Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101321_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | magnetopause conductance |
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 | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Pauline_Dredger_101321_1 |
Minimum Dst Value | | -89 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIE5vdiAwOSAwNTo0Nzo0MCBFU1QgMjAyMe26LbUAAAGxdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiUGF1bGluZV9EcmVkZ2VyXzEwMTMyMV8xOiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgQ2x1c3Rlci0xIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDExLTA5LTI2VDA3OjAwOjAwLjAwMFoiLCAibWF4IjoiMjAxMS0wOS0yNlQxOTowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOi0wLjUzMzA5MTI0NTUsICJtYXgiOjExLjIzNzAwNDM0NTUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX3d3FYWAAAABGdBTUEAAK/INwWK6QAAPKxJREFUeJzt3X9wFGWe+PFgSEIIIQkChhAhxCi/hawsomIMGBQWUSAgiCHmkBV/4a6rrFuB0xWQwkPXdYFFFjScsIcrpTkPt3IWnlHZkyqgDqmclbWiBXWxNhbZImWltqasFJXv55tn7W2fmenpzPRMz3S/X3+kOj3dPc98nul+PtM/nietFwAAAI5Kc7sAAAAAXkOCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8GCM9LSUua7lEJF9ad4VNDHH39cXFwcccvxeGu3vm98zwF3sQfCGcbRPPkP68lfQp+LRwXNmjXrww8/dOWtSbAc5MkPBa/iy+p3ad/Jzs5euXLlhQsXot6OswUzNivS09OleNOmTduwYcPXX38d+zYdKZvF9hVt/qZNm3L61NfXR1z+gw8+qKyszMrKys3Nra2t/ctf/mLMnzt3rpq/Zs0ac32Fe99+FTLcwhZbMG9HJqSatCXLy8v7FfN4nGeSiDny1lGI9/ft888/X7JkiXyvMjIyJI9sbGyM5X2dKm3EL1giUyXSMriCr53fGYeeb775Rhrs6urqGLfjLGOzly5d+uyzzyRHGTly5P/93/85ss240t5l//79FRUVf+0jmZP8a7387bff/t577/X09MgHf+mll2bOnKnmL1y48NixYzIzEAg8/vjjkmxZb6dfhezXYuFmShsvJTTmNDU1yRzXE6xYPmmM4vp9+/LLL8eMGSNfp2+//Vb+PXPmzKpVq2J5X2dLS4IFP+Nr53fmQ8/f/vY344f+V199JclWdna2/CxesGCBcaZEO1QFXxk0T8hxX47+soXy8vKzZ88aa9XX1xcUFMh7SWPQ3d1ts3jK9u3b6+rqjFd37txZWFiYnp5usWVpe2QVmSnJ2Y4dO4xthpsfbjvBb2e/5JJdGZeoZGL27NkRP6lZyBMwkmZJbPu1nYgL9yuXCjnz6NGjkkEac+STvvPOO+EWfvHFFyX48umkIiRl1LYscx566CF12k8m1ALBp83M+ruKVqfhvrQhN6uJuMuE20i4N7X4fhpkgd27dwfP7w21S2r/Su47depU2X5JSclrr70WLlCx7Avhvo0hz32aN2jn+BPuMPLUU0/l5eXl5ubKBkO+l0VFGGWQ7/Cbb75pbPMvf/lLUVGR9cEK0JBg+V24BGvy5MmffPKJNOE9PT1ywDLnNCFXDzkhB76//vWvshFpR41zML/85S/vuusumS9bXrt27fr1620WT/nmm2/k0Gm8Wltbaxz1wm1Zyr9kyZJv+siEsU01X1aX+XI0N+aH2472dta0kktTIXFQ0zIh/0b8pMbCL7/88sKFC4NfkgbS8TNYsSdY8nf8+PGnT5+WCfkKybTFwuZ6kerQtrxhwwapCGMB+dfiraNbRavTcF/acJs1i7jLWJQt5JuG+36aSSYhr4b7aCE/u/Hv8OHD1blGSV/MX3LzwjHuC/bPYGkbjBjMcAV7+umnJSGT+ZKeBn+jFIuKMMrw8ccfS/ZprPLII49Ijmv9YQENCZbfGYcei0uEcpgz5zQhVw85Yfw0NJ9rKS4uNq7xSUonLYSd4pkZm5JX5UhqzA+3Zfnpacw/f/68sU35qSo/lNW0TBjzw21Heztr4QKlfYRwCxgzxciRI9va2rSXWlpapBGSj2NnOzYL2a/F0r7PvOSePXuWL18uE4sWLTJOjYTcgrlepDq0t5M5xgeUCYlDxGL3dxWtTsN9acNtNpyQu4xF2cK9acjvp1nwF8n8WbQJ7d8xY8bs3LnTuL0v5MIx7gv9SrDCbTBkMC129og7hUVFmMswa9asN954o/e767DqIixgHwmW3xkNZFZWlvkmd/n5WFFRkZ2drV41LgT0K8EKt6RZfy8xyBHQfJQP+Vn6W2abJYwld4nlDJb8dL7xxhvNM+Xn9dVXX22+6hpxO3YK2a/FLGZKmaX9e+edd+Sv+tR2tmDOm20uEMU2rZe3+VUJmdZE3GVsli3i99MsljNY8v2RPFi2MH78+KampnAL29ynlHBlsCheyH/tBNP+Tmr9XuEq4r333ps4cWJv33VYdbUR6BcSLL8LdwSUpvHo0aM9PT0yLX+NxeRAZiQK3d3dwQfxiId12bL9ZxWDi7dt27Zw1yvDbdnOGSxZIGIJY8ldtHuw5N9+bdzcojc2Nsrv6TNnzth5334Vsl+LWc+UpDAnJ+fFF1+0XjjiGSzzAjbPYPVrFZsJVrjNmoXbZfr7cSJ+P80s2v6I+6xB8vXg4BsfKpZ9IeoEK2IwLXZ2O2ewbH5JysvLN2/eXFJSYgQQsI8Ey+/CHQELCgqM+zNqamqMxa677rqXX35ZDjcyf9WqVVEkWNu3b1+0aJFqOdra2oxsybp48o6tra2bNm0yHxy1twi3ZeNeFnHXXXcZa8n86upqNV9+ykcsYSy5i3qKUIJm8ynChx566Msvv+ztu3RbX19vJGS7d++WpkVCYfN9+1XIcKvHONNiYaNeQt6DZdw8pyrOuFdGUrdwvXWEWyXGBCvcZs3C7TIRN2LxpiG/n2bq6tXevXtVLtLS0iJvrW0n3D4rX2yVi0iCJYVXM7XYxrgvWCymvZG2ZMRghiuYugdL1jLfg6W9l/0vyVtvvSUzDxw4YPNDAWZ8Ufwu3MGiqamptLRUfvvK4VsadWOxs2fPyq86NX/Pnj1RJFi9fQdH+VEoG5k2bZr5UZ2QxVOysrLkfeXIqPX8pC0fcstyqF27dm1GRoYctc1PYwUCgTVr1hjzzWeJQm7HfqNiZsyXPMm6Hyzz8o2NjfLW8q+UzdzfVVqQiO/br0KGy4SCl3ckwZKwqwfBpIKMe1zMFbR+/fqsPo888oixwEsvvSRzQm4z3CoxJljhNmsWbpeJuBGLNw33/TT7/PPP1QN38taSSwX3gxVun5Uv9sSJE2WzU6dONS4RBsc2un0h4rdReyNtmYjBDFew3r572GUvM54iDH4v+18SCaa6Sqh9NOvPDih8UYD/78svv5SDtdul8BcaKvv4fip2ekhxkGSub731ViLfEV7CAQ6+Jj92u7u7L168GO66D+KHBCsivp9mkmUa94olwBtvvGHuqQHoLw5wSApZoSTgfXfv3j1y5Mjs7GxzR5d2uFXgfknyQiZVYZJT1N9PT5I47N27NzHvJV/OMWPGqO7cgOiQYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHOaXBCu4K2oAAOAgt5v65OKXcFDxAADED+2sxi/hoOIBAIgf2lmNX8JBxQMAED+0sxovh4NrwwAAJAbtrMYv4aDiAQCIH9pZjV/CQcUDABA/tLMav4SDigd8pbu7+9y5c/LX7YIAfkE7q/FLOKh4wD+6urpGjRole/0NN9zgdlkAv6Cd1fglHFQ84B/nzp1Tj7YMHDjQ7bIAfkE7q/FLOKh4wD96enqGDRumcqxAIOB2cQBfoJ3V+CUcVDzgKw8++KBKsLZs2eJ2WQBfoJ3V+CUcVDzgKwsWLFAJVklJidtlAXyBdlbjl3BQ8YCv3HHHHSrBGjNmjNtlAXyBdlbjl3BQ8YCvVFVVqQRr2bJlbpcF8AXaWY1fwkHFA75SWVlJggUkEu2sJknDEW4AwU2bNuX0qa+v7+8GnSsdgGQ3a9YsdQyRTMvtsgC+QDurSepwaLW1f//+ioqKv/aRg6b8G/WmAHhbWVmZSrAk03K7LIAv0M5qkjocWm1JdvXhhx+qaZmYPXt21JsC4G0lJSU8RQgkEu2sJqnDodVWdnb2pUuX1LRMyL9RbwqAt+Xn56sEq7i42O2yAL5AO6tJ6nBotaX9m5GREby8hbgXF0DSMHZ8RssBEoN2VpPU4eAMFoDo8OMKSDD2NU1Sh8P6Hiz5N+pNAfCwzs5O2eWH95EJ+dftEgHeRzurSepwhHyK8MKFCzxFCMDCuXPn1O3t6lZ3+dftEgHeRzurSdJwhLt9qr6+nn6wAFgzEqwpU6bIREtLi9slAryPdlbjl3BQ8YB/HD9+XHb52bNnq/7cm5ub3S4R4H20sxq/hIOKB/xDMirVh/v8+fNloqmpye0SAd5HO6vxSzioeMA/JKOSXb6qqqqurk4mGhoa3C4R4H20sxq/hIOKB/zj4MGDssvX1NSsXbtWJvbt2+d2iQDvo53V+CUcVDzgHw0NDbLLr1ixYvz48TJRW1vrdokA76Od1fglHFQ84B8TJkyQXd4YLWf69OlulwjwPtpZjV/CQcUD/mH08HLZZZepxwndLhHgfbSzGr+Eg4oH/GPUqFFqmOcnn3xSJh599FG3SwR4H+2sxi/hoOIB/6ipqVEPD6qbserq6twuEeB9tLMav4SDigf8o6qqSnb5Y8eOkWABCUM7q/FyOMKNtwPA24wO3EmwgIShndX4JRxUPOAfZWVlssu3traSYPlNV1fXkiVLRo8evWbNGrfL4ju0sxq/hIOKB/xj+PDhsst3dnaqLt3nz5/vdomQID/4wQ+4auEWYq7xSzioeMA/jPbVGJTQ7RIhQYYOHWr00OF2WXyHdlbjl3BQ8YBPdHR0yP5eWFjYS4LlP6qHDqW7u9vt4vgL7azGL+Gg4gGfOHfunOzvJSUlvSRYPvPMM89IdWdlZV155ZUysXr1ardL5C+0sxq/hIOKB3zi+PHjRu/t5ml4nsqrDHl5eW6XyF9oZzV+CQcVD/iE+axVW1ubTJeVlbldKMTRH//4x9zcXHXuSv5mZGTk5OTIREFBgdtF8xfaWY1fwkHFAz6xd+9e2d9/9KMf9X7/ciE8qbW1deDAgeYTV5999tl7770nE+PGjXO7dP5CO6vxSzioeMAnxo4dK/t7enp6R0cHCZbnqROWZseOHQsEAirr4j73RKKd1fglHFQ84BP5+fmqoZXsqr29Pa1v1Ge3C4V46erqUlcGDQ0NDTJ/4sSJMv3f//3fbhfQR2hnNX4JBxUP+MRtt90m+/sPf/jDnj4yPXDgQLcLhbjo7u4uLS1V911JvQ8ZMkTqXRLrtrY2mSPzb775ZrfL6CO0s5pUCsf58+cXLlyY3UcmvvzyS/vrUvGAT9TU1BinMXpNnY7Ce9QlYDF48GDzfOO64RVXXOFW2XyIHU2TSuGYNm3atm3b1K/SrVu3lpeX21+Xigd8oqqqSt2Io/4lwYqftrY2SWRPnDjhVgECgYDquv2mm24yz+/q6po6darMHzVqlFtl8yF2NE0qhSM9Pd38b1ZWlv11qXjAJyZMmCD7+5kzZ9S/JFjxM3nyZIltZmZmR0eHW2VQ4062tLRo8yXHUve5d3Z2ulIwH2JH06RSOKqrq7du3Xqpz+bNm+Vf++tS8YBPqBa3vb1d/ata2Z6eHndL5UnG3eXnzp1zpQCqn7MhQ4YE168kWAUFBfLqli1bXCmbD9HOalIpHF999VVJSYnan2Xi66+/1hZIs+RKmQEkmNrfjRa3uLjYnG/BKeoBAvUMgVv56/Tp06UAQ4cODX6poaFBFa+oqCjxBfMn2llNKoWjqqpq69atxj1Yc+fOtb8uFQ/4geqXQY30rKhfZW6dYvGwDRs2qAymX7fDOsvi93NTU1N6erq8NGDAgJMnTya+bD5EO6tJpXBkZGRY/GuNigf84NSpU7KzT5kyxZhDghUn48aNU8nNiBEjXCnAgw8+qAowceLEkAs8/PDDaoFhw4ZxJ1YC0M5qUikc8jtp8+bNxj1YPEUIQNPU1JT23UCESllZmcxpa2tzsVSeNGnSJOMEUuIvEb799tsDBgywvgNsy5YtRgmNbjsQP7SzmlQKhxwi586dm9VHJvp1xKTiAT+or6+XnX3ChAmBQEDNmTVrlsxxsSsBr7r33nuN9CVht7h1dHTMmzevpKRE9c4gcnJywp2d6u7uVp01iMbGxsSU0M9oZzV+CQcVD/iBcd2qublZzamsrDT/C6fccccdRoKVsPzVuHXd0NTUZLF8V1dXeh+ZSEwJ/Yx2VuOXcFDxgB8YCZbR5JNgxcns2bPT+rpQl7+vvPJKYt703//9383Z1aOPPhpxFXUpc/HixXTVEW+0sxq/hIOKB/xg+fLlsrOvX7/emEOCFSfq5jY15F9OTk4C3rGtrU3eyJxg2bmzasyYMdpJTcQJ7azGL+Gg4gE/0MbJEcuWLZM5R44ccbFUnpSfn2/OdRLwjsYIg8qSJUuMO+0s/OAHP0jwdUzfop3V+CUcVDzgB9o4OaKuro6HyOJBZS0LFy6Uv9ddd10C3rGzs3PYsGHydnfffbf9tdSDpWVlZfErGBTaWY1fwkHFA36gjZPTS4IVHx0dHRJViXZjY6NM3HHHHYl53ylTpsjbnTp1yv4qRlHjVyootLMav4SDigf8QJ1WMd/OTIIVD62trWl9Q5YdP35cJmbNmpWANw0EAmpkye7u7n6tOGjQoCjWQn/Rzmr8Eg4qHvC84HFyekmw4kPlVbNnz1bDLUumlYA3bWlpie5in7pwLKvHo1Qw0M5q/BIOKh7wvOBxcsSTTz4pM3fs2OFWqTzpyJEj6spgZ2enTOTn5yfgTZ944gl5rxtuuKG/K956662y4q5du+JRKhhoZzV+CQcVD3he8Dg5XV1dM2bMkJnSNrtYMC85c+ZMc3PzY489ltY3CKBEWF22i3cvU+3t7Zdddpm8UV5eXn/XLS0tlRVldfPTD3Ac7azGy+FI+z63iwMgvtTov+np6cbFIGM0ultuucXVonmEJCgSXq0nqsLCwrT4j5bT0dGhBh/ULgHbEdy/P+KBdlbjl3BQ8YDnlZeXG62+mrNjxw4159Zbb3W1aB6h9USV1jfGn3qyL953OJ08eVIlWO+++25/11WZd1FRUbhRC+EI2lmNX8JBxQOet2jRItnTBw4caHQp2dPTU11dLTM3btzobtm8Qd1xZVA95gd37uqUrq6u2tra0tLS/fv3qz7cL7vssii2I9+HhD3q6Ge0sxq/hIOKB7yto6Nj5syZsqf/5Cc/Mc9/5plnZKb8dalc3tHd3X3FFVcY2ZXkPWr+ypUr5d/Dhw87/o4PP/xwWpAotmPcic9whHFFO6vxSzioeMDbVCIVfLsVCZZTzp07Z050jJOCixcvln+3bt3q7Ns1NTWpu9qDz5lFQfVAK1m4s4WEGe2sxi/hoOIBb9u5c