Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit395-08-20030120_183400_20030120_231900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/20 |
Start Time | | 2003/01/20 18:34 |
End Time | | 2003/01/20 23:17 |
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 | | 15.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.76 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit395-08-20030120_183400_20030120_231900-constBx0 |
Minimum Dst Value | | -20 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxODozMzo1OSBFU1QgMjAxOO2yVZ4AAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzOTUtMDgtMjAwMzAxMjBfMTgzNDAwXzIwMDMwMTIwXzIzMTkwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAzLTAxLTIwVDE4OjM0OjAwLjAwMFoiLCAibWF4IjoiMjAwMy0wMS0yMFQyMzoxNzowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjEuMTY4MjE5OTk5NSwgIm1heCI6My4xMzg5ODAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19Qowb2QAAAARnQU1BAACvyDcFiukAAEKdSURBVHic7d1/XBTnnQdwVJT1F0FFBYMGo1ZMiFWPNCT+CBpMaOVS2tKUa9TQSiN3JSd3JUoqiZiShPY0h3mRSitJzeu8urFeyqtBpXe03B13pR5GekciMdhisu1hgrlt3LRrXCP37X57c5vZnWF299mdYZ7P+w9ew+zszPPMM7vPd+d55nkShgEAAABAqASzEwAAAABgNwiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDBJA6yEBEkzDgAQjVh8ef7sZz9btGjRiHuOxaFRF0DsSHptaX2o8GEDANARiy/JVatWvfTSS6YcGt/5DOchFiQ9p+H+VDp27NiaNWuSkpLS09MfeOCBCxcu8Hq327158+bp06enpqbu2rUr8O2BtI5y7dq17du3p6SkTJs2rbq6mv7l9b/85S8LCwtT/GiB/g359hMnTqxbt87hcFCqtmzZcvHiRf3daq3Xyp3W9oEZjCY9WkLuXOucaCWeDQ0NzZ07N3BX4Z4cec681k50znDIxGh9KISc+VhQpV/J1JgxY2bPnl1SUuJyuXTeHkH6BwcH/+Iv/iIzM3P8+PH0roKCAjrJIROjWkkLN910U+AhaHnJkiWBGygv9fX1ffazn6WCmDBhQk5Ozg9+8ANe/9vf/pbSuWjRookTJ9LRP/3pT7e3t4+Y5uDERLxBsOTk5MuXL0d/6AjENLAIq+AYXXL08VE+fSpGqoZ4hkoIy/RJenbC/Y5Yu3Yt/cCimuPSpUu7d++meojXl5aW0vfvBb/77rvv+eefN7h/1tTUtGLFil/50cKBAwd4/e23375z50633yOPPEL/hnz7+vXrjx8/7vF43n777a1bt27YsEF/t1rrtXKntb3WWQo3PfpUO9c6J1qJZ1SNPfnkk4G7CvfkhGTLM6+1E/0zHJwYrQ+FkDMfC8EBFi98+OGHv/nNb772ta+tWrVK5+3hpv/Xv/71DTfcQLs9c+bM73//e6pKX3755XvuuSdkYlQraYFCpR/96EfKSz/84Q9pTXCA9cYbb1BVvWfPnjfffJNil5///Oef+9zn+CU61le+8hXa4IMPPnjnnXdefPHFO++8Uz/NIRMT8QYRv2VUB1gGC44uj89//vNf/OIXQ+7QSNWAAMs67HZ26Ktk27Zts/1oQflVRNfB008/nZGRQb9K+d9vfvObs2bNop93X/3qV+mLRtls+KP3n4IPQTXQpEmTeHnGjBlUG/EyVSfKF7HBy44+HlSl8TItrFy5kpdp/1SZ8fJ7772nHE4HbT958mT93Wqt18rdiNvrZNNIevSpdm7knAQmnlAFtmDBAq/XG7iraE5OSPY786qdaCVSKzFaH4ooz7zP53v00UfnzZtHv90pbuCVOp/3/fv3UxzjcDhyc3N7e3t5fXt7+/Lly2klvcSRUPCHXZWd3/72txMnTqSF8vJyJVgkzz33HK3RT3/IYvryl79MVWPIPGq9JTBtR44cCTwE5e4HP/hBcOKphq6rqwt5CMoOZUorAYEH1fmSHNY4+fpfnuG+Jfh7O2Sxal0Ggc6ePUshJuUlOTn5M5/5zNDQkJHs6B+ULgDaIW1PJ0pUwRH6+NCHKHhvwwa+BkNez4HncMTzQL8rvvGNb2RmZk6bNu1LX/rS+++/z+uDP4DBxzJS/65evfrw4cNKgukHQHp6upELcjSyW4BFV0B+fr7Lj355P/bYY7yeCvjTn/40/R5V/qXNfu1HC7W1tcp61YIKXW1PPfWU8uOePgb0E5CX6VNBV57y9tTUVLr6s7Oz9+3bd/Xq1ZB7o0tcub5pP8rbi4uLKeV0zdHPlJqaGvp3xIy3tLTk5eXp71ZrvVbuRtxep5o3kh59qp2PeE5UiSef+tSn/v7v/161q4hPjhb7nXnVTrQSqZUYrQ9FlGeewgVK0rlz5/7nf/6nsrKSV+p83ouKigYGBijNu3fvVio2+