Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-05-20020209_042900_20020209_091400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/09 |
Start Time | | 2002/02/09 04:29 |
End Time | | 2002/02/09 09:12 |
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 | | 23.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-05-20020209_042900_20020209_091400-constBx0 |
Minimum Dst Value | | -32 |
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.
Satellite data B plot for Polar for time period of this run.
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qyvj4qrS0lm6hqqrqjTfeoMzixYuPHTsmlh89epRKtNnvCx/tTHipp7T46R8AAKCj1A1VJQEBcpmMbi+MsVRnsEpLS21tbU1MTOhuXV3dwIEDz549S3kXFxfKP3jw4IX71ebRzqQz1LOiouK9995TPWf19fU2NjZ6enr6+vp2dnZ0V3N5S/HTPwAAQEepG6oK3d1ZgFURE/PCLaiioTMlJYU9dP369b59+9JISinltdmvNo92Jp2hnkuWLNm2bZvqOXNycvrss89yBZRxdnbWXN5S/PQPAADQUeqGqvpHjyjGKgkIaNEWysvL7e3tzczMxJKNGzfSArt379Zyv9o82pnofD3T0tI+/PDDe/fuqZ4zQ0NDT09PlqeMkZGR5vKW4qd/AACAjpLwInemurqaXYNFEhMT3333XVdX1z//+c9Xr17Vfr/8DKA6X88RI0acOnXqyfPnrEePHhUVFSxPQbeenp7m8pbip38AAICOkjbAqqys3LBhg4GBAeXv3LnzySefBAcHU/7SpUuffvppbW2tlvvlZwDV7Xr6+PjIZDJ2KZXqOevatat4wR1lunXrprm8WV00apP6AAAASETC38EiPXv2tLS0zM7OpvKZM2cePnxYXGzv3r1z5szRcr/8DKC6XU+KoENDQ1keM1gAAAAi/JJ7+9LteqqbWMI1WAAAwDkEWO2r89RT9Zw5Ojo2+21BdeVPWnjK+ekfAACgoxBgta/OU89Gv4NlbW2tJ7C1tVX9Haxmy58gwAIAgM4FAVb74qWe0uKnfwAAgI5CgNW+eKmntPjpHwAAoKMQYLUvXuopLX76BwAA6CgEWO2Ll3pKi5/+AQAAOgoBVvvipZ7S4qd/AACAjpLwh0Zfe+21t99+e8qUKYWFhS+5X34GUF7qKS1++gcAAOgoCf8q5/Hjx8XFxatXrzY2Nn7J/fIzgPJST2nx0z8AAEBHaRiqKivjq6rSWrqFqqoq9mfPAwYMOHPmjFheUFDQu3dvevSF+33ho50JL/WUFj/9AwAAdJS6oaqkJEAul9HthTGW6gxWaWmpra2tiYkJ3fXy8vrrX/9KhezRefPm7dix44X71ebRzoSXekqLn/4BAAA6St1QVVjozgKsioqYF25Blb6+fkpKCnvo//7v/06dOkWZrKysd9999+7duy/crzaPdia81FNa/PQPAADQUeqGqvr6RxRjlZQEtGgL5eXl9vb2ZmZm7K6bm9vHH3/86NEjKyur/fv3a7NfbR7tTHipp7T46R8AAKCjJLzInamurmbXYD0R/nruk08+sba2/uCDD+rq6rTfLz8DKC/1lBY//QMAAHSUtAFWZWXlhg0bDAwMxBIXFxda4MiRIy3aLz8DKC/1lBY//QMAAHSUhL+DRXr27GlpaZmdnS0+ev78+Y8++ujhw4ct2i8/Aygv9Xx5ja71a+/DAQAA0KSth6rRo0efPn26pfvlZwDlpZ7S4qd/AACAjmq7oerx48c//vjjJ598Iv5Sg/b75WcA5aWe0uKnfwAAgI5qu6GKtvzBBx/Exsa2Yr/8DKC81FNa/PQPAADQUfiz5/bFSz2lxU//AAAAHYUAq33xUk9p8dM/AABARyHAal+81FNa/PQPAADQUQiw2hcv9ZQWP/0DAAB0FAKs9sVLPaXFT/8AAAAdJeEPjb722mtvv/32lClTCgsLX3K//AygvNRTWvz0DwAA0FES/lXO48ePi4uLV69ebWxs/JL75WcA5aWe0uKnfwAAgI7SMFTFV8anVaW1dAtVVVXinz1r+HcTBFgML/WUFj/9AwAAdJS6oSqgJEAml9HthTGW6gxWaWmpra2tiYlJo2UOHz48atQobfarzaOdCS/1lBY//QMAAHSUuqHKvdCdBVgxFTEv3IIqfX39lJQU1QV8fX0//fTT6upqbfarzaOdCS/1lBY//QMAAHSUuqHqUf0jirECSgJatIXy8nJ7e3szMzOxJDU19aOPPsrPz9dyv9o82pnodj0VCgWd7O7du/fu3XvevHmVlZWsvL6+3sbGRk9Pj8JtOzs7uqu5vKX46R8AAKCjJLzInamurhavwSorK/v444/DwsJaul9+BlDdrufQoUM9PT1ramroTC9atGjkyJGs3MnJ6bPPPssVUMbZ2VlzeUvx0z8AAEBHSRtgVVZWbtiwwcDAgN2lzPHjx