Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit348-02-20020929_181800_20020929_230300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/29 |
Start Time | | 2002/09/29 18:18 |
End Time | | 2002/09/29 23:01 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -2.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit348-02-20020929_181800_20020929_230300-constBx0 |
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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzoyOToxNiBFU1QgMjAxONZNGj8AAAHNdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNDgtMDItMjAwMjA5MjlfMTgxODAwXzIwMDIwOTI5XzIzMDMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDktMjlUMTg6MTg6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA5LTI5VDIzOjAxOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6Ni42MDk5NDk5OTk1LCAibWF4IjoyMC45MzMwNTAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19YY/hQwAAAARnQU1BAACvyDcFiukAADsJSURBVHic7d1/XBT3nT9wBMQVCUHEHxhArJgjKabW0Bw+REMsJhhJSixnaURDlFaS0gvXEkUlSnKa0FTz4HJUacSeuQdtSMojoQ0ql+OyveYu1AcGciXJRjHBxORQMSVK2s1Jo9/37eduvnuzO7Ozy+zO7Lxfzz94zC6zM58fM/N+z+zsZyKuAgAAAICuIowuAAAAAIDVIMECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0Jk1E6yICGvWCwAgqIJx8Hz99dfnz5/vc8nBWDViARjImhuf0k6FnQ0AQEUwDpK5ubkvvviiIavGMV9HaEx/WbO9/D1VOnz48LJlyyZNmpScnHzfffedPXvW/b/Dw8OpqanuH3nvvfcKCwsTXGiCXnpdy5UrVzZv3kzzTJ06taamhl6K948ePbp8+XKbzUar27hx44ULF7x+XGk2pcX6uzql+UdGRtavX5+YmJiUlLRz506f5VGaX0nE/3J/U6VJ/Zrf38bh0/JKC1Ha+JUK6e/8frV8MMi2HGlzmjBhwsyZM0tKSs6cOaPy8QDKPzQ09OCDD6anp0+cOJE+VVBQQI3mtTCyN2nixhtvdF8FTd9www3uM0j/cjgcq1evpt6PiYnJzs7+5S9/Kd7/9NNPqZzz58+fPHkyrf0b3/hGV1eXzzJ7FibgGTzFx8d//vnn4191AIKdE6j0Nenv71+5cmWcC038/ve/dy+YjHjfr+7zemzUssWGMlXinJZZs+b+HiNuu+02OsGicHXp0qVHH32U4pD7f2n/efzxx90/snjx4u3bt4+4bN26lV56XUtTU9OiRYved6GJAwcOiPdXrFhx5MiR0dHRc+fObdq0adWqVV4/rjSb0mL9XZ3S/GVlZRR1zrqsWbPmZz/7mfpylOZXJ+sCn02qcX5/G4dPyystRGnjVyqkv/P71fLB4JlgiYkvvvji448//uEPf5ibm6vycX/L/9FHH82ZM4cW+8477/zpT3+iRPbll1++4447vBZG9iZNUKr061//WvrXSy+9RO94JlgnT56k7HDPnj0ffPAB5S6/+93vvvnNb4p/0bq+853v0Az/9V//df78+eeff/7WW29VL7PXwgQ8Q8AfCbsES72vBwYGpk+fvnfv3iGXp556il7Sm+oFC6D7ZIvSssUiwQqNMKs5HUoeeuihmS40IZ0VURfS5puSkkJnpeLlj370oxkzZtDp3fe+9z3aUqXZrv7fUwfPVVAEio2NlV7SnjNv3jyn0+k+M81A0UVMX7x40X1+dxT1KaSJaZpYsmSJ5zy0nClTpvisuPtsSov1d3VK80+bNo1isJimyO01/LgvR8v8nmSN77NJNc4/nsbxynotf1V5q3Pf+LVUSsv8Glt+bGzskUceSUtLozNvyhvEmyr7+/79+ym22Wy2nJyc/v5+8T6d63/1q1+lN+lfIq547uyyDenTTz+dPHkyTVRUVLhnqAcPHqR31Mvv9QCyYcMGyvi91lHpI+5le+GFF9xXQbX75S9/6Vn4e++9d9euXV5XQdWhSikVwH2lKgfJqwqNr37w9Pcjnsdtr92qtBm4O3HiBKWYVJf4+Ph77rlneHhYS3XUV0obAC2Q5qeGCqCv165dK7uuvGPHjtLSUlnBZDR2nzvPk0