io/evQofe/T1/qWLVtCpj+wphkcHNyxYwff4KEIY82aNS+++CItO51OWr5y5Yp++kMWE6WBKrmQedR6S+D3EqVq0aJF//7v/07/dnR00DKtCf7iohpOq2vBJz/5yfvuu+/f/u3ffv/732slY9jAl6TOydfaZ7hvCf7eDlmsWrsNtHTp0p/+9KeUZfoOqaioKCsrM56dkAelbyE6k7/xu/vuu0UV3LBugGWkagi+ngPP4YjnYe/evXfdddevfvUr+qBt3Ljxr//6r3l9yA+g6lhG6t+2trYlS5ZQ3vkl+hjW19eHzKwN2C3AuvHGG1977TVepp8aCxYs4GUq4PPnzyub0b/KZq+++mrgZqqFQByq00+6/v5+XrNp06b777//bT/6yZiYmBi4PX2Pd3d30wdSuRxVxo4dy9/RhBbGjRvHy9yIwIejBeWzoeX06dPz589XvrW1dqu1Xit3+tsPa38tGkyPPtXO9c9JcOL/8R//8ROf+AR3egjcVWQnR4stz7xqJ1qJ1EqM1ociyjO/cOFC5eaBQufzTrERL//ud7/jW1Bk7ty5zzzzzFtvvaWT/oSPot/x9BXBL124cIHOTHV1Nf1V+qKFe5LphARGNsH3G4Lfonr1O9/5zr333jvsb+z77ne/G7wBH8Xr9YZMwHvvvUcV4cc//nGHw0EnsKqqKuT9gxG/JHVOvlbew31L8Pd2yGLV2q0WOgMZGRnGs6N10L6+Pl6mN4oqOPpmK/ELmXIjVUPw9Rx4Dkc8D1lZWa+//jov00VOR+HlkB9A1bEM1r+33nor//R94403KAF0VkMmzwbsFmDRV4bytUIL9C8vUwGregprbaZaUKErcteuXatXr+Z/3333XapC6CuYfi8+8cQTaWlpwW+h38qBd7YCv0y1fvvSj4BHHnlEaWinf0O+ndGPoXnz5p08eVJZE/GtAlXuIruPYjw9+lQ71zonWom/5ZZbOjs7g3cl8A6WLc988E60EqmVGK0PRbgnR3W1B360FTqf95ApfOWVV4qKimbMmLFo0SKlXU9rY07Pzp07A7ud0Y9y2kBpo9RJvxY6IcF3sJSDjh8/XtXCRfmiGC5wM9ogPT39+9//Pv1VWtlU+9G5g6Wgr0SKnB544IHgu5LDBr4kDZ78QOG+Jfh7W/Wq/m4D0W9dKke6LPmiUuLgcLMTuL1SUqp+CMEbGyk45TcM/T5R7gGrPgUjfg2GTHDgORzxPFAEGfgDQ7n2Qn4AVccyWP+2tLQsXrz46tWrf/Znf0Y/eIKzYBt2C7AM/kIK/HFGC8GbcXN1SFTNhOye8uyzz4bsmehyuejLLuSutHpv0CVusA+W0+mcM2fOqVOnjOzWSGeXwNxF0BMorPToU+3cyDkJTHxCEP3EhJtIW575kDvRSqROYhSBH4oozzyFRGHdwdJJIX3Xt7a2KpGf6sOu2piuOuWmxS9+8Qv6wf3SSy9df/31yp28cE8yBTTV1dWqlcpBlyxZ8vOf/zzwpa6urszMTNVmTz31VGJiotK2Ehxg0Wl/8skn9VPCqKqeOnVq8PoRvyS1Tr7Ol2cEd7CM/GvkDhatfOGFFyj6p3qd/gafsXCvpQjuYA0bKDh9Rr4G9a/nEc8DhT4DAwPBuw35AVQdy+A5pA8g/QB++OGH6cJW+vbZkt0CLPq5qbQBU5xeU1PD64M/JHfffTd3L6CF4K4AM2fOPHPmjLL9pk2b6N8rV6689dZbFRUVyg8++qlBB6JvqMOHD8+dO1e5s1pSUkKXF1069C5Kz0MPPRQytfv379d6ipBSzj9Tvv71r2t9Ze/du3fevHnKh3zE3Wqt18qd1vaBpzGa9OhT7VzrnGglXmtX4Z6ckGx55rV2MuIZViVG60MR5Zl/4okn8vLyfvnLXwZ2ATH+eecF+mBSBUAfTAqwKJTklaoPe+B7L168+Oijj+bm5g77u6BRrfAv//IvtPyjH/1o+fLl3NKnk/6Qteb58+fp0MpThJSdl19+WdmSQlI6yj//8z+/59fR0ZGdnf2tb31LZ4fDoerpN954gyLIp59+ms7M5cuXT548qTxFeOedd7744osXLlygMqU0b9269ZOf/GTIfep/SWqdfNX5DGSwvLROoNa/WrsNRGfjhz/8IZ0KuoToVASfsXCvJdpe6YN1zz33GAywwt1AxUjVoHM9Dxs4Dw0NDXQeaA/0Mfmv//qvL3zhC7w+5AdQdSzj5Uu/5Whlc3NzyLNhG3bLj9frpWiGn2KgBeV2ZfCHhB+QmTZt2p//+Z8HPuzAC1TZpKSkKP8eOXJk6dKlEyZMoAqDvo8o8Of1zz33HH1X0s+I9evXnz59Wtk/b5+UlEQhPF1zWp0hKJCnKJ4HNdmxY4dyE5W+HAsKCq7zo8/wuXPnQr49+CaNx+PR2a3Weq3caW0ffOjI0qMl5M61zolW4lU7HPGch5VIW555rZ3onOGQidH6UER55ikaoBolIyODPrMUN/BK4593XqCYj36gOxwOCo9++tOf8krVhz0wR9OnT7/33nv5Ytu8eTP3m2GUhi996UsjFlbIvLz55ptf/vKX6SwlJibOmDHjM5/5zM9+9jPlbHzve9/LycnhS50WXnjhhRF3mBCqnqaaj/ZMqaKyu/XWW5VxsH7yk5/QejqNdB7mz5//1a9+VetTo/8lqXXyVeczkMHy0sqv1r9auw107NgxKvrx48fTr4hnnnkm+IyFey3RBg8++CCdHDpFjz/+OO1ZJ/1hFZwOI1VD8PUc+OqI5+HDDz+k9VlZWVR/Uazf0tLC60N+AFXHMl6+dDUuWrTI5/OFPBu2Ybf8AABA9OxX28XOf/7nf1KoanYqInf16lXVE1qx9qd/+qff//7343lEU+AjBAAAagiwRlRZWTk4OHj+/Pm77rrrr/7qr8xOTuS6u7uVpwVj7cMPP/zOd75zyy23KCM12Bg+QmCO4AYpC36hj4pEhsuWmQLhcFWMqKGhISMjY9asWV/5yldG9VgDU6ZM+fa3vx2fY9F1lZmZSSFdfA5nLnyEAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCyRJghXw0HQAAAOLM7IggTqTJpzQlCgAAYFnyVMfS5FOaEgUAALAseapjafIpTYkCAABYljzVsZ3zKWejLwAAgGXJUx1Lk09pShQAAMCy5KmOpcmnNCUKAABgWfJUx9LkU5oSBQAAmXm9XrOToEee6liafEpTogAAIKfBwcHS0tJx48bRX7PTokme6tgq+Tx27NiaNWuSkpLS09MfeOCBCxcuBG9z7dq17du3p6SkTJs2rbq6mv41vn95ShQAAGzM7Xbzgtfr7enpOXjwYGVlZX5+fmpqqvJQ1/jx4y17H0ue6tgq+Vy7du1LL71E182lS5d27969bt264G2amppWrFjxKz9aOHDggPH9y1OiAABgSxQzLVq0KDExceXKldnZ2bSgelg+JSXlhhtuoIWFCxeanVhN8lTHVsynx+OZNGlS8Prbb7/9+PHjvEwLdIUZ36c8JQoAALbU2dmpiqgozCouLq6vr29tbXW5XMP+CjTRT7nRZTXyVMeWy+f777//1FNPbdiwIfil5OTkoaEhXn7nnXcoVDe+W3lKFAAA7GdwcDArK4vqsqlTpz755JPd3d1ajYB5eXm0mdPpjHMKDZKnOrZWPjkknzVrVn9/f/CrY8eOvXLlCi/Twrhx40K+XfLZJQEAwGaU6Ir+0rL+xnv27KEtLdvPXZ7q2HL5fO+993bt2rV69ergl3AHCwAAZBNWdEX6+vpo49TU1DikLQLyVMdWzCfFWJMnTw5ejz5YAAAglXCjK5aZmUlv6erqimnaIiNPdWyVfG7atOnMmTNXrlx56623KioqAvtgKYWxf/9+PEUIAACjkdfr7ezs9Pl8xt8SWXRFqBqld9XU1ISfzJiTpzq2Sj6PHDmydOnSCRMmzJ07d+vWre+++67yklIY165de/jhh1P8duzYgXGwAABgtLjjjjuoJiosLDS4fcTRFWlra6M35uTkhJ/MmJOnOpYmn9KUKAAAWE1zc/PYsWOpJqK/5eXlIR/kChRNdDXsv1s2ZcoUensE7401eapjafIpTYkCAIB19PX18bgJZPr06cqD7UVFRZ2dnSHfEmV0xQoLC2kPFNhFkfaYkKc6liaf0pQoAABYgc/nq6urczgc/EwfD0zV399fXl7OK0lubm5LS0tgxywh0dWwf+4T2klxcbGAnAglT3UsTT6lKVEAADBdV1dXdnY2R1GlpaWqcdUpcqqtrVVmD1y4cGFjY6PX6xUVXRGXy0X7mTJlSljd6uNAnupYmnxKU6IAAGAij8dTUVHBEwVS5NTR0aG1JUVUFFfRNhxmzZgxY9q0aUKiK8YRXnt7e/S7Ekie6tjO+cRI7gAAEE+tra0ZGRlU41CAVV1drTWbTSCfz9fS0pKbm6vUVqJCopqaGtpbVVWVkL2JIk91LE0+pSlRAACIs9dff50ipJkzZyo9q3p6esLdCUVCHJmJevSPJ4deuHChkL2JIk91LE0+pSlRAAAQrr29XZmrbWBgoLW1dc+ePaWlpTk5OTwgApswYUJDQ0PE3Z66urpcLpeoNFMyUlJSKFUjjgoRT/JUx9LkU5oSBQAAsbZv306ViMPhWLFiRWA4pZg1axatnzp16o9//GOzE/sRGzdupOQ1NjaanZD/J091LE0+pSlRAAAQa/HixYHhVFpaWkFBQWVlZVNTU1dXl+oJQUs5dOgQJTg/P9/shPw/eapjafIpTYkCAIBAXq83OTmZKpHy8nKLh1PBhoaG+N6bx+MxOy1/JE91LE0+pSlRAAAQyOl0Jlh1Xj8jVq1aRelvaWkxOyF/JE91LE0+pSlRAAAQiOecsVQ3prDU1dVR+svKysxOyB/JUx1Lk09pShQAAEQZGhpK9FMeIRx1enp6qAbMyMgwOyF/JE91bOd8YqBRAADLOnfuXGFh4b59+8xOiJ6GhoYE/8TMZickKjz2aQRDc8WCPNWxNPmUpkQBAEaFW265hX/9Pv/88xHv5O/+7u9uvPFGCoBqNWzfvv2mm25atWqVkUHVgy1btoxSePTo0YhTaAVlZWWUi7q6OrMT8gfyVMfS5FOaEgUAsD6XyzVu3DilhaGioiKCx9yam5sDd6KvuLg43P339vbSG1NTUyMLzqyjpaWFMkJRptkJ+QN5qmNp8ilNiQIAWF9lZSV9LRcUFHzjG99wOBy0nJmZqTMvskpfX19eXh5HTmPGjFm2bJnWHazy8vKJEyfSZsnJyeGOsFBdXc2jM4SdPYuh4JVPcjx7kv3TP/3TI488Ehw3y1MdS5NPaUoUAMDiKNDhKVy4VxBFS8pUxyPeyvL5fHV1dRwupKamOp3OEW99eb3eO++8k7avr683nkg6EHdd6uzsNP4uy8rPz6e8HDp0KD6H+/GPf8wFunTpUtXEQfJUx9LkU5oSBQCwOAp0VMOLUx28Z8+eEW9ldXV1ZWdnc81dWlpq/I4U7ZBHYDfe2Nfe3p5gvZmSI9bY2EjZ2bhxYxyORRHzjBkzlMZZ1S1AeapjafIpTYkCAFgZhTgU6NB3cltbm+olnVtZtExrEhMTOegx3pio4O7qDQ0NBrfnWfws0jE8ev39/ZSdlJSUiCeiNqizs5NvT958881f+9rXOGgOvHcoT3UsTT6lKVEAkJzb7bZyp+yDBw/SFzKFOyFfVd3KOnz4cHt7e2trK7fWUYBVXV0dWe64ozftx0iEQfEcT+o8MDAQwbGsiQLTWLd4UknxeSsuLuZiOnr0KEfMTqeTt5GnOpYmn9KUKADI7MSJExMmTEhJSXG5XGanJbSsrKwROwMF3spS0JooR3Lim1gU4Y24JUeBFnnsTpSqqirKVE1NTYz2TyEU32IsKysLjGIpYubgmGM7eapjO+dT9eE0OzkAALE1MDAwa9Ys/sazztxzgfg2UmZm5oi3kWiDr3/965wXChkbGhqib9visGnhwoUj7oq7hDc3N0d5REvhXmXZ2dmx2DmPyEoojAt+taKighsoKXSWpzqWJp/SlCgAyImqLu7bxHcLzp07Z3aKQuCxFYx3hDpw4EBJSclrr70m5OgUV3Ezmf7AoS6Xi7ZxOBwRDM1lZZR9br8TfneTx7PQKVk6dFFREW1www03yFMdS5NPaUoUACTU2dnJdSdFMMXFxfyQndmJUuvq6uLbGCYGLs3NzTo9wBg/5EiBXdxSFTd8bTQ1NYnaIUVO5eXlHNPrN/tSoS9dulSqBiVp8ilNiQKAbI4ePar0LKYKr7+/nzuJW2TuOQXfw4hdHyAjlGcYdZpQuZdYa2trPBMWHxxfFhYWCtkbXWwcsdHlZ6RJeteuXQiwbEieEgUAqVCVyT2LKysrla5FPE564EBTpqOwj9JJkd/g4KC5KeHeQlod2Lu7uxP8I2bFejgDU9DJ53go+udMPR4PnUPem8EnE+no3EYc5aFHC2nyKU2JAoA8uDEreLgmZaj09vZ2s9Kmwg1JZWVlZifkDzexUlNTKTEhB9Pi2JT+xj1dcZKTk5MQahCysJw/f37+/Pkcifb19YX1XnmqY2nyKU2JAoAkOBRITEwM2aWGYy/9zkZxMzg4yK2W/f39ZqflD2pra7m/mmq9z+fj2MtqrasC1dTUJPjHcY14DxS1T548OcE/C+Qrr7wS7tvlqY6lyac0JQoAtqf0faGoReuBOK/Xy4NzGhn2KdY4oCkqKjI7IX+kmgxRwaNIxGggA4vgRw0yMzMjeC9deMoDgyQpKSnc+bOHZaqOpcmnNCUKAPb2yiuv8ChNI/Z94WGfqCo1d2B3OjpHM5aaNZkDBVXMx2Hrnj17zEpVHFCQlJycHMFduoGBAW5eTExMfPzxx7/73e9Gdp9PnupYmnxKU6IAYGNf+MIX+OZBWlpab2+v/sZUlfLY5eZGDPqdys2itFoqUYLb7aY1FD1YdhB8IZS5ayZMmFBeXm6w0dbpdPKTqhSvd3V1RZMAeapjO+cz4aPMTg4AQLSmTp3KtxAM1ottbW089FQETTlCKGN7WnBkee7EpgwY1tTUZLVHL2OBm0EDFRUV6dxc9Hg8dIp4y5KSkugvJHmqY2nyKU2JAoBdNTY2cseXw4cPG38XPxgfcgKTOHA6nQn+2WlMObo+l8uV6MfRKg86oD9apj20trZS5E25Li8v59t4Cf6pHin2Ug1O0dPTw/HxlClTRE0cJE91LE0+pSlRALClvr4+bqPRn+YlGNWR3B1+YGAgNknTw22Ulp3Uj+/NlJWVUbQhaoCo0WVwcLC2tpafneRQmOJ4PgkNDQ08xBoVYrhjMeiQpzqWJp/SlCgA2I/P58vNzU2IdAKcjRs3RvzeaHR0dHB3MctGLcrwpzxMlwXnF4oPKiCKq/hmFZk6daoSclVWVootPnmqY2nyKU2JAoD91NXV0ZdYRkZGZD1gzJo8Z+3atQlBg6BaDT85yKwzLqspKI5vaWnhUJ6MHz8+FvMFyVMdWyWfJ06cWLduHX0FpKenb9my5eLFi8HbRNNpXZ4SBQCboaiIW2pCjjxuUPwnz7nnnnv4UTWz+tcbxE2oZNq0aWanxSp4Nsa//Mu/jMXO5amOrZLP9evXHz9+3OPxvP3221u3bt2wYUPwNtGUijwlCgB24vV6s7OzE6IbenvYjMlzKLSiw82cOTM+h4vGmDFjKKkLFiwwOyFW4fP5YtdjT57q2Ir5vHTp0uTJk4PXI8ACANlUVVXR11dWVlb0/WDiOXkOxXPjx4+nw73wwgtxOFyUdu3atXjxYsnbB+NGnurYivlsaWkJniJq2F8qqampkyZNot9z+/btu3r1qvF9ylOiAGAbHR0dPI5AlEM7snhOnsMjShQUFMT6QDDqyFMdWy6fp0+fnj9//tmzZ7U2uHz5cnd398qVK4NnO0/QFeOEAwCI5PF4MjMz6burtrZW1D7jNnkOd+IJd0QJkIE81bG18kk/1+bNm3fy5MkRt3zzzTdTUlKM71meEgUAeygrK+MWPdXYj9GIz+Q5yugMAlMOtiFPdWyhfDqdzjlz5pw6dcrIxi6Xa/bs2cZ3Lk+JAoBlud1ugzFHa2srjw4qcIBHxpPnTJo06cKFC2L3rCgpKRF74w3sRJ7q2Cr53Lt377x580J+lSiFQR/a3t7eDz744MyZM/n5+Q899JDx/ctTogBgTYcOHRo/fryR5rmhoaG0tLQY3Weio/OgD3fccYfwnQ/7Ey/DlMkQMXmqY6vkM7jLlMfjUV7ihSNHjixdujQpKWnBggU7d+4Mqw+BPCUKANa0fPly/nKbOnVqUVFRQ0OD1rCfPPRlyGd9okdfrTzo6PTp02Oxf35WsbCwMBY7BxuQpzqWJp/SlCgAWNOSJUvoi4gHo1LQv6pg69ChQwn+SfFiNxDRqVOneFrDWAzszh3z29rahO8Z7EGe6liafEpTogBgQW63m/tUeb3ewcFBp9NZXl7Oj9oprrvuuunTp48dOzYOIylUVFTQUaqqqsTuljt4UYwldrdgJ/JUx9LkU5oSBQALamlpCdnqFzLYikOA0tnZmeCf3FDsbouKimi39fX1YncLdiJPdSxNPqUpUQCwIJ4KUP/BOpfLtXr16vnz5xsZqiZ63JYXzfyGKpT+xMREh8NBUaOofYL9yFMd2zmfGGgUACyCR58SGM1Er6amhpJUVlYmaocUPtIOS0pKRO0QbEme6liafEpTogBgNR6Ph2e8ifX46WHp6+vjXvZCUuXz+XgeHksFkWBB8lTH0uRTmhIFAKvhrt+5ublmJ0SN76u1tLREv6ujR48m+Celjn5XYG/yVMfS5FOaEgUAq6murqavIPprdkLU9uzZQwkrLi6OflcFBQW0q8bGxuh3BfYmT3UsTT6lKVEA6xgYGLBUo5hZcnNzrTk0lMvl4sEjlIGdI0MFzftxu92i0gZ2JU91LE0+pSlRAItobm7mgQAkj7GUDlhRBjExkp+fT8VEhRXNTqqqqmgnpaWlolIFNiZPdSxNPqUpUQCLWLFiBT/AK3y64tGlvb3dmh2wGMfBFGZFvAcKoFNTU2kn3d3dAhMGdiVPdSxNPqUpUQCLuOmmm+hzd9ttt5mdEJPx4AWVlZVmJyQ0t9sd5dzMTqeTMpiTkyM2YWBX8lTH0uRTmhIFsAJuF6PPXXZ2ttlpMVleXp6oJ/VihIdfb2hoiOztq1atorc3NTWJTRXYlTzVsZ3ziYFGAczC7WLMmn2P4sPr9TocDjoJVu79zdP4LFu2LIL39vb28tTUMpcyhEWe6liafEpTogBWwO1irLOz0+zkmKajoyPi2CVuKApMSUmhdPb394f7Xp40mv7GImFgS/JUx9LkU5oSBbACHhWJ+z5H3PZkAxbvgKUoKyujdNbU1IT1LiUy6+3tjVHCwH7kqY6lyac0JQpgBVzv8mx3Mj+9z4GmlTtgMW7SXbhwYVjvampqsvIDkmBN8lTH0uRTmhIFMF1PTw994jIzM7u7u63fQBY7Pp9vypQpdAYGBwfNTsvIeCZB4+25Xq93+fLl9JZDhw7FNGFgM/JUx+LzSZ86+tm6YMECh8NBfx977LHLly8LP0q45ClRANPxjY2NGzfSt4EFJzmOm66urlE0PR8PFmqwNdPlcvFNSlFzRYM85KmOxefzoYceWrduXW9vL33q6O/atWu3bdsm/CjhkqdEAUxHoZUyLR1PJyznEJT19fWU9/LycrMTYgjfd0xNTfX5fCNu/Mwzz/ATDPRtH4e0gZ3IUx2Lz+fs2bMDB6yjZVoj/CjhkqdEAUyXmZlJnziqsIc/GmzJhjtgOZ1OsxNiVFZWlpE5E1tbW7npc+bMmefOnYtP2sA25KmOEWABgEiDg4M8MBL/29DQQP+WlZWZmypTjKIOWKyuro7bdnW2qa+v5yFkuQk4bmkD25CnOo5JE2F+fv5rr71Gnz36S8toIgSQB49aWVBQwP92dnbK2c9d6elvdkLCMDAwwMFxyMjJ5/OVlpZyyyCFYvFPHtiDPNVxTDq579y588Ybb3Q4HPT30UcfNauTO0ZyB4i/yspK+rjV1tbyvx6Ph/6VsJ8737obdUNU8Lw3wQ8GDg4O8ksUfll/1AmwMnmqY2nyKU2JApgrNzeXPm7t7e3KmuzsbKVLljx4gr+DBw+anZDwNDY2UrILCwsDV/b29nK/uoyMDNnKEYSTpzqWJp/SlCiAiXhcBtX8g9zPvbm52cSExR+PYjAwMGB2QsIzNDTEI2vQAq9RurRT6DyK+pOBZclTHYvPJ/3WWbly5cSJEy3VPGeFNADYXsip97ixTKrp6kZjByxFYWGh8uAnurSDcPJUx+LzSb9ydu/e/bvf/U74nqMhT4kCmIhHflLFUtzPPScnx6xUxR83tOk/jmdZhw4dosSvWLFi8+bN6NIOwslTHYvPp8PheP/994XvNkrylCiAibjjkWrkJ7fbTSvpm8HICJb2UFJSQlluamoyOyGR8Hg8SUlJHFqhSzsIJ091LD6fN9xwgwW7HchTogAm0up4tHDhQqn6uaelpVF++/r6zE5IhObOncsB1r/+67+anRawG3mqY/H5/Pa3v02/Yq3WF1KeEgUwC8UT/KBZ8EvFxcXy9HPn80AxltkJiRzFVStWrNi3b5/ZCQEbkqc6FpPPhJEIOUqUKTQ7CQA2R/ETfdAolgp+ac+ePfL0c+e5rktKSsxOCIAVyVMd2zmfVgvyAOyNh/luaGgIfqm9vZ1eWrVqVSyOa7Wn23hYilHaAQsg1uSpjsXnc8yYMcL3GT15ShTALDxVcHd3d/BL3M9dmaBQlMHBwb/927+97rrrMjMz6RBidx6xwLmuAUBFnupYfD6vv/76//7v/xa+2yjJU6Lx1Nvba7WbB2AWJYTSelSQ+7nTNRPxIehio6jl4MGDlZWV+fn5qampgbeoJ0+eXFRU1NDQYG5kw9P5paSkmJgGACuTpzoWn8+nn376s5/97Pnz569duyZ85xGTp0Tjhkc8oh/r8jx7Dzp4jue8vDytDbife/Akd/oef/zxpKSkJUuWZGdn84iXgSiOyc3NnTNnTnJysmq9WcEWxX+UADp6nI8LMFrIUx2Lzyc6ucuAgqrZs2fTWR07dqzVnhgFU1RXV9P1UFNTo7VBXV0dbVBZWRnWblWRE4VZFKhRcN/a2upyuQK3pOvQ6XSWl5dzS2VgsEVh33333ffrX/86wryFQ6cjGgAMy1QdWyWfJ06cWLduncPhSE9P37Jly8WLF4O3uXbt2vbt2+nrctq0afRtHtYdMnlKND64siRUmZmdFrCEVatW0fVAcY/WBvRSBP3cp0+fTu+i8Ki7u9t4e3TIYCstLU2ZXy920AELQJ881bFV8rl+/frjx497PJ63335769atGzZsCN6mqalpxYoVv/KjhQMHDhjfvzwlGgednZ2JAQKn9QU5UehDv47oU6bT05yCm3D7ufMcO1HO6Hfu3DlOG/8eiOyGKyV+5cqVixcvPn36tM5mtHN0wALQJ091bMV8Xrp0afLkycHrb7/9dgrCeJkW6PvO+D7lKdFYoxo0IyODzmd1dTXftDh69KjZiQKTdXV1cfud/mZ85Rjv515TUxNBq2Kw/v5++nl28803832sCAZY37ZtG4do48ePLy8vpx2G3MzpdNI2BQUFUSYYwMbkqY6tmM+WlpaQXWWTk5OVO/zvvPNOWD8T5SnRWOPJ5ii08vl83FBYVlZmdqLAZA0NDXQlUOShvxlfPMYjcn7wsKOjI9r0+Xk8Hv5JkJqa2tnZafBd9J3D3fOJMkMfd2MP3gmdAXqpvr5eSIIBbEme6thy+Tx9+vT8+fPPnj0b/NLYsWOvXLnCy7Qwbtw41QYh+9dbp6O9DTQ2NnILCE82193dnaAxNQpIhSOngwcP6m/GEXlVVZWRffKEMxQMCXxM1ev1crQ0ZcoUne5iCooFeTAIuuY5d/39/RRFKW2Oubm59INQSSF3+erq6hKVYAD7kac6tlY+6afqvHnzTp48GfJV3MEyV09PD9crVKMoK3lS22gGNwIb4MtAq+FMwf3c8/PzjewzRvdHKRji+0yJiYk6Y0YE3rgqLCwMfmKxtrZWGYhr4cKF9NuDR8DSGQkMAIZlqo4tlE+n0zlnzpxTp05pbYA+WCbyeDz861zVDMQPpaNNRGYUVyUYm9s4rD7gubm5qmheIO7dlaAxnkLwjauQvF4vxVXcjsnds+jvbbfdFosEA9iGPNWxVfK5d+/eefPmhex8qhTG/v378RShWTiQWrZsmepRee7VqzO8JNheWENrcuAy4r0ul8vFd4NiN1UAhVY8cmlgJ3r9G1ch+Xw+igI5HESLOcCI5KmOrZLP4C5TysP/SmFcu3bt4YcfTvHbsWMHxsGKG46iqLYLbgp0u90YrEFy3OK2Z88eIxtT1JJgoJ879/aL9XjolAyOsTZu3EhxksEbV1pycnLovdu2bYtFUgFsQ57qWJp8SlOiwvX391NoRSewubk55AYYrEFy2dnZxnt2c9vciP3c8/PzE8KfVycCHR0dfHnziKbGb1yFNOKdOQCQpzqWJp/SlKhY9LOef5eXlJRobYPBGmTGczw7HA6DbXk8ZaH+SFHKbVGdYUsF6u7u5qc3xowZE1bHAwCIgDzVsTT5lKZExaqsrEzwD6Wt0wKIwRpk1tbWlhDOBDjcuSo1NVVnm0OHDhl/2FCI+++/n444c+ZMPAAIEGvyVMfS5FOaEhWI687ExEQKofS3xGAN0uImv+rqauNv4X5OOs1wPKpWY2OjiAQa4vV6W1tbMW05QBzIUx1Lk09pSlSUgwcPcruJkc7LGKxBWnl5eeEOpsD93LXeQrEOd4qKuCMUAFiZPNWxnfOpeizR7OSMJu3t7WPGjOFGEyPbY7AGgygG/fznP6+Mlzva+Xw+DobCylFVVRW9paamJuSr3EkrNzdXUBoBwFrkqY6lyac0JRolqjKrq6uVqNTgM+cYrMEIClv5rN59991mp0UM7n6XlZUV1ruOHj3KD+uFfLWsrIxeraurE5FAALAceapjafIpTYlGY2BggJ8ZpFCJarhf/OIXxt+LwRpGxHduSHp6utlpEYPneC4tLQ3rXTzye8h+7hTfcw+tkGMOA4ANyFMdS5NPaUo0Yk6nk5t7MjMzI5itFoM16Gtvb+ebfMnJyXSiOjo6zE6RACUlJToDpOlISUkJ2cuKTkuCf2o/QQkEAMuRpzqWJp/SlGgEPB4P91Ln8a4iG3wIgzXoGBwc5Acta2tr+bG7cO/6WBMVd2R3m3gc0dbWVtV6HhZEq3sWANiAPNWxNPmUpkTD1dPTw7PVTpkyJYJbEYEwWENIPp+P4wn6S8vcQEZne7T3VxsYGEgwPHOzCreWBne0yszMpPWdnZ0iEggAViRPdSxNPqUpUYMGBweHhoaU+W6XLVsWfa8XDNYQUm1tLZ0Wij6VYZa4v1oEs91Zyt/8zd9QLtavXx/Be7mfu2qqQYr1cRMUwPbkqY6lyac0JWpEV1fXuHHjxo4dy82ClZWVBuc50YfBGoIpXa9oQVlJoVVYo59b08SJEykXS5YsieC9FM0Hx1LceIpufAD2Jk91LE0+pSlRfT09PVSNzZw5k0OrqVOnBveDiRgGa1AJ7HoVuJ7ODz9PMHrnBvb5fBSjRzOhTfAAWsuWLaM1gZEoANiPPNWxnfOJgUYVHFdxXys2ceLEP/mTPzl37pzYA0UwWEPIIINCk97e3o6OjqamppKSkkceeWTUTWOi6nqlepWbU0dvb24e02v27NkRB9N8qSjxvdI1TcjNVACwLHmqY2nyKU2JMopOqFIPjqtSU1PLysqodozRpLbhDtbAs87dfPPNFHBQILJs2TJ+MC2klJSU3Nzc8vLyhoaGtrY2i4dcwV2vAnV2dnIb2SidXZiHA40mQOQHBpV+7jyk1saNGwUlEAAsSp7qWJp8SlOiZMuWLXyPKm5xlSLcwRomTJgQMpaiBGdlZeXl5d12223075gxY6ZPn64Vct14442zZs2yVNNSyK5XKhz4UqQYz4QJoQwHShF8xDs5dOhQQkA/d76h5XQ6BaURACxKnupYmnxKU6Jk9uzZcY6rAhkfrKGxsZG2TEpKoojw4MGDFGpQfDYwMKDarKOjg1cODQ3RMr2roqKCYi+u4xW33HJLDHITCa2uVyp8t6+kpCRuCROF2wejHA6UrhBlJ1SyFIw6HA703gOwPXmqY2nyKU2Jer3eSZMmUX537dplSvOTwcEa+vr6uJtzNLPrcMi1dOlS2s+ECROs0Gio3/UqkMvl4qgispFdTRR9+yDjC4Cy39zcTAsFBQVCkgcAViZPdSxNPqUpUR4CIDc316wEGBmsgSIPSmGCuAHNuS9XZWWlkL1FQ7/rlQqFFLRxY2NjHBImipD2QcbNgu3t7YWFhQkRTbkDAKOOPNWxNPmUpkQpsjG3rjIyWAO3jmVkZIi6edPX18cHNXfgAzrtI3a9CsTBaE5OTqwTJpCQ9kHG/dwpJHU4HAkfHbIBAOxKnupYmnzKUaI8e4npfVn0B2vo6enh4ePFTnjMTZMmzvG3a9cu7g1mvO3M6/XytMejaH4hUe2Dw/54lJ9USBj9w