Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit353-04-20021012_012600_20021012_061100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/12 |
Start Time | | 2002/10/12 01:26 |
End Time | | 2002/10/12 06:09 |
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 | | 17.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit353-04-20021012_012600_20021012_061100-constBx0 |
Minimum Dst Value | | -43 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzoxMjoyNCBFU1QgMjAxONDyNnsAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNTMtMDQtMjAwMjEwMTJfMDEyNjAwXzIwMDIxMDEyXzA2MTEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0xMC0xMlQwMToyNjowMC4wMDBaIiwgIm1heCI6IjIwMDItMTAtMTJUMDY6MDk6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjY1NjM4NjQ5OTUsICJtYXgiOjIuMDA1OTQzNTAwNSwgInRvcCI6NTIsICJib3R0b20iOjI0OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfX2OvkQAAAAEZ0FNQQAAr8g3BYrpAAA5eklEQVR4nO3df1wU950/cIVFVqV0Mav8EBAiJpgHGmPRYiUWDRpMuISmPBKsqKSSyKXkwt2hYlwN9jzDXdUjedBKTrwzjwc2JPGR7CMlSvPgundHL9SQiikXqZIEzSa36tps4qbd1E3w+y6fR+e73d2ZnV1md2b383r+wWN2mfnM5/N5z+znPbOzM5NuAAAAAICiJqldAQAAAIBYgwQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGGxn2BNmhT7bQQAUFw4PjzffPPNefPmBSw5HKvGWAARFvsbnNhOhZ0NAEBCOD4ki4uLX3nlFVVWjc/8EKDTJiL2+y7YQ6XXX399xYoViYmJ6enpmzZtunTpkjCbp4DzexkbG9u2bZvBYEhJSWlqaqKXnv+12+1ZWVkSVT158uSqVav0ej2tZfPmzVevXpUuVux9sXI8Gyiz2n7nlyg/qD4JtvAzZ86sWbNm+vTpGRkZR44cCa1z0PNiPSm20mArH1TPh4NXPYXKT548OTU1taqqymq1SiweQv1tNttjjz2Wk5OTkJBAS5WVldEnht/KeL1JE7fddpvnKmh6/vz5njMI/xoeHn7ggQdmzJgxZcqUwsLCl19+mb3/6aefUj3nzZs3depUWvv999/f29sbsM6+lQl5Bl/JyclffPHFxFcdgnDnChKxJkNDQ2vXrk0aRxO/+c1vPCvmd3yRHz6Hw7Fx40baAIxG41NPPeV3nkimSkjLmNjvhWA/I1auXEkHWLS9Xrt2bc+ePTRoSZcjNr+X9vb2xYsXfzCOJg4fPuz5X9ot9+3bJ1HV1atXnzhxwul0Xr58ecuWLffee690sWLvi5Uj1hvS1fadP2D54Sj83LlzlJ52dnZ+8sknFy9eXLduXWid4xdXPS/Wk2IrDbbyQfV8OPgmWGziq6+++vjjj//+7/++uLhYYvFg6//RRx/NmTOHij179uwf/vAHynp/9rOf3X333X4r4/UmTVCq9Nprrwn/evXVV+kd3wTr/PnzlB3u37+fQka5y69+9avvfve77F+0rkceeYRm+OMf/3jlypUXX3zx29/+tnSd/VYm5BlCXiTqEizpWI+MjMycOfPAgQO2cQcPHqSX9KZ0xeSHr6amhg4PLo178MEH/+3f/s13HiRYkRfFvUAfJU888UTqOJoQjoootLT5ZmZm0lEpe/lP//RPs2bNouz+Bz/4AW2pwmw3/vLQwXcVNFxNmzbNc35pnvN7WbZsGY1/bJomli9fLvyLdsi5c+e6XC6ZGyVlctOnT5cuVmJ1fssReNUhYDkSdfZbfjgKpzygra1NfvlyOifgSmOy58V6MuBKZVZeZs+73e5du3ZlZ2cbDAbKG9ibEvv7oUOHaGzT6/VFRUVDQ0PsfTrWv+OOO+hN+hfLhHx3dq9qf/rpp1OnTqWJuro6zyHqyJEj9I50/f32zPe///0dO3b4baPYIp51e+mllzxXQa17+eWXfSv/ve99b+/evX5XQc2hRolVwHOlEh+SN0Q6X/rDM9hFfD+3/YZVbDPwRMcJlGJSW5KTk7/zne/Y7XY5zZFeKW0AVCDNTx0VQqzXr1/vdWJp9+7d1dXVXhXzIjN