Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-04-20020319_011100_20020319_055500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 01:11 |
End Time | | 2002/03/19 05:53 |
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 | | 11.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-04-20020319_011100_20020319_055500-constBx0 |
Minimum Dst Value | | -25 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIERlYyAyNSAwOTowMjoxMyBFU1QgMjAxN8mA1+oAAAHNdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNjYtMDQtMjAwMjAzMTlfMDExMTAwXzIwMDIwMzE5XzA1NTUwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wMy0xOVQwMToxMTowMC4wMDBaIiwgIm1heCI6IjIwMDItMDMtMTlUMDU6NTM6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMS4xOTk1MjUwMDA1LCAibWF4IjoyOC4yNTkwMjUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19+D2oJgAAAARnQU1BAACvyDcFiukAADdmSURBVHic7d1/fBT1nfhxfgRYINIFIj9DDBI88EIuWqrRRBsxIGquRo/SqKCpYkkV2pyHECVqvEPlemCDD1riEXv2calGzMPmNCKPPrjm+sidqY9Y8JorqaYtYtqLGu1WYxskSL7v5tPv3nZ3Z7I/Zndm5/N6/sFjMszOvN+fz8x+3js7OzNmGAAAAJYaY3cAAAAAbkOBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWc3+BNWaM+3MEAMsl4s3zlVdeWbx48ahrTsSmGQuQZO7f4YwOKg42ADCRiDfJoqKi559/3pZN854fAxotHu5vu2g/Kr388ssrVqzweDxz5869/fbb33//ff9/vf7666tWrZo6deq8efOefPLJUecHOnPmzNatW71e7/Tp06urq+XPwP/t7+9fsGCBSahGURmt1mh+tOt56aWXLr/88kmTJsnyt9566zvvvBPYbkpgnD6f75ZbbpkxY0ZGRsaDDz5olM6obRJ25dHOj7ZxwtKq5cf8udAtRjjfkpZPhKBG80c+duzY2bNnl5eX9/b2mrw8hvj7+vruvPPO7OzsCRMmyKtWr14tPRs2mKCZMnH++ecHbkKmly5dGriA/7+6u7tvuOEG6f2JEycuX778ueeeU/N/97vfSZyLFy+ePHmybP266647fPjwqDGHBhPzAqGmTZt28uTJ+Dcdg0TXCiZ9Lbq6uq6++ur0ETLx05/+NDCwsIdS5N33y1/+srS01DtCJuTP0GWSWSpRlinub4Vo3yNWrlx58ODBgYGBd999d+PGjddee62a/8Ybb0gN1NjY+Nvf/vbEiRM33nij+fwg9fX1F1544a9GyMT+/fsD/1cOy0ceecQkVKOojFZrND/a9VxxxRXycVMG748++uihhx6SEsG89SoqKmSUemfE2rVrv/Od7xhlNGqbhK482vnRNk5YWrV8nA0+6vqjavlECC2w1MSnn376m9/85u/+7u+KiopMXh5t/L/+9a/POeccWe2xY8f+8Ic/SFX94osvXnXVVWGDCZopE1IqvfDCC/7/+v73vy9zQgusN998U6rDXbt2yfuP1C4//vGP/+Zv/kb9l2zrjjvukAU++eST995779lnn/385z9vHnPYYGJeIOaXpFyBZd7XPT09Z5999u7du/tGPPbYY/KnzDQPLPLuu+SSS7Zv3+4bce+998qfoctQYCVfCreCvJV8/etfnz1CJvyfiqRrZffNzMyUT6Xqz3/8x3+cNWuWfLy76667ZE/1Lzb85x8dQjchY9vUqVPVtFROe/fuDV3GaH4Q2eNlfFXTMlFYWOj/LzkgFy1aNDg4GOFOGRiV0WpNNhfVegJJcTBlypSgmUExz5w5UwoINS0jvflwNepG4xzv42mcsFzf8lYVWHG2/NDQ0P3335+VlSUfx6VuUDNNjvd9+/bJ2ObxeAoKCrq6utR8+ax/wQUXyEz5L1UJhR7sQfH/7ne/mzx5skxUVlYGVqhPPvmkzDGPP2xT3HbbbTLahc3R6CWBsR04cCBwE5Ldc889Fxr8TTfdtGPHjrCbkHQkKaMAAjdq8iY5bND45m+