/1Pc7rTuHeET4bk05O/vZv/zY9PX3q1Kn333//Z599Jt733Is916UliC9duvS5556TCkxnEcnJyf42ixmEWYJFnZefn3/Ghc6kaXsV71PffOMb36DzUeklzfaRC03U1dVJ78smZGhDeeKJJ9wvKd15550///nPZR8pLi6mVVN/03l8bW0tvfS6NNo6pU2TzkVom/Ocp729PS8vz2fF3WdTWqy/q1Oan8I2vRTTFL99LkfL/J5kXeCzSTXOP57G8cp6LX9VYauTbfw+K6Vxfo0tT+kCFenUqVN/+MMfqqqqxJsq+3tRUdHg4CCV4dFHH5VCCB2F29ra6JBNR+SNGzdKM7uvyD1IDA0NbdmyRVwhoAxj2bJlzz//PE23trbS9OXLl9XL7/UwQmWg+OS1jkofcT8uUanmz5//7//+7/TSbrfTNL3jeeCi4KR0Z8LKlSvXrFnzb//2b3/605+UinFVw0FSpfGVlunvRzyP2167VWmx7m666aZXX32VqkzHhMrKyvLycu3V8bpSOqpQS37scvvttwfQ19RHtD27v0MvZ82apd4mGrvPnWxRWvY4z53CvSN8NubevXu//vWvv//++7S3Usr4gx/8QLzvdS+WrUtLEO/s7Lzhhhtoyxf/on25vr5eY2uYSpglWF/60pfefvttMU2nGvPmzRPT1DenT5+WZqOX0mxvvfWW+2yyCXciy6ZTOukq7iuvvHLLLbeI77DdPyKuDIv5aULaLmUiIyPFMZrQRFRUlGyG3t7euXPnquyiXmdTWqy/q1Oaf926dXTudc6FTpSjo6PVl+Nzfq9kXeCzSTXOH3DjeGXJlve61Xlu/OqV0j6/xpbPyMiQLh5IVPZ3yo3E9B//+EdxCYqkpqY+/fTTH374oayoniWX0Ck4HSLEv86ePUstU1NTQ3+le8v83XKoF9xDo+elAs+PyP7705/+9O67777q+rbomWee8ZxBrMXpdHotwMWLFymGfeUrX7HZbNSA1dXVXk/9fR4kVRpfqe7+fsTzuO21W5UWq4RaICUlRXt1lFbqcDjENH3QaxXU+5o2FVkf0czSThrhQSq8lu5zJyubli3Wc6dw7wh3XhszMzPz3XffFdO0p9ARWEx73Ytl69IYxL/2ta+JSxsnT56kAlDXeC2eyYVZgkXbnLTJ0gS9FNPUN+638tFLpdlkEzK0Me3cuXPp0qXi5YIFC1577TXPj1ACvnXrVukGIHopzeO+q6ifSdDpaVpa2rFjx9yL7f5xpdkCu1SgfTmffPIJRWsKPHQGtnv3bumUS2k56vMrkVVTqUn9nV/HK1iWbHnPhUhkG7/PFtM4v9L7sq3dfdeWqOzv7rNJL994442ioqJp06bNnz9f+pZEaWZRnu3bt7vfc0nn0zSD9B2llnaQoV7wPGWSVjpx4kTZN1xUL4qI7rPRDMnJyb/4xS/or/Qtm2w5KlewJHRIpMzpvvvu83qXp8+DpMbGd+fvRzyP27L/qi/WXU9PD/Uj7Qtio5KyCn+r4z6/1FOyW0Qk6n1Npx8BXMGSeHaf1wDhuajArmC5d4TPxqQ01D01lDZgr3uxbF0ag3h7e/tf/MVf/PnPf/72t79NZ02eVQgLYZZgaTxDcj85ownP2cQ3zV5R2JBuT1E6yaDNa5z3YLW2ts6ePfv48ePq9fU6WwA3u/i1HHc/+clPKIRrL7ZsfhWyLvPZpBrn1+seLEu2vM+FuG/8WgqpZX6NLU8pkV9XsNxnk72kw3RHR4cUyWQ7u2xm2oqkixZvvvkmnSu/+OKL1113nXRlzt8thyJiTU2N7E1ppTfccMPvfvc79391d3enp6fLZnviiSeio6Olr0U8Eyzq68cff1y9JAKdgVxzzTWe7/s8SCo1vsrBM4ArWFpearmCRW8+++yzdMpBIZn+eraYv9uSlitY6n1NmYHnPVhr1671ul4lSt3ndY2Cli1Wfafw2ZiU+gwODnou1uteLFuXxo6gvXjBggUPP/ww7R3SDYJhJ8wSLDrdlL6+pRS7trZWvO+5k9x+++3i9gKa8LwVYPr06e+88440/7p16+jl5cuXP/zww8rKSqUTPmmatmBatbh8sm3bNqVj7v79+73+mmPv3r1paWnS3qtEaTalxfq7OqX56RBAzUtVe+6551JTU6VLwUrLUZpfnedBQb1JNc7vb+N4ZcmWV1qI0savVEh/59fY8rt3787Ly3vvvffc797Qvr+LiZKSEjp20+GYEixKJcWbsp3d/bMXLlx45JFHcnJyrrpuKaMD+r/+67/S9K9//euvfvWr4tsflfJ7jZGnT5+mVUu/LKPqvPzyy9KclAfTWn7zm99cdLHb7VlZWU8++aTKAq96S7BOnjxJGeRTTz1FLfP5558fO3ZM+hXhrbfe+vzzz589e5b6iMq8adOmlStXel2m+kFSqfFl7elOY38pNaDSS6XFuqPWeOmll6gpaBOipvBsMX+3JZpfugfrjjvuCKCvaX9MSkqiPpJ+RUgvpSteSm2isftU2k3LHqeyU1zV0JgNDQ3UmLQE2td+//vff+tb3xLve92LZevSvpHQCSG92dzcrFJZkwunsl51XVH8/ve/L36AQBPSlUbPnUT8QGbq1KkPPPCA++8UxAQFm4SEBOnlCy+8cNNNN8XExFCUog2acnbPVbuvgo5uBQUF17rQ1i+7DiyhHJwScDFW05YtW6Trn54XxkZHR72u0etsSov1d3VK8x88eJCOGrGxsStWrOjt7fVZHqX5lcgW4rNJ/Zrf38bRUkJrtLzSQpQ2fqVC+ju/xpancEKJckpKCu2zFIrEm9r3dzFBiSadW9tsNkqPXn31VfGmbGd3b4HExMS7775bbDzr168XNzwJVIb7779fvfwRCsf6Dz74YMOGDdQ10dHR06ZNu+eee15//XWpNf7hH/4hOztbbLo08eyzz/pcYIRHhLvq+oEzLZlKRX3xta99TRoH61/+5V/ofWpGaoe5c+d+73vfUzqgqR8klRpf1p7uNPaXUn2VXiot1t3hw4ep6ydOnEhnEU8//bRni/m7LdEM3/3ud6lxqIkee+wxWrLXKqj0NfmP//gPOkxNcaEs7c0333Rfkdcjm8bu87oQ8aaWPc5zp/CrMb/44gt6PzMzc9KkSXTC0N7eLt73uhfL1qV9I6FNev78+WNjY7IqK7WGCYVTWQEAQBfhFaiMRXkS5TpGl8Jgf/7znzX+jEYvd9111y9+8YtQrlF32McAANhBguVTVVXV0NDQ6dOnv/71r//N3/yN0cUxWE9Pj/RrwWD74osvfvrTny5YsEAaqSFMYR+DoPC8AG7CA3pYFNJflqwU6A5bhU8NDQ0pKSkzZsz4zne+E6bDBOgoLi5u3759oVkXbZzp6emU0oVmdcGDfQwAAABAZ0iwAAAAAHSGBAsAAABAZ0iwAAAAAHSGBAsAAABAZ0iwAAAAAHTGJcHy+tt1AAAACDGjM4IQYVNPNj0KAABgWnzCMZt6sulRAAAA0+ITjtnUk02PAgAAmBafcMymnmx6FAAAwLT4hGM29WTTowAAAKbFJxyzqSebHgUAADAtPuGYTT3Z9CgAAIQpp9NpdBGCjk84Nks9jx49unz5cpvNlpycvHHjxgsXLoj3r1y5snnz5oSEhKlTp9bU1NDLwJbPp0cBACAcHTlyJC4uLjMz09ppFp9wbJZ6rlixgrat0dHRc+fObdq0adWqVeL9pqamRYsWve9CEwcOHAhs+Xx6FAAAwtG8efPEOJx2u93osgQRn3BsxnpeunRpypQpYnrx4sWUeIlpmliyZElgy+TTowAAEHZaWlpEdjV79myjyxJcfMKxGevZ3t6el5cnpuPj44eHh8X0+fPnExISAlsmnx4FAIDwQmEuKSlJJFjR0dGjo6NGlyiI+IRj09Wzt7d37ty5J06cEC8jIyMvX74spmkiKipK5bN4+BEAAISdkpISClL5+fm5ubk00dbWZnSJgohPODZXPe12e1pa2rFjx6R3cAULAAAsrKOjgyJUXFzc4ODgrl27aLq8vNzoQgURn3Bsonq2trbOnj37+PHj7m/iHiwAALCqkZGRlJQUilANDQ30sqenh6bpHaPLFUR8wrFZ6rl37960tDSHwyF7f//+/Uq/IvSrk/j0KAAAhIvKykoKTzk5OWNjY+KdWbNm0Tv9/f3GFix4+IRjs9TT85YpcZfflStXHn744QSXLVu2uI+DhQQLAADCl91uF3e1u19cKCsrozfr6+sNLFhQ8QnHbOrJpkcBAMD8nE5nZmYmxaa6ujr391tbW+lN6af01sMnHLOpJ5seBQAA86uurqbAlJWVJX05KIyMjES7WHWwBj7hmE092fQoAACYXF9fn8iiuru7Pf9r7cEa+IRjNvVk06MAAGBmY2NjCxcupKhUXV3tdQZrD9bAJxyzqSebHgUAADOrr6+nkJSenq70JaC1B2vgE47Z1JNNjwIAgGk5HA6bzebzic4WHqyBTzhmU082PQoAAKYl7q8qKytTn83CgzXwCcds6smmRwEAIPScTqfP3/09/fTT4ru/kZER9TktPFgDn3Bs5XriYc8AABACQ0NDiYmJEydOLC8vr1OQm5s7YcIEjT8PtPBgDXzCMZt6sulRAAAIJafTuWHDBs/nkXgVFxencbFWHayBTzhmU082PQoAACHT0dGRkZEhkqfU1NTNmzcrXcEqLCy87rrrmpubNS7ZqoM18AnHbOrJpkcBACAEHA5HQUGBSK0yMzO7urr0Xb5VB2vgE47Z1JNNjwIAQFCNjIxUV1dHR0dTZElISGhoaJA97kYvlhysgU84ZlNPNj0KAADB09zcLPIeSrDKy8uHh4eDty5LDtbAJxyzqSebHgUAgGDo7u7Ozs4W3wnm5ub29PQEe42WHKyBTzhmU082PQoAAPp644035s6dK1KrlJSUlpaW0KzXkoM18AnHbOrJpkcBAEBfqampIrv6wQ9+EOJcx3qDNfAJxyaqp9cRQd97773CwsIEF5qglwEvXI8yAgAAL11dXSI2paWlBelmdhXWG6yBTzg2XT1lTb948eLt27ePuGzdupVe6rJYAAAAnyijysrKogiyZcuW0GdXV604WAOfcGy6esqaPjY29tKlS2L64sWL9FKXxQIAAPjU1NRE4SMjI8PpdBpVBosN1sAnHJuunrKmLy4u3rFjx6effjoyMlJbW0