85KabbqIjKzZNOZbvcYLfjd+zwwN2Gh2E/MM//ENOTk5KSsrDDz/8+eefs/d991bfdckZrO+8884XXnhBqDAdLaSnp8tsvmZFcYJFQS0tLbWOW7lyJW2v7H2K2f3330/Ho8JLmu2jcTTR3NwsvO814YU2oKefflo4E0CzGY1Gyp8KCgqeeeaZL7/8Unp+L7TVCpssHYvQtij865577jl27JhETbyYzeaSkhLpYiVW57ccgVcdApYjUWe/5YejcNppaWOgvZE+HTZu3OhwOKTLl9M5AVcakz0v1pMBVyqz8jJ7ntIFqv977733ySefNDQ0sDcl9veKiorR0VHaAffs2SNkJNSK48eP00c5fVJv3rzZbz09Bw+bzbZ9+3Z2hoAyjBUrVrz44os03dXVRdPXr1+Xrr/fnqE60Ljlt41ii3h+LlGt5s2b9z//8z/00mKx0DS94/vBRVF7//33/a5i7dq1Dz744C9/+cs//OEPYtW4IeNDUqLzxcoMdhHfz22/YRUr1tPChQt/8YtfUJNpeK6vr6+trZXfHL8rNZlM1JMfj1uzZk0IsaYY0fbs+Q69TEtLk+4TmeG7MZ5g0QbJpinT8rtn+W78nh0esNMOHDhw1113ffDBB7RXUmr4d3/3d+x9v3ur17rkDNY9PT3z58+nLZz9i/bZlpYW6VZrXxQnWDfffPO7777LpulQY+7cuWyaYnbhwgVhNnopzPa///u/nrN5TXhi2Tcd0glncRn6vB4YGKAdT9iSpOcXxMXFsc9oQhPx8fFs+o033li6dCm70kJOgnX69Onc3FxhTxYrVux9sXI8GyKn2mLzByw/HIXTgrTDXx5XVVVVU1MjXX7A9cpZaUz2vFhPBlypzMrL7Pm8vDzh5IFAYn+n3IhN//73v2enoEhWVtazzz774YcfStRz0l+iQ3P6iGD/unTpEnVjU1MT/RUurAx2y9HpdJ5Do+8pBN9FvP773HPP3XfffTfGvy3613/9V98Z2FpcLpffCnz22Wc0tt1+++16vZ46sLGx0e8pgYAfkhKdL9b2YBfx/dz2G1axYsVQD2RmZspvjthKh4eH2TQt6LcJ0rGmTcUrRjQzLeI1s9dSMsNHNmzYsH79erbnfu973xNK9uS78Xt2uCe/nZafn//b3/6WTdMeMWfOHDbtd2/1WpfMwXrJkiXsXMP58+epAhQCv9WLIlGcYNE2J2yyNEEv2TTFzOuKYLHZvCa80Eb21FNP3Xnnnb7/omNi30MEr/m9dhWxY98FCxb09fX51sRrcYaOYrOzs0+dOiW8E9qpAt9yPNfr+TK08ygS5YejcCrH8+jNaDRKlx/CGSxOel6sJ6VXKr/yYu97be2eu7ZAYn/3W5Nf//rXFRUVdGQ/b9484Xs9sZlZfXbu3Ol5DSUdZ9MMwneUEvUXk5aWJpFJJyQkeH3DRe2iHM5zNpohPT39pz/9Kf0VvmXzKkfiDJaAPhIpc9q0aZPfU+wBPyRldr6nYBfx/dz2+q90sZ7oGJjiSOky26iEPDjY5njOL0RK7FoO6VjTsXcIZ7AEvuHz2mV+97vfUV5FTaaN4R//8R+Fkv1WRnjp2eEBO43STc8UUNhQ/e6tXuuSOVibzeZbb731yy+/XLduHR0dSfdJVIjiBEvmEZLnwRlN+M7GvoH2i3Imv9eyWK1W2o7lz39D/OoNsWMXX11dXRkZGW+//bacYiUuFvFbjsCrAiFcCSRdfjgKLy4u9rz+QEgLlLoGi5+eF+tJiZUGVXmZPU8pUVBnsCRqQh/f3d3dwnjjtbN7zXzt2jXhpMWZM2foGPqVV16ZPXu2cFo62C2HRsSmpiavN4WVzp8//1e/+pXnv/r7+3Nycrxme/rpp3U6nfB1iW+CRSPrvn37pGvCOByOr33ta77vB/yQFOt8iQ/PEM5gyXkp5wwWvfn8889TzkFDNf317bFgtyU5Z7CkY00Zg+81WOvXr/e7XjFi4fPy4x//mDYJ3/elN/6AnUapz+joqG+xfvdWr3XJ7HDaWxcsWLB161baC4QLAaNaFCdYdLgpfK1LqbfJZGLv++4ka9asYZcX0ITvpQAzZ848e/asMP+GDRvo5fXr1z/88MP6+nrhiKGqqoq2DIo6/ZfW+/jjj0vP7+XQoUMBf38ksZsdOHAgOztb2MkDFiv2vlg5YnUIWG2v+QOWH47Cjxw5IpwepzA9/PDD0uXLiUXAlcZkz4v1pNhKg628zJ6nQ/CSkpL333/f86oO+fs7m6D602c67bCUYFHeyd702tk9l7169equXbuKiopujF9PSR/0//Vf/0XTr7322h133MG+/ZGov9+euXDhAq1a+GUZNednP/uZMCcNhLSW//zP//xsnMViKSgo+Od//meZXS1MnD9/njLIgwcPUs988cUXp06dEn5F+O1vf/vFF1+kXJk+oKjOW7ZsWbt2rd8ypT8kxTrfqz89yYyXWAeKvRQr1hP1xquvvkpdQZsQdYVvjwW7LdH8wjVYd999dwix/u1vf0uHKxQj4VeE9FI44yXWJzLDd2P8InpqC2VgL7zwQlZWlvBdnieJjV9Op7W2tlKnUQm0T/3mN7956KGH2Pt+91avdcnfGOgokd7s6OjwfFNmAqpB0VrvG+NnGinLYT9MoAnhDKTvTsJ+IJOSkvLXf/3Xnr9fYBM0MhkMBuHlSy+9tHDhwilTptBmShs05fKe7ycmJlL2TZuLsDqx+b1Qbk6JuWHc9u3b/d5BR2Iz8j3R5XQ6JYoVe1+sHN9/Bay23/klyg+qT4ItnIYE+sCiEFO+K1yaHWznoOfFelJspcFWXmbP03Dy5JNPZmZmUjVoKGJvyt/f2QSNNHTMrdfrKT36xS9+wd702tk9az5jxoz77ruPfY+zceNGdsETQ3VguaZ0UPy25eLFi9///vdp6NXpdDfddNN3vvOdN998U+iNf//3fy8sLPz6OJp4/vnnAxY4yWfkuzH+S2QqmWpFH0RLliwR7oP1H//xH/Q+dSP1Q25u7g9+8AO/H1CTAn1IinW+V396khkvsfaKvRQr1tPrr79OoU9ISKBDjmeffda3x4LdlmiGRx99lDqHuuiHP/whley3CRKxJu+8805ZWdn0cZSlnTlzxnNFfvcjmeG7MX5oROudNm3a6tWrT58+7Xce340/qE776quv6P38/HwaBOnAwGw2s/f97q1e65K/MdCmO2/ePLfb7fmm2DajfdFabwAAUET0DmCRR3kS5Tpq1yJCvvzyS7/Xy4fPX/3VX/30pz+N5BrDCvsVAADXkGAF1NDQYLPZLly4cNddd/3t3/6t2tWJkIGBAeHXguH21VdfPffccwsWLBDu1BADsF9B2PmeANfgB3pUVDJYMdkoUBy2ioBaW1szMzNnzZr1yCOPxMDtA2RKSkr6yU9+Epl10UaYk5NDKV1kVhcZ2K8AAAAAFIYECwAAAEBhSLAAAAAAFKaVBOvkyZOrVq3S6/Xp6embN2++evWq7zxjY2Pbtm0zGAwpKSlNTU3Sv64HAAAAUItWEqzVq1efOHHC6XRevnx5y5Ytfm/X2d7eLv/+kAAAAABq0UqC5enatWt+HzgT7HMqAAAAAFShxQTLbDaXlJT4vh/CM3oFfn+vDgAAABGmTK6geZpr5+nTp3Nzc30fS07i4uKuX7/OpmlCeNy3ABEFAADQMn6GY22102KxZGdnnzp1yu9/J3gGS4H6AQAAwATwMxxrqJ1dXV0ZGRlvv/222AwTuQaLn4gCAABoFj/DsVbaeeDAgezs7OHhYd9/CcE4dOhQyL8i5CeiAAAAmsXPcKyVdvpeMuV0OoV/sYmxsbGtW7caxm3fvj2o+2DxE1EAAADN4mc45qad3EQUAABAs/gZjrlpJzcRBQAA0Cx+hmNu2slNRCPmnXfe2bRp049//GObzaZ2XQAAIDrwMxxz005uIhoBg4ODVVVVcXFxwgVzBoOhqKiorq6utbW1p6cHKRcAAPjFz3DMTTu5iWhYdXd3l5SUsKSKJVjx8fE33XST728UWMr1zW9+86677vroo4/UrjgAAGgCP8MxN+3kJqLh4HK5jh49WlBQICRPjY2NFy5c6OrqYnfWsNvtFoulra2tvr6eMjCj0eiZbC1ZskTtFgAAgCbwMxxz005uIqoUSqqGhoYcDkdLS0taWhpLlTIzM1tbW+nNgItTyvXSSy8lJCSwBTs7OyNQZwAA0Dh+hmNu2slNRJWSl5dHnTZlyhSWIS1atIiSJLfbHVQhlIodPHiQFk9KShoZGQlTVQEAIFrwMxxz005uIjpxlBWZTCbhC76ysrLe3t6JFFhVVcVStGDzMwAAiDH8DMfctJObiDJWqzWEpSgBam1tFa6gys3Nfe211yZeGafTyc6HNTQ0TLw0AACIXvwMx7HcTq/ftaldnch55JFHqL3f+ta3glqqq6uLpUGkpKSkv79fwSoNDAzodDoqubu7W8FiAQAguvAzHHPTTj4iyu5QNXnyZOHnfhUVFa2trfS+xFIWi6WwsJAtkp+fbzabw1E3qgaVbzQaQzu7BgAAMYCT4fgGEqyY4XmHqvj4+IyMjNmzZ3vdmMo32RoaGiovL2czpKWldXR0hPUyqbKyMnZ6DBdjAQDwKeaHYwE37YzRiPq9Q5VwI3Wa6Orqqqury8/P90y2kpOTac5Zs2axr+1ourm5mYoKd23tdntmZiatkVYX7nUBAIAGxepw7IubdsZcRIO9Q5XfZCs+Pr6+vj6ST7bp7e3Vjevr64vYSgEAQCNibzgWw007YyiiNTU16enp06ZNC/kOVW+99VZWVtbs2bNpInz1FMPuAUEZod1uj/zaAQBARbE0HEvjpp2xEtHXX39dwTtUqYJyweLiYqp/RUWF2nUBAICIipnhOCBu2hkTER0eHmbfCep0uueee07t6oTOarUaDAZqSGtrq9p1AQCAyImN4VgObtoZ/RHt6+tjSUlxcbGcpwFqnNlsprbo9fpjx47hR4UAAJyIgeFYJm7aGeUR7e7uTkpKolZUVlZG4Od+kVFfX8++6ywvL1e7LgAAEAnRPhzLp6F2Brzl+vvvv08jsWEcTdDLoApXoo7q6OrqYvdTqK2tjaWTPZQpJiQksPNYo6OjalcHAADCLqqH46Borp0SXb9s2bKdO3c6xu3YsYNeKlKsxrEboJPGxka166K8l19+ecaMGew2pxaLRe3qAABAeEXvcBwszbVTouunTZt27do1Nv3ZZ5/RS0WK1bKmpiaWXcXwxeBOp5Pd4V2n03V0dKhdHQAACKMoHY5DoLl2SnR9ZWXl7t27P/30U4fDYTKZ6KUixWqT2+2uq6tjaUdnZ6fa1QkvaqyQSlKrY+lrUAAA8BR1w3HINNdOia7/6KOP5syZw4Zhmvj44499l5Uw8br5veM5ZQOjo6MDAwO9vb2bNm166KGHqJ4TXBGVSekj1TkpKSlMj17WIMoj9Xr9pPGHFeIepAAAMQkJlmokur60tHTHjh3CNVj0UpFiZfqXf/kXKiQ1NbWmpqa8vLy4uDgnJ4f9ss/LtGnT9u/fH/Jv/ZxOJ7sPJxXO2/NkKE9lN/qivh0aGlK7OgAAoDAkWKqR6PqpU6eqeA2W8NQ/X5QNLFq0aMmSJV5vHj16NNi1/PznP2c3u6LVDQ8PT7DO0chmsxUVFfF29g4AgBNIsFTj2/XCO8uWLTOZTOwM1pNPPrl8+fKJFBuUzs5OKiEhIaG8vJzSJhr4LRbL6Oio1w0/6Z2hoaGenh7Kt1iaRRNynmZjt9tbW1sLCwuF/Ozll1+eSIWjmsvlqqmpYf3Q3NysdnUAAEAxSLBUIHbJlDB9/vz5srKyr49bu3bte++9F1ThIVeMsh+j0UglyD8j5Xa7aebMzEzWltLS0sHBQd/ZKJPo6uqipI3d5oqdtomPj8/NzY2Zu4mGbP/+/axbFi9e/OKLL6pdHQAAUAASrFgzkYhWVVVNGn+ycrALUpLU0tLCvvIjNTU1wu00LRZLbW2tcAkXZRIVFRXHjx+nRZxOZ8hVjTE9PT1Tp05lXbRnzx78uhAAINohwYo1IUe0u7ubnVgK+VbjDoejoaGB/T5uypQpWVlZM2fOFE7UFRUVtbW14UdzYp566imhrwoLC3m76h8AIMYgwYo1oUWUciP2Nd/E7/M5MjJSXV3teQm8yWSiNydYLA96enp+9KMfCd+3UjdarVa1KwUAAKFAghVrQosoexpxUVGRUl9OlZaWUoEPPvigIqVxxeVyUUrKTgQmJSXt3bsXl6kBAEQdJFixJoSIWiwWdnWUsrdL8Hu3UpBpdHSU3YKV5OXl4T4OAADRBQlWrAk2oi6XKz8/H7cJ0Kbe3t6CggLhF5p83jAMACAaIcGKNcFGtLGxkRahURy/XNMmiktbWxv7hWZcXNytt976zjvvqF0pAAAIAAlWrAkqooODg7px/f394asSTJzdbl+3bh07lZWcnOz3ZmMAAKAdSLBijfyIut1udh/2xsbGsFYJFOFyubKysiZPnswumJv47z0BACB8kGDFGvkRbWlpYbdRwA0/owXlxBcuXGhoaGCnssrKynBfMQAAbUKCFQvEnr0jYXh4mN0IwGKxhLl2oLzu7m72UKO0tDQ5j4AEAIAIQ4IVa2RGtLi4mD3TJtz1gTCxWq3sZmOkqakJv1EAANAUJFixJmBEaSRmT2XJzMx0OByRqRWEA4WypaWFPSi6sLAw5GccAQCA4pBgxZqAEb311lvZaY/jx49HpkoQVv39/Tk5Oey2711dXWpXBwAA/gQJVqyRjqjT6WQ/Q8vIyIhYlSDcHA5HVVUVy5sXLlxYV1fXLMJkMq1ater++++/cOGC2rUGAIhlSLBijXRE2TCclJT03//93xGrEkRGR0dHfHz8JHkSEhIoD8NDuAEAwgQJVqyRiKjJZGLZFZ64EqvuueceCrHBYBA7g1VbWxsXF8fOYjIVFRV9fX1qVxwAINYgwYo1YhHt7OxkN6js6emJcJUgYlwul9lsln7MtnXcyMhIXV0du1UHKSoqogXxU0QAAKUgwYo1fiPa19fHfmvW3t4e+SqBZlEq1tzczG6pRfLy8tra2i5dutTb24tkCwBgIpBgxRrfiI6MjKSlpdH79fX1qlQJNM7lclFeRdkVS7PYhVyPPvqo2vUCAIhiSLBUIOeW62fOnFmzZs306dMzMjKOHDkSVOGeL51OZ35+PnusCs5JgATaPMxmc1FREds458+fr3aNAACiGBIs1Uh0/blz57Kysjo7Oz/55JOLFy+uW7cutGJpyGQ3+y4oKMADB0GmpqYm2mZuueUWtSsCABDFkGCpRqLrKaNqa2ubeLF1dXXscXW4xzfIR3k5uyprcHBQ7boAAEQrJFiqkej61NTUXbt2paenz5gxY+PGjUE90EYotrW1lab1en1/f/9E6wqcqa+vp42nsbFR7YoAAEQrJFiqkej6+Pj46urqy+Oqqqp8H8ksfQ9JmqG7u5v9bBDPToEQ9PX1TRp/WqXaFQEAiFZIsFQj0fXJyclXrlxh05RjGY3GoIodGhpKSkqiiebm5onWEnjFnm9osVjUrggAQFRCgqUaia4vLi6mvIpNX7p0KdgEi/Iz+ltdXT3RKgLH2H3/a2tr1a4