e0b4k9H07bLca7QaB5EOvlJiSy7Rp066//vr+/v5I0jHfqOwAskJZXhoqhr6++eabg84rP/DAA+vWrQsKLEiE3Sfk/UHeVdT0hx9+GPbtInTnD2zwURtNPoT8wz/8Q3Z29vTp07/85S9//PHHan7o0Rq6rUgG68suu+yZZ57xByyfFubOnRth+o6VwgWWdGpJSUnvCPm4L/urmi99dt1118nnUf+fstivR8hEbW2tf37QRKiWlpbi4mI1LXuGbFG6XHbBW265RT4omM8PInutf5eVzyKyL/r/65prrvne975nHolRVEarNdlcVOvxk8Pp0Ucf9Z938Qsd5uXlalrG+7Db9Rt1o3GO9/E0Tliub3lZZ0ZGhrw75+bm7tmz5/Tp07HNj7PlpVyQ9vnFL37x29/+tqqqSs00Od7LysqOHz8uDfXQQw/5KxI5JJubm+WtXN6pb7/99rCNFjh49PX1bdu2TZ0hkArj8ssvf/bZZ2W6qalJpk+dOmUef9h9UmKQcStsjkYvCXxfkqgWL178X//1X/JnW1ubTMuc0DcueQsK+5WQuPrqq9euXfuf//mff/jDH4zCGI7gTdKk8Y3WGe1LQt+3w3ar0WoD5eXl/fCHP5SUZXjetGnThg0bIk8n7EZramqkJX8zYtWqVTH0tfSR7M+Bc+TPOXPmmLdJhN0n1qxZI1lIvjIASbTyZ+gyoTt/YIOP2mi7d+++8sorf/WrX8lRKaXh3XffreaHPVqDthXJYH3o0KGlS5fKHq7+S47ZnTt3mmftfClcYJ177rk/+9nP1LR81Fi0aJGalj576623/IvJn/7F/ud//idwsaCJIEeOHFm4cKH/mBk/frzsVe+OKC8vr6ioMJ8fZNy4ceo9WsiEvEpN/+AHP7jooovUlRaRFFhBURmt1mh+tOtR1GcR+YDrP6cd+F+Bf65fv14+q6nWkA/WaWlpJrmMGmScBVbMjROWPi0vRUlnZ6eMLv63y2jnx9nyOTk5/pMHfibHu9RGavr3v/+9OgUlFixY8Pjjj7/99tuBKwkdYwLJR3N5i1D/9c4770g3VVdXy7/+C+Ci3XOkFwKHxtBTCKEvCfrfJ5544gtf+MLwyLdF//zP/xy6gNrK4OBg2AA+/PBDGdv+6q/+yuPxSANu2bIl7CmBUd8kTRrfKPdoXxL6vh22W41Wa0RaIDMzM/J0jDba3d2tpuWFYVMw72vZVYL6SBb2H6RjQviDj6T7hv//F5TqtTLhL5sChe78gQ0eKGyjLVmy5Oc//7maliNCtqKmwx6tQduKcLD+3Oc+p841vPnmmxKAdEHY8FJIChdYss/5d1mZkD/VtPRZ0OXSRosFTQSSz4tZWVmvvvqqf458eA08QyAf3M3nBx0qRp99ly1b1t7eHhpJ0MtNoorhVEHk6/GTQ+7BBx+87LLLguYHRfjBBx/I6C4DlXxie/jhh/0f0cJKoTNYurX88Mgp+pjnR9s4QXt74KHtZ3K8By7m//MnP/lJWVnZzJkzFy9e7P9ez2hhFc/27dsDr3WTz9mygP87SpP4jUgvhJ7V8G90woQJQd9wSV5SwwUuJgvMnTv36aefln/937IFrcfkDJafvCVK5XTrrbeGngodjuBNMsLGDxTtS0Lft4P+13y1gaTcl36UY0HtVP46ONp0Apf395TRtRzmfS2fkWI4g+UX2n1Bh0xJScm9997rvwZL/gxdSWh2gQ0+aqNJuRlYAvp31LBHa9C2IhysW1pa/uIv/uL06dM33nijfDoyb5OUkMIFVoSfkAI/nMlE6GLqG+hATU1N8+bNe+211wJnFhUVBV7j4i+kjOYHMbnqJexnl1Bho4rhYpeo1hNIRnr/lUN+JgF/61vfkiHf6H8j2WicBZZV12Bp2PKit7dXRu7Y5sfZ8lISRXUGK3CxoD/l7bu1tdU/kgUd7EELf/TRR/6TFq+//rp8hn7++efnz5/vP30Y7Z4jI2J1dXXQTP9Gly5d+uMf/zjwvzo6OrKzs4MWe/TRR9PS0vxfl4QWWNLXjzzyiHkkioy+Z511Vuj8Ud8kjRo/9M3TL4YzWJH8GckZLJn53e9+Vz5yyFAt/4a2WLT7UiRnsMz7WiqG0Guwbr755rDbNWLUfcMj1Y/5NVjDo+38ozaalD7Hjx8PXW3YozVoWxE2uByty5Ytu+eee+Qo8F8ImNJSuMCSj5v+r3Wl9K6pqVHzQw+SVatWqcsLZCL0UoCzzz772LFj/uV3796dlZXlP5z8nnzySf9XMOXl5V/+8pfN5wfZt2/fqL8/MjnMjKIyWq3R/GjXs379emmcU6dOvf3225s2bRr1SiBpCukOeSN45plnFixY4D+lHFubxFlgRds4YWnV8rIDy9ufvLXJpuXg2rx5c2zz42z5hx9+uLi4+Je//GXgVR2RH+/+2OQ9XWKTAkvqWjUz6GAPfO37779///33FxQUDI9c9yZv9D/60Y9k+oUXXrjgggvUtz8m8YfdJ9966y3ZtP+XZZLOiy++6F9S6mDZyn/8x398OKKtrS03N/cb3/iGyQqHwxVYb775plSQjz32mLTMyZMnX331Vf+vCD//+c8/++yz8sFPdiSJeePGjVdffXXYdZq/SRo1flB7Boqwv4wa0OhPo9UGktb4/ve/L00hu5A0RWiLRbsvyfL+a7CuuuqqGPpajkf57C195P8VofzpP+Nl1CYRdt/wSOkvWagzWPfdd1/Y0t9k54+k0erq6qTRZA1yTP30pz/90pe+pOaHPVqDthX5ziCfQmVmQ0ND4MwIC1AHStW4h0fONMobuvphgkz4z0CGHiTqBzLTp0//6le/Gvj7BTUhI5/X6w3cn4IMDAyo/5L3HTkqZD0y+AVezG40P5DU5lKYq/uUbNu2LewddEx2I6OojFZrND/a9Rw4cCAvL2/ixIkyZsvhLZ9sjEJSM6XclHcZ+fy0cuXKI0eOGKUzapuEXXm086NtHFpebXTSpEnyEVPeE/3HVLTz42x5GU5kkMjMzJRjSoYiNTPy411NSKEpn7k9Ho+URz/84Q/VTJODfcaMGV/4whfU9zi33HKLuuBJkRjUByfzPTZsLidOnLjtttuka9LS0mbOnHn99de/8sor/tb4l3/5l+XLl39mhEx897vfHXWFY0JGvuGRXyLLmiUq2WE+97nP+e+D9e///u8yX5pR2mHhwoV33XVX4I4UuE7zN0mjxg9qz0AR9pdRvkZ/Gq020EsvvSRdP2HCBPlI8/jjj4e2WLT7kizwla98RRpHmujv//7vZc1hUzDpa/Hf//3fq1evnjpCqrTXX389cENhD+oIu294pMiWlasdSYqwoK8jldCdP6pG+/TTT2X+kiVL5HiXDwYtLS1qftijNWhbke8MsusuXrx4aGgocKbRPuN8qRo3AMASqTuAJZ/USVLr2B1Fkpw+fdr85zKW++u//uunn346mVtMKI4rANAaBdaoqqqq+vr63nrrrSuvvPJv//Zv7Q4nSTo7O/2/Fky0Tz/99Iknnli2bJn/Tg0uwHGFhAs9Ae7AN/SUCDJarkwKlmOvGFVdXV1mZuasWbPuuOMOF9w+IELp6enf/va3k7Mt2Qmzs7OlpEvO5pKD4woAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDFdCqywv1cHAABJZndFkCTa5KlNjwIA4Fj6DMduzlPPkhkAAMfSZzjWJk9tehQAAMfSZzjWJk9tehQAAMfSZzjWJk9tehQAAMfSZzjWJk9tehQAAMfSZzjWJk9tehQAAMfSZzjWJs/E9+jx48e/8Y1vbNy4sb+/P9HbAgAgFVFguUFCb9Mg5VRra+uuXbsqKiqWL1+enp7u39CcOXPkf63dHAAALkCB5Tbx92hTU5NUTjk5OUHllN+sWbPGjh3rr7Ha2tqsCBwAAPegwHKbmHu0v7+/rq5OiqqgckpKqNWrV1dVVdXX13d0dPh8Pln46NGjjY2NV111lSyQlpbW0NBgaRIAAKQ2Ciy3ibZHBwcHm5qaSktLpU5SFVV6evrkyZP/8i//0l9OGRkaGqqurlavqqyslD/jix0AAJegwHKbyHu0ra1tw4YN/i8BpcAqKytrbm6WkiuqLTY2Nno8HllDcXExl70DADBMgeU+Rj3a19fX1dUlRdVtt922dOnSWbNm+b8ELCgo2Lt3bzy1UWdn55w5c2RV2dnZspWY1wMAgDtQYLmN9OiVV165ZcuWioqKkpKS/Pz8zMzM0AvVVTFUU1PT09NjyXalgJNCTX3D2NLSYsk6AQBIURRYbhC2fgqSkZGxZMmS4uJide6qsrLS8jAGBwelqlObq62tldKNq7IAAHqiwHIb6dEpU6Zs3br1qaeeOnToUGdnZ+itqnp7exMXwK5du/zXy1966aWJ2xAAAI5FgZVsL7/88ooVKzwez9y5c2+//fb3339fzQ864RTz+uW10V6lbjkp7FSNNXHiRNuDAQAg+Siwkm3lypUHDx4cGBh49913N27ceO2116r5VvWEQ3r0iSeekEhmzpzJt4QAAA05ZDhOAifm+dFHH02dOlVNu6zAEkuWLJFgmpub7Q4EAIBkc85wnGhOzLOlpaW4uFhNq+vQp0yZkpubu2fPntOnT8e2Tuf06N69eyWYkpISuwMBACDZnDMcJ5rj8jxy5MjChQvfeOONwJknT57s7OwsLCysqqoyea35DwYTHHikfD6fugFpd3e33bEAAJBUzhmOE81Zeba1tWVlZb366qth//fEiRNerze2NTuqRysrKyUe82IRAAD3cdRwnFAOyrOpqWnevHmvvfaa0QK9vb2zZ8+ObeWO6tGjR49KPFIs8ltCAIBWHDUcJ5RT8ty9e3dWVlbot2bl5eVdXV2ffPLJsWPHSkpKNm/e7P+vqDrJaT2qbu9eX19vdyAAACSP04bjxHFKnqGXTA0MDMj8AwcO5OXlTZo0adGiRdu3bw885ZPSBVZjY6OEtHz5crsDAQAgeZw2HCeONnk6rEelUszIyJCoOjo67I4FAIAkcdpwnDja5Om8Hq2urpao1q1bZ3cgAAAkiQOH4wRxc57OvE2D3/HjxyUqj8fT399vdywAACSDA4fjBNEmT0f2aGlpqQS2a9cuuwMBACAZnDkcJ4I2eTqyR1tbWyWw7OxsuwMBACAZnDkcJ4I2eTq1R6W6ktik0rI7EAAAEs6xw7HltMnTqT26a9cuia20tNTuQAAASDjHDseW0yZPp/Zof3+/x+NJS0s7fvy43bEAAJBYjh2OLefmPB3+K0K/devWSXjV1dV2BwIAQGI5eTi2ljZ5OrhHOzo6JLyMjAweTQgAcDcnD8fW0iZPZ/fo8uXLJcKmpia7AwEAIIEcPhxbSJs8nd2j9fX1EmFBQYHdgQAAkEAOH44tpE2ezu7RwcFBr9crQR49etTuWAAASBSHD8cW0iZPx/doVVWVBFlZWWl3IAAAJIrzh2OraJOn43u0u7tbgkxPT/f5fHbHAgBAQjh/OLaKm/NMlds0+JWUlEice/futTsQAAASIiWGY0tok2cq9Ghzc7PEuWTJErsDAQAgIVJiOLaENnmmQo8ODQ1lZmZKqG1tbXbHAgCA9VJiOLaENnmmSI/W1tZKqFdeeaXdgQAAYL1UGY7jp02eKdKjra2t6oqxZ555xu5YAACwWKoMx/HTJs8U6VF/gfXFL37R7lgAALBYqgzH8dMmzxTp0aGhoU2bNkm0F198sd2xAABgsVQZjuPn5jxT7jYNyuDgYHp6ugTc29trdywAAFgphYbjOGmTZ0r16Lp16yTguro6uwMBAMBKqTUcx8Mpeb788ssrVqzweDxz5869/fbb33//fTX/zJkzW7du9Xq906dPr66ulj9jW39q9WhjY6MEXFRUZHcgAABYKbWG43g4Jc+VK1cePHhwYGDg3Xff3bhx47XXXqvm19fXX3jhhb8aIRP79++Pbf2p1aPSDlJrSsx9fX12xwIAgGVSaziOhxPz/Oijj6ZOnaqmL7nkEim81LRMFBYWxrbOlOvRsrIyibmhocHuQAAAsEzKDccxc2KeLS0txcXFanratGn9/f1q+r333vN6vbGtM+V6VH1LWFJSYncgAABYJuWG45g5Ls8jR44sXLjwjTfeUH+OGzfu1KlTalomxo8fb/LaMaYSHrqlfD5f2gh/fQkAQKpLueE4Zs7Ks62tLSsr69VXX/XP0fYMligpKeFbQgCAm6TicBwbB+XZ1NQ0b9681157LXCmttdgCSmtJOyysjK7AwEAwBqpOBzHxil57t69Oysrq7u7O2j+vn37jH5FGFUnpWKP9vf3p6WleTyegYEBu2MBAMACqTgcx8YpeYZeMqWqijNnztxzzz3eEdu2bQu8D5brCyxRVFQkkTc2NtodCAAAFkjR4TgG2uSZmj1aV1fHt4QAANdI0eE4BtrkmZo92tvbK5Gnp6cPDg7aHQsAAPFK0eE4Bm7OM6Vv0+CnviVsaWmxOxAAAOKVusNxtLTJM2V7dOfOnRL8unXr7A4EAIB4pe5wHC1t8kzZHu3p6eFbQgCAO6TucBwtbfJM5R7Nz8+X+A8dOmR3IAAAxCWlh+OoaJNnKvfojh07JP4NGzbYHQgAAHFJ6eE4Ktrkmco92t3dLfFnZGQMDQ3ZHQsAALFL6eE4KtrkmeI9mpOTIykcPnzY7kAAAIhdqg/HkXNznu64TYNSU1MjKVRWVtodCAAAsUv14Thy2uSZ4j169OhRSSEzM9PuQAAAiF2qD8eR0ybP1O9R9S1he3u73YEAABAjFwzHEdImz9Tv0aqqKslC/rU7EAAAYuSC4ThC2uSZ+j3a3t7Ot4QAgJTmguE4Qtrk6YoelepKEjl69KjdgSTVHXfcMWPGjHvvvbe/v9/uWAAAcXHHcBwJN+fppl8RKupbwpqaGrsDSZ6GhobATpwzZ05paemWLVuampq6urq4MRgApBZ3DMeR0CZPV/To4cOHJZGcnBy7A0mG7u7u4uJiVVd5PJ7Fixenp6cHFc0yPz8//0tf+tIVV1yxZ88eu0MGAIzCHcNxJLTJ0xU9OjQ0lJGR4fpvCSXNHTt2SPGk7l/f1NTk/6+enp6Wlpba2tqysjL1s8pAr7zyio1hAwBG5Y7hOBLa5OmWHt2wYYPkIvWH3YEkSkdHR25uriqYKioqfD6fycIDAwOyfHl5uVr+vPPO6+vrS1qoAIBouWY4HpU2ebqlR9W3hEuWLLE7EOtJtbRp06a0tDT1NWhbW1vkr21vb5fqSv3Ksru7O2ExAgDi4prheFTa5OmWHh0aGlIlyNq1a+2OxUqtra3qN5KSXXV19eDgYLRr8Pl8RUVF6kL4jo6ORAQJAIiTa4bjUWmTp