svdVksAACAOoo7CQkJFD7a29sNLIbFBmvgE45NV09Z03/00Udz5swR33/TxMcff6z+WRVBLjgAAFhKZWUlxY78/Hxji2GxwRr4hGPT1VPW9LRlb926VboHK+ANnU+PAgDA+PX394shEgz/bs5igzXwCcemq6es6SdPnox7sAAAIMTofJ4CR2VlpdEF+W9WGqyBTzg2XT09f0VYW1srrmBt27ZtyZIlSnP6tVgAAAAl7e3t4jmDFHqMLst/s9JgDXzCsYnq6fWWqZMnTxYUFFzrsnLlylOnTrnP79fCdS4uAABYkdPpzMjIoKjR1NRkdFn+h5UGa+ATjtnUk02PAgDAeNTX11PIyMrKMmTgKyWWGayBTzhmU082PQoAAAEbGhqKi4ujkNHV1WV0Wf4PywzWwCccs6knmx4FAICAiTwm4DEXg8cygzXwCcds6smmRwEAIDDd3d0ULGw228DAgNFlkbPMYA18wjGberLpUQAACExOTg4Fi9raWqML4p01BmvgE47Z1JNNjwIAQABaWlooUsyaNcu0l4isMVgDn3DMpp5sehQAAPxFSZX4mR6lWUaXRZE1BmvgE47Z1JNNjwIAgL9qamooTOTk5BhdEB+uueYaKufhw4eNLkjg+IRjK9cTD3sGAACffvSjH0VFRVGY6O7uNrosahwOhwhnt9xyi9FlCRyfcMymnmx6FAAA/DJhwgSKEWlpaUYXxAen0zl79mwq6vTp040uS+D4hGM29WTTowAAoJ147CDZvn270WXxbWxsLDU1lUrb2dlpdFkCxCccs6knmx4FAACNnE5neno6BYhdu3YZXRatxJN8TDgUqkZ8wjGberLpUQAA0Ejc256dnW2qxw6qO3PmTHR0tM1mGx4eNrosgeATjtnUk02PAgCAFg6HQ4yNbvJ72z0VFhZSUNuzZ4/RBQkEn3DMpp5sehQAALTIy8uj0FBRUWF0QfzW0dFBJc/MzDS6IIHgE47Z1JNNjwIAgE9i3PakpKSRkRGjy+K3sbGxlJQUKr/dbje6LH7jE47Z1JNNjwIAgDpKqsw/brs6cfdYWVmZ0QXxG59wbKJ6Ko0I+uabb95+++1TpkyZPXv2wYMHA174uAsIAABWUFFRQUEhNzfX6IIEbnBwkKpgs9nC7gocn3BsunrKmv7EiROpqal0kvGHP/zhgw8++Pa3v63LYgEAgKfu7m5xb7vD4TC6LONSUFBAoa2xsdHogviHTzg2XT1lTU8ZlS5bD58eBQAAJWNjY9nZ2RQRampqjC7LeLW2tlJFFi5caHRB/MMnHJuunrKmnzlz5iOPPJKcnJyYmLh+/fqAr4Xy6VEAAFBCZ+wUDtLT00dHR40uy3g5nc6kpCSqTk9Pj9Fl8QOfcGy6esqaPioqqrS09JxLSUmJ+g19EaqCXHAAADC1oaGhhIQECgft7e1Gl0Uf1dXVYTfSBJ9wbLp6ypo+Pj7+/PnzYppyLMrWdVksAABwQ6frFAsKCwuNLohuHA4H1SguLi6MLsjxCcemq6es6XNzcymvEtNnz55FggUAAAHo6uoSP7sbHBw0uix6oihJ9Tp06JDRBdGKTzg2XT1lTX/w4MG1a9dKXxHef//9SnP6tVgAAOBjbGwsMzMzvB7qrBGlVlSvnJwcowuiFZ9wbKJ6Kt0ytWPHjqSkpKlTp65bt879JnckWAAAoAXlVeLZMmH0UGeNnE6nuLGsv7/f6LJowiccs6knmx4FAAAJ5R8//OEPo6OjKQp0dXUZXZygqKyspNpVVVUZXRBN+IRjNvVk06MAACD5u7/7O/GtyK233mp0WYKlp6dHPFeRskmjy+Ibn3DMpp5sehQAACTLli2j4/+ECRN++9vfGl2WIBKjp7a2thpdEN/4hGM29WTTowAAIIgnIsfHx9vtdqPLElxNTU1U07y8PKML4hufcMymnmx6FAAASHNzMx35o6OjLZ9dkdHRUZvNRvU1/yAUfMIxm3qy6VEAAOjq6hI3tofRAFHjVFZWFhbPWOQTjtnUk02PAgAw53A44uLi6LBfW1trdFlCp7u7m6o8a9Yskw9FwSccW7meeBYhAAA3Q0ND6enpdMwvKSkxuiyhlpWVZf4nLfIJx2zqyaZHAQDYGh0dzcnJoQN+bm5uWIxZoK89e/aY/2GLfMIxm3qy6VEAALaKi4vpaJ+RkTE0NGR0WQwwPDwcExMzYcKEuro6o8uiiE84ZlNPNj0KAMCTGJQhISHB4XAYXRbDJCYminG//umf/snosnjHJxyzqSebHgUAYIjVoAwqHnvsMcquxJ3HlZWVo6OjRpdIjk84ZlNPNj0KAMANw0EZVFBStWfPHjEsVnp6utkyTj7hmE092fQoAAArPAdl8ImaRdzvb7ZLWXzCsf71dDqdtJXPmzeP0mf6u2PHjs8//1z3tfiLT48CAPDx5JNPRkVF8RyUwaexsTETXsriE471r+f3v//95cuX9/f3U6ZFf2+77baHHnpI97X4i0+PAgDwce2119LhnXIshoMyaGS2S1l8wrH+9Zw5c+aZM2eklzRN72gqivKIoMPDw6mpqePpFT49CgDARHt7Ox3bIyMjt27danRZTM1Ul7L4