Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hava_Turkakin_063022_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2013 |
Start Time | | 2013/03/17 00:00 |
End Time | | 2013/03/19 00:00 |
Key Words | | storm |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.86 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 124.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hava_Turkakin_063022_1 |
Minimum Dst Value | | -132 |
SW Source | | OMNI |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIE5vdiAwMSAwMzozMjo1OSBVVEMgMjAyMsw12DEAAAGrdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiSGF2YV9UdXJrYWtpbl8wNjMwMjJfMTogTEZNIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTMtMDMtMTdUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDEzLTAzLTE5VDAwOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4wOTgzNzk0OTk1LCAibWF4IjowLjM5ODI1MDUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2p30d9AAAABGdBTUEAAK/INwWK6QAAO5ZJREFUeJzt3X1wFVWa+PGQFy4hhBCEEAFjjLwp8iYaEWMIwm6IyEZExAUERHxhEVkWM8xGXGeU8aVwhkGH8S0a/eGaKV0n5eAUQ2ERCqakatjdrJWlMhRSsRbKUIllikpNpaxUKr+ncna6ek/37fvW9/a9t7+fP1J9O6f7nD7ndp/n9svpjEEAAAC4KsPrAgAAAKQbAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFtJBRkYE3+SIEiPe4tEcJ0+enDx5csg1xyNrvl0AFI4FSAexB1j0i16JR80vWLDgxIkTnmTNF8lFVCZSGl9f6DyJPzLsRLR4nBKHtGfPnrwh9fX15vltbW1Lly7Nzc2dPHny+++/r2YeP368qqoqEAjk5+dv2LDh22+/dV6PpL/rrrtU+s2bN3d1dTnPDyaiKg32BbA2jUzMmTNHSzlv3jx3myOK9pKacSXrKMR7T7l8+fL27dvlS5WTkyPfluXLlx89etT4r3zrZE7ukJqaGvloLphtI165cmXnzp0lJSWyQvk6rVq16o9//GOw3IN9kUJ+wRIZKhGWIUnwRYTO2xM80WXkVYDV0NBQWVn53RCJnOSjmt/e3l5WVnbkyJGBgQGJfqRHVPOrq6ulO+zv75f5+/fvLy8vd16PdJbHjh2TxH19fdILSlDlPN+VDQ//CyAzFyxYICUx5sgmyxzPA6xYtjRGcd1TJLqSSOjll1+W74l8/OGHH6TC5cug/nvu3Lni4mL58vQPee+994qKis6fP+9cMInDdu3apWJ9WeGnn34q30DnYgRbFQEWYMYXETrn/vXSpUvyG1d+H8vvXTk0S/TQ29s7btw4+R1sJJY5cmSXOdbEkeYe7KNMvP7669KdZGVlmee3trZOnDjxrbfesi2qthJzYvOapYtSP+jnzZv31VdfOZRWoiLjUpRMVFRUqOlNmzYZZ60cGCdagq3HTMIpKVL4861sTzyEk8xh5uHDh839sZT8s88+C5b45z//uXwxZKulfiQ01NYsc7Zu3apO48mESuB8RjPSRaxfG9u2tl2tJuS3K9hKgmUqwY1Ui1SOVNG+fftst1fWI3Vona/I4gcOHDDPkY8yUyuYRoohX6Fg67QVaYBle+7T3BAhK1PU19cXFhZK/axdu1aOMMb83bt3FxQU5Ofnywpt83JoCKMM8h3++OOPjXVKuClHBnMuQBQIsKBz7l9nzpz55ZdfyhFZfiLLoU0dvnfs2CFdgpFYpuU3cbDEEeXuEGBt2LDBOAKq+UePHpXDovymdyhqsMTmNcsR/LvvvpMFpTMzTjLZki7B6JxkQj6qaTniv/HGG3Lslv5g9erV33//vbagJJbOzzj3EGw9ZlJU2zNVweZbxSPAkr/Tp0//93//d5mQ2pZph8QrV668MkQmpEW0NdfV1dXW1hoJ5KND1tEtYv3a2LZ1sNWaOX+7nMtmm6msRJJJ2SS9RBu2myC/ZKzfJYPEH9p/ZVXyVXSuE/nybN68WW1LsDVrYj+DpTVEyMr8yU9+IpUplSYJtmzZYpwS/pd/+RcJyGS+hKfWb5Ti0BBGGU6ePDlr1ixjkW3btpkPaEB0CLCgywjCmlIOiPLDUSbOnz8vv8iN+WVlZfKTNFjikLmH81Em1FUS42NDQ4METKqndyhqsMTmNRu/cUOeHNKKZySW+dINyEFfVvXYY49Jh6otJRwu31gzbWtrk07om2++CXN+OKWNKJntl0FNSCgpQaRMrFix4r333nNYw//8z/+oaSmwRJ9adjLH2BCZkPoJWexIF7F+bWzbOthqg9G+XSHLFixTY6+RCdtN0L4Yts0RbJFge7TEZHv27JHwQt0vKD+NHGI4h4wc5lv/pTWEmW1lSsGML89f/vIXI2qUvdj65dfycmgIcxkWLFjwm9/8RiYuXLggRzPZeYNtCxAmAizonE9gyA/NyspKORarY7Q6wz84dFdQc3OzTMhf+UHsnDj83B0CLG3+9OnTn3/+efPMYLnbJnZYs0Npg515kgmjE5UjtfWea0ksP5EXLlzovB5Ffl5PnTrVerEy2PxgYgywgs2UAkv/99lnn8lftRXhrMHc8YeZIIp1OqcP89tlG2Q7fLsiKltEXzzrOSpzSgk7zFfqB4cu1oc8g2Um8ce2bduME6JaKOZcNucsnLcunMo0syYIP69gDXH06NEbbrhhcOhKq7raCMSIAAs652OWdKKHDx/u7++XaflrzJfOXt05JH/Pnj3rnDj83OVIakQe0ls49EZdXV0SNpnvQQmWu23i6AIs7d4p+aimq6qqzAGW7SW/QdOxPth6BocCVvk93draqi0bbL6DOAVYg0MXhfPy8ozbg4IlDnkGy5wgzDNYES0SZoAVbLVmDt+uiMpmTm+cwZIFbTdBfrpYL10ZKaO7B8sq5C19rgdYIStTEtjewRnmGawwvyTz5s2T312lpaWR3pQG2CLAgs65K5Xf0OqpMTnerV+/3px4zpw5DQ0N1dXVxhyHxGHmPn/+fOkk1LN4a9eudQ6DJM3MmTONHihY7raJowuw1NN/sirt6b/333//scce6xuyZcuWDRs2qPlbt269cOHC4NDNMfX19UYgFWw9Bw8elK6lvb1dyzfYfGdhnoqIcaZDYnWPkbC9B0vdhCQ1Iwlqa2uNe2UkdLt8+bJtRsEWiTHACrZaM+dvV/hlM6dftWqVqp/Vq1fbboIEChIuvPjii6pCZL84evSokfLcuXMScLz33nvqMVWZkI8hnyK86667JFhXvwfk6yflNMf3tqIIsLRG1FKGrMyXX355xYoVKgCVLTKiRnUPlixlvgdLyyv8L8mnn34qM7XHU8IPTAENXx3onLvSI0eOlJWVZWVllZSUSDdvTixhQSAQOHnypDHHIXGYuX/11Vfys1Kt4Y033ggZBsmhVuK8vXv3OuRumzi6AGtw6OEm23GwZLXqoacHH3zQuKwjPZnkKOuUf2njV9muJ8PCeX4wwRIHa2trelcCLAlnVZ2oG9S0xNLHb9++PTBk27ZtRoL9+/fLHNt1BlskxgAr2GrNQn67wiybOb18JXJycqSKpKKCnUaSIENqr6ioSLJWw1aZ97izZ89KwKEyXbp0aTjjYP3xj3+UeC43N1dWKNGb/AZweNrX4Yvk/G3UGlFLE7IyB4dirNLSUkkje5D5iT8JmGSvMZ4itOYV/pdEdk91lVDb5GC1ATjjqwMgEeiownfhwgUJJrwuhffCuWvTRRKtfvrpp4nMEemNQx6ARCDACqmurq63t/f7778Pdl3SVyTKNG7US4Df/OY35pEagNhxyEOiBex4XagQUqLMSV7IpCpMcjp48GBRUVFubq55IFbfknpQgwAngHw5S0pKgg3yAkSHAAsAAMBlBFgAAAAuI8ACAABwGQEWAACAywiwAAAAXEaABQAA4DK/BFjWUYwBAICLvO7qk4tfqoOGBwAgfuhnNX6pDhoeAID4oZ/V+KU6aHgAAOKHflbjl+qg4QEAiB/6WY1fqoOGBwAgfuhnNelcHTzdAABAYtDPavxSHTQ8AMBdnZ2dHR0dXpciWdDPavxSHTQ8AMBFTU1Nw4YNk85l1qxZXpclKdDPavxSHTQ8AMBFzz33HLegmFEPGr9UBw0PAHBRa2srAZYZ9aDxS3XQ8AAAt/T29ra0tKjoasKECfLR6xJ5j35Wk87VwVOEAIB4uO+++8z9S3l5udcl8h79rMYv1UHDA0Di9fb2dnR0pN8JnkmTJpkDrJEjR3pdIu/Rz2r8Uh00PAAkUnd395IlSzIzM+Xwe/vtt3tdHJdNmTLFHGAFAoG+vj6vC+Ux+lmNX6qDhgeARGpsbEzjEzz/8A//oN2F0tLS4nWhPEY/q/FLddDwABAnDQ0Nc+bM2bVrV39/vzHzwQcfNIKP4uJiD4sXD7W1tVqAdfr0aa8L5TH6WY1fqoOGB4A4KSgoUEHG2bNnjZljxowxgo+HH37Yw+K5rre3d+rUqebo6uqrr/a6UN6jn9Wkc3XwFCEAJMDIkSPVYfbee+81Zk6ePNk4/D733HPelc59xgANZhJc9vT0eF00L9HPavxSHTQ8AMRJdXW1CjLmzZtnzNy9e3e6BlhtbW3q5n3NjBkzvC6al+hnNX6pDhoeAOLh/Pnz69evVxHGjh07jPnmN8mkWYAl7rzzTmuA5fOOxuebb+WX6qDhAcB1PT09+fn51kDqww8/NIcd6RdgzZgxgwBL4/PNt/JLddDwAOC6jo4O20Bq/Pjx6R1gjRgxwti6srIyNTF//nyvy+Ul+lmNX6