1uxX34G0M5TT4qs33zzTZY3NDSkwIvlKWNkZKS5vKX46R8AAKCjJPwdLNKzZ09LS8vs7OymD+FbhM3qPPV0c3MzNTVl+R49elRUVLB8eXm5np6e5vKW4qd/AACAjsIvubevTlLPhISEvn37ZmZmsrtdu3Z98OABy1OmW7dumsub1UWjNqsKAACABBBgta/OUM/AwMA+ffpER0eLJZjBAgAAziHAal86X08XF5d33nknLi5OtRDXYAEAAOcQYLUv3a7nnj17+vTpk56e3qjc0dGx2W8Lqit/0sJTzk//AAAAHdUuQ1VFRcW///u/a1iAnwFUt+vZ9NKompqaJ8LvXVlbW+sJbG1tVX8Hq9nyJwiwAACgc6FAp+kERFtbsWLFhAkTNCzAzwDKSz2lRf2jPCqqIuYFfzIAAADQXmbPnj19+nQ27/AK3Lp1a/Pmzb169UpOTtawGAIs0IT6h7xfP7lMFjJnTviCBdcuXcp3da0tL6/Jy2vvQwMAAFCqqKgwNTXV/I14Cb3++uvGxsaXL1/WfFQIsEATZYAlkzW6eQ4YQGnQ1Kk+Fhap+/cn79pVk5NTlfaC/yoHAADgBwIs0IT6R0lAQM6pU6GzZ3sPG+ZuYNA03qKbR//+ypBr8mQKudIPHUrZu/d2RsaNxMT2PnwAAID2gQALNFHtH/WPHtXk5ZVHRub98guFULFr1gRNm+Y1eHDzIZexsTLksrLyHzOmwNU139X1QXU1baEd6wIAAPDKIMACTV7YPx7W1t4pLCwJCMhwcopbuzZoyhQvMzNljKU61yXk/SwtFSYmWceP57q4INgCAIDODQEWaNKK/kEhV01eXmlwcKazM4Vc/mPHugsfIKoGW/5jxlCwlXbwoPLDxNzcmxq/iAEAAKBzEGCBJpL0j+rs7CKFInXv3tDZsxWmps+CLeH7iZ4DB1IavmBB8PTp7MPEulu37pWVvfx+AQAA2gsCLNBE8v5xt6SkNDg4bd++kFmzvIcNo9DK3dCw0cXyXubmlEYuWRI4aVLWkSNJW7dWxMRQiPawtvZBdbW0xwMAANAWEGCBJm3aPx7X1d3OzKR4K2Xv3pjVq70GD1YMGiTObKnOcrFL5n1HjaJo7PLGjXF2djeTkmjdtjs2AACAl4EACzSh/nH16on09EPFxd65uS537hTdvNlW10vVP3p0t6SkSKG45uYWb28fu2aNt7m57+jR4seITwMv9sGi8FFj5NKlMatWXQ8NLQsLo3CtjQ4MAACgpRBggSbKHxqVy8Sbu7shpQEB4318LFJT96ek7C0vjywsdL9/v7K6OpuWf/xY4iiHwqbq7Gy65Z0/n/3zzxGLFwdZWYk/dvo02BLyARMmKExMErdujbW2Lvb3z3d1vV9ZSRGbtMcDAACgDQRYoAn1D09PYyG0MlCNtFRu/Sj19BwgBF7jvLwGR0evCAmZlZz8XVyc3dWrxykIu349JD/ftaYmv7IyniKwO3cKacsPHrT+aioKm8ojI5N37aJ4i0IrduE8+xFUdkWXh5ERpT7Dh1MaOneuj4XF5U2bwubOVf6WhJ3dNbk809n5VkpKSUDAg+pqBGEAACA5BFigCfUPioRqavIoKqqoiCku9snMdI6NtQ0KsqJYSmPgpTrvpVzGw0MZqHl5mVHq6zva3d0wPHyBv/+Y5OQ98fH2BQWu6emHysrCKRSrrS2/cUPbX4GnCKkqLS3r2LH0gweDrKxC58yhoMp76FDxknkWcqmmLPxiHzuyC+1D580Lnj4948cfKQK7mZREgVfdrVs3EhPZVWKU0i4orYyPf1RbSynl7xQWtmnLAwCATkOABY01+ldLdYs9fFhLUVdVVVphofu1a25paQ6Jid+Eh88PCZnp7W3u56cMoRQKM/GDRTbX1ZA2ngOTy1kQZkSpQmFCaXDwVNoORV20ZYq3KLajOKeyMv7+/cqysrCamgLaLx1AaWmwOCvG3K+svFdWVujuXujpGWdnl/jtt76jRkUsWULRVeDEicqZLSGoYvNeLNh6OvslBGQs8GK/UM/CLx8LCzFo8xoyRJkX5sYCp0xRmJjE2tpGLluWum8fpVd27aIg7/LmzSGzZqXu2ZO4ZUuxjw+Fa3RINXl59Y8e4UIxAABOIMACTVrdP+rrHz14UE2hT01NHt2KihRlZaGZmc45OacSE7dkZByOiVkVG7vG13eUn5+lEFQNFj5qHNhkVqyfOPulUJiKKVuShWLe3sOEgGy6l9fg+Pj1YWFzU1O/j4panpV1JD7e/to1eUaG082byUUFnrW15XkprveqyzP9j1TlZKaf+6HQwyN+w9rLW7Z4GBv7jxsnXj7PvrfIQi6WsvmwpwGZytwY++lUd+FqMNWUXR/GlmHfjvQZOZI2GzZvXsTixWkHD6YfOlQWGkoRGIWDdGv00/bsByluJCayKTpK8RMVAAA6BAEWaPIK+geFYvfulT18WHvjRuLduyUsFEtLc7hyZWdAwDhf3xHiNV5sfqshNRbThoCsn5BXTQ2FtL8YkLEPKL28hggfUyq3HBQ0mdLIyCU+PhZxMbZ+nmPiwuz9L3we72sfcGpSovzb0COzMy86xfywulAhT3HcU+Lnl+bgkPfLL/H29qn79wdZWUV9+SVFUUFTp1IaMnu21+DB4YsWUSAVPHWqOBPmLoRlqt+CfBp+CcEZC+n8xo5Vrrtgge+oUWHz59PWKCATZ9QopRIKAePXrct1cblTWIjJMACAjgwBFmjS7v3j8eO6qqq