO7cuYEvl4YHACB86Gc1UXgO1oIFC7IbLVq0yPgcrATzL9flyE2bNvXp00ck7CUlJYsXLw7qp0M0PAAA4UM/q/FKOGh4AADCh35W45Vw0PAAAIQP/awmnsNh8WMHAADgIPpZjVfCQcMDABA+9LMar4TD3hM+AABAgKLd1buLh8LhbNt7pzTHC3RzaY4X6J3SHC/QzaU5XqB3SnO8QDeX5niBbi4tHAXGOg+Fw82bpptLc7xAN5fmeIHeKc3xAt1cmuMFeqc0xwt0c2mOF+jm0sJRYKzzUDjcvGm6uTTHC3RzaY4X6J3SHC/QzaU5XqB3SnO8QDeX5niBbi4tHAXGOg+Fw82bpptLc7xAN5fmeIHeKc3xAt1cmuMFeqc0xwt0c2mOF+jm0sJRYKzzUDho+7hEs8YrWjZe0bLxipbVeCgctH1colnjFS0br2jZeEXLajwUDto+LtGs8YqWjVe0bLyiZTUeCgdtH5do1nhFy8YrWjZe0bIaD4WDto9LNGu8omXjFS0br2hZDeEAAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhsZpgXbx4ceHChdnZ2Tk5ORUVFeJf6/FOzYuwsmiCffv2jRo1KjMzs7CwcN26dYHPS7O6RMLfGUdu27Zt+PDhaWlpBQUFM2bM+PLLL31npGVdzm/Lfvrpp+PGjctuJAbEv74z0rJuRicbulhNsNasWdO/f//PGomBtWvXWo93al6ElVkTHD58uGPHjuvXr//qq6+OHz8+adKkwOelWV1F64ZHjhy5devW2traL774YtasWWPHjvWdhZaNCVrLDhw4cPHixTWN7rrrLvGv7yy0rJvRyYYuVhMssbuK47IcFgPl5eXW4xsM+7+NeREZZk0gMqonnnjC7yw0a2yxeNbzuXPnMjMzfaekZWOC1rIZGRmiQeXw2bNnxb++U9KybkYnG7pYTbBatmxZXV0th0+fPp2dnW09vsHQ9jbmRWSYNUF+fv4999xTUFDQunXradOmiXNiNQvNGlssEqzNmzcPHTrUd0paNiZoLTthwoSlS5f+7W9/E3vrkiVLxL++U9KybkYnG7pYTbASExPPnz8vh8VAUlKS9Xin5kVYmTWBGJgyZcoXjSZOnHjzzTcHPi/N6ipmCdbevXuLi4sPHz7s+xEtGxO0lj158mSnTp3kvVli4PPPP/edhZZ1MzrZ0MVqghVKgkxy7VoWTSP+lcMix8rNzQ1qXprVPfwmWDt27CgqKtq9e7ffWWjZmKC17IgRI+666y51D5b413cWWtbN6GRDF6sJVihf8fL1sGuZNcHgwYNFXiWHT5065TfBolljgm+CtXHjxsLCwvfff99sFlo2Jmgtm56ebnYPlkLLuhmdbOhiNcFavXq13x8jmI1vMOz/NuZFZJg1wbp16yZPnqy+IrzlllvULDRrbNG64eXLlxcVFR08eNBiSlo2Jvj+inDJkiXyCtbdd9/t91ZoWtbN6GRDF6sJ1sWLFxcsWCAfsrJo0SLjYzb8jm8wtL2NeREZFk2wdOnS3NzcnJycqVOn+r3JnWZ1uYQf8jtSqK2tVR/JAVrW5fy27McffzxmzJhWja666qpPPvnEOL0coGXdjE42dLGaYAEAALgWCRYAAIDDSLAAAAAcRoIFAADgsFhNsMzeERvsOyZramqmTZvWunXr3Nzce++912xxZrNrd3e2bNkyqNkbAniHMQAAERYfnWyAs4dJrCZYZu+IDfYdkzfffPPEiRNPNbrxxhufe+45v4sL5BWVK1asuPPOO4OaPZB3GAMAEGHx0ckGOHuYxGqCZWR8R2ywzzdr06aN8QmWgwcP9ruIJh+P9t133xUXF588eTKo2S3eYQwAgBvEbicb4OxhEg8JlvEdscE+oV+0vfEdLGZP7m/yAf8iXzY+/TLA2S3eYQwAgBvEbicb4OxhEvMJlvaO2GDfMTl16lT1iPCbbropOTnZ71KsX1H5/fffd+/e/cCBA2aVDOUdxgAAREtMd7IBzh4msZ1g+b4jNtjk+syZM6LJc3Jy8vPzH3744Xbt2snx2lOJrbPjjRs3XnPNNcYxAc4eyDuMAQCIiljvZM1mj4wYTrD8viM2lHdMPvnkk2I78Lss69n79ev35z//2aKqobzDGACAyIuDTjbA2cMkVhMss3fEBvuOycmTJ584caKmpuaFF17o2LHjoUOH/C7O4hWVW7ZsGTRokHVtbbzDGACAaImPTjbA2cMkVhMss3fEBvuOSZHiiAw9IyNj5MiRe/fuNVucxSsqBw8evHnzZuva2niHMQAA0RI3nWwgs4dJrCZYAAAArkWCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4LD/B1NKs3OBS1Y0AAAAAElFTkSuQmCC)
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