qDhgcA1/X399sGUqNGjUrjAKuzs9PYtHHjxnV3d6vroWm2mZGin9Wkc3Vw5hYA4s18mN24caMEHzJzyZIlaRxgnT59WjZq9uzZHR0d6slBAqxBAiwLv1QHDQ8A8aD9lL3hhhtk5pNPPmmeWVtbe/jwYa9L6pp169bJRmVlZRmDixJgDdLPWnhQHXv27MkbUl9fb5vg+PHjVVVVgUAgPz9/w4YN3377rZofyxkpGh4A4kE7Mstxe/D/PkJoOHPmjNeFdcf8+fPVFjU2Nqo5BFiD9LMWia6OhoaGysrK74ZIFCUfrWmqq6uPHj3a398/MDCwf//+8vJyNT+WxqPhASAerIHUBx98YBtgpc3b+latWiWbU1RU1N7eruYQYA3Sz1okujokujpx4oSalomKioqQiwQCATVBgAUAycYaSI0bN27Hjh3W+W+++abXhXWHNZwiwBqkn7VIdHXk5uYODAyoaZmQjw6JJcGBAweWL1+uPkrjFRQU5OTkTJ8+fe/evRHlS8MDgOt6enqsgVRWVtbGjRut88Vnn33mdZFdQIBli35Wk+jq0BpAoiWHlOoc7Pnz57V/nTt3rqampq6uznaRYNzaBACAoo2DpVx77bW7du2yPQ6XlZV5XWQXBAuwzAPZ+xD9rCbZz2Dt27dv4cKF1n9duXIlLy8v/HxpeABw3alTp2wDqalTpwb7rdvW1uZ1qWNlDbBqa2vV1hm3vfsQ/azG43uw5GPIRWzPchFgAYDnPv74Y+dLB1ZpEIJYA6xFixaprfPzVUL6WY03TxF2dXVZnyI02mbr1q0XLlwYHIqi6uvrjSBs06ZN6nLhpUuXVq5cKcnCz5eGBwDXLVu2LJygSlIad2Xl5+erwTlTlzXAeuKJJzKG7hJOmyclo0A/q/GgOiRmsh0Hy2ib5ubmOXPmyMfCwsLNmzdLNKbNnzhxYl1dXV9fX/iZ0vAA4KJXXnmltLRUeyWOQ4Blvlsr1aMQa4DV2NgoczZt2uRdobxHP6vxS3XQ8ADgojFjxhgB07Bhw2zjqilTpqi/kr63tzcQCKj5ra2tXhc/Jjt37tQCrEOHDsmc9evXe1co79HPatK5Oqw/oQAArjCiJfH444/bBljd3d3mRS5fvpw1RCa8Knbs3nzzTbV1a9asMWa2tLTInKqqKg8L5jn6WY1fqoOGBwAXlZSUGIGU7bjt1qNuR0eHRFcyv7q62pMyu2LhwoVq6xYtWmTMJMAapJ+18Et10PAA4KKbbrrJHGC9+uqrIQMsFYWI0tJST8rsCuPa6HXXXWfMPH36tMxZsGCBhwXzHP2sxi/VQcMDgIuqqqrMAZbM+fDDD7UA69ixY+ZFOjs7J06cKPMnT568ePHiL7/80puix8bYuoKCAmOmuoU/pQPH2NHPavxSHTQ8ALho6dKlWoAlJkyYYA6wrENemS8mzpgxI8FldkVZWZkq/2233WbMvHjxogocPSyY5+hnNX6pDhoeAFy0fv16a4C1Z8+ewsLCiRMnjh49WgIR66Dtq1evNpYaO3ZsogvtBuOtOL29veb5aqMk0vKqYJ6jn9Wkc3U43w0AAIjak08+aQ2wQrr22muNpVL0Vvdg73UOdmHUP+hnNX6pDhoeANzS2dlpHgdr3bp1YS6oBotWnn766bgWMk5CBlhp8C6g6NDPavxSHTQ8ALjFeB4w0ksE5hvhU/S1fSEDLPVKNx+in9X4pTpoeABwy8WLF3Nzc6O7B8NYcN68efErYfyEDLC8KFRS8PO22/JLddDwAOCiBQsWRHGJUOTl5aV0LBIywOrv7/eiXN5L0QaNH79UBw0PAC4y34MV0cW+DRs2qKUKCwvjVro4Chlg+fZBQvpZTTpXR3S3CAAAnHV3d5uPrpHeTfXP//zPspT8jU/p4itkgNXS0uJBsZIA/azGL9VBwwOAW9SbYaIOsILFKClh1apV1uiwr6/PqI377rvPq7KF79VXX62oqPj973/v4jrpZzV+qQ4aHgDcsnLlSnOAtWvXrogWT90Aq6mpSW3yLbfcYp6vXpWjZGZmZmdn33nnnV4VMqRTp06poo4ePVpCQ7dWSz+r8Ut10PAA4JZ58+aZA6xFixZFtHjqBliHDh1Smzx37lzz/N7eXu01Qcnc6VRXVxuFPHz4sFurTeZN9oRfqoOGBwC3rFmzxhxJRDome01NjSyVnZ19+vTpOJUwTvr6+tRYqT/60Y+0f0mM9cQTTxh1kpWV5UkJQ/rss89iaTsH9LMav1QHDQ8AbjG/s1n8+te/jmhx4wRYKg56rl7CaFtyc7XccccdH3zwwaJFi1577bWEl9GJeXyNDFdHI6Of1aRzdaTK2VoASC1agBXpZaY9e/aoBR955JE4lTB+li5dmhHkhYPmatmyZcuoUaPUdFIN3HD99derUhUWFsrfjRs3urVm+lmNX6qDhgcAt2gBVqRX+oxbwseMGROnEsZDX19fS0tLaWmplLy1tdWawFwtEkQOHz5cTcv2Jryw9sw346sXb0sU2NPT48rK6Wc1HlSHfO3yhtTX19smOH78eFVVVSAQyM/P37Bhw7fffhv+ssHQ8ADgFi3AivTte9Kjq+BDgpU4lTAe7rnnHmOTbU9KmatFOq9hw4Yl2/WTd999VxUpJyfHGCrWrfgvqbY0GSS6OhoaGiorK78bIlGUfLSmqa6uPnr0aH9//8DAwP79+8vLy8NfNhgaHgDcogVYvb29ka7hjjvukAWLioo6OzvjUcJ4KC4uNjbZ9n045moZO3ZsLPUTJ7Nnz1ZFWrdunRrQKzMz89KlS66snH5Wk+jqkAjpxIkTalomKioqQi4SCASiXtZAwwOAW8zP+Ud3dL3uuuvUsik07vndd9/tvMnSSWXYOXPmTIKLGoxx1urrr7/+2c9+pqbXrl3rysrpZzWJro7c3NyBgQE1LRPy0SGxJDhw4MDy5cujWFZDwwOAK8z38UQdYK1YsUItG+kgpR4yn6CyTWBEjZq9e/cmuKi2Ojs71X33Y8eO7e3tfeGFF1TxIh3GLBj6WU2iq0NrgJycHIeUGUMnkI2r+yGXtf1mx3IIAABouru7MzMzYzy6fvHFF2pZCUpcL2GchAywzKe4zNyKYGL08ccfm+tcYqwlS5bIx7q6OlfWTz+rSfYzWPv27Vu4cGEUy2poeABwi7rSlJWVFXWA1d7enp2dLcvefPPNrhcvTswBlkSZ1gTaKxoNxnUYb5WXl2vlcXdIffpZjcf3YMnHkIsYZ6qiWNZAwwOAK86fPy9HVPmJGwgEVIcd3XP+dXV1suyzzz7regnjxBxg2T55J1GXbYCVJNtoXMH84osv1JyFCxfKx4g6Uwf0sxpvniLs6uqyPglotM3WrVsvXLggE1euXKmvrzfa3mHZkGh4AHDFI488ovrpGMd5Srk3EhoBVnl5ebAHA7XQSp3qS4ZtlCBYBcQFBQXGC56NcrqSBf2sxoPqkJjJdiwro22am5vVy54KCws3b94sEVXIZUOi4QHAFYsXL1a98s033ywBxJIlS4wOOyIpGmA5F1gLsO6///4k2campiYj5jNmjh49OsO94V7pZzV+qQ4aHgBcsX37djmiTpkyJcYBKlMuwFq0aJEUeM2aNcESHDlyRAuw1EuBkmEbJRpWRaqpqTFm7ty5M8O9BznpZzV+qQ4aHgBc8cwzz8gRdffu3a6sx61H2OItnNf7NDY2agGW2sZkCLCMF2w3NTUZM7nJPa7SuTq0L7rXxQGAdDBu3DhXriupl/qNGDHC9om8ZNPZ2akGpyguLnZIU11dLduVm5ur+p2NGzcmSYA1fvx41WrmMejXrFkjM6VB29raYs+Cflbjl+qg4QHAFW79anX9XXjxpoY5ePvtt0OmNEa6Vw8EJEOAZdtqxmmtxsZGV7KIfSXpxC/VQcMDQOxaWlrUO4wnTJgQ46rUYO7jx4+P7h75xLvlllukwKdPnw6ZsqenR0KWw4cPJ899ZjfeeKOUZPbs2eaZGzZsUAHWqVOnYs+Cflbjl+qg4QEgdsZtRnPnzo1xVRKryXpuuukmVwqWAOo9MxG9uTl5Aizbkpw5c0ZmTp8+3ZUs6Gc1fqkOGh4AYtfR0aHuwXr44YdjXFVra6u6B8uVgsWbxFVRlLampkaWWrFiRZxKFT7bAKunp8fFJqCf1filOmh4AHDF+vXrXblrp6+vT50M6+zsdKNc8aXCwRkzZkS0lHHn09y5c5966qk4lS0cwc6lTZ482a0moJ/VpHN18BQhALhu6dKlckQ9duxY7KsqLi6WVZ05cyb2VcWbuqBZVVUV0VLqfYsGD2/nDxZgqfvcP/nkk9izoJ/V+KU6aHgAcMWUKVPkiHr+/PnYV6Ve2vHxxx/Hvqp4U88DZmVlhXOTu+HRRx81B1gXL16MXwkd9Pf3r1y5MsPyVsTu7m71xu5rrrkm9lzoZzV+qQ4aHgBcMWLEiEjv9bbV3Nyswo5Fixa5Ua74im5EA/P7oT3shvbv368K8Dd/8zfm+eGMnho++lmNX6qDhgcAV7gVKxgPJE6bNi32tcWbGlQiOzs7ojNYdXV1yRBgGXGeNZYN+f6f8NHPavxSHTQ8AMTu4sWLGY6jmYevp6dHXZ/KycmJfW3xFt2ACzt27EiGAKujo0NdjbW+dtDFgSToZzV+qQ4aHgBid/r0aTmc3nLLLa6sTYs8mpub586du2XLFvPrXJJEdIFIklwiFJs2bZICvPPOO9r8hx9+WOYvWLAg9uFe6Wc16VwdGf+X18UBgJT3ySefyOH0nnvucWVtapio6upq9bGoqEgdrltaWlxZv4t27dqV0gHWgw8+KAU4dOiQNr+srMytOqef1filOmh4AIjd5s2b1RksV04ybd++XdY2ZcoUNX5BIBBQnX1E9zklQFNTk3rT8+233x7RglqAVVJS4tWmVVVVZdgNrnHzzTe7Vef0sxq/VAcNDwCxc/cNzYsXL1ZrW7hw4ddff50MZ3qsenp6Nm7cGF3ZtADLrbudorBgwYIMu3cOHjlyRMW4sWeRbA3nOb9UBw0PALGbOHGiHE4zMzNdGftbDS6l/OIXvzCmk+oerOXLl0d9mc8aYFkv0iVGaWlpht3oZdKOMn/cuHGxZ0E/q4mpOjZt2pSfny91WlBQsHnzZrfKFA80PADEbufOnXI43bhxoytra2trMyIP86DniRyQ89SpU5WVlc8//3ywqK6kpCTqAOvJJ5/UAiw3ihwNNWi+bcW6NbAZ/awm+upYtWpVbW2tahL5u2LFirVr17pXMJfR