hGMTJVj/UyBvTf/ggw8+/vjjSLAAAEBwOp1ixPbGxkajyxIe3C9l3XHHHUZd8+MTjoPyFWF+fv7bb79NnUd/adqvrwg9m/6dd96ZN28eLQ0JFgAACGLUq+zsbJM/es9UqK1KS0tFjrV69WpDysAnHAflJvft27d/6Utfstls9PeRRx7x6yZ3z6a/8847f/7zn3v913gWCwAAYcrhcES7dHd3G12WMNPR0SESrJiYmMHBwdAXgE84Nl09ZU3/yiuv3HLLLVeuXPH8l9fPqghioQEAIITy8vLoqF5RUWF0QcKS3W5ftWoVNWBpaWno184nHJuunrKmX7BgwWuvveb1X+NZLAAAhKmWlhY6pCclJY2MjBhdlnA1ODgo7nnv6+sL8ar5hGP969nf379kyZLJkycHdvVINrNeF6L49CgAgIVRUjVr1iw6pFOaZXRZwpu4iS0vLy/E6+UTjvWvZ05OzqOPPvrHP/4xsI+rNL1n7qXLYgEAIFxUVFTQ8Tw3N9fogoQ9SlUTEhKoMTs6OkK5Xj7hWP962my2zz77LJCi+LpShQQLAICz7u5ucW+7w+EwuixW0NDQQMExKysrlL/E5BOO9a/nnDlzDPlhgjo+PQoAYEmUBGRnZ9PBvKamxuiyWAQ1aUZGBjVpc3NzyFbKJxzrX899+/YVFRUNDQ3pvuTx4NOjAACW1NjYGOEaiNzwh71YSWtrK7XqrFmzQjbuKJ9wrE891cdHMENrmqEMAAAQGDppFzcMtbe3G10WqxHDu9fV1YVmdXzCMZt6sulRAADrEeOPFxYWGl0QC7Lb7dS2cXFxofnqiU841r+eEyZM0H2Z48enRwEALKarq4uO4TabzYQ3+FpDUVFRyAZu5ROO9a/ndddd95//+Z+6L3ac+PQoAICVjI2NZWZm0jF8165dRpfFsgYGBkL280w+4Vj/ej711FOrV68+ffq0eL6NSfDpUQAAK6G8ig7glGPhoc5BJQYYKyoqCvaK+IRj/euJm9wBAEAXO3bsiIqKogN4V1eX0WWxuKGhobi4OGpqu90e1BXxCcdWrqfZkjwAANCuv79fHL1vvPFGo8vCQl1dHbV2dnZ2UNfCJxyzqSebHgUAsIbdu3eLBOvv//7vjS4LC06nUzznsbW1NXhr4ROO2dSTTY8CAFhAX1+fzWajQ/fBgweNLgsjzc3N1OYZGRnBG3eUTzhmU082PQoAEO4oumdlZdFxu7Ky0uiy8DI2NiZavqGhIUir4BOO2dSTTY8CAIS7qqoq8ctBPBUn9Do6OqjxIyMjn3322WAsn084ZlNPNj0KABDWOjs76YgdHR3d19dndFmYEre+paWlBWnhwVisCbGpJ5seBQAIX8PDwykpKXTErq+vN7osfBUXF1MXTJw4MRgPz+ETjtnUk02PAgCEL/HMlry8PAwraizREVVVVbovmU84ZlNPNj0KABCmxE/YEhIS8MxBwzkcDvHwnIGBAX2XzCccm6ieXkcEPXr06PLly202W3Jy8saNGy9cuBDwwvUoIwAABAUFcjGSeFAHYQLtysrKqDvor76L5ROOTVdPWdOvWLHiyJEjo6Oj586d27Rp06pVq3RZLAAAmMfY2FhOTg4dqEtKSowuC/yPID0Bmk84Nl09VZr+0qVLU6ZM0X2xAABgrNraWjpKp6enj4yMGF0W+P/EeBn6PgGaTzg2XT1Vmr69vT0vL0/3xQIAgIG6u7vFlZJgP2YY/DU0NCTG09dxyAw+4dh09VRq+t7e3rlz5544cUL9syqCU14AAAjc6Ohoeno6HaJramqMLgt4Qf1CvZOfn6/XAvmEY9PV02vT02lNWlrasWPH9F0sAAAYS9xJvXDhQozLYE4jIyMJCQnUR3pdX+QTjk1XT8+mb21tnT179vHjx/VdLAAAGOupp56ig3NcXJy+t1GDvurq6sTgZLosjU84Nl09ZU2/d+/etLQ0r/ueX53Ep0cBAMLCj3/8Y3H/Bk0YXRZQMzo6OmvWLOqp9vb28S+NTzg2UT293jLleSuV9OxPJFgAAOFrwYIF4qje399vdFnAh4aGBvFN7vgXxSccs6knmx4FADC/M2fOREdHR0ZG4pmDYcHpdIpnRI5/GFg+4ZhNPdn0KACA+YkBljCsaBg5dOgQdVlGRsY4f47AJxyzqSebHgUAMDnph2k6jq4EwUZ5FWVX1GuUaY1nOXzCMZt6sulRAACTq6+v13doJQiN1tZW6riUlBSn0xnwQviEYzb1ZNOjAABmRrFZ/CSts7PT6LKA3xYuXEh919DQEPAS+IRjNvVk06MAAGYmbuXR5fdoEHrt7e3UfZQiB/zUSD7hmE092fQoAICZZWZm0gG5paXF6IJAgPLy8qgH6+rqAvs4n3Bs5XriWYQQXsbGxh588MHJkyfn5+fXKdi2bdtdd921d+/eYJfkySefLC8vP3PmTFBXBNyI6x/p6el4ME74stvt1ImRkZH33ntvAB/nE47Z1JNNj0LYGRwcbGpqKi4uFr+r0mj+/Pm7du0aGBjQvTxOp7O0tFSsZeLEiRUVFcFYC/AkLn6M5w4eMIMZM2aIQ0Rvb6+/n+UTjtnUk02PgplRpvLaa