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EgAGoLAZJwBAiA2kKAJBwBAqC2ECAJR4AAqC0ESMIRIABqCwGScAQIgNpCgCQcARK/+fOnu6efbuM6ddrVXXrpuu7yyzd3t9zS0L3wQnv3/fej/eJA2SJAEo4AidesWRPdVVdt5S66qE6NDwApfBsSjgCJV48ejYOQ6NSpvhs1qr9buHC2W7Jkgfvuu8/coEF3uRtv3Md/ClC2CJCEI0Di1bbtpkGATJ78sX8IgIcASTgCJF5t2mwcBMiiRT/6hwB4CJCEI0DidfvthwUB8thjzdyCBbP8wwDSECAJR4DEa9y4993FF68dhMjFF6/l/vWvA1zfvpe6YcOecIsXz/OLA2WNAEmwTz/91K299tpBgFx22WVuxYoVfhEYTJr0kfvPf46PgiR8tG5d1w0adKdfHEZTpkxxBxxwgFtrrbUqPt+L3KJFi/wiKHIESALNnDnTNW/ePPjiKTzCx7777sudSIx+/vkn9+WXb7nXX7/Vde16aBQkgwf38osiB4sXL3bXX3+923DDDTPq73bbbeeefPJJvziKGAGSIMuWLXPdunVzm2yySfSlO/nkk13btm3db37zm+jvGjduXHEVPcl/OvI0cODtQYDccMPe/iFk6amnnnLbb799VFcPOuigis/zBrfttttGf3fooYe6ESNG+E9FESJAEuLVV191u+22W/Ql23vvvd3bb78dHZ8+fbq74IIL3JprrhkcX3/99d11113nFi5cmPYqyIf6QBQgmp2O3Hz88cfusMMOi+rvNtts4/r06RMdVz1VfVW91XHV42bNmgX1GsWLAClyX375pfvLX/4SffE233xzd//997tffvnFLxoYOXJkcAUXlteV3eOPP+4Xg8HEicOCAGnbtp5/CDWYMWOGu/DCCzMubDp16lTjhc23337rzjrrrKj+6s76tttuc0uXLvWLoggQIEXqxx9/DJqm1llnneCLpP+2adPGzZ071y9aLbUlq005/CIefPDB7qOPPvKLla2lSxe5t97q7j788LGMv+/SZU/38svXBaOx5s6d4pYvX+rmz//BDR/e111zzfZBgDz44JkZz9FwXz3nq68q7wjLnU74t99+e0Zz65lnnpl10+p7770X9OmFz911113dSy+95BdDLSNAiozuLB588EG3xRZbRF+e4447zn3xxRd+0VXSqJYuXbq4DTbYIHidNdZYw5133nlu2rRpftGyoiG5V1+9bRAGWigxXfqoq+oe7dtv7WbNmpDxnKFD+0THH3jg9GA9rXL2yiuvuPr160f1d5999nHvvPOOX2yVNKrwoYcecr/97W+j1/rTn/7kxowZ4xdFLSFAioi+ZP/zP/8TfVn0Jezfv79fLGeTJ092TZs2jV534403dv/617/Krllg0qThrmvXQ6KT/dVXb+c+/bRfRplp075wr712i+vW7cjg+CWX6M5vY3fTTftVXAF3DNbG8mmtrMcfbxHMG0n1kazn+vW7Nvj7cqKLnP/93/+N6pkugnQxVFNza7bmzZvnrrjiiuhuXEPXNWx9zpw5flGsZgRIEZg4caI744wzoi+ebvvvuOOOYNRVnN5//333xz/+Mfo5moT44osv+sVKjpqgHnvsfNey5ZrBCb5Vqw0qrpI7B81YcZoy5ZOKf7cjMu5Whg7t7X799Ve/aElRs6qaV9ObW9X8qmbYOH399dfuhBNOiOrvZptt5u699163fPlyvyhWEwKkFi1YsMB17NjRrbfeesEXQh2N6nBUx2OhqFng4Ycfdr/73e+iL+IxxxzjPv/8c79o4qn/QnM4wvWt9HjooSZu9uxv/aKxGjHiGdehww7Rz7z11kZuwoShfrHE052FBnRoYEdYlzTg46uvvvKLxur11193e+yxR/Qz99prL/fmm2/6xbAaECC1QFekGsK49dZbR1+Cww8/PBjquLrMnz/ftWvXzq277rrBz1ezwCWXXFJxcq3aRJNEaprq2HGX6CSuJih1jK8uy5b97Pr3vyGYva6f37LlGu6RR86puCr/3i+aSG+99VYwlDysvxpirqHmq4vuzv/