64CgEGSVMfDCLBshtunTH/WXWewBgopsrOz6dWKigqxB+3v7+e7R9HP+ROZj33sY/zAY1iji9F5oHdVVVXFLmECCWwfHP6/uXHYnj17ot8hAFifJNXxsL0DLNUj/WYnJx54ECmxd4YioDNYA8/ym5WVFYvxJLnJSTXDXXy43e6kpCQ6+t69e8N6I58rilpGxYBYAtsHh/3hGjcOJozmQe0BICySVMfD9g6wAslQolz5ZWZmmp2QPwg5WANFfnyTqaurKxYHHRwc5ApbyP2VsPCQE5E9B8e39FpaWoSnSjiB7YPD/gCLZ22KbEJDABiNZKiOmTT5lKBEN27cOOLYS3ETPFiDx+Oh4C/WKayurk6IYoK8iGVlZUU85MSePXvMuvEWFrHtg8P+gJtvX91xxx1CdggA1idDdcykyafdS9TtdvPNm+CBOk0RPFgD3/xYtmxZTNvC6Dxwp+l4tpNyoJCWlhZZ1niYTWKFcbx0iG0fHPbH3IsXL548ebKlRuEHgJiyfXWskCafdi/RpqYmU+7caFEN1tDa2sqPN8ahBzr39NcfiEuskpKSKO/M8TheFu/oLbZ9UIHZnQGkYvvqWCFNPu1eojxu56FDh8xOyP9TBmsYGhriLlnxCSAopOPDxadXE3f8olDS5XJFvBNKKiU4OztbYMLEEt4+CABysn11rJAmn7Yu0b6+PsrglClTLHUzQBmsobi4OM63lBoaGrg5Mg7Hqq+vp2MVFhZGsxMKXzgo7O7uFpUwsYS3DwKAnOxdHQeSJp+2LlEe+6C8vNzshHwED0DA883R33h2DqNAk0escDqdsT4W99xva2uLcj/WLERFjNoHAUA29q6OA0mTT/uWqHLzI0ZjH0SMohxllKODBw/G+eg8J+PChQtj2qee4ipRQ2P09vbysOaWug3J0D4IAKLYuDpWsXM+JRlolPuPZ2VlmZ0QNU4Y+djHPhb/o1NMQNFVrGM7nqU4cDSKaOTk5MTnrlu40D4IAKLYuDpWkSaf9i1R7uEkqo4XyO1233TTTdOmTTt58qQpCeChIjIyMmJ0T8jlciUmJjocDlHDK/CjoJGNVhpTaB8EAFFsXB2rSJNPm5bo0NAQP8Jm8SGUzLJs2TIq+oaGhljsnMeDKCkpEbVDZb6dY8eOidpn9NA+CAAC2bU6DiZNPm1aovy4XJSPsNkYD3+QlpbGw3EJpHR9EzuiaXJycoJ/xujy8nKLTM+H9kEAEMiu1XEwafJp0xLlOzSRzdAiiby8vFjMz0PnPBZd39asWRPYcbCoqKizs1PsIcKF9kEAEMiu1XEwafJpxxLt6emhfKWmplrwuTPr4HlsJk2a9MorrwjcbUFBAe22sbFR4D6H/Y9etrW1vfrqq+Xl5cozmLm5uS0tLTF9HFIL2gcBQCxbVschWSifIz7uF81TgbYs0YqKCspXZWWl2QmxupkzZ9KJSkpKEtVTrb+/P8E/84/b7Rayw5AotbW1tRzfcCMdxXMUgbW3t/f29ka5c4NBOdoHAUAsW1bHIVkun/oBVix2O0pRBYlbCwbx3SayePFiITEWDwpaWloa/a5GRAVNcRUPOZHwfwO3kmhmdfzWt741fvz4z33ucyNuifZBABDLftWxFsvlEwGWQdwHKD6zwYx2brd77969CxYs4FEbopxwWglt4zmtjc/na2lp4Rkn2YMPPhjB/TN6C0VLY8eO5Z0UFxfr9PFC+yAACGe/6liL5fKpH2DR1/2kSZOys7P37dt39epVIbsdpXiIS+F9gGyMYguefzotLS2aUe95eK2cnByBaTPuJz/5CT/ZkOAf9r22ttZgmEXRUkNDg9LgOHnyZCXMog9UU1NT8IOWaB8EAOHsVx1rsVw+Rzz1ly9f7u7uXrlyZXDfowRdMUuyCZQhLoeGhsxOy2hCMQQHplOmTIl4eAW+jUQRidCkhaenp6eoqMh4mEVBodLImJeXx/ElXUU1NTU82ATvp6KiIvD2HtoHAUA4m1XHOiyXT4On/s0336T6QPhudZw7d664uPjBBx+s1Vbg9/LLL8c67qmvr+f2nZgexZZ8Pl9JSQmdPYpQIxjewlIzBhoJsyiO5Bl4EvyDSrS0tKg2oBNC4Rff22P5+fl0ZtDJDwBiAQGWaQyeevrxPXv2bOG71UKVEB1O/w6ZSlpaWmFhYVVVFdVeVCuLfcaeako6RGtrq8B9SqWyspJjrHDbWPnJTfobo4RFIDjMOnv2LMVVdNXx7Tq+Gpubm/UvQtq+vLxc6UQ/fvx4+jt//vy4ZQQAZIAAyzTBp15ZU1JSQnXABx98cObMGfqR/dBDD0Wz27BwtZrgfzK/pqYm5O0r2oY7tVD0o9RSCnrjsmXL1qxZs2TJkignQrn33ntph7NmzTJlYCTb4LuApK6uzuBbPB4PRTD0luhHSRAuMMwaM2YM/eWrkUMu4/fb3G43BZ1Ku+GnPvWpmCYbAGSDAMsEqogkcD0vHDlyZOnSpUlJSQsWLNi5c2dYbTTRlOihQ4f4bsc3v/nNgYEBnS1dLpfShaW/v7+lpYXqNqr2lO4vbMaMGREnhgcXJcuXL494J8CampqoWBMMjyXGkzGvWrUq1gmLGF0eypgUFGBR0B/ZsBR0Jc+dO3fmzJmvvfaa8EQCgMwQYNlNxCVKNRbfjmpubo4mAR6Pp6ur6xOf+ATXfBE/4f/cc8/xHv7hH/4hmvQAO3r0KMdYFJecO3dOZ0sK6Lll1ul0xi15kXn22WfXrVv3H//xH2YnBABADQGW3URWom63m28+CRxSctu2bQn+yU8ieK/L5eImqhdffFFUeqCzs3PixIl810fnIQY+8w6Hwwrd2wEARikEWHYTWYlya0tOTo7AOtXj8WRkZCRE9Jw/91nGw4PC7dq1K+gphdDQ6RsAIBoIsOwmghKtra1N8A9tqt/