69ddT16gk7lKXcRP3uWTJ8+/ZprrrnzzjuVrmCtXr1almktXLhQx0yro6NDViShqKhIlBwgYN3d3bQt0YmE9EAOCFMHDhyIjo6m3szMzBwaGvLrs3zCMZt6sulRMK1Tp06JZOX6668XxyaB4k1xcXFTU9Pg4KCW5VCUevfddyk/Ky0tjYuL0yvTcjgcBQUFYlF00Gxubu7r66OlURZos9nE+zk5ObRefLkDgaE0nbai2tpaowsCOqC8StxOl5KS4tezuvmEYzb1ZNOjYCqUi1A+VF9fT7nL5MmTpWSIEqzc3Ny6ujr673jyFafT6ZlpzZ8//6677vrtb3+rcSEjIyPV1dUi56Nsr6GhQVYkOpJSUZOSksTyMzIyGhsbnS4Blxy4oWSdtjFK1v294AGmRYcOOo5FuH5USIcyjZ/iE47Z1JNNj4Lh3JMq97wnwnVv79KlS1tbW3X/ikTKtKZMmSKtjo569M6hQ4dUQlpzc7MYlIiCX3l5+fDwsMoqKK+SvkCcNGlSZGTk7t279a0IWFVFRQVtNrSNGV0Q0BMdygoLC6ln6Vhnt9u1fIRPOGZTTzY9CkY5ffr0+vXrly1bJkuqFi5cWFVVRdlPwMPG+OXs2bMxMTG03muuuca9GFlZWdXV1Z2dndJlJ8oCs7OzxX/pNLSnp0fL8il9pLrk5OSIDyYmJuIbQ/CJUnzxRTN+MGE9dAQoKSkRJ2ltbW0+5+cTjtnUk02PQuhR5lRbW+t+W1WIkyoZh8NBq6ZEiiYaGhpkF9Iozv3lX/5lWlqaeJmSkhLYiESVlZWiyjU1NbpXASymrq4uwvVTCaMLAsEint5Nx4TGxkb1OfmEYzb1ZNOjEEp06kYZjHRzEomJiTl16pTR5ZKjZMtut1MmJF2yEuid8XxZScsUOVZzc7OOpYVgoG11cHCwp6enq6uLkuMVK1a88cYboVk1bX5iCBL8ENXaxCMmya5du1Rm4xOOTVRP6aDv/uaVK1c2b95MO+fUqVMpGNDLgBeuRxkB/r/W1lbphqS8vLx//ud/plM384eQ4eFhMdaDLs8qodRKnLZqvP0Cgo2ymYqKio0bN5aVlRUWFubm5qanp8u+thZiY2Pb29tDUCQ6CRFfQ4dgXWCspqYmcdJVVVWlNA+fcGy6esqannpr0aJF77vQxIEDB3RZLMB4UDIhXQrKzMwMTZTS1+DgoF73TtGZT4Tr54d+/VQbgoSOk565lECZFmXVt956q3u+VVxcHNTx+mkzE+ch4bibQADa2tpEjkWblteDDJ9wbLp6ypp+8eLFR44cEdM0sWTJEl0WC+Cv4eHhjo6O48ePi5/MRLh+o9fc3IxbvKkFxPhGlGuq/AgRQqClpUXKnLZt20Y5DZ0MUDItuxfQ6XTSltzY2CgyLUqO6VQ2SEVqbW2NcA3tEaTlgwm99tprYtNKS0s7ffq07L98wrHp6ilr+vj4eOmQff78eToQ6LJYMIne3t4NGzZ0dXUZXRDfxFgGkZGRIiDV1dVhFCjJ6OjowoULxVelyDiNQodKcTtgeXm5xstFZ86ckU4YcnNzg3ENUmwYuEuPm3379ontas6cObIbPfmEY9PVU9b0FM8uX74spmkiKipK/bMqglho8J/45d2ECROkq0E+R2wySl9fn/gRMqECV1ZWmrCQhqM2ETloWVmZ0WVhSmyl+fn5/n6wra1N9J3NZqMzBx1TZPFUYFo4zka4oQNCbGyslLu751h8wrHp6okrWJbn9Zd37qmw54hNXhci/SSKIsq8efN2795NR3M6Bff8lopmpqUFMGJCR0eHeDYtoeR+0aJF5r+H3UDUHeJ7gfr6eqPLwg5tqxGuwR41PnBJhvaO8vJysalnZmZ2d3fTrjT+rEg8fEn9N2VgVbRR0TFZ5O7uORafcGy6euIeLGuT/fLuV7/6VXNzM53rKI3YtHTp0q985SvLli3z+ZMoGZotOzubFkgfXLBgAb2Tmpqq8coTxZVDhw5RnicWRWk9JXy4aqVFe3u7aDTc0RxKFMlSUlKo2WknGs9yKByKp8sJycnJdALT19fnV9JGe0p/fz8t6r777qOFTJ482ZDR4MAk6Nguy7H4hGPT1VPW9Pv371f6FaFfncSnR01L4y/vlEZs8ppCiZ9EzZw5MyYmhpIwytgoexMj7iih/+bk5FRUVFAo6uzslKVNFAnq6+vF4SDCNQgnzYbw4BcxFg4lwRqHhofxq6ysjHA9inv83+7RDuj+3b1s36GdjvayoqKidevW0R5KJyEPPfQQncPk5+fTziiSPJnp06frUkcIX7Ici084NlE9ZbulePPKlSsPP/xwgsuWLVvcx8FCghUu6HQ2sF/eDQ8PU6dHRkbGxsbu27dP6SdRV11Rwf2l+AKxu7u7o6Pj0KFDVVVVt9xyCyXo7t9LuocN+u/ixYuXLFkiXRujaNHS0oL7tQNDEVf0NS77hYC4zyk6OlrHW9QPHz584403ipMWyqK8Zk5KaC+jMyj6IGVj9LK6ulqvUkH4knIsOszyCcds6smmR82DspMHHnjg+uuvF2OiBPzLOwrSOt4hS0kbBaTGxkY66acY4JlyFRQUhMWvGs2Mul7