027cz8/LOl5YGZmQ4Xb8ekpnpTNFYfr5rRUV0VtaxgoIL8fH2ycnfBQZOior6kuKqkJCZFDYFBk4Q57ca5r2MVUK0/ipBmEGTtHFw5uOjDMhCQ+eyC/mVAVnc2qAgq8TELaHBszIyDqcnO9KhVldns9k7OngKg+6VleWcPFni45O4ZUvmkSMUP8Xa2Chny8aOfXZ5Prs+TPXXv1RuT8tV/9tRuHkPHRo+f/7lr7+mLWcdOZK8a1emszOFfSn79sVaW9NdumX/61/5rq4VMTF0JJgAAwB4ldp9AH1leKmntHSxf1B886ThW4p375Y8fFhbXh5ZXZ2bm+tSURFDARkFamlpDgUFbgkJmzIyHMPC5l6+/LW//5jo6JUKhUl4+ELhG5EsOBsufhDJgq2G68mezZk15A3EUKxhbmwqrRgZuYy2TDuiDO2LorHs7OMJ8ZvoYGICV19NPhHl+lWawiFk/8zLjpsCVo2PsV/tN3F07Jo1UcuXpx04kOHkVOjunn7oUM7p03F2dnFr18r7C2HZKJncSCafLJMPkcnHyuSmwt3m4jPxphgwIGD8+IglS5K2bcs4fDjv/PmSgACKvaqzs++WlFD4RUEY+2ELhGIAAC9PFwfQ1uGlntLip3+oYsFZdXX248d1ZWVhN28mpacfys//JSpqeXLyzsDASXFxtj4+Fg0B2QKKuvz9x4ofZTbMfjW+nL/hg8tn82QsLGPLN1zgb0Z3g4ImBwdPT0hYHxdnl5HxA6XJybspEIyOXq3wHOjnPVq5/KX+F2gLF4VtuvaTX5C5n+rn/mM/973G8u8MPL4dIN8hc9/SX76bUpncQUZ35U4y+fcy+Q8y+R6ZfINMvlx2YbwyRDs1RHbBpP8ZM2V6brDhRRMjxXjLwHmz4hy2Z504VpTqf6MgqbjY5/r1EEqpQe7dK6uru6XaYo/qH9Gt7nEdS+lW+7CWbizPFtCy8dlG2OqV9ytv1d0qvFNYdq8srSqt+kE15dmjkp90VWz7t4Q6spSVsLRa6B50SHQkJXdLKM2uzqbDzrydSWnijURaJbg0uOhukaJIUVBTQGl+Tb5PsU95bXlkeWTNw5r4yvjaR7WU0vJUL9oCbY3VXXPLUMpagK1F+6W0UPiGR15NHqWshI6EUlbCtsxqoc322fKsLsk3k6nKrEYxFTF0OsLKwqheVJes21lUr/SqdMrnVOdQfekw2DK0LjURHYmYshI6HnYGaZu0F9ZJWM9p1PLsUVqS9ktr0TYpTym1NpXQRhr1q6Zpi7AeRZuljdNeKEMpbZ+d6FZssFF1NG+BVYdVkJqa6k6dhOXpIUopTyXU4O6F7tTOThlO1PKH0g9Ry4v5kzkn7ePtHTMcV8WsOpx12C7O7mze2R1XdtAyzpnOtPr5vPOpt1JpC9SGdJe6H+sq1Lyswzxp6EJiiZhSZ2PdVUzpqMQOduv5lwINqCJPGp4+mrui5vaktqLVxQ5JLcaehmwZtmUqoQx7kqquRV2aDpiVq55fljY9X607ThE/Aygv9ZQWP/2DYS8B9OR80jDSsBLNL5QUh9Gt6HoQhWIxl7dkZ5+gUCwlZY9XkFVUnI2DYtCFkBlb3Q3O+FrulctOeQ39Vi47qjDbJJc5eplukMscPI1Wy2XfuBvMl8tWyftNlcuWymWULpPLZsllNnLZIrnMXi77Ui5bK5QslsuGyGXj5TIjucxCLjOVyyzlssFCyWhhRcrMkcsmCgt/LpdNF9KZwo02tUDY1FThrplcZi6XGchl/S/JDC7JDC8qb8ZuMsNLsoGXZANo45eUywyXy8bJZZOFtWbIZZPk/abI+1ldNJ5xceB414ETfjEZ4tp/yK/9zVz7D3Ltb3Kx/8BL/U3cjY3d+w/yGGDmaTxMYWquMLHyHzvJd/SCkFnTgybNCpkxOWCiVaDVBP/xVkFWo/1GTwqcROnn/p8P8x421HuokYfRAM8Bhu6G/d37y+gI3Q0oZXkLHwsThcncsLm04takrTSW7Lyy0zrWesvlLTS6fJf8HY00lF8csXhV9KrpwdNt42xp4S2JW5ZFLqMhh5Y5mH6QlqFhidbdlLBpVsispZFLR/mOosUGew2eEjTF2MN4rN9Y2vtYf2U6KWASldDuKJ0QMIGV05GM9BlJKR2wmA7xGkKpqcKU0oGKgWLKSgYpBlFKu6CU6kipubc5pVRxSqcGT6XtfxHxBS3wZdSXlNIBi/mF4Qvp0cmBk5X79R0ppmxdSz9LMT/CdwSlVB2xfJz/OEonBk6kI58dMpu2syRyCTXjiugVY/zHUIPQYSwKX0TlVHflFnyUWzDzMhOPmdWCzgilRp7KydL+Hs/OC21WTGkjyuU9BzZKVctNPE1oYWorKqTjpKYYHzB+uM/wiQET6czS8dOjtIx4xg3kBmxfVG7kbkR9gxpkqNdQWpIOlfoMS+kU0NaoEai+tEHaGlVnWvC0mSEzZ4bOnBM6Z3bo7Hlh8+aHzV8SsWRx+GLKzwiZQS1ATUEHRpulG9sFpXTK6O4ov1EW3hbTQ6bTpuhELIpYRD1nZczKbUnbqEd9n/o99UCHVAdKdyTvWBe/zjbWdn74fNosbXOM3xiqDh0YHS0dBpXQSaReRKeV0nmh86iEOhI1wtNGFhqHdio2tWqq2uBPU/mztJ+8X7MpW4s1/gCPAeIJZR2PdRXVDjPad7TYtVgJ6wxs+aeplzl7GlJKtaN0TtgcqiM9B6leNrE2VOvFkYsppa5FJdQmlJ8VOouWpKc5pdQ+dEjUGrQWPUlpmc2XN9PTkJ6MtABth3ZErUS7WB2zWll+WVlOS9JadGaVTzTvIc+eXJ6m7GhpLTqntAzr8NSv6DzSRqiEzoXYpamdqZz6D5VTb6FjoCc1rUu7oBKqO+WphDoknXR6lNalPD316PlCLzUX8i+wqI69A6SUgjaKNSngS7mVQg/FVcSdyD5BES2l/AygvNRTWrrVP9iUCXV36vf01o26O3XxsPIwhzQHryKvvSl7L167SC+Fx7KO0TP/QPoBGoN3Ju9kY7D4EjAuYJz4wkFPM+XIFzSVUnqNpmWWRixVPu1jV9PzeU3MGsovj1rOxj960tJLOaX0ikBPVHo1F1+q2EskewFlefaSx15M+wsjU8PLosbP+XB7tTd2UpqWNE1VQ0B2WlVHNZZXPekNp165vGqA8twIqjqOqoQybC3V9OkWPJqkKtvs595PTNXW112lRsJ+DeVqjk2uaYzHrRU3zV2LnVD26sFCChaDDvJSBkzDvYdTyt4PUMioLPEZLj7KlmRd8WnH83jWbZp2wqYdTLXTPreFJt1MbWeWP3v0uTpq0S2b3lS39rR7v9qORzul4YAOgL2qq7vp1gD6Mnipp7Reff+4VXeLffJCoRL75CWtKk1MKXiiNL4ynt5AuBe6U9hEb3q+TfqWwh1670Idmt5xUmqmMBNfjFo6nqk+2jR9wbvGJi8WbJtNX57Yi93T1PPZO8uRPiNpGP484HPlC6XfGPYOTNYw4UHvwKiEgjaKAldGr1wQvmB9wvq5YXPZe0c2DTM7ZDYtNiFgPDXC+IBx9Mo7JWgyvdpOClK+P6MMbYEWMFMMsvQdOcNvzBeBE7/yNl/rM2KJu8EqD6PF7v2+8ui/WGHypdeQBV7DlvmMme42dKarufm5fhZn+g06Lxt8VjbkV9nwX2RmF2WDLymn0EbJZVMapsToNl+YJFsozJbNvSSbeUlmdUk2+ZJydm2EMOU2XJhyGyHMtI0RZtrGCtNj44TJtqnCFui2XC77Qi6zlctWymUbhYyNkF8kLDaB2kSYgev/fDrIXZkOk/czog26G5vJ+43xGGDi3s/Cw1hZLvzAhqlwUoa4GxrQW3YPo4HyflO9Bpm7Gyz0GT7Ww+gr31ETPYxs/Cxneg6w9bOc4WG8xt9ymudA64DxkzxN1gVNmeE1ZFvEF1/4j3GIX7smZPqRKzvswub/nPq9ffhClwzHb6K+UuS5HEhYH1kSeDT5u8SKuONpDgmVcUdSv6f3uIeS94RcDzmQ6kBvAFjcvyt519m8s3ZxdvtT91No/k3iN/ROemPCRjFlb+upnB51zHCku7Q8reWa70rvFs7knrGPtz+Vc4pSKqeSX/J/ofRc7jla8sTVE7Rl9o6CdkcdZvuV7fSOYl38OhqG18Qq3yGsjl5N3Yn2RR2Jzf8dzzq+48oOt3y3Q+mH6FlGqaJI4Zzp7Fvi65LrEl0eTbu+cvPKxYKLCTcSKE8l9H497HoY7ci72JuW/zX/V9rd+fzzlBdTeofzr+x/0ZEfu3psS+KW/Wn7lfOOiVvoqFbHrJ4fPt8mxmZlzMrNlzfTQTqmOzplONHytN/TOacp/Tn7Z9qmU6YTrbI9eTstSWvRG5vl0cuXRS6jCorpsqhltM0lEUuopjNCZrB5LGrDiYET2W18wHi6TQ6cTIVfRn35VdRXO5J30E4Pph3cl7bvh/Qf9qbupRagI6Ej/DLyS3qzREvSKiN8RozwHUFPH3pPRU9kU4WpcrJNYUJPcyphE5zUpPRMpMakRqZ3X9T+dDArolfQwSyKWETNPjd0Lj1PWQm9dtExH8k8QqeMGpw1MmtGylOzUyNQV6E3ipdvXKYGL71bSr2o+kE1vRJSSnn2GS57zXyi8vk1e/2ku5HlkSW1JbSpq7ev0smKLIukLV+6dknsKixlHYlSal7qPFR9Vi6/JqdT5lXsRY3vX+JPqU+JD51K1wJXWpIOjJpo15VdbO6KGoHefFL+68tfU7o2bi2bx6LW25Oyh5aknkAn6PuU76l9qEsr14qxESdoF0YsNPc2p9PBOielK2JW0BYWhC2gcjrR1JK0HerY1J2oZYJLg+kA2CiwL3UfOwZaZueVnXRsR7OOUo2om9EedyfvprqczD5Ja/2a9ystT0dCB0btz15FKd0Qv4FKWIdk0950juhgaCPUOakb0JGwiWotIzAEWPACresf7DIaCpUok1eTR7eAkgD25KRXfOrcB9MP0pONnsPUlempSF2Z+rFyqjZQ+fkLm6Ye5jNMDCxYyj5/YZ+wsPdk7P2TaojDwiD2KQZ7n6f6iQybT2JzVPSaKxMmt+mJzT5LYi8BP2X9RK+J7IWDXviU1zRkHqanKD3KJrGVT35h7ope32lT9LSkJ/Y3Sd9QXehprJwVu6KcFduetJ22QCPfyZyTcZVxbEyil07K0wtl1u0set0sqCmglF4Z2fUW7EoC1Qt9Ku9Xsots2MslPcQCUM3tr+6SFHbJC7u+pOm1BXV1tx4/rrt/v/Jhc1c4PbhfW//oUWlkeEVyEqU3EhOri5UXxd++mXX7ZnZRoVdRkWd29s+5uaez00/mpJ5Kv/RD8pndYV/OC15gpbAY4G5hpLAy8Zxs7Gc/ymfziMAfx/sfHut7fJT38eGeR009fzKSHzdwP91Pfk4md5U9TV1k8vMy+RkhpRI34aa87ExILynTi24y14aUSpR5ueyscMWbq8rVbxdVSs4Ld0+pLHnxRX9F0Nzv4vYTv4ja9HdDGn6kbZDwPYmhwldQh7E/MBC+/TDF3d0wIuILb2/z+Pj1wcHTExO3BgVZxcev9fUdFR29kspjY9cIqS37sqq//xhakpa5fHmTsOT6gIBxsbE2tAxbPjp6lbCkbWDgpMuXNws/BbcvJmZVRsaP8fH2dF4ozco6FhtrnZHhGBW1PD39B0rT0g6yfFycXWbm4cTELTk5p65c2ZGXdz4paSvlKaV1hfIzKSl7r12TZ2efKC+PKCpSVFfnlJdHUm9hv/3LUiq5d6+soiKG8lX0jqju1p07hdSp2EWN9S9xMVPHIV5lyK6dYs8m9jxt60sDdVGLLr58yS20Nfb6SQErvYbT4HUg7QClFJTTuw4K8uitSGBJIL2eh5WF0Ws1vZhTigALNKH+kVCZQF0ntCyU3qTSjQJ/CpLo3QB7K0lvZSiM2JCwgYIkii3ondnkoMkU6Vv4WihnSoSZJNVpYc235ybGVT+D8HiWsqlpNg/EPomfFTqLwh16P0RhEHuLHFUeRYeaU5NDgV1VXRW9z2OzX+LlnCx8YS+IL3kZI7wQ+5VUGpU0fD+RHn1YW3v/ZuXtwty627dYWlNcUJ2dXREfXajwyPjpcNLeb6O/WR6xdkmQzWT/mWMVM8wUFibulgaew4zkn8vcxxvKZ8rcFxjIbWRy237yrTL5toYr+o/K5Htl8h9l8u0y+UGZfKNM/p3MfZ2Qft2PStx39aNl3A8Zyk/JFM4m8tP9vH8a5nG6v++/RnicMfI7M8rjnJGPy0j3C/29zg+Vu/Xz+FX5bQa5q/BNBVch5HKVPUsvCCUXn6Xul4SUfadBrppv+vsgjVO52mUMm00blm/8jYqGVPUPFZr+gFzTvfdrdpmGsHKASmokBJdG4pE0/PjcIIo7/fxGe3kNpuCSgkiK/4KDp0VGLo2IWESRH4V9ly9/TUEeRXIJCZuSk7dTmpKym+6mpOxJTt5FwV9GhtPVqz9ReJeX94vwU3lhwrdPkimkE1O6VVdn062mJo+l7D++KOajgI9dKElBnuqNFbJy8dEnDbEgSyX/A3vgBwKsttyl7jcuVUGSj6vFD8LYFKulnyVFXRMCJhh7GE8LmqacQxKmkb9L/o7CtcNZh5WT1TlnxAlqSimScytwc0hzuHTtEqX0LoFCKPb1ovZuJGgf7K+H7pWVKSfSMjMpcyMxkdLK+Hi6WxIQcD0oKPvEiSxn54RNm6JXrAgYN87P0tLD2FhhZiZv9CeV7GfG1PwU2dOb+AuxFNtTjx4hk5v0k1vJ3C36y+fIPEb2ly+QyUf3ly+UuU80kC+TyacLod78fhTPuS/uJ98sky/vp/xq51oDZZC33UB+UiY/0I9iMvcfDCj1OKAM7zz2DaByz/0mlHo7m7ufNQg4O87jonGIzyxPd5PI8C8UngOjor7y9jaPibGhYIXNb1Hex8ciJmYNBTGRkYtVfgpuIqXsK67sLxPYj8NRSssEBIxnqfioj89wYdbNXJx1Yymbh2NzciyQahp+NZd2iBsdKt0UClOFwowqSA3FblRNL68h1GJeXmZUQW/vIb6+I7y9h1Fz+fiM8Pf/nPK+viMpDQycLPyMy3IKCq9c2Xnlyo6sLGf2zWKK+UpKAgoKLlZUxBYX+1RWJlB686byW7cU5FVUxFCQR7HgjRtJhYXu5eUR+fmu5eXRlN6+nUXldXW3qqrS2I8tP2n4/jJLpQ3sOsf0oc7pBDGAlhBgtYYYYLGZJDZvxL4SNdhrMLseiH35yNzb/IuIL8YFjFufsH5xxOI9qXvs4uyOZh2lICmwJNA137Xkbgn7bjn7Xp7q98Y7ziQwdHoPqqsf1tYKH1znlQYH30pJKXR3v3H5cr6ra/4vv1zZsSNp27aQWbOivvrKx8IibP58r8GDg6ZOpbAscPJkisaCp0+nfMSSJf5jxiRt3x65bFnuuXNpDg4lgYGZzs5FXl4pe/cWuLkl79qV6+ISb2+f/N13QVZW0StXij/u7yf8xiz7g0vlD/0byDxNTCjvqfrvTCph39N/ahowgFLfESMoZT/3n7R1a9Ty5Zk//hhnZ5dz6lTili10/LTfa3L5lT07r126lLj32yIfn9TjDhXR0ZmuR29fvZrv/Wttaek174uUFvp7UFoc6kvh6fWEMGqT4jjf+7du5PidrinMy/VzuXu9qDDCo+72rfLMqEf3ayuL4h49qr1eFFpTk5+bebayMi413qG4yOdKxI6CbLek0O3XrrqlRO8pvuaVnuxYXOydkeGUl/drUtJWysTGWiclfRseviAuTvk/8RERSyg0DAmZRcENRTMKhQlFNh4exhT9UEpBD6UUDFEkRw9RCMh+H7jhh+he/O/yHeZm0CR99ilzwyTfACF+HUJ3qU2Eqb6xlFJkTGlY2Dwhkl4VHDz9ypVtUVHLMzIc4+Ptc3JOJyfvKiz0oLYtKlJQqFdU5EXptWuXKPijwoiIxQkJGygojIxcRo0cHr6QtsY+laZYXNjaLnqIVqGNZ2YeEbap/BOz3NxzlFLgSNu5dk2ekrK3pMSfNkgp2wv7pJj2zvZ4/XoIhZiVlfG5uS5VVRkUa9bU5ObRW9/KxKysYxRoCp8mX6WSiooEYck4Ci6rq3NLS4MpuKTokyI/9jkybeTBgxoKOim+vHu3hMrZtQos0FSdTVSdX1T7NG+DILUVOkEMoCUEWK1BVUi6mRRcGpxdnR1TEUNREfuBHNVfGXn5X4sB6LDYf0RS/CGmrfuTIradulvK9xUU29FGbiQmUnBT7ONDoU/e+fMVMTHK35X18KDI6eqJEzGrVlHMpAzvpkyRN/ydJftDzKeBl+oMnJB6sJQFZKxc+I8m9seankKIxv55yYP9/xIL7ISUzeqxvxZ4+u9MwvKsxHvYMNoFm/8LHD9e/CsCb+GfoFS37GVmRo/6jR6tDE/nzQubOzfW2poiwvh16yilWJBKYlavZn9pELF0EZWEL12oLF80N2bNqrAv5kSvXhmxaknCJvu4b2yT9+xMObw78+SR9FM/5LqdTv/1QI7CJdltV5bXkcu/bEq+uCvu9NrLLl/H/mybeGZz3K/2Se5brwTsSAnZk57wQ2aSc1aq89WM4xnpTmmphy4nbE6I3xAZtjQidHFE4OKIgEUR/kvCfRdHB66I8F0cG74mMmhpTPTqqMiv2ExVdPTKqKivYmJWUxoVtTQ0dJa//zhv72EKhSkFQy2P9hr/KPHzIZf2t6af8DZN+6lZvnH5838pppr2F9Pn/6Csv7y5Sw/ZZ8Genuy/Yk3kz/7cbIBY3vQiRYr85Mqp05Fy5USphVjC/tCMIm86mMBAKyHQnEubDQubQ/mgoKmUBgdPo5LQ0DlC+Dg/MHBSfPw6iuNTUvZQHE9njZYJCJhIywQHTw0IGEexKQX0MTFrKI2NXSWk1rRkQsImCi7T0hwocKSwlULJgoILYpqTc4aCyOzsk5TSoxQaUlxYXh55+3ZmVVXavXtlFBpSmEh3KX/zZjL7bJp9JE0RHgWInSAG0FL7BFjqtPWu6+vrbWxs9PT09PX17ezs6G7rtsNP/wDomCgyu52ZWZ2dnXXsWP7585HLliVu3eptbk4xCgU0gZMmUcrCHR9hfstn2DAx9Roy5FnYJIRBLNh6mrLwq+k/l6v8o7lc6w9P1f3XU3vdKAylKlPdqa2Ut2HDvIcOpSo//WPQJguz5qIAMXDy5MCJE6OWL4/66iuKC2PXrEn85puEjRuTv/succvmy99sil73VeJ3m+N2rE1y+CZ296r4fXYRuxYnHtkU6bgs9YJD/Kl1VwN/olAvN+7MFf+dOTGnkhRbM70Ox520TT3rEO24MvmnHRH7l8Q5rg3eOz3s4EK/70eHHJ3h42wRcnqO30nLSM8lAW4T4yLsgr2nKb+1EDA5PHyRl9fQAL9x7nIDHy/lv0R4eSpDEE8P4bsUniZCaipv+JdViicoNAkPXyh8T8KGgo/ExC0UUlAkIYQaX1LYERIyUwhfJguhzDi58hsYo1RSFvSwz4uHsjk2YfvmwqMW8oZ/uWAhEfvsuCHMevYNj4Y/KBso5hs+ZR4gb/xnZYYqJf01hoYd52agcrTPwmUh/jZQKAYoFAP5GUD5msFycnL67LPPcgWUcXZ2bt12+OkfADqHzYfdLRG+n5+dTaFYVVqaavqwpqYsLIwWKLh48VZqaq6LS2VcHKUVMTEspaDtekhImoNDkZdX+qFDpQEByvLoaErLw8PZjNqVHTuyT5yItbZOdXCIWLyY7lLwkbJvX+KWLVdPnKB1Cy5coHXzfv2VHso6elQ597Z1a5CVFcWCFNkET5umnIebNInyQZMn+1hYUMryVO7/+eeUF1Of4cMppXLfESOUV8sJ83ZPQz31gZSYdqwbO6SWHpgQp7IImFqDAl/2ubAySh4o8xhoLDeTeZgayy1lHoON5JNlHubG8vEyz6ED5BNl3iPM5aNkgRMmuA80DF+4kJo01sYmYNy4ODs7CsQvb9wYPH36lV276CQm794dumhW8q5doYtnph84EGG/JPPIkehvV+SeORW/b13eL+did6/JOnk87Ov5WSecw3cuzD73c7TDitzzp6J3r8x1OUmP5v56JubAquxfT4btXphx/seoH5flBp+NvWBzLcE94ZcNpfH+V37ZXnolMFHxTXGyb6Lb10XhHrHH7HIVZ8KdFmdecgo9NvfKpe3BLlMTPTcHnJwYf2FjsPO0RNdtYT/PT1bsDP51WoL/Rn/XsbH+1v6XxsYErvT3GBcbZhMgHx8bZE1pTLC1n/uY6OAVvpdGR/gv8pIPCfKzogDUz2+Mp8eA0OBZwV4z4qPXB/tNjYm29vEeHhY2z0sxhKJMb4V5SNAMb69hwcHThU+olcEoCyJZINgwb8f+hfbZrFtDINWyGz8DKF8BlqGhoaenJ8tTxsjIqHXb4ad/AEAbYR+PNk3Zh60sbVrOvnl6p7CQ4sibyckUJlbGx1McyVIqYRfS3SsrY3+jSQHl7aysYh+fp19uOHr0yvbtSVu3UpChvNnaxq9dm/r99+kHD+adO5d3/nyxnx8tTCkFlzmnT189dixp2zZaMnzxYgpE/MeN8xkxgkIcLzMzCvg8jIxY6j1smFiiMDNTlg8ZosybmlIw1Eycp/J5ruqnsSyC9Bs7VmFi4jdmDOXZpKMnm2BrOh0obOfpp8BNpyFVJiCfW1f8Zob6lE09Pv2smU1nql4IqJqqfPr8XMqOQUhVP19+mmcTqOxoVT+/Vt2j6ifdbBmVI1Hdsuq+PFSmWpV7NFV+Qi3v3/DZt3AMVMKCVEq9hw5l26E8nVmKR5XR/5ihgVMmKSaY+k0eo5hq6j/jc985FmEr5sfttkl13BO30y75wK7IDcsStm+KPbTmys87o39elXBmU+S/FsecWklBYeiR2YHfTwj6flqo48zwHxeF/jgz1GmWv+MYf8ex3j9a8DOA8hVg9ejRo6KiguXLy8v19PRatx1++gcAgCrhbxIfCT96pfwNEZZSCcuz+I8CO1ZCNwr16EaRH4V6pcHB5VFR+a6ulQkJhe7utaWlNxITaRmKBdlXX58IEeST56NJKqc4siws7HpISKazc+bhw7HW1umOjnF2dgWurhlOThUxMbTNm0lJBRcvsvRGQgKVXA8NpeUpakzcsiXtwIGIxYsTNmzwHzMmavlyb3PzyKVLKaVCislCZs2i8CJkxgxKQ4V8kJUVhR0B48crw77Ro5XpqFGUUoipLJ8wgVI/S0ux/Gl+5EixhOXZ59GewqSjp8rFfB6qF/OZm7OZOTHvJQQ9LP+0RAhAVS8QfC6UVE1Vwi95kxCzI3xmzc8Ayks9ma5duz548IDlKdOtWzcNC2u4Voyf/gEAwAPVwI6l4mfNFCxWZ2c/ET5xFstZOHg7M1Mspzy7NJDSmrw89nk0xZoUStbk5xcpFJQW+/hUX72ac/LkrdRUZYhZUlIeGUkhJluLln9UW1sZH08HQHlK2WfcFJ6yz7UpJGUpba0qI4O2UxkXxz7ppq3dSkmhsJJSepRSiiwpJE3etSvv7Fnl13gvXMg6doweonz28eMUpKZ8/328vT0FrOmHDuWeO0f5lF27wubOjV+3Tpna27OQlFIqCZw0KXTOHAo9FSYmytTMTDFwILvAkQV84jwfm9f0HjaMzUEqGmY6qYSCTlqFnwG03eqZnJxsZGT0xhtvvMqoBTNYAAAArUNhJZuhFGcuKQCl2JR9Zs3ylGETnE+ErxiLM53ip978DKDtVk8DA4Ovv/767t27r3KnuAYLAACgHfEzgLZbPbt3737nzp1XvFNHR0d13yJs0Snnp38AAABIiJ8BtN3q+f777+fl5b3indbX11tbW+sJbG1tVX8HCwEWAABAW+NnAG23ev7www9jx44tLS1trwN4Gfz0DwAAAAnxM4C2Wz11+qt5OnSoAAAAHQc/Aygv9ZQWP/0DAABAQvwMoLzUU1r89A8AAAAJ8TOA8lJPafHTPwAAACTEzwDKSz2lxU//AAAAkBA/Aygv9ZQWP/0DAABAQvwMoLzUU1r89A8AAAAJ8TOA8lJPafHTPwAAACTEzwDKSz2lxU//AAAAkBA/Aygv9ZQWP/0DAABAQvwMoLzUU1r89A8AAAAJ8TOA8lJPafHTPwAAACTEzwDKSz1fno7+bSIAAEDHwc8Ayks9pcVP/wAAAJAQPwMoL/WUFj/9AwAAQEL8DKC81FNa/PQPAAAACfEzgPJST2nx0z8AAAAkxM8Ayks9pcVP/wAAAJAQPwMoL/WUFj/9AwAAQEL8DKC81FNa/PQPAAAACfEzgPJST2nx0z8AAAAkxM8Ayks9pcVP/wAAAJAQPwMoL/WUFj/9AwAAQEL8DKC81FNa/PQPAAAACfEzgPJST2nx0z8AAAAkxM8Ayks9pcVP/wAAAJAQPwMoL/WUFj/9AwAAQEL8DKC6XU+FQmFmZta9e/fevXvPmzevsrKSldfX19vY2Ojp6enr69vZ2dFdzeUtxU//AAAAkBA/A6hu13Po0KGenp41NTVlZWWLFi0aOXIkK3dycvrss89yBZRxdnbWXN5S/PQPAAAACfEzgHaeelZXV7/55pssb2hoSIEXy1PGyMhIc3lL8dM/AAAAJMTPANp56unm5mZqasryPXr0qKioYPny8nI9PT3N5S3FT/8AAACQED8DaCepZ0JCQt++fTMzM9ndrl27PnjwgOUp061bN83lzeqiUZtVBQAAoNPiZwDVsXo2G98EBgb26dMnOjpaLMEMFgAAQAfEzwCq8/V0cXF555134uLiVAtxDRYAAEAHxM8Aqtv13LNnT58+fdLT0xuVOzo6NvttQXXlT1p4yvnpHwAAABLiZwDV7Xo2vTSqpqbmifB7V9bW1noCW1tb1d/Barb8CQIsAACAtsfPAMpLPaXFT/8AAACQED8DKC/1lBY//QMAAEBC/AygvNRTWvz0DwAAAAnxM4DyUk9p8dM/AAAAJMTPAMpLPaXFT/8AAACQED8DKC/1lBY//QMAAEBC/AygvNRTWvz0DwAAAAnxM4DyUk9p8dM/AAAAJMTPAMpLPaXFT/8AAACQED8DKC/1lBY//QMAAEBC/AygvNRTWvz0DwAAAAnxM4DyUk9p8dM/AAAAJMTPAMpLPaXFT/8AAACQED8DKC/1fHldntfehwMAAKB7+BlAeamntPjpHwAAABLiZwDlpZ7S4qd/AAAASIifAZSXekqLn/4BAAAgIX4GUF7qKS1++gcAAICE+BlAeamntPjpHwAAABLiZwDlpZ7S4qd/AAAASIifAZSXekqLn/4BAAAgIX4GUF7qKS1++gcAAICE+BlAeamntPjpHwAAABLiZwDlpZ7S4qd/AAAASIifAZSXekqLn/4BAAAgIX4GUF7qKS1++gcAAICE+BlAeamntPjpHwAAABLiZwDtDPWsqKh47733VM9ZfX29jY2Nnp6evr6+nZ0d3dVc3lL89A8AAAAJ8TOAdoZ6LlmyZNu2barnzMnJ6bPPPssVUMbZ2VlzeUvx0z8AAAAkxM8AqvP1TEtL+/DDD+/du6d6zgwNDT09PVmeMkZGRprLW4qf/gEAACAhfgZQna/niBEjTp069eT5c9ajR4+KigqWLy8v19PT01zeUvz0DwAAAAnxM4Dqdj19fHxkMhm7lEr1nHXt2vXBgwcsT5lu3bppLm9WF43apD4AAACdGj8DqI7Vs1F888knn4SGhooPiYthBgsAAKAD4mcA1e16qptYwjVYAAAAHRA/A2