6dqg++55x7zfBIspwQCgaFDh6b1dX8lyZaa2dnZqZ4ijOLe85B6enpk47LZbdu2adnVpEmTou4sdPr06bKF3//+944UEiHRzmr8Eg4qHvC8K6+8Uvb006dPm2eSYDkouMdO47TWkCFDHHmLuXPnqnut1C3t4vbbb5e/ktsZWV0UCgoKZCMZGRmcxIof2lmNX8JBxQOep/oL0FpQEixHbNq0SfUmJbq6uswv3XPPPTJzzJgxMb7FH//4R5UGmTl1Yiw/P19tMJYsDdZoZzV+CQcVD3hbuBuZSbAckZeXpxKUq666SnvJ6Gs06pNDzz777JQpU7Kzs7XsKiMj45VXXom57P/fSy+9NHXq1Mcee4z73OOHdlbjl3BQ8YC3hRt1mATLEYMHDw53KbC1tVXdjR5dZ2NqsEiz4uLip5566ic/+YnUqRNlR4LQzmr8Eg4qHvAwo4+G66+/XnuJBMsR6u4rRXvJ6H20oKCgv5tV43Ob3XXXXZxkSlG0sxq/hIOKBzysoaFBNc/aSM+9JFhOCAQC6iKgGDt2rPZqV1eXhH1An08++cSYf/ToUakX63ue7r33XrVZdUv78uXL5b3i8AmQCLSzmhQLR0tLS1VVVXZ2dnFx8YEDB+yvSMUDHtbc3KyuUlVUVGgvkWDFTg68EsPRo0dLthSyo4SDBw+qPKm8vFzNUZ2nKxadVxnLxHukHSQA7awmlcLR2tpaWlra1NR06dKlCxcu9KvHOSoe8LYlS5bIbv7b3/5Wm0+CFbs777xTYpiVlRXudNThw4dVnjRjxoxAICCLvfvuu+YLf8bokGaHDh1Sr44YMSKu5Udi0M5qUikcdXV1/TprZUbFA96m+hMPHrCFBCt2Y8eOVZlQc3NzyAV6enrmzZsnC2zYsEFNpKenmxMsFf///d//XbRo0bRp0/7t3/5N/lXdlgpuZvcG2llNKoUjLy9vz549hYWF8kNq+fLlFy9etL8uFQ94W2VlZVqoIYdJsGLR3d29ZcuWyy+/XGI4fPhwi44YNm7cKMssWbLESJvS+voLVfdXLVy4sLy83LiRSw7jNTU1xmL0TeUNtLOaVAqHVN7atWu//fbbQCDwwAMPrFq1KngBC66UGUBiqMfczpw5o80nwYrFL37xC5u3Sd16661qMfkBbKwiMwcNGmR9ZH7qqacS9nEQV7SzmriHo66uLjc3V+Kel5e3Zs2aWDaVnZ1tPGAiaZbsxvbXpeIBbysuLg55LoQEKxYVFRUqDcrMzLTuPWHOnDlqSaPHLHXUHT9+vEV2JUd1Tl95Bu2sJr7hqK6uvuuuu9RTJ/J30aJFwaed7KusrDQnWLJn2l+Xige8TV1+Cn7InwQrFnfffbeRNll3oHDgwAEteVK/gY0HPJWMjAzzMsH3zCF10c5q4hsO2ZckEzL+7e9pJ43swA888ECgz9q1a2tra+2vS8UDHibHBNnHJccKfokEKxYqekrIJwENPT09xtXAAQMGbNu27cSJE+qlTZs2FRQUlJaW/vrXv5aZGzZsUIstXbqUPkW9hHZWE99wSDpl/tHT39NOwbZu3So7qmx25cqV3OQOQFEdghcXFwe/RIIVtU8++cQYgtDO2Sbz1cBwzxsqx48flwXIrjyGdlYT33AsWbKkqqrqm2++kWn5O3fu3Jqamri+YzhUPOBhZ86cSQvVjXsvCVZUVLcLqnf1tL7e248cORIxHzp58uSkSZPkN/CCBQs6OzsTU1QkD9pZTdzDsXbt2pycnPT09Nzc3IceeijebxcOFQ94mBoOr7KyMvglEqwonDt3znynFNGDHbSzGr+Eg4oHPOzBBx+Uffy2224LfokEKwqdnZ1GF1abNm1yuzhIDbSzGr+Eg4oHvMoY9q6oqCj4VRKsKHR1damu2D///HO3y4KUQTuriW84zp8/P3LkyLS+YROUjIyMuL5jOFQ84FXHjx9XCdaYMWOCX62urlYPGDKcsH3r1q1L6xvd2e2CIJXQzmriG47CwsLXXnvt0qVLcX0XO6h4wMPU+HePPfZY8EvTp0+308sAzIy7r9wuCFIJXxhNfMMh4U6G7KqXigc8ra6uTvbxffv2Bb+0bNkydQbL6JYJEaleWwcPHux2QZBKaGc18Q1HXl6edee/CUPFAx6mRg4OeY5KZspLkoElvFApLD8/X4LW2NjodkGQSmhnNfENx0svvSTHtWToTY6KBzysqqpK9vFjx44Fv0SC1V9tbW0SsSFDhiTDoRsphHZW43w40i1xkzsAx6kbrU6dOhX8UmNjo7y0ePHixJcqRa1evVoiVlhYSIKFfqGd1Xg5HGnf53ZxAMRLSUmJ7OPnzp0LfsmiD1IEa29vN8ZjDhlPIBzaWU18w5Genh7X7dtHxQMeVlxcLPu4JAfBL5Fg9UtFRYXKrnJychjuBv1CO6uJbzhyc3O//fbbuL6FTVQ84GHqqbeQl7RaWlrCDVOIYIWFhTaHdgY0tLOa+IZj+/btdXV1f/vb3+L6LnZQ8YCHWdwGoIbVKykpSXCRUtFzzz2nIrl8+fLu7m63i4MUQzurifslQm5yBxBXnZ2dsoMPHz485Kvt7e3yanFxcYJLlYqmTZtGp6yIGu2sxi/hoOIBr1LdCpSVlYV8NRAIyKuDBg1KcKlS0ZQpU1SsQj6PCVijndX4JRxUPOBVaizC2bNnh1uA54htUs8K8PBgsunp6ZFKsX7m4N133y0tLZ0zZ46L1cdepvFLOKh4wKsiPidocQs8DB0dHRKlvLw8twuC75G86tprr1UjFx06dEj+lRRK+zLLLnDZZZepHxIVFRV33nlnbm7uvffem+Ci0s5q/BIOKh7wqohdiaon4ySBSGSpUs66detUC71z5063y4J/UAOZa+Q3Q01Nzaeffipf+5EjR06ePDl4GbFhw4ZEFpV2VuOXcFDxgFdFHAzHohtSGObMmaNa5WeeecbtsuAfioqKQiZPdmRlZSWyMzPaWY1fwkHFA16lfuJb3INFgmWHOoNVWlra0tLidlnwd++995669jdjxgyjh/1wxo0bN3z4cDVtXDGMoovdnp6eFStWyDfh6aef7teKtLMav4SDigc8SXVzJfLz88Mtox6OI2+w9sQTT3D6KtmUl5err3dDQ0N3d7d82+VvU1PTyJEjjUSqqKho0KBBOTk5L7/88qlTp6QGZeGjR48aC7z//vv9elNjn5KULhAI2F+RdlaTeuG4ePGi+j3ar7WoeMCTOjs7MzMz0/oGJw63jPyIlwWam5sTWK4UY9wlPWfOHLfLgn+YOXOmynWCO9Y/e/bsW2+91draGnJFSYyMa77jxo2bN2/etm3bZGGp6IgXDWWBAQMGqHWXLl1qv7S0s5rUC4f8zNq+fTsJFgBlxYoVsoO/8MIL4RYgwYpI3ccmpk+f7nZZ8A8bN26USqmuro7iGVj18IeZyqGnTZsWcd3c3Fy1isXvlmC0s5oUC8fnn39eWloqXzUSLABKXV1dmmXn41VVVbLAsWPHElioFNPa2pqfny9Rqq2tdbss+Idnnnkmluu26uK4Jjs723ocJNVzrzJ48OAvvvjC5tvRzmpSLByLFi168803e/tfkVQ84FV33HGH7OBHjx4Nt0BNTY0scPDgwUSWKuWoMB45csTtguDvJOu95pprpFLWrVsX3RZ+9atfBSdYYv78+RZrbdiwQZaRtzYuFNoc+Zt2VpNK4fj4449vvPFGNR2yIkN+kwyJLSyABIl4BTDiKS6I6dOnS5ROnDjhdkHwd+r0lbjlllui3siuXbvGjh0rTeftt99u3BpvfeHPeALRMHDgQDsngGlnNakUjmnTpp0+fVpNcwYLgDJr1izZwY8fPx5uARIsO9QT/u3t7W4XBH9n3Bj3T//0T45ssKurS3I1tc1XX3013GLGiStzxxBZWVnhbqg30M5qUikcsZyUouIBr1KPFbe1tYVb4Mknn5QFduzYkchSpRY1JHYaAwolGXVj3KeffurUBo2krby8PNwyo0aNkgV+85vfyLR6pEw5dOiQ9cZpZzWpGg7OYAFQIvYjqrrQvPHGG8kewlH3NRcXF7tdEPyDqpQhQ4Y4+L01+uMYN25cyFvdJdVWY3car6pbskRmZqZ1Fw+0s5pUDQcJFgBl0KBBsoNb9IhYWlqqWgh6agjn+PHjEp9Zs2a5XRD8XUdHh+oEa/Lkyc5u+eabb1a7Q8iHE1taWuSlsrIy80xJ8tQqL7zwQkNDQ7gfM7SzGr+Eg4oHvCriDQPGw+rcwR2StJeq3yPH23JEzbiWN3HiRGe3rK6Yqywq+IzU6tWr5aWxY8eaT5s99dRT5ptzrr/++pAn1WhnNX4JBxUPeFJXV5e6jGKxzM6dO2WZuXPnJqxUqaW5uVk1nFdeeaXbZcHfSaWom80XL17s7Ja7u7uHDRumavxnP/uZ+aUvvvjCuLFdO02l3QD9+OOPB2+Zdlbjl3BQ8YAnqXHTSkpKLJY5cuRIPBoqz+jo6FCXWX/0ox+5XRb8nfxySE9Pl0r56quvHN/42rVrjVTpxIkTra2t48aNU2+nyC8W7eSW6kzOYNwjL+VUIyT20s4G8Us4qHjAk9SNwNYJljpDU1lZmbBSpZxly5al0Rdr0ujp6VEDQFl/saMWCAQuv/xylSoVFhYat1gZgnsWlXwrKysr7bvxdnJycmS3+vnPf67uiFddVNLOavwSDioe8CR1d/bs2bMtlpHf6GncwW1JApjGaEJJw7hoO3r06Di9xTvvvBPcoajKn6ZPn97V1RW8ihor+qabblJLGv2gGtfoaWc1fgkHFQ94kp2zU3YuI/pcWVlZmmVfYkik06dPq8RlxowZ8XuXBQsWmFMrSbIPHjxo8TSuosafTusbwMdI0QYMGPD888/Tzmr8Eg4qHvCkw4cPy969bNkyi2Xa29vT6OTJktb1EdylkpisrCz7Ay1H5+qrr1YZ0tKlS22u0tPTo64VGpcLlaKiItpZjV/CQcUDnvS73/1O9u5Vq1ZZLCNNgmoDElaq1NLZ2ZkW6UlMJIz8HlCJy+DBg+P9XpJSG7eo26eGoDaou+OltOxiGr+Eg4oHPOmKK66QvTs3N9d6MRIsCyH7loRbOjo6VAcN1kMyu+g///M/zY8cNjQ0GP+6XbTk4pdwUPGAJxlHeevF1EjG0nQlplSppbGxMe27B8HgOqODhnfffdftsoRVWVmp9rtly5a9+uqrNndDv/FLOKh4wJNUL+0//OEPrReLOF6hbxndTtLLaOIFAgH5TmqP7N13331SHSNGjHCrVHa0t7c3NDRIat5rGt+Qdlbj5XCkfZ/bxQHgPNX/oRzrrRdTediZM2cSUqhUoh6xFHl5eW6