cu5aamvrqq68aXRwro11DfKlHO1ew10X7zsDAAO0+bW1tP/7xj+lsxGaz0T5O5zCdnZ09PT2e3yQiwwYJ5VjTpk1zv4BieWzqqaFHx/PMEHBH8bWjo0P6ji8yMtLMv7yjsPH000+Lov7jP/6j0cWxCGrVxMTECNfvLoM6jiVz1dXVEa7fhYT+aiutEb8NBL9s3rwZCZYFRbhu2aHerVNA/6U8oKqqCiMljge1Xn19vfhqQATXqKioZ5991uhy+UZnV3R2bnQpLOWBBx4Qm8Fdd92FL1uDoa+vL9qlu7vb6LIA+Ean2fn5+UiwrEb7DQQRrntHCgsL6dSwtbW1v78fsUELOsSXlpbabDbRhhkZGXv27Pnoo4+QsLLldDppGxBj4ag8mAwCQ8clMYYnbnKC8IIEy2qoR7/85S9v27ZN6QpWQUFBWlraggULPIcAoKSBDmSUctF/161bZ7fblX63PDo6yiqfGBgYGBkZaW5ulr4NpJNpaqjOzk6jiwZmIT00o7a21uiyWIr4tWZ6ejrubYDwggTLavzqUcob2tvbKesqKiqSBm3yyv13y3/1V39FqRhlGBs2bFBK4yoqKiiTe/3114NX09AYGhrauHFjxP8+OibC9dOhmpqawAY5BGuTHv46zlGaQOJwOMTVYjrfM7osAP5BgmU14+lROkHs7u5es2YNJROURgTwu2UZWg5lWmF0x4/T6ezr6xPjHeTn58t+eXfzzTe3tLTgdldQIT2EuLW11eiyWEFubm4EnkoE4QkJltXo0qOeX/+5/275mWeeoaNedna2yq30s2fPdk9NioqKTPvolZdeeukeF8omxeUH2aW7nJycBQsW7Ny50+iSQnhoaGiIcH2JjEHex6mxsTHCNQouhsCFcIQEywpkOYHRxflvo6OjHR0db731VkVFhXQ/OGUqFHJMcis9pYwUCD1HUac0q7i4uL6+nsqPX91DYGpqaiJcg7yb9rzC/Pbt2xcVFUXNSCd1RpcFIBAmCcchwKae5uvRoaGhuro66eu2jIwMOjEVD4oJ/Z1MtN7W1tbCwkLpYpW4uWrp0qU9PT34+g/0Ih7qQjlWf3+/0WUJP83NzSK7mjhxotFlAQiQCcNxkLCpp1l7lHIXyqukW+nF763oGBrsYTmlC2aUz5WXl0u/naQEq6ioiE6OT506RSkXUivQF214xcXFEa7BUHR8tIvlUVuJwfEjXMPL4e4rCF+mDce6Y1NPc/coRZ329vacnBzpK7nMzMxdu3YF6Ub4t956a8aMGQkJCcnJydIaae2U6rEaZgIMQVu7GGyQzitMO76/eVBz0aFA3FGQlJREpz0YlwHCmsnDsY7Y1DNMevSVV165+eabpduzIlxPHdYl06LDdHd3d319fUFBwaRJk6Tlp6en19bWhtFPGsECKEUQv4OjEwncqa2C9tmsrCyxq5aVlaGtwALCJRyPH5t6hlWPOp3O9vb20tJS91FPA8i03JMq2QCq8fHx8+fPP3r0aPBqAaBieHhYPKV4+vTpvb29RhdnvIaGhg4ePFhSUqLyI+IHH3zw+uuvv+eee7Rct6MctLKyUtwTmZGRgfGuwDLCKxyPB5t6hmePes20Zs+e/eUvf7mqqkrpOH7nnXfGxMSkpaXJkipK0ehTtECcB4MZ/OpXv5Lu/LPSyHBaiIFOqNYNDQ2dnZ1SyjU4OEi5VEdHhxhpj1qmpqYGt0KClYRpOA4Am3qGeY9KmZZ4spt2SKrAtGibnD59uvhZnGDmkeEee+yxb37zm9/61reURoYT3+xff/31Smc+995778SJE6dMmTJt2jSvKdfNN98sPRohwnVbJKVxRtcbQGfhHo61Y1NPq/QoxSQ6OtNRePXq1UrH8TVr1syYMeP+++9HUgUmNzY2RlvpwMCAaUeGoxSntrbW/ecggufIcIODg01NTeo/E5HuT6fZ7HZ7Y2NjZWVlXl6e7BpYTExMQ0ODSVoAQF+WCcc+mb2e7733XmFhYYILTdDLwJZjpR51Op0Y6hOsR2lkOEMKI/Iqz0eR/vVf/3WQRoYTKdd3v/vdgoKCt99+W/flA5iElcKxOrPXc/Hixdu3bx9x2bp1K70MbDl8ehQgrMlGhrv22mtvuumml19+OdjrHRwcHBsb88yrKOErLy/v6uo6fvx4d3d3sIsBYHl8wrHZ6xkbG3vp0iUxffHiRXoZ2HL49CiABchGhouJiQnqCG2bN2+mtbgPXyLlVfieDkBffMKx2etZXFy8Y8eOTz/9dGRkhM4s6WVgy+HTowBWsmLFCpHxZGZmBmlU0sHBwSlTpoi1TJs2DXkVQFDxCcdmr+dHH300Z84cceyjiY8//lhlZs8f5rgLWZkBQEevv/66GGwzGE/XoQXSYkVqtXXrVuRVAMHGJxybvZ75+fl01JPuwaKXgS2HT48CWI808ntSUpKO4zjQosRYcXl5eXj+DEBo8AnHZq/n5MmTcQ8WADidTvGUaEqJOjo6xr/AtrY2kV3RYnHhCiBk+IRjs9dz8eLFtbW14grWtm3blixZIv3Lr07i06MAVkVpUEVFRYRrfPOWlpbxLKq5uVkMFlpVVYXsCiCU+IRjs9fz5