jnqafqOXN0dGz224Lqyp+08JTz0z8AAAAkxM8A2nnq2eh3sKytrfUEtra2qr+D1Wz5EwRYAAAAbY+fAZSXekqLn/4BAAAgIX4GUF7qKS1++gcAAICE+BlAeamntPjpHwAAABLiZwDlpZ7S4qd/AAAASIifAZSXekqLn/4BAAAgIX4GUF7qKS1++gcAAICE+BlAeamntPjpHwAAABLiZwDlpZ7S4qd/AAAASIifAZSXekqLn/4BAAAgIX4GUF7qKS1++gcAAICE+BlAeamntPjpHwAAABLiZwDlpZ7S4qd/AAAASIifAZSXekqLn/4BAAAgIX4GUF7q+fK6PK+9DwcAAED38DOA8lJPaXUBAACAVmnvMfwV4aWebaStO8or6IjYRUfYPnbRQbaPXXScXXSCKnSOXfATD0kODfdSOkHPxi46wvaxiw6yfeyi4+yiE1Shc+wCAVaroeFeSifo2dhFR9g+dtFBto9ddJxddIIqdI5dIMBqNTTcS+kEPRu76Ajbxy46yPaxi46zi05Qhc6xCwRYrYaG4x2ePB0ETkQHgRPRQeBEdBA4Ea2GhuMdnjwdBE5EB4ET0UHgRHQQOBGthobjHZ48HQRORAeBE9FB4ER0EDgRrYaG4x2ePB0ETkQHgRPRQeBEdBA4Ea2GhuMdnjwdBE5EB4ET0UHgRHQQOBGthoYDAAAAkBgCLAAAAACJIcACAAAAkBgCLAAAAACJIcACAAAAkBgCLAAAAACJIcACAAAAkBgCrE6lvr7exsZGT09PX1/fzs6O7rLyLs9r0brqykEDDY2WmJhobm7+5ptvvvPOO0ePHtV+XZyIVtDyGdGjRw/t18WJaAV1jZaTkzNq1Cg9AWXorvbr4kS0grpGu3Xr1syZM3v27NmrV69Nmza1aF2cCHUQYHUqTk5On332Wa6AMs7Ozqxcm1+KU7euunLQQF2jZWZmvvfeeydPnrx582ZBQYGVlZX26+JEtII2jbZ37941a9Zovy5ORCuoazRDQ0N7e/tbgrVr19Jd7dfFiWgFdY02e/bsKVOmXBdMmjTp2LFj2q+LE6EOAqxOhV6ePD09WZ4yRkZGLK8hwBIfUreuunLQQF2jUUR18ODBZlfBiWgLL2y0urq6vn37FhUViSU4EW1BXaP97ne/q66uZvnbt2/TXXEVnIi2oK7R3nrrrbKyMpanGMvY2FhcBSei1RBgdSo9evSoqKhg+fLycj09PZanZ0ivXr3oxet//ud/HBwcHj16JK4iPnnUrauuHDRQ12hvv/32hg0bevfu3bNnz5kzZ9K7dnEVnIi28MJGo3fbc+bMUS3BiWgL6hptwoQJGzdurKqqoufC+vXr6a64Ck5EW1DXaBRg0V2Wp0hLtTFxIloNAVan0rVr1wcPHrA8Zbp166b66P3792NjY+ntxYoVK7RfV/M2oVnqGo0y06dPLxNMmTJl9uzZ2q+LE9EKmhvt8ePH//Vf/5WWltaidXEiWkFdoxUVFb3//vvsSjjKFBcXa78uTkQrqGu0GTNmTJs2jb00TZ069fXXX9d+XZwIdRBgdSravJMoKChothzvTiSkoTFV3yb26tWrReviRLSU5kZzcXEZPXp0S9fFiWgFdY02ZMiQtWvXitdg0V3t18WJaAV1jXbjxg2Kq/T19d9+++2tW7f+6U9/0n5dnAh1EGB1Ktp8Fl5YWEhPIe3XxefrraCu0YyNjVUvdGg2wMKJkJDmRvvHP/4RFhbW0nVxIlpBXaO98cYb6q7BeuG6OBGtoE2jHTp0iIIt7dfFiVAHAVan4ujo2Oy3OaZMmZKcnFxXV5eWlkbvEb/88ktxFfHzdXXrqisHDdQ12tGjR8V5eDopqlf/4ES0BQ2N5uHh0b9//6ar4ES0BXWNRmPz+vXr2QzWunXrVMdmnIi2oK7R6HWJ3nvTWThz5sx7772XkZEhroIT0WoIsDqV+vp6a2tr9qMytra24u+RnDt37u9///tvf/vbDz/80N7e/t69e+Iq4pNH3brqykEDDY22cePGXr166evrz5gxo9mL3HEiJKSh0YyNjd3c3JqughPRFtQ1WlZW1vDhw/+fwMLCIjs7W1wFJ6ItqGs0eu/3zjvv/O53vxs6dGhCQoLqKjgRrYYACwAAAEBiCLAAAAAAJIYACwAAAEBiCLAAAAAAJIYAq1NRKBRmZmbdu3fv3bv3vHnzKisrWXlL/6RT3XYaaaPVtfnbUQAAgI4MAVanMnToUE9Pz5qamrKyskWLFo0cOZKVt/RPOtVtp5E2Wl2bvx0FAADoyBBgdVrV1dVvvvkmy7/MD8SpbqeRNlpdw9+OAgAA6AQEWJ2Wm5ubqakpy7/MXxyobqeRNlpdw9+OAgAA6AQEWJ1TQkJC3759MzMz2d1W/0lno+000kara/O3owAAAB0ZAqxOKDAwsE+fPtHR0WJJ62awmm6nS4M2XV2bvx0FAADoyBBgdTYuLi7vvPNOXFycamErrsFqdjuNtN3qInV/OwoAANCRIcDqVPbs2dOnT5/09PRG5S39k05129Fysy+5uoa/HQUAANAJCLA6lS5N1NTUPGn5n3Sq204jbbS6hr8dBQAA0AkIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGIIsAAAAAAkhgALAAAAQGL/H5NvKNRzHNqkAAAAAElFTkSuQmCC)
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