IAEBUQoKlGt+uF945cuTI+vXrha8IH3744aCKJbfddpvL5VKsrsCf4eFh2pAouceGBAAQAiRYKvC9ZEp4X5jevXs3jW0pKSkbNmwI9iL3KVOmvPXWW0rWGLi0aNEi2pzMZrPaFQEAiD5IsGINRTSohAxAzP79+2lzqqysVLsiAADRBwlWrOEnohBuVquV3ekDd6kFAAgWP8MxN+3kJqIQAexJAEePHlW7IgAAUYaf4ZibdnITUYiAjo4O2qIozVK7IgAAUYaf4ZibdnITUYgAh8Oh1+t1Op3ValW7LgAA0YSf4ZibdnITUYiMiooK2qhaW1vVrggAQDThZzjmpp3cRBQiw2w200ZVWFiodkUAAKIJP8MxN+3kJqIQGS6Xiz15aWRkRO26AABEDX6GY27ayU1EIWJqa2tpuzKZTGpXBAAgavAzHHPTTm4iChHT29tL21VeXp7aFQEAiBr8DMex3E6xZ+8AKCUzM5M2rf7+frUrAgAQHfgZjrlpJzcRhUhqaGigTYv+ql0RAIDowM9wzE07uYkoRNLg4CBtWkaj0e12q10XAIAowM9wzE07uYkoRFh+fj5tXb29vWpXBAAgCvAzHHPTTm4iChG2d+9e2rqqq6vVrggAQBTgZzjmpp3cRBQibGRkhLaupKQkl8uldl0AALSOn+GYm3ZyE1GIvOLiYtrAOjs71a4IAIDW8TMcc9NObiIKkdfW1kYbWEVFhdoVAQDQOn6GY27ayU1EIfLsdrtuHE2oXRcAAE3jZzjmpp3cRBRUUVZWRttYe3u72hUBANA0foZjbtrJTURBFZ2dnbSNLV68GJe6AwBI4Gc41lA7ZT7Txm63Z2VlBRshfiIKqnA6nYmJibSZzZw5EzkWAIAYfoZjzbUzYNc/9thj+/btQ4IFWjN37lx2hGC1WtWuCwCARvEzHGuundJdf/bsWRrGXC4XEizQmt7eXp1OR1va8ePH1a4LAIBG8TMca66d0l1/zz33HDt2LOBswRYLoAh2vwaj0YiTWAAAfvEzHGuunRJd/8YbbyxdunRsbExstkmSwlhpgD8rLy+nja20tFTtigAAaBE/w7Hy7XS5XCaTae7cuXq9nv7u3r37iy++CKJC4l2/YMGCvr6+gLMFWyyAgmw2m9FopO2ttbVV7boAAGgOP8Ox8u18/PHHV61aNTQ0RJkW/V25cuUTTzwRRIXEu34iJ6X4iSiorru7m7Y3OsAYHBxUuy4AANrCz3CsfDtTU1M9L0ChaXoniAr5dL3Yt4FB1YqfiIIW1NXV0Sa3aNEi3LIBAMATP8OxhhIssbNTSLAg6jidzvz8fNrqGhoa1K4LAICG8DMch+UrwtLS0nfffZeO3ekvTQf1FWGY8BNR0IiBgQF214be3l616wIAoBX8DMdhuch9586dN998s16vp7+7du0K6iL3MOEnoqAdLS0ttOFlZmbiIdAAAAw/wzE37eQmoqAdbre7uLiYtr3Kykq16wIAoAn8DMfctJObiIKmjI6OGgwG2vw6OjrUrgsAgPr4GY6Vb+fQ0NDy5cunTp2qqZt8aqEOwKfOzk7a/JKSkijZUrsuAAAq42c4Vr6dRUVFe/bs+f3vf694yRPBT0RBg6qqqmgLpF3D7XarXRcAADXxMxwr3069Xv/5558rXuwE8RNR0CCHw5GZmUkbYXNzs9p1AQBQEz/DsfLtnDNnjga/CuEnoqBNFotFN66/v1/tugAAqIaf4Vj5dv7kJz+pqKiw2WyKlzwR/EQUNKuxsZG2Q4PBcO7cObXrAgCgDn6GY2Xa6fuUwJAfGqggLdQBQNDb28s2RZ1OV1dXNzIyonaNAAAijZ/hmJt2chNR0Cyr1ZqYmOiZ9FdUVPT19aldLwCAyOFnOFa+nZMnT1a8zInjJ6KgZTabbXh4eGRkpK6uTq/XszSrqKjIbDbjB4YAwAN+hmPl2zl79uz/+7//U7zYCeInohAtKNlqbm42Go0szcrLy2tra3O5XGrXCwAgjPgZjpVv58GDBx944IELFy6MjY0pXnjI+IkoRBfKqCivouyKpVkpKSmlpaW//vWv1a4XAEBY8DMcK99O7Vzk7lUrtasAIMrtdpvN5qKiIra/6PV6Dd7rBABg4vgZjrlpJzcRhai2YMEClmOlpaVZLBa1qwMAoDB+hmNu2slNRCGqOZ3Orq6u1atXs7s54BHRABBj+BmOuWknNxGFGOB2u5uamtiprLq6OvzAEABiBj/DMTft5CaiEDM6OzvZrRxKSkrsdrva1QEAUAA/wzE37eQmohBLBgYG0tLSaOvNyckZGhpSuzoAABPFz3CsoXYG/MnhyZMnV61aRcf06enpmzdvvnr1alCFK1FHgEiz2Wzs14VJSUlms1nt6gAATAg/w7Hm2inR9atXrz5x4oTT6bx8+fKWLVvuvfdeRYoF0DiXy1VTU8MOP5qbm0dHRx0Oh9qVAgAIBT/DsebaKbPrr127Nn36dMWLBdCs/fv363Q62pInT56s1+ttNpvaNQIACBo/w7Hm2imz681mc0lJieLFAmhZT0+P8ATDV155Re3qAAAEjZ/hWHPtlNP1p0+fzs3NPXfunO+yEsJTX4CIevPNN1NSUtidSPv7+9WuDgBAcPgZjjXXzoBdb7FYsrOzT506pWyxANHC4XCUlpayJ+p0dnaqXR0AgCDwMxxrrp3SXd/V1ZWRkfH2228rWyxAdHG73XV1dezUrMlkUrs6AABy8TMca66dvl0vvHPgwIHs7Ozh4WFFigWIdu3t7eyy94qKCqfTqXZ1AAAC42c41lA7xS6ZEqZ9L6uSP6jwE1HgSm9vr8FgoM170aJFVqtV7eoAAATAz3DMTTu5iSjwZnh4OD8/H5e9A0BU4Gc45qad3EQUOITL3gEgWvAzHHPTTm4iCnzCZe8AEBX4GY65aSc3EQWeCZe95+fnv/fee2pXBwDAGz/DMTft5CaiwLkXXniBncf6+te/Pjg4qHZ1AAD+Aj/DMTft5CaiwDmXy5WcnMxyLJ1O19raqnaNAAD+P36GY27ayU1EAWw2289//vOGhgaWZpWVldntdrUrBQDwJ/wMx9y0k5uIAgi6u7uNRiO7g0Nvb6/a1QEA4Gg45qad3EQUwJPVamV3cCBNTU1ut1vtGgEA1/gZjmO5nWK3hgfgCiVVLS0t7NeFhYWFo6OjatcIAPjFz3DMTTu5iSiAX/39/Tk5ObQjJCUldXV1jYyM4GwWAEQeP8MxN+3kJqIAYhwOR1VVlXBO94477lC7RgDAHX6GY27ayU1EAaR1dHTEx8fTHjF58uRDhw7hPBYARBI/wzE37eQmogABvfrqq7NmzWLnsQoLC/v6+tSuEQDwgp/hmJt2chNRAJm6uroyMzNZmlVdXW21WtWuEQDEPn6GY27ayU1EAeRzuVwmk0mv17OL3/fu3UvvqF0pAIhl/AzH3LSTm4gCBGt0dLSyspKdysrLyzObzWrXCABiFj/DMTft5CaiAKHp7e0tKChgaVZpaenw8LDaNQKAGMTPcMxNO7mJKEDI3G53W1ubwWCg/SUuLo7yrXfffVftSgFATOFnOOamndxEFGCC7Hb7ypUrhdtllZSUdHR0OJ1OtesFALGAn+FYQ+0M+EybsbGxbdu20eF1SkpKU1MTvQyqcCXqCMCF4eHhr33tazqdLjExke2Ver2+qqqqu7sb980CgIngZzjWXDslur69vX3x4sUfjKOJw4cPK1IsAPhy/tnRo0eFx0UTo9HY0NAwMDCgdgUBICrxMxxrrp0SXb9s2bITJ06waZpYvny5IsUCQEBWq7WlpUW4Cp5kZmYWFhb29PSoXTUAiCb8DMeaa6dE1ycnJ9vtdjZ95coVg8GgSLEAIN/g4GBDQ0NaWhou0gLwZLPZRkdH1a5FFOBnONZcOyW6Pi4u7vr162yaJuLj432XlRDGSgNwxu1233LLLbRbscca4iIt4BNt7ZRUDQwMdHZ2JiQk0I7Q0tIinAgAv/gZjjXXTpzBAogKNLQMDQ1JX6Q1PDyMM1sQA956661ly5Y98MADNTU15eXlxcXFOTk5SUlJYsfzaWlpNFtjY2NXVxftJjjq8MTPcKy5duIaLIBo5HuRVmpqKv1NSUnB43cgqg0ODk6fPl0sl6JMa9GiRSUlJUuWLLn99tvpr2/ipdfraZ6lS5fS4Udtba3FYqFjD25PdPEzHGuunb5dL7xz6NAh/IoQQON8L9KaP3/+3r17R0ZG1K4aQNCOHz8uJEwGg+HIkSNms5kypNHRUYfDIbYUbe00W3Nzc0VFRV5ensS1K5SfFRYWlpWV1dTU/M3f/A0lYZs2bbLZbJFsY4TxMxxrqJ1em53n+2xibGxs69athnHbt2/HfbAANMvtdnd2dubn57MnSTN0EI9MC6IIZUhs06Xs58yZMyGfi3U6nf39/ZRFJSYmLl68uKSkhLIu9sgEMfTfoqKiurq61tbWnp6eWEq5+BmOuWknNxEF0BQak+hQvrq62vN7E2RaoHGUElVUVNC2qtPpKMUJ01rYNfKUe3V3dx89erSqqiouLi4hIeGmm24SS7lWrlx55513vvXWW2GqUgTwMxxz005uIgqgTX4zLaPROG/evNdee03t2gH8f5T0sKsJKafp7e2N5KptNhs7T2a32y0WS1tbW319fUlJCe0pXvlW9N4ehZ/hmJt2chNRAI0TMq2pU6cKo0VaWhq9QwfxsfRVCEQjSmtYNpOfn6+pk6yUcp04cYIdn7BbQkyKztuj8DMcc9NObiIKEC1owEhPT58yZcrMmTM9D80LCgoaGxt7enrw80OIsPb2dp1ORxtheXm5Nk8OUa3Y3U+i9xlW/AzH3LSTm4gCRBeWRdGY0draWlZW5vkFIh2dr1ix4rvf/S4eyAPh5na7a2tr2YZnMpmi5YSQ32dYzZ49+4c//KHaVRPFz3DMTTu5iShAVKN8y2KxNDU1FRYWep7WwneIED7PPPNMeno6bWaU33d2dqpdnVD43h6Fjkz6+vrUrpcf/AzH3LSTm4gCxAy73T5v3jzPK07wHSIoiDaw1tZWIZWfOnVqVHzFJsHtdtfV1cXHx8fFxQk7S3