XxXemTp2qbg83n1tNxTarvr4+5cqcAH4JBxUPeFJVVVWajQ6c1BUNBnsOFggERo0aJcFZsGCB22XxHSOXmjx5suofQfJddQNWTk6O26Xrh+7ubtUtltsFSS5+CQcVD3iSzcxp/vz5slhTU1NCCpViFi9eLME5cuSI2wXxndtuu83IsSZOnLhu3TpjKMA//elPbpeu32hnNX4JBxUPeJLqIbO1tdV6sbq6OjtXEv2J66du6enpMedYZql4vyDtrMYv4aDiAU9SjwdqA9MGU6Pb7tu3LzGlSi1qpGd6GXVFV1fXVVddpWVXy5cvl9zL7aL1G+2sxi/hoOIBT7J5a626mzg/Pz/kIGt+FggEJDIDBw50uyD+JantsmXLcnJyMjMzi4qKnnvuuVTMrnppZ4P4JRxUPOA9HR0dafb6Y5TUKnWvvMRVa2urhGXChAluFwQpj3ZW45dwUPGA99gfxbm8vFz1RMAZLI2d0bIBO2hnNX4JBxUPeM+JEydk154xY0bEJRsaGmTJurq6BJQqtdx///0SmZtuusntgiDl0c5q/BIOKh7wHvtnX44cOZLWN6xHAkqVWuiDG07hW6TxSzioeMB7jh49Krv2/PnzIy7JhbBw1LB3GRkZbhcEKY92VpNK4fjggw/mzp2blZWVm5u7Zs2aCxcu2F+Xige859lnn7V5eevUqVOy5PTp0405nZ2dxmBqviJZqXxw41409XwlHVggdrSzmlQKx8KFC48dO3bp0qVAIPD4449LsmV/XSoe8BjJkIYMGaIub7W3t1svHHw7/Lx589S6J06ciHNJk4g65ydWr16t5qjnKyMGEIiIdlaTquGQNKtf57SpeMBj1CiENjtfkGxM9YNlzJFkS61bWVmphoHzA3Wzv3qg8vDhwyoskqemaMdLSCq0s5pUDUdTUxNnsAA/GzdunMoVHn74YTvLa7dyT5o0KaWHJYlOd3e3cdpP/OxnP5O/V199tdvlghfQzmpSMhwtLS2TJ08+f/68Nj/NkitFBRAn1dXVsl/PnDnT5vkndS3MGFRHjbGjTJkyJZ4lTS6zZ882Pvjll18uf9PT0zs6OtwuF1Ie7awm9cLx8ccfy++ts2fP9mstKh7wmGXLlsl+ffDgQZvLq2uC6mRVW1ubTOfk5Bipxq5du+JY1mRivrSamZnpt3N4iB/aWU2KhaOxsXHMmDFRjPpOxQMeo87EHDt2zOby06dPl+VPnTol07/+9a/T+sbYmTJlisowhgwZEs/CJpGxY8eaT+0PGDDgySef5B4sxI52VpNK4di9e3dxcXFra2sU61LxgMeUlZXJft3W1mZz+crKSlm+ubm597uRc8TOnTuNszhPP/20sXB3d3d9fb3kcG+//XY8Cu8iY1hGg4oJECPaWU0qhSOW26qoeMBjBg4cKPu1ZEI2l1+8eLEsf/jwYZmeOXOmOobIv6+88oqaNg8aPWrUKK+e2VI9i5r5qqMKxA/trMYv4aDiAS8x+hewv0pdXV3adz1qbty4Uaarq6t7enra2toGDx6sLpZ9+OGHamFz/uGlThy6urrkEw0aNMh4iPL+++93u1DwCNpZjV/CQcUDXtLS0iI7dVlZmf1VRo8eLauMGjVKpp955hmZlr/qpb1796psQ21Qsq6srCwjwXrkkUfi8AncoTpcLS4ubmhoKCgomDhxIre3wym0sxq/hIOKB7zk2LFjslPPnj3b/irmWwu0BOvw4cPGHd/bt29Xt88boyCrUz6FhYW/+93v4vFZEun48ePycWbMmOF2QeBBtLMav4SDige8ZNeuXbJTl5eX279+d80116R915m7lmCJBQsWBN/lac6xvHG7korbrbfe6nZB4EG0sxq/hIOKB7zkuuuuUxlPQ0ODzVUkN0r7brzn4ATLGEPGUFRUtG/fvgEDBphnpvQDd62trRkZGWnfH5MRcArtrMYv4aDiAS+ZMWOGynjsdzRqHndP9QL/z//8z+YFXnzxxby8PLXZwsJC1bm58byhGDFihP2HFpOQZIfqg1x55ZVulwUeRDur8Us4qHjAS5566il1qatfj/ipLqC2bNmi8ox58+ZFXOVf/uVfzJcLjZF2UpFkh6rzsJqaGrfLAg+indX4JRxUPOAlwdf47Jg1a5asdd9996mc6ZZbbrGzVnNz84kTJ0pLS2WVe++9N4rSJo/58+fLpzh69KjbBYEH0c5q/BIOKh5Ifl988cXhw4ft3EgeRYLV09MzYcIEWUuSjEGDBsnE3r177a9uXD0cNmyYbOeGG274n//5H/urJwkVgZaWFrcLAg+indX4JRxUPJDkfvvb3xp3lDc2NlovHEWCpbqAMgwePLhflxfVGSyzrKyslHuoUGWWKX0nGZIW7azGL+Gg4oEkd8sttxi5S2Zm5qFDh06dOqU6/Ny8ebO2cBQJVldXl3kYvquuuqpfxWttbdWeKIziGmUUJAs8ePDg4cOHYx+PuaOjQ8o8fPhwRwoGaGhnNV4Oh3YodLs4AKwYt0YZJK8K99RbdPdgGR2KpgU9QmhHQ0PD1KlTx48fn52drTZSWFgY157Qn3/+eSOrKygoeOutt2LZmuqogl5GESe0sxq/hIOKB5KcypmmTJli5ECq0ybFGCXQvHB/E6y2tracnBxZcfny5TGWtqSkRBVs7Nix58+fP3v27