4t6dNKkSZLO/Pnz7Q7EAlIv1tXVXXzxxeo7voKCgnguLxsYGCgtLZX1pKenR3UCDACQHG4ajs25OU/33aZBueuuuySdVatW2R2IBb75zW+q3pk8ebJUWvHfdkHWoC7JSktLa25utiRIAIBV3DQcm9MmTxf1aGdnp6STn59vdyDx6u7unj59uiqwnn/+eQvXrG4YJjXW3r17LVwtACBObhqOzWmTp4t6dHBwUFUPMVyo5Bzt7e1er1cSycvL+9GPfmT5+nfu3KlKNxf/4hIAUo6bhmNzDsoz7Hd5Vn3N57IeVTcy6OzstDuQGLW2tqq7hq5ZsyZxZWJ9fb36QQBPyAYAh3DZcGzCcXmGFliJWG2qW7dunWTU0NBgdyCxaGpqUnXPhg0bEv2sm+bmZrUtqeR4rg4A2M5lw7EJx+VJgRWJXbt2SUabNm2yO5Co1dXVqZORW7ZsSc4W29vb1dmyxYsXv/XWW8nZKAAgLJcNxyYcl2dogZWRkTFlypTc3Nw9e/acPn3aktWmOnW70YKCArsDiU51dbWqrqTMSuZ2X3jhBbXdZcuWJXO7AIAgLhuOTTguz7BNf/Lkyc7OzsLCQvOLacaYSljINujv71d3e7I7kEgNDQ1VVlaqa/MbGxuTvHWfz6duHiZaW1uTvHUAgJ/LhmMT1uc5ODhYU1OzaNEij8cj/z7wwANSHkURkHHTnzhxwuv1xhaV+3pU3fc8JR4LI9XVmjVrVEXY0tJiSwy9vb0bN24cM3KfdylPbYkBAOC+4diI9Xlu3rx5xYoVXV1dUmnJv1dcccXXv/71KAIybnoZI2fPnh1bVO7r0bKyMknK+ffSHBgYUE+wkeqqvb3d3mCKi4vVBe/2hgEA2nLfcGzE+jylBpJKyP9ntFVRUNOXl5dLlfbJJ58cO3aspKREqjejJaNarQvU1NQk81Lx2LS1tc2ZM0edN3LCybbjx4+rC96T/zUlAGDYjcOxEQcVWGEvmTpw4EBeXt6kSZMWLVq0ffv2wHsmaV5gtbS0SFKlpaV2B2ImIyNDgpwwYUJPT4/dsfzJU089JSF5vd7AvRQAkBzuG46NJOQrwpKSkp/97GdSDMm/Mh3VV4QJ4r4ePX78uPqJpd2BGJKiauzYsRLkBRdcYHcsf0Y9EFr2TLsDAQDtuG84NpKQi9y3b99+7rnnejwe+ff++++P6iJ3C7n4V4SKetRMX1+f3YGEp342eNVVVzntkT79/f3q1BpPKgSAJHPlcByWNnm6sUdLSkoce98BKfukwk5LS3POl4OBmpub1XX3TrgyDAD04crhOCxt8nRjj1ZVVUleO3futDuQMFRsTv69XkVFhbpZK4/QAYCkceVwHJb1eXZ1dRUWFk6ePNlRX885IQbLNTY2OrOI8fl8Ho9HYjt69KjdsRiSINW9xHbs2GF3LACgC1cOx2FZn2dBQcFDDz30+9//3vI1x8OVPSrli+SVk5NjdyDBamtrJbCysjK7AxlFW1uburm8kwtBAHATVw7HYVmfp8fj+fjjjy1fbZxc2aNDQ0PqRNHAwIDdsfwfn8+nrr63/baikdi0aZOEmpub67Qr8QHAlVw5HIdlfZ7nnHPO8ePHLV9tnNzao8uXL3daKbNr1y4Jqbi42O5AIiJ11ZIlS5x/y1YAcAe3DsehrM/z29/+dllZmRPuHeD62zSIDRs2SGp1dXV2B/InUq+oW7e3tbXZHUukOjo60kbs2LHDCfstALiYW4fjUNbkOWY0lmwlzgjtDiEh9u7dK6lJmWV3IH8ipZ7Ek5+fb3cg0VEXjYn58+fzo0IASBy3DsehtMnTpT3a0dHhnIJGSpPs7GyJp6Wlxe5YoiORf+Yzn5HIp0yZwsVYAJA4bh2OQ1mf59ixYy1fZ/zc2qMDAwOSmsfjccJ5F/WYP4dUe9H6t3/7Nwn+rLPOosACgMRx63Acyvo858+f/7//+7+WrzZOLu5RdY227TcakAovJydHIpEyy95IYlZUVOSoC9oAwH1cPBwHsT7Pxx577IYbbnjrrbfOnDlj+cpj5uIeXbNmjRPKmpaWFnVTLiecS4uNSiE7Ozt1UwAAh3PxcBzE+jy5yD3J1G0Rqqqq7A0jPz9fwmhoaLA3jDip04GNjY12BwIA7uTi4TiIm/N0WpGXIK2trZJdUVGRjTGocz9z5sxJ9QuYUvoyMgBwPhcPx0G0ydO9Pdrf3y/Zeb1eG2MoLi52x9VL/vt4HTp0yO5YAMCFXDwcB9EmT1f3qKoJenp6bNm6eqJfRkZGqp++UlLrTvQAkFrcPRwH0iZPV/doaWmpjXefKikpka3X1tbasnXL+Z+laPsPMwHAfdw9HAfSJk9X92h1dbUkWFNTk/xNSxWivqCUuiT5W0+QLVu2SFJr1qyxOxAAcBt3D8eBtMnT1T3a3NwsCZaWliZ5u1JUrVq1SjYtFV6SN51QfX19Ho8nLS3Nrm9dAcCt3D0cB3Jznpr8ilBIHSAJZmZmJnOjUoVMnDhRtiv/uu8ZyRUVFZLapk2b7A4EAFzF3cNxIG3ydHuPpqenS479/f1J26K6tl1ceumlSdto0nR3d6tnELmvdgQAG7l+OPbTJk+396h6zEsyby7g8/nS0tJko6+88krSNppMZWVlbrp4HwCcwPXDsZ+D8gz7Xd6ZM2e2bt3q9XqnT59eXV0d8+N3XN+jVVVVkuOuXbuStsW9e/e6+3YG7e3t6vp9d9x+AgCcwPXDsZ/j8gxq+vr6+gsvvPBXI2Ri//79lqzWfRoaGpL8w7fc3FzZYlNTU9K2mHw8/hkArOX64djPcXkGNf0ll1xy8OBBNS0ThYWFlqzWfdTtEqToSc7mOjo63HRzUSM8/hkArOX64djPcXkGNf20adP8F26/9957MT8QxvU9KoWOuiJqYGAgCZtTP7LbsmVLErZlLx7/DAAWcv1w7Oe4PIOafty4cadOnVLTMjF+/Hjz15pIYNDOkJ+fL2l2dnYmekM+n8/j8ci2uru7E70t2/H4ZwCwkA7DseK4PDmDFTN1Vmnv3r2J3pDrL28PxOOfAcBCOgzHiuPy5BqsmNXV1UmalZWVid6QDpe3B+LxzwBgFR2GY8VxeQY1/b59+4x+RRhVJ+nQo+q2AsuXL0/oVjS5vD0Qj38GAKvoMBwrDsoz7CVTZ86cueeee7wjtm3bFngfLAqsIFIHqJuPJ/Qnb/pc3h6Ixz8DgCV0GI4VbfLUo0dzcnIk066urgStX6vL2wPx+GcAsIQmw/EwBZbLqKe7JO6eAlpd3h5EnbrjJBYAxEOT4XjY3QWWbrdpEDt27Ejo93e6Xd4e6LnnnlM70r/+67/aHQsApCpNhuNhdxdYgTTp0dbWVsm0pKQkESvX8PL2QIcOHVIF1qpVq+yOBQBSlSbD8TAFlsv09vaOGXk+cSJWrufl7YH+6Z/+ady4cWlpaUm4mysAuJImw/EwBZb7ZGRkSLJSaVm7Wm0vbw+ifk5YUFBgdyAAkJL0GY61yVObHl29erUk29LSYu1qdb68PdDAwEBmZqY0RX19vd2xAEDq0Wc41iZPbXpUnWKpra21drU6X94epLm5WX0P63+IEwAgQvoMx27OU8NfEQqpgSTZsrIyC9ep+eXtodRpwoqKCrsDAYAUo89wrE2e2vRoV1eXJJudnW3hOrm8PUhPT4+6Iq29vd3uWAAglegzHGuTpzY9KtLT0yVfn89nydq4vD0sdcux3NzchD6YCABcRp/hWJs8telRsXTpUsn3vPPOs+QbPS5vD0vaVj2YaOfOnXbHAgApQ5/hWJs8telR8dnPflZddnbo0KH418bl7UYOHz4sLZOenm75TTEAwK30GY61yVObHhUvvPDC2BGvv/56nKvi8nZz5eXllv+kAABcTJ/hWJs8telRpaqqSlIuKiqKcz1c3m6ut7fX6/VadbIQAFxPn+HYzXnqeZsGxefzzZkzR7JubGyMZyVc3j6quro69bNNTvIBwKj0GY61yVObHvWT0kqyljIr5p8Tcnl7JIaGhvLz86Whampq7I4FAJxOn+FYmzy16dFARUVFknhVVVVsLz///PO5vD0S6ko1j8fDqT4AMKfPcKxNntr0aKCurq60ETIR7Wtra2ul0SZMmMA3X5HYsGGDNFdJSYndgQCAo+kzHGuTpzY9GiS2q90HBgZmzJihrl3r6+tLUGxu4vP5MjIy1A8CKEkBwIg+w7E2eWrTo0Fiu9pd3X3A4/Fs3bo1cbG5TENDgypJuWoNAIzoMxxrk6c2PRoq2qvda2pq1P0zuaIoWupHl+PGjausrOzp6bE7HABwHH2GYzfnqfNtGoJEfrW7qsbS0tK4sVMM2tra1HOKlLKyMp4GDQCB9BmOtclTmx4NK8Kr3aUakGWkrerr65MWm/v09PRUVlaqs1mioKCgpaWFZ0IDwLBOw7HT87TqLJQ+PWpk1KvdpSxQV2tt2rQpmYG5VV9fX21trbryXeTk5Ozdu3dwhN2hAYBt9BmOnZ6nVT2hT48aMb/afWBgYMmSJfK/q1ev5lyLhaSckrpKqitVZnm9Xo/HM3/+/Jjv/goAKU2f4djpeVJgWcjoanepqEpKSuS/cnNzpdKyKzwXkxZuaWkpKCjwn4tdtGjRjh07uBAegG70GY6dnqf0REZGxpQpU2Ts37Nnz+nTp2Nej7WBpaiwV7tXVlaqwuv48eM2xaWL5557bv78+RMmTPBXWvn5+VRaAPShz3CcGnmePHmys7OzsLDQ/HdwY0wlLVonC73aXT2r2OPxdHR02BubPgYHB1taWtatW5eenp6ISmtoaGjz5s0lJSX79u1ra2vr7u7u7++Pf7UAED99huNUyvPEiRNerze21+rTo6MKvNq9tbVV/WyQBw7aImyltWTJkuuvv/7FF1+MqiqSokpK5J07d65evXry5MlhP2NkZ2cvX75cFqioqFi7du3ChQulAktcdgAQSp/hOJXy7O3tnT17dmyv1adHR+W/2r2mpkaN67W1tXYHpbuwlZb63ra0tHTLli1SAXd1dQX9/iCwqAp64fjx4+XfwsLC4uLinJwc+WQStuSS8pqr7gAkkz7DsdPzLC8vl3Hlk08+OXbsWElJyebNm/3/FVUn6dOjkVBXuysyqNsdDv5Pf3//1KlTpV/ks0RQzaS+yc3Pz1+zZs1nP/vZZcuWBS0g/1VVVSWFmtTQUjYFXVEn1ZjMkYKstbX1qaeeWrFihXpVUVERNRaApNFnOHZ6ngcOHMjLy5s0adKiRYu2b98eeA8hCqyY9fb2qsF15syZ3JbJaeQTRUNDg/qlZ09PjxRMtbW1ZWVl/ns9GBVV0W7oJz/5iTqXSY0FIGn0GY61yVObHo3QF7/4Ra/X+/TTT9sdCKIgZVBHR8f1118v+/OsWbPiv3S9u7ubGgtAMukzHGuTpzY9Ch1IYWTVqUdqLADJpM9w7OY8g75MsTscwKGosQAkjT7DsTZ5atOjQAyosQAkhz7DsTZ5atOjQGyosQAkgT7DsTZ5atOjQMyosQAkmj7DsTZ5atOjQDyosQAklD7DsTZ5atOjQJyosQAkjj7DsTZ5atOjQPykxjr77LPlqDnrrLN+8Ytf2B0OAPfQZzh2c57cpgGI2b333qsOnKysrKCn7gBAzPQZjrXJU5seBSzR29ubm5vr8XjGjDxzuq2tze6IALiBPsOxNnlq06OAhQYGBlavXi2HT1paWkNDg93hAEh5+gzH2uSpTY8C1hoaGqqurlZfF1ZWVsqfdkcEIIXpMxxrk6c2PQokQmNjo/q6sLi4OP6HTAPQlj7DsTZ5atOjQIJ0dnaq2zdkZ2d3dXXZHQ6AlKTPcOzmPPkVIWCtvr6+goICOZrS09NbWlrsDgdA6tFnONYmT216FEiowcHBiooK9aGltrbW7nAApBh9hmNt8tSmR4Ek2LVrV1pamhxWeXl5b7zxht3hAEgZ+gzH2uSpTY8CyXHo0KFx48bJkeXxePi6EECE9BmOtclTmx4Fkuacc87xX+O4Zs2a3t5euyMC4HT6DMfa5KlNjwJJ09fX9+yzz37zm99MT0+XQ8zr9dbX19sdFABH02c41iZPbXoUSL7e3t7S0lJ1KquoqKi7u9vuiAA4lD7DsZvz5DYNQDI1NzerG2V5PJ7a2lru+Q4glD7DsTZ5atOjgI18Pt+GDRvUR5olS5Z0dHTYHREAZ9FnONYmT216FLBdW1ubVFeqzMrJybnxxhv7+vrsDgqAI+gzHDs9zzNnzmzdutXr9U6fPr26ulr+jG09+vQo4ASDg4M1NTXqPg6KHMUFBQWVlZV1dXWHDh3SueTiy9NEkF3OfIHe3l7zlpf/HfU5mwMDA1FH5mrR7szSTfoMx07Ps76+/sILL/zVCJnYv39/bOvRp0cB53j88cfHjx8/adKkmTNnjgmhSq7zzjsvIyOjoqKi1kBVVdWll156yy23GC3wwAMPrFq1qri4+L777jNa5pprrpGtlJaWGi1w5513Sjxz5syRD3JGy0gYM2bMWLdundECkoWsJC8vz2gBKTozMzOnTJly2223GS1zww03TJs2TdIxWkAizBthEmpZWVl2drZJqHfffXd+fv6KFSuMFhDSqueff760jNECku+8efNMQpUeOffcc2fNmrVp0yajZVavXi2NJv8aLfC1r31N1iDtZpKvxJmWlmbSv9IgUu7LhqQLjEKVZpdl1q5da7SSkpISWSA3N9dogS1btkiosqfJTmu0zJo1a3Jyckz2Z4lEYpCs29rajh49evz48dAjy+fzjfr9u7xcFguaKfWQrLCzs/Pw4cNf/epXr7vuOpOjRvpXGtZkL5JulUaTfCVxo2XkqJFlJGuZ/spXvqKeGW/VO4zDOT3PSy655ODBg2paJgoLC2Nbjz49CjhKf3+/+owrE/KOv3fvXnlTliFZ3pRDSy4AYUlpKBWzHDhSKa5fv15qdJlpUtpKWTNm5JmhsrDUnUVFRfJydTsVJ7D7bSlJnJ6nVL7+c7bvvfee7GSxrUefHgVShSq5cnNz5X3f5AzWRRddJMfvjBkzHnjgAaOP0eq7SJOzAjIUyUfnkpISowWqqqqysrLOO+88ozMcIj8/X0I1OcMhAch7lMkZDkkhLy9PNmRyRkeGQ9mKjIhGC8hrp4wwWYlsRdrEZAAuLy+XBWQlRqeFJNRZs2bJMjKiG63khhtumDhx4vnnn2+0wH333ZeZmSnFtMlpsNWrV5t3zde+9rU5c+ZIfWByBkteLhsy2QGkf6VfVq1aZbSAWLFihbSbycknWb/03TXXXGO0wNatW88991xZxuSMjoQxZuRuJkYLqDuejB07tqCgQBaWvKwtbqQlZU+++OKL1Z/SiUaRyGJjRn6tYrSApJmTkyNHjclpMMnCfwZL2kelb/d7T5I4PU85vE+dOqWmZWL8+PEmC1MyA67U3t5ufu1LX19f2G9S3GpwhPkyo14tJAXuqCsJ/Y4pCNeTxWDUK70OHz4cdDM5eUlPT498IGlubm5oaLjpppukRLv77ruNyhr5r8svv1wqwqeeeqqlpUVeKAdIUG/KJuTIMo9ENhpbjib0GY6dnidnsAAAcA19hmOn58k1WAAAuIY+w7HT89y3b5/Rrwij6iR9ehQAAMfSZzh2ep5nzpy55557vCO2bdsWeB8sCiwAAFKLPsOxNnlq06MAADiWPsOxm/PkV4QAADiKPsOxNnlq06MAADiWPsOxNnkCAAAHsLsiSBJd8jSXnP5mK47dEFtx7IbYimM3xFYcuyE3bSWl0UB/5Kbd0U1bSdqG2IpjN8RWHLshtuLYDblpKymNBvojN+2ObtpK0jbEVhy7Ibbi2A2xFcduyE1bSWk00B+5aXd001aStiG24tgNsRXHboitOHZDbtpKSqOBEAsOLceiaxyLrnEsugaJwF6FWPB+5Fh0jWPRNY5F1yAR2KsQC96PHIuucSy6xrHoGiQCexViwfuRY9E1jkXXOBZdg0Rgr0IseD9yLLrGsegax6JrkAjsVQAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCC8NnzpzZunWr1+udPn16dXW1/Knmv/zyyytWrPB4PHPnzr399tvff//9yF9rNB9RMWrGl1566fLLL580aZJ0za233vrOO+9E/lq6xhLmzdjf379gwQKjuyvRNQll1Ixj/lxUr6VrEAMKLAzX19dfeOGFvxohE/v371fzV65cefDgwYGBgXfffXfjxo3XXntt5K81mo+oGDXjFVdc8fzzz/t8vo8++uihhx6SOjjy19I1ljBvxjvvvPORRx4xGsXpmoQyasZI7iZK18BCFFgYvuSSS6SQUtMyUVhYGLqMDORTp071/+l/qzJ6bSTrxKgiaUapgKdMmeL/k65JDpNmPHbs2KJFiwYHB4NGdLomOYya0aTAomuQCBRYGJ42bVp/f7+afu+997xeb+gyLS0txcXF/j/970dGr41knRjVqM348ccfP/roo4EnF+ma5DBpxmuuueZ73/vecMiITtckh1EzSvtnZGTIp5Hc3Nw9e/acPn3a/xK6BolAgYXhcePGnTp1Sk3LxPjx44MWOHLkyMKFC994443IXzvqOhEJ82ZUl5LMmjWrp6cn8tfSNZYwasYf/OAHF110kbpGx+iUCV2TUObNePLkyc7OzsLCwqqqqshfS9cgBhRYGOXDWVtbW1ZW1quvvhrVa/nAZ4lRm/HDDz988MEHL7vssshfS9dYwqgZly1b1t7erqaNCiy6JqEiacYTJ06EnU/XwEIUWDC7vKCpqWnevHmvvfZatK/lkgVLRNKMUmMFXh436mvpGkuYXOgz6q/V6JqEiqQZe3t7Z8+eHflr6RrEgAILw/v27Qv7A5ndu3dnZWV1d3eHvsQ/bBi91mg+omLUjOvXrz927NipU6fefvvtTZs2hb0Gi65JqEia0egaLLomoYyasby8vKur65NPPpFjp6SkZPPmzf6X0DVIBAos/PEWL/fcc493xLZt24xuGyMGBgb8/2X+WqP5iIpRMx44cCAvL2/ixIkLFizYuHHjBx984H8JXZMckTSjUYFF1ySU+VEzadKkRYsWbd++fXBw0P8SugaJQIEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWDB8qHO0zz2N5OHQJi+P5AHGStgfwPt8vltuuWXGjBkZGRkPPvhgfE0CAEBcKLBg+FDnaJ97GsnDoU1eHskDjAMFFVgVFRXl5eXvjFi7du13vvOdmBsEAIA4UWDhzwQ+1Dmee+4FPRw6UAwPMA4rqMCaOXOmFHZqWmqsoqIi85cDAJA4FFj4M4EPdY7nqRFBD4cOFMMDjMMKLbBkbWpaKi2eZQEAsBEFFv5P0EOdY37uqcnDoUd9ufkDjIOWDPxz/fr1N99887sjbrrpprS0NPOXAwCQOBRY+JPQhzrHdgYrdD1B16RH+wBjo2e6Bc354IMPpK6aPn367NmzH3744Tlz5kSXPwAA1qHAwh+FfahzDNdgjfpwaPOX+xk9wDhQ2MfoKt/61rek2DJ/OQAAiUOBBcOHOkf73FOTh0NHslqTBxiHFVRg3Xzzzb29vT6f75lnnlmwYMHPf/7zCNMHAMByFFgwfKhztM89NXk4dKAYHmBsHrCa+eSTT86bN2/KlCkrV648cuSIhe0DAEC0KLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGL/DymdLEPlAsFBAAAAAElFTkSuQmCC)
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