8AAQOxef6h80vY5Qc/ToUVfWH1Jzc3NBQYHK9NNPP7VNc9ttt0UdId1///1JEmA5nBqcMWOG/EuC3diziHENaSb66sjJyfnhhx+MjzIdCATcKJJrkuRrDQBpw90Aa9ByoFYWLlzo1vqdqVvXlbKyskWLFu3evVsbsKC2tjbqrqSioiIZeqLe3l7JesSIEbb/XbZsmfz38OHDMeZCP6uJvjoknDJ/CyXAys3NdaNIcUHDA0CMNmzYoKKE8vJyV1YY7AzWmDFjOjs7//Zv/1aCnnfffTe6lbe3t1dVVZWWljY3NwdLY5u79jIcNVKU8sorr0RUBnVhziz2K3FRUK/Ekaqw/kvqefz48fLf1atXx5gL/awm+upYuXLl0qVLr1y5ItPy96677lq/fn04C+7ZsydvSH19vW2C48ePy9okgMvPz9+8eXNXV9f/ljWG3wE0PADEyAgXXBnJfdD0Ljyrffv2qYlhw4b90z/9UxS3vRs3mM+YMSNYGtusm5qaBofGrP/lL39pvK153bp1UZThmmuu0Vb+29/+NtKVxE7d62ZbDy0tLapgtuFXROhnNTFVx5YtWyROysrKkkho69at4SzS0NBQWVn53RD5bSEfrWmWL19+7NixgYEB+XGzc+dOCbb+t6wxNB4NDwAxKi8vV52xWze59/b2WkMQZfXq1dagJyJvvPGGWjY7OztYGtusJZD69a9/LYGdeeb48eOj2EDtXYRK7BfjIqWiKOlzrf+SGHf48OEZQ4O5x5gL/awm0dUh0dWJEyfUtExUVFQ4p5cwy3hNFQEWAHjI9RuwlHXr1pnjD/N9UYZIr80patlrr73WOYHmiy++GDlypDazqKgouq2TCEZWaF6VdgkyASSkk3yXLVtm+18VBT777LMx5kI/q0l0deTm5krMpKZlIuRtW0eOHDGfwSooKJB4a/r06Xv37o0oXxoeAGLx0UcfqZM6O3bscH3lnZ2ds2fPzhi6vV07daQEu3/IebxTteysWbOCjdplG2BZScz3/vvvR711ElGZ19bd3R31qmIpwKZNm2z/61bcTD+rib46vvnmG/XeqKy/CueN6FoDOC/S1tY2c+ZMyUibf+7cuZqaGgm6rSt3EN5mAQBsXH/99epYWltbG79ctFjEMHz4cO32cAnF1L/uu+++YGszr+HJJ590TmA1bty47du3r1y5MsZhI86cOWMe5evkyZOxrC0K9957r+R744032t5GRoAVJ9FXR3Fx8XvvvWecjgpT+Gew5Cs4derUr776yva/V65cycvLCz9fGh4AYjF58mQVHzz00EPxy6W9vd32DFaG6Sahvr6+Bx54wJgv6a1xw69+9SuJJ8yLl5SUaGkkYps0aZJDgPX666+7tV3d3d3Gpc/Zs2e7tdowOb/giAArTmK6qynS6GrQcg+WfLRN1tzcLDtDa2trsPUQYAFAIv3jP/6jw6kgFzlEPMOHD8/Ozh49erT1X1lZWa+++urg0IuZ77//fmuUNm3aNC2jl156Sf3r1ltvVSPUm0k85O61vIMHD6o1x/68XqTUYPQjRoyw3SICrDiJvjoKCgq00djCoZ4i7Orqsj5FaLSNfAvlp5L8jtGW3bRpk3qP0qVLl1auXBnmc4vaygEAUTBGPbCeCnKXEeKsXr36/w0Jdk5Lo95YbHuPvPqv1me98MIL6l+LFi0a/OtbgJScnJy3337b9U2rqamRlT/++OOur9mZuo092M1zBFhxEn117N+/XyKeKMYFqa+vtx0Hy2gb646h5jc3N8+ZM0c+Tpw4Ub4uEYV3NDwAxEK6Z3VAjujqQRSysrLMR36xcePGcAIsYZxms9XS0mLOqLu7Wz0t+MEHH6g5xmtzrL/wXRGnxzBjzJcAK04iq44sR+Hc5O4VGh4AYrFr1y4VfJSVlcU1o2PHjklnrw2/vnnzZullzKeyFi9efPjw4V/84he2Vwxt3XzzzWfPnjWeKNy6davMDAQCxu3zEyZMsA3F3LJy5UpZ+U033dTT0xOP9QdDgOWJdK4ObdfyujgAkMJUN1xbW6tu1fBEe3v7qFGjpBg1NTXm6ye5ublhxlgqolInqKy3fr/yyiulpaV33313nEZSuO666+IawNn66KOPVKbPPPOMbQICrDiJvjrkx4SL5Yg3Gh4AYqGGA3VrDHd3vfXWWzk5OeYoyvm2rauvvvr2229XIw1lZ2cHGyXLdQsWLFBlO3PmTGJyHPzrHe4ObbdmzZqMoRvRorjnx4x+VhN9deTn5//www8uFiWuaHgAiIUaycnhtTPeMr/WUH7/S8wU8lSWCsK2b9+esEJ++eWXkuOkSZOcx0d111VXXaW2N9irUwoLC7UzedGhn9VEXx0vv/zypk2b/vKXv7hYmvih4QEgFsbTeV4XxF5/f//y5cvHjBlz8803//d//7d6OUw4EnnLeV9fn3EL/2uvvZaAHE+fPm1s6U033WSbRl24lHAzxjN5Sfvd8EpMlwi5yR0AfEJdSFq3bp3XBQmLNiL83XffnQwB1mAY55PcderUKWNLg40Q+4c//EH+K2FWjHnRz2r8Uh00PABE7fHHH1eddLAbpZNNb2/vli1b8vPzVbEPHTpk3IrkYYB15swZI9877rgjMZmqE1R/93