KRJk6TAknI5ct0wEAioG9I1P/7xj6O7wNfT06M6U5UIx148IBjtrMYv4aDigSRn5Ezr16/XsisxZ86ckAv39126urrOnTsX+/jNTzzxRHD2o4wbN669vT2WjUsJKyoqwm1fndPKzs5WA1fb36ZaPS8vL5ayAeHQzmr8Eo60vtHEBg4ceNlll6Wnp8uxOzMzU37LykFKJuRf9ZKQg5f8lYVzc3NHjBgxfPjwoUOHyr9ZfdSSsgW1/IA+avmpU6dWV1evXr36pz/96UcffeT2JwZSjJEz9fT0yC6mZRVan1VRJ1gOCjm6jjJjxoxYcjjjiUV14Dp48ODzzz8fHBPx+uuv29xmZ2en6sqLbtwRJyRYGr+EI9xxMK7kcCYJmaRx+fn5Y8eOve+++xobG1O6o0Igfsw5k3k/WrhwofzduHFjuIXdIolgbW2tkffIxPjx441iR8yxZPVz586p/uIN7e3t1157rbER8z1en3766VVXXRV8nLF5HuvkyZMqwfrss8+i/cSAlTQSrO/zSzgcT55iIVnXyJEj165dm4r96ADxcOrUqYEDB8recfvtt8u/c+fOVTvLkCFDgnOpEydOyB6U1tdlqFsFNmtra2tubu7q6pKc6frrrzf29JDFO3r06C9+8YsFCxaoHhPkaHDFFVfIZ8/MzMzNzTVfGJ05c2Zra6u2usyR99q6datx87skdlqWFpJsPK3vV58jHxkIlkaC9X1+CYdU/OOPP/7CCy/867/+665du7Zv3/6zn/3snnvuWbFixWOPPbZjx469e/c2NTX9qc8rr7zy6KOPLl26tLKycs6cOXffffdDDz0kiz3xxBNqyUOHDslGXn/99Q8//FCWP3z4sGxHfmvm5eVJe6DdOxKRHB9lrfnz57/33nux3xoCpCJjrGU1GHNnZ6c6M3TNNdcEJ1hqTprtrtgTSdKsSZMmGXu3HDqMlyT9qqqqsnlYkOOJ9c3sBw4cMHKsm2++2bpU9fX1xpad+ZxAEL5dGr+EI8EVL0fSP//5z5KxPf/882vWrLnpppsk98rKygruR0cjvy/lh2xpaankW5s3b5YELpFdAkqrdvLkyTfeeOPtt9+285sYcEpLS4vKqO6//3415/jx45J1tba2BidYjY2NaleSvMGd4lqSn0mXX3652qOlnPJbTnVhpXpJsGPevHl2fmvt37/fWOW+++4L9Dl69Oi+ffskbnLokMOIuixoWL9+ffwDAJ8iwdL4JRxJUvFy+JNm49FHH504caLNE11ygB40aNDIkSMrKys3btz4/vvvy0/k2Ety+vTpH//4x2PHjh06dKiUJGTmJzPz8/MlQZSGIfZODgFrqhfQ4Iti69atS+u7pUndv3ju3LlrrrlG5kgS40Yxbfnss88GDx5s7ErDhg27++67jV1ekp7s7Oxrr712+vTpaX29qj788MNyWCgvL7/yyivll5X93U12YeNdJEM178jqkquZFIAfToifJGlnk4dfwpG0FX/27Nnf/OY3c+bMUTdk9Is63SXNkhypFy5cuGLFiuo+S5cuXd5n5cqVMlP+raiomDBhgiwpB3057EY8kRZM1lq8eHGMD58D4UhGktZ3x1XwmRtJO9SX8Fe/+lVzc/OOHTvUv+PHj3elqDYZN5UHM7Ic+bCSL8by4MvXX3+tbq6KaMSIEfLrzqEPB4SQlqztrFv8Eo6UqHg5zv7hD3+ora2VX7HqxFJ/06DYqV4nwmVgMn/q1Kl0QgFntba2qm+7JAHBr95zzz3G1y+tbwRA9W/yX+16//33i4qKtJ1IPo6z73L+/Hmj11PFnNhJGrpz505HRtoBrKWlQjubSCkWjk2bNuX06e+9Fyla8V1dXf/xH/+xdOnSUaNG5eXlZWZmRnHyKRxpqPLz82+++eann346+Mqj/Lbes2fP5MmTQ+Z5Q4YMkSrglnzE4tChQ9dcc80dd9whX2/1vRo9enTwYvLNNPcLpUgqlioZw4svviillf1o+PDhu3btitO7nDlzZvfu3b///e9VN6pvv/22JKBbt26N60g+gFmKtrPxk0rh2L9/f0VFxV/7VFZWyr/21/VexXd0dDQ0NNx///3XX3/9yJEjpQXK7SOpjySgQ/rkfkcSqcLCwptuuqm2tnb79u3Hjx/v173zTU1N8hM5+HrHoEGDHnzwQa4bIgqvv/661nOm/HiQXD/kwitWrNC+ezfccEOCCwzAmvfa2RilUjgkuzLGI5OJ2bNn21+Xio9dV1fXmjVrMjMzg09oDRw4sKCgYNGiRVu2bDF6r5C0bM+ePS+88MKGDRtWrlx54403jh49etSoUUVFRTIxbdo0yZKXL1++atWqmpqa1atX33vvvZL/PfLII88995ysJesaHWeI//qv//roo49OnjxJT62JJzn0Bx988Oqrr0r9rlu37s4777ztttvuvvvuhx9+eMGCBZLQqxOrQ4cOveuuuySVV9mSZPa33367VOizzz4r343hw4dPnDhRFqiqqlL3s2ss+lzo6el5//33d+zYoa64TZgw4cyZMwkMAIDIaGc1qRSO7OzsS5cuqWmZkH/tr0vFO+gPf/hDcXFxqKuOyWVAwhmjJ0U30/FtGqM/RZxpIQE1lZWV9dOf/jSRPZIAcFwa7ez3pVI4tMrLyMgIXsBCAkvqCzt37hwxYkS456SAiOQ30i9/+ctUuZUKgLU02tnvS6VwcAYrCUnrePLkyeeff76yslL1Ym8eA9s8rnZBQcGUKVNmzJgxc+bMadOmFRYW5ufnD/k+WSwrK2vgwIHG8NuunFBBMFWhUi+DBw/Oy8uT2pT6GjRokPytqKg4cuTIa6+9VlZWJtU3atSon//85/v27bvuuutkSVlG1pK9tbS0dPTo0WpdWfKll14itQK8JI129vtSKRzaPVjyr/11qXhfCQQCn3322UcfffQnS+pesahnxr6FkDPV3Wby0kffkWk7M6Mov50l//znP5MJAYiIdlaTSuFQTxFeuHCBpwgBAEgqtLOaFAtHfX29r/rBAgAgJdDOavwSDioeAID4oZ3V+CUcVDwAAPFDO6vxSzioeAAA4od2VuOXcFDxAADED+2sxi/hcKHjIAAA/MTtpj65+CgcyVz3yVy23uQuXjKXrTe5i5fMZeuleDFI5rL1JnfxkrlsvRQv1fgoHMlc98lctt7kLl4yl603uYuXzGXrpXgxSOay9SZ38ZK5bL0UL9X4KBzJXPfJXLbe5C5eMpetN7mLl8xl66V4MUjmsvUmd/GSuWy9FC/V+CgcyVz3yVy23uQuXjKXrTe5i5fMZeuleDFI5rL1JnfxkrlsvRQv1RCOpMD3MmqELmqELhZEL2qELmqELrVQW0mB3SZqhC5qhC4WRC9qhC5qhC61UFtJgd0maoQuaoQuFkQvaoQuaoQutVBbSYHdJmqELmqELhZEL2qELmqELrVQW0mB3SZqhC5qhC4WRC9qhC5qhC61UFsAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBCsuNm3alNOnvr7emHn+/PmFCxdm95GJL7/80v66FvM9Ju072nw7H5/QBYfugw8+mDt3blZWVm5u7po1ay5cuBByXZ+Hrjf8F09cvHixpKTEogsin0cvXOhaWlqqqqrkcFdcXHzgwIGQ6xK64NDRUngGCZbz9u/fX1FR8dc+lZWV8q+aP23atG3btvX02bp1a3l5uf11w833Ku2IY+fjEzpFC50coI8dO3bp0qVAIPD4449LshW8CqEzhMyinnjiie3bt4dLsIieosWntbW1tLS0qalJvnuS1q9fvz54FUKnaKGjpfAMEiznyff7ww8/VNMyMXv2bDWdnp5uXiwrK8uYNnawcOuGm+9V2hHH4uMTOo3FiRZp6jIyMoKXJHSG4Oh9/vnnkihIU6e9RPQ0Wnzq6urCnbUidBotdLQUnkGC5bzs7GxpydS0TMi/arq6ulp+jlzqs3nzZvnXWMXYbcKtG26+V2lHHIuPT+g0FglWU1OT+QwWoQsWHL1Fixa9+eabwS8RPY0Wn7y8vD179hQWFkp+sHz58osXLwYvSegULXS0FJ5BguU8bW8xzhl89dVX6k4OIRNff/21/XXDzfeqcI2ZEvLjEzolXILV0tIyefLk8+fPR1zFt6HrDfrIH3/88Y033hjypXCr+DZ6wfvs2rVrv/3220Ag8MADD6xatSriKoROoaXwDBIs54X7DVFVVSW/S4wr6yHvhuF3iWL/DFbEZXweOkUShauvvvrs2bMhVyF0huC7YU6fPh3yJQPRU4L3WUmt1LSkWebrXOZlCF1vUOhoKTyDBMt52lVw+VdNaz8mQv62CLduuPleZX0PVsiPT+iU4DygsbFxzJgxZ86cCbcKoTMEn4bRBK9C9BQtOJWVleYEK2RLT+gU69NOtBSpiwTLeeo5jgsXLmjPcZSXl2/evNm4sm5+NsTYwcKtG26+V4V8ijDkxyd0Gi10u3fvLi4ubm1ttViS0Bks7mALd9ma6ClafA4cOPDAAw8E+qxdu7a2tjZ4SUKnaKGjpfAMEqy4qK+vD+6JpK2tTfVIJGRC/jVeMu9gIde1mO8x4U4YhPv4hM4QMnQW52AInVnEM1UW9wX6PHrhQrd169aCggI53K1cuTLkTe69hC5U6GgpPIMECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLCcZzG8brhhOMPdWmtxy61ZyM1evHhx1apVUoyCgoLNmzdHUVo7Y7UCAIBgJFjOCze8bsRhOMMlUtYJVrjN1tbWmntSfu211/pVWjtjtQIAgJBIsOLLPLxuxGE4o0uwwm02KyvL6OhPJkJ2B2xRWouxWgEAgDUSrPgyD68bcRCD6BKscJs1J1jhelK2KK3FWK0AAMAaCVYcacPrWo+HELxAxPnWm62pqTF6UpaJiKN+Bpc24litAAAgJBKseAkeXtepM1jane/hNnvx4sWVK1dmZWUVFhbu3r07Ly8v5OoWpY04VisAAAiJBCsuQg6vG3EYTkfuwQo5uueBAwfMY4HZKa2dsVoBAEBIJFjOCze8bsRhOGN5ijB4s4888ojMvHTpUlNT09VXX20e0MpOaS3GagUAANZIsJxnMbyuxYjF4YbjtR6A1mKzkiGpW9SrqqpaWlqiKG24sVoBAIA1EiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA47P8BoZUQTe6G92sAAAAASUVORK5CYII=)
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