MmTBQUF17qsXLny1KlT0r+QYAEwRGdc4q7KhoaGwJZQX18vlrBr1y59ywYAPvEJx2zqyaZHASyPUivp+pO/n6WPiGtgTU1NwSgbAKjjE47Z1JNNjwJw0NbWJnKs0tJSjeOqj42Nibu4bDYbfTzYJQQAr/iEYzb1ZNOjAEzY7XZxl/qkSZOSk5Nffvnlvr6+wcFBrzOPjo7m5+eLe+RN+zxpAA74hGM29WTTowB89PT0iBxLJiEhIT09PS8vr6ioqKys7O677542bZoYSau/v9/oUgOwxiccs6knmx4FYOU3v/lNWloapVPLli3LyspKSUlRGmo4Pj5+YGDA6PICcMcnHLOpJ5seBYDh4WHKpex2e1tb2zPPPJOYmEhHgMcee8zocgEAo3DMpp5sehQAZMbGxpTuzQKAEOMTjtnUk02PAgAAmBafcGzleuJhzwAAAKbCJxyzqSebHgUAADAtPuGYTT3Z9CgAAIBp8QnHbOrJpkcBAABMi084ZlNPNj0KAABgWnzCMZt6AgAAgAkYnRGECJd6BkNothKshfNaQrYirAVrscyKsBbOazEVdhXWkZU2SqzFnGsJ2YqwFqzFMivCWjivxVTYVVhHVtoosRZzriVkK8JasBbLrAhr4bwWU2FXYR1ZaaPEWsy5lpCtCGvBWiyzIqyF81pMhV2FwSuGm364QNeYE/rFtNA15sSwX9hVGLxiuOmHC3SNOaFfTAtdY04M+4VdhcErhpt+uEDXmBP6xbTQNebEsF/YVRi8Yrjphwt0jTmhX0wLXWNODPuFXYXBK4abfrhA15gT+sW00DXmxLBf2FUYAAAAINiQYAEAAADoDAkWAAAAgM6QYAEAAADoDAkWAAAAgM6QYAEAAADoDAkWAAAAgM6QYFlTxP9yf3NkZGT9+vWJiYlJSUk7d+70+sErV65s3rw5ISFh6tSpNTU19FL9ffDL0aNHly9fbrPZkpOTN27ceOHCBfG+luZF1wSPUr9cVdiV3KFfgkqpa1S6TIKuCR6l9j98+PCyZcsmTZpE7993331nz571/CyffkGCZWWyqFBWVlZSUnLWZc2aNT/72c88P9LU1LRo0aL3XWjiwIED6u+DX1asWHHkyJHR0dFz585t2rRp1apV4n0tzYuuCR6lfpGoJFjol6BS6hqfXXYVXRNMSu1/2223vfjii3Qyf+nSpUcffZSSMM/P8ukXJFhWJosK06ZNo51BTFOOlZub6znn4sWLabcR0zSxZMkS9fchYHQAmjJliphWaV50TYi594vEM8FCv4Se167xfB9dE2JK/ULpV2xsrPSSYb8gwbIyzwTr/PnzYpoyrYSEBM854+Pjh4eHxTTNLM2j9D4ErL29PS8vT0yrNC+6JsTc+0WikmChX0LGa9d4vo+uCTGv/fLZZ5898cQT7lcWGfYLEiwrk0WFdevWrV279pzLvffeGx0d7fmRyMjIy5cvi2maiIqKUn8fAtPb2zt37twTJ06Il1qaF10TArJ+kah8RYh+CQ2lrlF6/yq6JiS8tr+4bXHGjBkDAwOeH+HTL0iwrEwWFT755BPKq6ZOnTpz5szdu3fPmjXL8yN8zi0MZLfb09LSjh07Jr2jpXnRNcHm2S8SlQQL/RICSl2j0mVX0TXBp9L+Fy9e3Llz59KlSz3/xadfkGBZmUpU+MlPfkLJluf7fL4dN0pra+vs2bOPHz/u/qaW5kXXBJXXfpGo7Erol2BT6hr1LruKrgkyn+1POZbXe7P49AsSLCuTRYW1a9eeOXNmZGTkueeeS01Nfffddz3n3L9/v9ffcSi9D37Zu3cvnfA5HA7Z+yrNi64JAaV+kajcg4V+CSqlrlHpMnRNCCi1/7p16955553Lly9/+OGHlZWVXu/B4tMvSLCsKeL/Em8ePHiQTjhiY2NXrFjR29srm19MXLly5eGHH05w2bJli/sIJV7fB79EeBgdHb2q2rzomhBQ6hfPf7l/REygX4JKqWvUu0xMoGuCR6n9X3jhhZtuuikmJobO4Tdt2vTJJ5+4f0RM8OkXJFgAAAAAOkOCBQAAAKAzJFgAAAAAOkOCBQAAAKAzJFgW5O8ThZXe1/I4VZWPa3m2tMpaNH4cAADAhJBgWZC/TxRWel/L41RVPq7l2dIqa9H4cQAAABNCgmVxWp4orGV4N6XHeap8XOXZ0lpKG8DHAQAATAIJlsVpeaKwlgcUKD1mVeXjKs+W1lLaAD4OAABgEkiwrEzjE4V9PmJT5XGqKh/X8mxplbX4+3EAAADzQIJlWdqfKKx+BctzObJRrZU+rvRsac9Bsb2uRcujqQEAAMwJCZY1+fVEYZV7sHw+zlP94xKlZ0trXIv6xwEAAMwGCZYF+ftEYaX3fT4BV/3jKs+W1lJajR8HAAAwISRYFuTvE4WV3ld5nKo7pY+rPFtaS2k1fhwAAMCEkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDOkGABAAAA6AwJFgAAAIDO/h+ybhhG466IsQAAAABJRU5ErkJggg==)
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