t7u6a+7uRnOOamndxEFCCW2Gy2jo4Oq9Uq9h1iUVHRzJkzFyxYoKkhBLSM8vKurq7y8nJ2udWkPz9Sk7J2taumDEqzaJcxmUzCCS2DwVBfX087kdpV+xN+hmNu2slNRAFim9h3iNOnT6+oqKAkbHBwUO06gkbRllNbWyvk6JRg0TZz/Phxh8MxNDSkdu2UR5kWpZLFxcXCblJaWkrtVfcKM36G41hu56S/pHZ1AEBhdrv94MGDM2bM8HpUHB2vI9kCZmRkZM6cOTNnzszIyBC2kKKiora2Nn6eBkjpY11dnZBZ0i7z0EMPqdV8foZjbtrJTUQB+GSz2ehgnUaR/Px8r2SLjuDvv//+Q4cOcf6QXQ51d3ffdtttwsaQk5NjMpk0dXerSHI4HJRWComm0Wg0m82RrwY/wzE37eQmogAglmx58nzIbkVFRWJi4re+9S3KwAYHB0dHR9VuAUwI5dD79++nELNYx8XFzZ49++TJk2rXSxMo6fTcESorK61WayQrwM9wzE07uYkoAHi6cOEC+wKRki05D9n1PPVFIzQtQunXQw89NGvWrNTU1Oeffx4nwLRsYGCAMmbhEeMUQcq0EDIvfX19v/zlL9va2tiXhrSpt7e3R2zt/AzH3LSTm4gCgBc6QPd6lojXQ3arq6uNRuPChQspnSooKMjMzJTOvdLS0srLyxsbG7u6uoaGhoSSNfIrLa64XK6enh5KoSiOnr97oABRcNWundbRrkEdxXqsuLg4MhswP8MxN+3kJqIAoAgas0dGRiwWy/Hjx5999tmbb76Z8qpvfOMbnveJYPR6/aJFi9hP4mtra9WuuDKi4lbmNptt+fLlk/58n4VJ49cVUeKLL3mDQls423ppS25ubg536PkZjrlpJzcRBYBwo8TLbDbTUFRRUZGXl+eVb5WUlHR0dITpvlyHDx+mZK6lpSUchTM0vlLTaKxdsmSJFi5KE3rS5XJRZY4ePdrQ0FBaWsoeySwoLCykf+Hes6FxOBzCk4Ly8/P7+/vDF3R+hmNu2slNRAEgwigDoAHp0Ucfzc3NnTJlinBaq6qqyuuryZB53XN8UhieHUQDant7e2Vlpdg1ap4XpW3YsIHyvNtvv723t1eRtftFHTtnzhydTrdixYqCggLhvqCeVfrmN7+5dOnSY8eOha8a/KB82vN3ISaTKRxr4Wc45qad3EQUAFREOQElPaWlpcIoZTQaGxoaQnsGi+89xxMTE+nvtGnTPPOMkJ8dRLU1m811dXVe5+Fmz54t/6I0ZVM9ykcpW21paSkrK/NqJmsppYD0X8pcI/zbN07QJkR5Fett2ur279+v+ElBfoZjbtrJTUQBQAto+Kc8gBICITmYN2/eqlWr6uvrJb53s9vt7JbiYvccp9GO/SZO7NlBd91113333ffggw82i1uzZk1OTs6iRYs8zwkZDAbKXdrb28W+G/K8KO3AgQPJycm0utTU1Imnep5JldclbrNmzcrNzd23bx9lqPj6L2L27t07c+ZMFgLaVCh7VrBwfoZjbtrJTUQBQFMol2poaBCeCufF83u3qqoq9g3jjBkzhBkC3nNc7NlBclCCVVxcTCkX5TfBfpVJ87OMRyzVmz9/fnp6ukSqR3WmtS9YsMArqaLMj3rMbDY7HI6J9j5MACXKFAshKEp9HczPcKyVdo6NjW3bto0+a1JSUmivo5e+87z//vvl5eWGcTRBL+WXz09EAUCDKB155JFHJo3/3o2yioDfu4V2z3HKw5544glWwqOPPiqW2WRnZ8fFxdXX1yt7Jf5EUj0kVdpE2+3Ro0eFbbW0tHTij5/iZzjWSjvb29sXL178wTiaOHz4sO88y5Yt27lzp2Pcjh076KX88vmJKABoVl9fn9eFSp7fu3V0dNx3332Ufk3wnuM9PT0BL/kK048cBdSuu+++W6fT0ZAsludRY9m5rvfeey+slYEJotS5paVF+PVDTU3NRH5jyM9wrJV2UrZ04sQJNk0Ty5cv951n2rRp165dY9OfffYZvZRfPj8RBQDQiIBfOw4ODuI269HC4XA0NDSwu+QnJibecsstP/rRj0Ioh5/hWCvtTE5OFnazK1euUKbsO09lZeXu3bs//fRTCrPJZKKX8svnJ6IAAABhMjIyUl1dLXy329LSEuzVe/wMx1ppZ1xc3PXr19k0TcTHx/vO89FHH82ZM4cFlSY+/vhjrxmkv+MPexsAAAA4sHPnzsmTJ7OxtbCwsK+vT/6y/AzHWmmnnDNYpaWlO3bsEK7Bopfyy+cnogAAAOFGQ/axY8eE69+rq6tl3pmMn+FYK+2Ucw3W1KlTcQ0WAACARrAbk7ILs5KSkvbu3RvwdmX8DMdaaeehQ4fEfkUoBIOSMAokO4P15JNP+k3CxPATUQAAgEgaHR2trKxkp7Ly8vLMZrPEzPwMx1pp59jY2NatW9k9rrZv3+55HywhGOfPny8rK/v6uLVr1wb1y15+IgoAABB5vb29wqMLSktLh4eH/c7Gz3DMTTu5iSgAAIAq3G53W1sbu2PW5MmTZ8yYcerUKa95+BmOuWknNxEFAABQkd1uv/fee9mprIyMDK+b6/IzHHPTTm4iCgAAoC6Xy/WNb3wjMTGRBt/MzEz2CHOGn+GYm3ZyE1EAAAAtsNvtxcXF7AeGPT097E1+hmNu2slNRAEAADTC7XazO7/rdLr29vYbPA3H3LSTm4gCAABoSnNzs/CgaH6GY27ayU1EAQAAtKazszM+Pp6rJ9dx005uIgoAAKBBjY2NSLBiED8RBQAA0CCXy7V9+3Z+huNYbuekv6R2dQAAAHjHz3DMTTu5iSgAAIBm8TMcc9NObiIKAACgWfwMx9y0k5uIAgAAaBY/wzE37eQmogAAAJrFz3DMTTu5iSgAAIBm8TMcc9NObiIKAACgWfwMx9y0EwAAADRA7YwgQnhpp7TIxBtrwVpiZkVYC9YSG2uJ2IqwFg6hm/4kljZKrIXntURsRVgL1hIba4nYirAWDqGb/iSWNkqshee1RGxFWAvWEhtridiKsBYOoZv+JJY2SqyF57VEbEVYC9YSG2uJ2IqwFg6hm2INNn1tQlw0C6HRJsRFsxAamdBNsQabvjYhLpqF0GgT4qJZCI1M6KZYg01fmxAXzUJotAlx0SyERiZ0U6zBpq9NiItmITTahLhoFkIjE7op1mDT1ybERbMQGm1CXDQLoZEJ3QQAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYmjY2NrZt2zaDwZCSktLU1EQv2fsnT55ctWqVXq9PT0/fvHnz1atX5S8r9j7IJ9aHr7/++ooVKxITEykumzZtunTpkvxlERdFSHej3W7PysoSu4sPQhM+Yn046S8FtSziogiJbjxz5syaNWumT5+ekZFx5MgR+csiNAwSLE1rb29fvHjxB+No4vDhw+z91atXnzhxwul0Xr58ecuWLffee6/8ZcXeB/nE+nDlypWvvPKKw+G4du3anj17KAmWvyziogjpbnzsscf27dsnNpAjNOEj1odyblmJuISVWDeeO3eOjkY6Ozs/+eSTixcvrlu3Tv6yCA2DBEvTli1bRokUm6aJ5cuX+85DYzkdYQgvhQ8ssWXllAnS5PQhpb/Tpk0TXiIukSHRjWfPnp07d67L5fIa1BGaCBDrQ4kEC3GJDLFupIyqra3N7yIIjUxIsDQtOTnZbrez6StXrhgMBt95zGZzSUmJ8FLY9MWWlVMmSAvYh59//vnTTz/teWYRcYkMiW685557jh07dsNnUEdoIkCsD6nzjUYjHYoUFBQ888wzX375pbAI4hIZYt2Ympq6a9eu9PT0GTNmbNy40eFwCIsgNDIhwdK0uLi469evs2maiI+P95rh9OnTubm5586dk79swDIhIOk+ZFeTzJo1a2RkRP6yiIsixLrxjTfeWLp0KbsWROysCUITPtJ9+MUXXwwMDCxfvryhoUH+soiLIsS6kSaqq6svj6uqqqqpqZG/LELDIMHSNOnjAIvFkp2dferUqaCWxbHFxAXsw88+++ypp56688475S+LuChCrBsXLFjQ19fHpsUSLIQmfOT04cWLF/2+j7iElUT30ks2TTmW0WgMalmE5gYSLI2T+Ca7q6srIyPj7bffDnZZfDs+cXL6kHIsz2vjAi6LuChC4lqfgD9YQ2jCR04fWq3W1NRU+csiLooQ68bi4mLKq9j0pUuX/CZYCI00JFiadujQIb+/xThw4EB2dvbw8LDvIsLIIbas2Psgn1gfbtiw4ezZs9evX//www/r6+v9XoOFuISVnG4UuwYLoQkfsT6sqqoaGhr64x//SDtOaWnp448/LiyCuESGWDceOXJk/fr1wleEDz/8sLAIQiMTEixNGxsb27p1q2Hc9u3bxW4eQ5xOp/Av6WXF3gf5xPrwpZdeWrhw4ZQpU7KysrZs2fK73/1OWARxiQw53SiWYCE04SO9yyQmJs6dO3fnzp0ul0tYBHGJDIlu3L17t9FoTElJoUNHvxe5IzTSkGABAAAAKAwJFgAAAIDCkGABAAAAKAwJFgAAAIDCkGBpmthDnYN9xKach0Mzfn/ELv/JnX4Xl792AACA2IAES9PEHuoc7CM25Twc2pNXhhTskzu9Fg927QAAANEOCVbU8Hyo80Ru7+b1cGi/vDKkYO8aJ/EAVzlrBwAAiHZIsKKG50OdJ/KAAq+HQ/vllSEF+9wDiQRLztoBAACiHRKs6OD1UOeQH7Ep8XBoT14ZUrBP7hRLsGSuHQAAINohwYoCvg91Du0Mlm85Ys9lk3kGS+biYmsHAACIVUiwtM7vQ51DuAYr4MOhPSl+DVZQawcAAIh2SLA0TeyhzsE+YlPi4dB+eWVIwT6502vxYNcOAAAQ7ZBgaZrYQ52DfcSmxMOhpdcoXazMxeWvHQAAIDYgwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQ2P8DfgJ9tACbYzMAAAAASUVORK5CYII=)
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