d/F+zRxe7ubkkwZsyYGDOin9Wkc3Voe5HXxQGAVJWXl6cOpEuWLPG6LBGQkOKFF1546aWX+vr6rGO1K48++mjCymM+rzZ+/PgE5Cg1MHyI88AQI0aMkCJpb3uMFP2sxi/VQcMDQNSMEQ0Sdt7FdU899ZRtgDV37tyEleHMmTPmpx3N/5IQ8NChQ01NTTE+yqdRz36Kw4cPOySrqKiQNKdOnYolL/pZjV+qg4YHgKgtW7ZM9dNvvfWW12WJUmlpqW2AJZuW4JLMmDEjw/LGoS1btqjyuPuKnnnz5qnVNjY2BksjsZ16MfbLL78cS170sxq/VAcNDwDReeihh1Qnfcstt3hdluhNmzbNNsD6+uuvE1wSNRqW+OSTT4yZ6kVw4pprrnExr4cffljWKSGdw9Cphw4dcuVkHv2sxi/VQcMDQHTGjRunOmD1NuUU9Yc//EGCGG08UtHa2prgktieVXrggQfUzIKCArcy6u3tVdd2JcBySNbU1ORKAE0/q/FLddDwABCdWbNmqQ745z//uddlidXcuXO1ACuRb61R9u7dmzH0SkfzWaVnn31Wlee6665z6zYsY/DVkE8Irlq1SpLt3r07luzoZzXpXB3aXuR1cQAgJam+v66uzuuCuODtt99WPUJxcfH8+fMfffTRGB+di4Ia/FO7HqdeCOhuzCebFggEZIXl5eXOKZ955hkCLNf5pTpoeACIjlsvA04GEruod/7s3LnTqzKocadGjRplnKnq6+tTN0spEoG5klFPT4/a2JDvrlZXgUeOHNnW1hZ1dvSzGr9UBw0PANFJpwBLdHZ2dnR0uDsaQqTUrVEHDx686qqrSkpKbrrpJiO6ysvLc6tsBw4cUJFce3u7c0oj91hus6Of1filOmh4AIhUc3NzY2Ojun6UNgFWMlAPEo4ePVqFNWqcT8OJEyecxwUN0+LFi9UKQ7bd1VdfrVLm5uZGnR39rMYv1UHDA0BEJLpSne7UqVMJsNw1e/Zsc0Q1duxY7aZh5+f+wrRixQq1NodBsBQjFBs2bFjUFyjpZzV+qQ4aHgAior0vecGCBV6XKE0YD/c5iz2jmpoaWc9tt90WMmVLS4uRb8hoLBj6WU06V4frX1YA8I8f/ehH5kNoaWmp1yVKE93d3cOGDQsnxhJ33XVX1BlF1P3V1dVlDF2sDHnDlkN20S2YrvxSHTQ8AETEeP+gkrpvIUxCxmDuZvX19bfddpt1ftTjf6pHCOVvOInDf+QwGPpZjQfVsWfPnrwh8mWyTXD8+HGJ2QOBQH5+/ubNm7u6usJfNhgaHgAior28L+orR7Dq7+//yU9+Yq5e6dd6e3uNtxJp/u3f/i2KXGpra2VZ6UbDSdzX16cGa9i1a1cUeQ3Sz1okujoaGhoqKyu/G1JVVSUfrWmWL19+7NixgYEBae+dO3caJ0jDWTYYGh4AIrJ7925zHy+HZa9LlFaMF9Qo6q52CYbUx3vuucc8dsPw4cP/67/+K6L1Hz58WC27cOHCcNIbt2FFfS2YflaT6OqQCOnEiRNqWiYqKiqc00uYlZOTE92yZjQ8AETEPLZ4hhfv7Et7EmOtXr1axU+/+93vZE5ubq6q7YsXL8rHn/3sZ0b9jxw5MqJB541nFMJ8hXNbW1tmZmZGDA8w0s9qEl0d8u2RmElNy0TIITeOHDlinMGKdFkzGh4AIvL3f//35gBLdfmIq1GjRqna7ujoUHPGjx9vNMHnn38e/qo6OzslbpOl9u3bF+YiW7dulfRPPfVUpMVW6Gc1ia4OrQGMs1O2JKCeOXPmN998E+aytpeuDW4UHwB8Qb0vz8zboc99oqGhYf78+du2bTNqu6enJz8/33wZMUw//vGPM4aeCgz/vJd6E7b0rRE9SPjSSy9dffXVRUVF9LOa5D2DdfLkyalTp3711VdRLGtFwwNA+MwDI4nCwkKvS+RfH374oWoF51MSGuMhUONkWEiTJk1Si2zcuDGc9H19ffPmzeNERjAe34MlH22TNTc3l5SUaJf8w1zWFg0PAOGTvvPGG280Os6ioiKvS+Rf/f39RkOEP8y6eiQwomu7xsjvZWVlzikl/v7lL39ZXFzMlSIH3jxF2NXVZX0S0GibgwcPTp482XqK0mHZkGh4AIiIeaymWbNmeV0cXzOGzHj44YfDXERFSw888ED4uUi3a4yA2tnZGSxZa2trVlYWt+KE5EF11NfX245lZbSNQ5sFWzYkGh4AImIeaPSaa67p6+vzukT+ZTxOKAHQ73//+5DpJQaK7pFA6V5VRq+88kqwNF988YXWR0v8p0aFiCivtOeX6qDhASB83d3dGUOjXxqdKAONeujixYtGQ2RnZ7/zzjvO6aMe1Oruu+82Mrrxxhttz2M98cQT5ujq1ltvVcnoZzV+qQ4aHgDCd+zYMTlslpSUGP1oU1OT14XyNe0tOqNGjfrXf/3XYIn7+vrUDVIvvPBCRLloDzfIRy1Bb2/viBEjjARTp041/kU/q0nn6gh2nREA4Ky8vFwdOe+5557x48fff//9DNPgOTUUgtnq1autyZYvXz5hwgR1N1UULxZU1xaVL7/80vyvjz76aOzYsepfsv5p06aZr1fSz2r8Uh00PACE1NPTc++99xrjiduew4BXLl26NGPGDC3G2r9/vzmNxEDm/4b/1KHhpz/9qRFjmV+z86c//cm85htuuEFbkH5W45fqoOEBIKTq6mpzJ5qdnc297cnmz3/+87XXXmtupiVLlly+fFn9VzvLFV18bLzHsKSk5OzZsxs3bhw/frzxgKEiabSl6Gc1fqkOGh4AnHV2dkpEZe5EJ02a5HWhYG/btm3mlsrMzHz33XfV6O2GnJyc6OJjbRQ0Kwm8rEvRz2r8Uh00PAA4O3jwoLkTDQQCf/7zn70uFIK66qqrHGIgcf3110e98t27dzus+aGHHrIuQj+r8Ut10PAA4GzWrFlaP+p1ieCkr69v2bJl2pU7Zdu2bY2NjefPn4965cbQpmYy84UXXpA19/T0WBfhC6NJ5+rgSAEA4bvllls4bKac/v7+G264wdxqd955Z+yrHT16tHmdlZWVIcM1vjAav1QHDQ8Aznbt2mXuU59++mmvS4Rw/ed//ufBgwd/+9vfOrziJiKrVq1SX4OSkpKOjo5w7uWin9X4pTpoeABwIB3zjh07jOgqltt3kAZaWlrUEw8Sdoe5CP2sxi/VQcMDQDDSmxqv7502bdrixYu/+OILrwsFj0nM3dHREf4As/SzGr9UBw0PAME0NjYa567GjBnjdXGQkuhnNX6pDhoeAIJpb283AqwJEyZ4XRykJPpZTTpXB4/DAICzI0eOPPfcc+ZX/G7cuNHrQiEl0c9q/FIdNDwAWI0YMSJj6JU4RoDV2NjodaGQkuhnNX6pDhoeADStra3WYSq9LhRSFV8ejV+qg4YHAEN/f//HH39cVVWlRVdZWVleFw2pin5W45fqoOEBwPDUU09lWGRnZ3/yySdeFw2pin5W45fqoOEBwKC9XEX53e9+53W5kMLoZzXpXB3cWAAAtqZNm6YdIQsLC70uFFIb/azGL9VBwwOA0tPTEwgEtABr1KhRXpcLqY1+VuNBdezZsydvSH19fbA0tqedYjkjRcMDSFcdHR0RveL3tddeMw6ko0ePnjhxokzU1tbGr4TwA/pZTaKro6GhobKy8rshVVVV8tEhsTXAijpfGh5AWtq5c6e6P72lpSXMRYzXDgYCgVdeeSWepYOP0M9qEl0dEl2dOHFCTctERUWFQ2ICLABwNmvWLBUthTlAaFNTk3H66tChQ3EuHXyEflaT6OrIzc0dGBhQ0zIhHx0SWwOsgoKCnJyc6dOn7927N6J8aXgA6aSnp6ejo6Ovr2/RokUqWnK+IGDYtm2bSn/VVVfJ4vEuJ/yDflaT6OrQGkCipfATG86dO1dTU1NXV2dN7yDGkgNAMvjVr3710EMP5efny2FtxowZFRUVxlFu+PDh119/vQReDotPmjRJJX7ttdcSVWT4Av2sJpXOYJlduXIlLy8v/HxpeACpq729XSKnwsLCRx55xPmXpPO1wt7eXuP5Qec4DIgU/azG43uw5KNDYgIsABASM6moyPrqQKt77rlHW/zy5csyc/To0SNHjlRpiouL+/v7PdkWpCv6WY03TxF2dXVZnyK0to02Z9OmTefPn5eJS5curVy5cuvWreHnS8MDSF0tLS0h4yrDmDFjvv7666KioszMzAkTJnz++efWsGzNmjVebxPSDf2sxoPqqK+vtx0Hy9w22rFAzWxubp4zZ458nDhxYl1dXUS3Z9LwAFJUT0/PzJkzww+whg8fPmPGDOc0hw8f9nqzkG7oZzV+qQ4aHkCKiuj0VZhaW1u93iykG/pZTTpXh3ZA8bo4AODktttuGzZsWHZ29ptvvmme/x//8R/Gcez2229vamp66KGHZPrRRx99+umn1fz7779//Pjx4YRWw4cP37Rpk1fbiDRGP6vxS3XQ8ACSnBEDZWVldXd3t7S0qPNMt956q5pfWVlpvTVC/WvSpEkXL17cv3+/OZa65pprampq1LRx0fCll17yYuOQ/uhnNX6pDhoeQJIzv4B59OjRauLaa681ZlpfhiNBlbqBXT1VLeGX8Zxgdnb2qVOnBofeVCjJ5F+HDh1qbGxkcFHECf2sxi/VQcMDSGbNzc2ZmZkOl/aysrJ6enq0pSRyMs5gqTnvvvuumrNu3bqEbwR8jX5W45fqoOEBJLOpU6c63zv1yCOP2C74ySefPPfcc+aTW01NTY2NjdZoDIgr+lmNX6qDhgeQtNrb242hqmyHEl25cqXXZQRCoJ/VpHN1aEcor4sDAPaefPJJdZgKBAJbtmyxBlgXL170uoxACPSzGr9UBw0PIGmNGzdOBVJr166Vj/Pnz1cf16xZ09jYqO5VB5Ic/azGL9VBwwNITq+//rpxpsp4VevFId4WDIgI/azGL9VBwwNITgUFBSq6Gj16tNdlAaJHP6vxS3XQ8AASpq6ubtmyZW+99VbIlO+8845x+mr79u0JKBsQJ/SzGr9UBw0PIDHeeOMNI2ZqaGjIzMzMyso6cuSIkaCzs7OlpaWjo0Om8/LyVMqxY8f29/d7VmggZvSzmnSuDp4iBJB4zz33nHHYKSoqUhMyU/33xz/+8fDhw2XOyJEjX3zxRSPlRx995GmpgVjRz2r8Uh00PIDE6OjoGDFihPYD7+jRo729vYWFhdYhGERubq7XpQZiRT+r8Ut10PAAEubNN9/UQqgbb7xRoijb6Eq8+uqrXhcZiBX9rMYv1UHDA0iYnp4edR0wHJmZmd3d3V4XGYgV/azGL9VBwwNIpHPnzt1www3W997InLNnz0qC/v7+Z5555vbbb//888+9LizgAvpZjV+qg4YHkHidnZ2TJk0yoqv8/HzCKaQr+llNOleH9sPR6+IA8KMdO3aoQ9CcOXO8LgsQR/SzGr9UBw0PwCs9PT0dHR19fX1eFwSII/pZjV+qg4YHACB+6Gc1HlTHnj178obU19cHSxPsul44ywZbYTRlBQAAYaCf1SS6OhoaGiorK78bUlVVJR8dEmutFdGyzqsCAAAuop/VJLo6JEI6ceKEmpaJiooKh8Raa0W0rPOqAACAi+hnNYmujtzc3IGBATUtE84viNBaK6JlnVcFAABcRD+rSXR1aA2Qk5MTfuKQyzoPlxxbwQEAQFD0sxofncECAADxE2FEkOY8vgdLPjokznC8B8t52ZBrI5lX+SZzMq/yTeZkXuWbzMm8yjeZk3mVbzIn8yrfJN9Y//DmKcKuri7rk4DWttHmOCwbjmT+aib5/uCfZF7lm8zJvMo3mZN5lW8yJ/Mq32RO5lW+Sb6x/uFBddTX19uOZWVum2BnHYMtG45k/mom+f7gn2Re5ZvMybzKN5mTeZVvMifzKt9kTuZVvkm+sf7ho+pI5q9mku8P/knmVb7JnMyrfJM5mVf5JnMyr/JN5mRe5ZvkG+sfPqoO2j4t0azpipZNV7RsuqJlNT6qDto+LdGs6YqWTVe0bLqiZTU+qg7aPi3RrOmKlk1XtGy6omU1PqoO2j4t0azpipZNV7RsuqJlNT6qDto+LdGs6YqWTVe0bLqiZTVUBwAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALkvhAGvPnj15Q+rr68OZ79ayiKuMvzLPPH78+F133RUIBPLz8zdv3tzV1WW7LM2azNhh0xX7bLpin41RqgZYDQ0NlZWV3w2pqqqSj87z3VoWiaEdrJcvX37s2LGBgYG+vr6dO3fKgdu6CM2azNhh0x77bJphn41dqgZY0kgnTpxQ0zJRUVHhPH/QtP9HsSwSzGFEYDlk5+TkWFPSrMmMHTbtsc+mGfbZ2KVqgJWbmys7rZqWCfnoPH/Q1PZRLIsEczhYHzlyxPxrmGZNCeywaY99Ns2wz8YuVQMsbWc2fh4Fm+/WskiMYAfrtra2mTNnfvPNNyEXoVmTCjts2mOfTTPss7FL1QArlgCZ4Dr52R6sT548OXXq1K+++sp2EZo1mbHDpj322TTDPhu7VA2wtEu58tF5vlvLIjGsB+vm5uaSkpLW1tZgi9CsyYwdNu2xz6YZ9tnYpWqApR5G6Orqsn1IwTp/0LT/R7EsEkw7WB88eHDy5Mnt7e0OKWnWZMYOm/bYZ9MM+2zsUjXAEvX19bbDaQSbb97/I10WCZPxf9nONDclzZoq2GHTFftsumKfjVEKB1gAAADJiQALAADAZQRYAAAALiPAAgAAcFmqBlgObxIN9i7JYG8kraqqUuvZsGHDt99+GyxH29WGv7ht7tpNoAUFBeHXAJBC0mOH/eabb5YvX547RCYuXLgQfg0AqSU99tnvv/9+7dq1snhhYeHzzz8f/ua7IlUDrGBvEg35Lkmt9qurq48ePdrf3y+r2r9/f3l5uW12wVYb5uLBcjeTxf3wVAX8KT122Dlz5rz44ov9Q/bu3Ttv3rzwawBILemxz0pMtmXLlh9++EG24rHHHnvvvffCr4HYpWqAZWZ+k2jId0k6hDhC4lzb+WG+ojLY4iFzl00oKyu7fPmy8+JAGkjdHTYrKyuixYH0kLr7rKSX0EpNy4T5nZgJkA4BlvlNoiFH4ncIcQ4cOCAxu+1/Q67WefGQuUtYvXXrVudlgfSQujvsqlWr9u7dOzDk+eefl4/OiwPpIXX3WXOA9cMPPyT45TwpH2BpbxLVKtf6LknbtlcXbouKis6fP2+bi/NqQy7unLuYPn267ZDHQJpJ6R320qVLpaWlanGZ4JQz/CCl99n169c/9thjfUNkIsGvl07tAMv6JtFYgut9+/YtXLjQSGa+XS6c4NphcefcP/30U34Kww9SfYddunTp3r17jXuwEny5AUi8VN9nv//++wcffDAQCBQXFx88eDDBT5KlcIBl+ybRkO+SdL48HCy8DfMVlSGjY9vc582b96c//cl5QSDVpcEOq6VP8K9hIMHSYJ81e//99zds2OC8uLtSNcAK9ibRkO+S1Gp/69at6lnrK1eu1NfXB2vUYKsNc/FguQ8OPYMa7G4+IG2kxw4rv4Wef/554x4sniJEGkuPfXbbtm2yTtlhjxw5MnXq1JBXGN2VqgFWhoXxL4f3UFrTS4Q+Z84c+VhYWKgN9aGxXW34iwcrrXxdjh49GkUNACkkPXZYOTqrkYGETCT4YA0kUnrss++//35xcbHssEuXLm1ra4uuKqKWqgEWAABA0iLAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcNn/B81WEIfEuBxaAAAAAElFTkSuQmCC)
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