vKgI8CHtKSkpYozkcPHiQ04Oxr4SjALq6upri6ccee0zrDtbmzZvvuuuuV1991ezEAgCMYgiw7ECr17wRbW1t3LG9vb09Fmnje2PGWx6VxsEIhm4CAACwCARYdhNWifb393M0Y/wB/nDRIRwOBx1CZya4QGgcBAAAG0CAZTfGS9Tj8fBcb0VFRTFNEkVvCf5p4EYczgqNgwAAYA8IsOzGeIlu3LgxwT9YaPDct2J5vV5+RLG+vl5nMzQOAgCAbSDAshuDJdrY2Jjgnwk4PkN1t7e38+EoitLaBo2DAABgGwiw7GbEEvV4PMq43vG8V8QTD2s1R6JxEAAA7AQBlt3ol6jP50tPT+eHDauqquKWquGAFsC2tjatl9A4CAAA9oAAy25ClujAwEBTU1NxcTHHMWT27Nnxn0G5oaGBDp2ZmakazhSNgwAAYDMIsOyGSpTDF4/H09LSUl5erpqAOT09/eMf//jp06fjnzYK6fi5xZqaGmUlGgcBAMB+EGDZgWqg0SlTptx6663cy4qlpKQUFxc3NTUJH6s9XF1dXQn+ee76+vqG0TgIAAA2hQDLbpSgigKsVatW1dbWUkwT/9ZAHWVlZZS8/Pz8YTQOAgCATSHAshsq0bVr1x45ciTWo1tFzO12p6amclyFxkEAALAlBFh2MypKtLm5WbnThsZBAACwn1FRHQshTT5HSYlef/31HGD19PSYnRYAAADBRkt1HD1p8jlKSvR73/ve2LFjZ8yY4Xa7zU4LAACAYKOlOo6eNPkcPSXqcrlUA2IBAADYwyiqjqMkTT6lKVEAAADLkqc6liaf0pQoAACAZclTHUuTT2lKFAAAwLLkqY7tnE/VSO5mJwcAAEB28lTH0uRTmhIFAACwLHmqY2nyKU2JAgAAWJY81bE0+QQAAAALMDsiiBNZ8ilWfK4PHAVHscdR4nYgHAVHsc2BcBQbkDTbUbLTRYmj4Ci2ORCOgqPY5kA4ig1Imu0o2emixFFwFNscCEfBUWxzIBzFBiTNdpTsdFHiKDiKbQ6Eo+AotjkQjmIDkmZ7VJD2orQ4lItloWisCeViWSiamMLJtS5c+taEcrEsFI01oVwsC0UTUzi51oVL35pQLpaForEmlItloWhiCifXunDpWxPKxbJQNNaEcrEsFE1M4eRaFy59a0K5WBaKxppQLpaFookpnFwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AVPwn/J3Cl2+3evHnz9OnTU1NTd+3aFfKN165d2759e0pKyrRp06qrq+lf/fVg3IkTJ9atW+dwONLT07ds2XLx4kVeb+TcolxiSqtohjU+SoFQNLGjVS465aVAucSUVhEcO3ZszZo1SUlJtP6BBx64cOFC8HtRNLGAACveVLVCaWlpSUnJBb/77rvv+eefD35LU1PTihUrfuVHCwcOHNBfD8atX7/++PHjHo/n7bff3rp164YNG3i9kXOLcokpraJR6ARYKJrY0SqXEctrGOUSY1pFsHbt2pdeeol+zF+6dGn37t0UhAW/F0UTCwiw4k1VK8yYMYM+DLxMMdaqVauCt7z99tvpY8PLtLBy5Ur99RAZ+vaZPHkyL+ucW5RL/AUWjSI4wELRxFnIcglej3KJP62iofBr0qRJyr8omphCgBVvwQHWO++8w8sUaaWkpARvmZycPDQ0xMu0sbKN1nqITEtLS15eHi/rnFuUS/wFFo1CJ8BC0cRHyHIJXo9yib+QRfP+++8/9dRTgTcXUTQxhQAr3lS1wqZNm+6///63/b74xS8mJiYGv2Xs2LFXrlzhZVoYN26c/nqIwOnTp+fPn3/27Fn+18i5RbnEh6poFDpNhCiaONAqF631wyiXeAlZBNxtcdasWf39/cFvQdHEAgKseFPVCu+++y7FVdOmTZs9e/YTTzyRlpYW/Bb8toi1jo6OefPmnTx5Ullj5NyiXOIguGgUOgEWiibWtMpFp7yGUS5xoVME77333q5du1avXh38EoomFhBgxZtOrfDss89SsBW8Hq3jMeV0OufMmXPq1KnAlUbOLcol1kIWjULno4SiiSmtctEvr2GUS+yNWAQUY4Xsm4WiiQUEWPGmqhXuv/9+l8vldrsPHz48d+7c119/PXjL/fv3h3yOQ2s9GLd37176tdfX16dar3NuUS7xoVU0Cp0+WCia2NEqF53yQrnEh1YRbNq06cyZM1euXHnrrbcqKipC9sFC0cQCAqz4SfgoXvncc8/RD45JkyatX7/+9OnTqu154dq1aw8//HCK344dOwJHKAm5HoxLCOLxeIZ1zy3KJT60iib4pcC38AKKJna0ykW/vHgB5RJTWkVw5MiRpUuXTpgwgX7Db9269d133w18Cy+gaGIBARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYMVJuJMKa603Mm2nztuHDUyUG0FqAQAAIBACrDgJd1JhrfVGpu3UebtCP8CKZgpkAAAAQIBlAiOTChsZ3k01bWegEd+uH2CFm1oAAAAIhADLBEYmFR5xgoLgaTsDjfh24wGWwSmQAQAAQIEAK94MTiqsP8Umd6LSmrZzxLcPGw6wIpgCGQAAABBgxZXxSYVHvFekmrZT1XU93DtYIXu+RzYFMgAAACDAip+wJhU20ttJa9pOI28f8Q5WxFMgAwAAAAKsOAl3UmGt9TrTdhrZrUI/wIpgCmQAAABQIMCKE61pOMOdYlNn2s5A+nMVh5woN5rUAgAAQCAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEOx/AStEt98YSkeKAAAAAElFTkSuQmCC)
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