973+7TTfdNPodTjnlFPfNN9/4RVFABMhqNmzYMNeoUaOo0mtSlSZX1ZZx48a5k046Kfp96tWr57p3757YZoGpU8e4u+46NgqOK6/8nfvgg54VoV07y7zMnfud69Xr79Hv07r1RhUn2psqPt8lftFEmDBhgjvttNOi+qIT+J133hl7c2u2Zs2aVRHOLaNVGXRBdPXVV7uffvrJL4oCIEBWk6lTp7pzzz03GAmliq5lHLScg5Z1KAYDBw50e+65Z3Ri0J/feOMNv1jRWrhwjuvbt1W0fpUm+z333JVFswDiN98MCRZmDIOkQ4cdK+44n/OLFS01t3bo0CFqbtUJu0WLFsGyOsVg1KhR7qijjorq71ZbbVVxx/dIyfc/1TYCpMCWLFnibr75ZrfRRhtFlftvf/tbsJBcsdFdh+4+dBcS/q5//etfg7uUYrVixXL39tv3uMsv3yw6Od9zz4lu+vSv/aK1TiezIUMezdgyt1u3o4LdDouVfufHHnvM/f73v4/qxJFHHhks5FmMnn/+ebfTTjtFv+v+++/vBg8e7BdDTAiQAkpqZVY/iPpDwpV+1Syg/hL1mxSTUaMGuS5dGkQn486d93BjxgzwixUdLdL44ovXBMN99Xtr+O/jj19UdPuPfPjhh+7AAw+M6u+OO+7onnnmGb9Y0anpou27777ziyJPBEgBlMrt9OjRo4MRWuH70MgtjeCq7WXjx48f784//+SKK+E6rnnz1NIib755d3A3kiQzZ37j7r//1CgAtZ2u9l3/5Zfa6U8Iff/99+4f//hH1Nxat25dd+ONN1YE389+0aKmZuNzzjkno9lYCzcWS7NxKSBAYlRTh16xXbnnSnNFwo2r9NBckg8++MAvVnD6HNu3bx98ruusowUl16o4AV9c7eS+JPnyyzfd9dfvFYTIuefWcU2a7F4RiK/5xQpOAaGgUGCE/9YKkqRfuQ8dOjRj4MoOO+zgnn76ab8YDAiQGGgEyt13353Rd6Bl1nWlHCfdmmu+Rr9+/YJ2aV1NqSM+fOj/9fc6ruUe4pxprtfS7HXNYg/fo2a3a5Z7oemOp1evXm7LLbeMfvbRRx/txo4d5RdNLN09vfPOvRXhsbnbddfUe9SkOU2eWx2effbZoIkq/Hy10ZOasOJUm/VXd/+9e/euMnT+k08+8YsiBwRIngYMGJAxqalBgwZu0KBBfjETDZlU05fWr0pfWyiXh343LfOueSdxdNxrHS39PmGzgNbZ0npbhdpNTn1GDRs2jN6P+pReeOEFv1jJmD9/jmvX7rKo/0mzurWMh5bzKAR1hqtTPPx81Vmuk3gcza3FWH+rm7yrzdkKOXm3lBEgRroyPPHEE6OKrmUV7rnnnrznT+iKXstXawE6/8ukh5oXdEwLLJ5//vnBQ81m4Z/19zru7/YWPrSBj5Z/yHf4pVb21Qq/4etq5d++ffv6xcx0sjj77LOj11eH6C233BJcxZaDsWPHBgsHhu9fCwpqYcG4+p/U3KphuGFzq06oGqab7/yJpNTf1bV8UKkjQHKkK8Err7wyYwZ3q1at8l7YTQsppgeSHvpyqynhqquuChZVVKdgLtQZqiWwtS5R+tLYeujKVh2MOlHlQ3uNaHOg8HW1F4n2JLHytzvVnY7mz+T63kvFyy+/HCxlHn6++W5brBOkJv6lz+DWxEDdLeQjqfVXm7IVYgHTckGAZElXfj179sxYWvrYY4/Ne2lpTdbTlyz9y6Gd2+677768r7J86gzt2rVrxhdGJ+hTTz01r/WLtDmQNglK301OzQ657iZX3Xanmrlf7tQXoH+3fLct1lIju+++e/Qaf/jDH4IlSfJRCvVXa3o98MADGVso/PnPfw42c8PKESBZ0OY2++23X1S5dtlll7w3t9GaPepoD19TTQhqi11dlXbIkCHBJMHw5+uO6pprrqlxp7hs6ISmE1v4mjrh6Qu/qs7QVW13ihTrtsU6uR5//PHR56vFD3WCz2eZ9VKsv1o9+J///GfGqsL6/2w3cStHBMhK+NtragRSvttrqnNSba1hJ56awC699NJa2+RJcz3S29o1xFFfznyoicXfTU5NMb5ctztFir9tsQK3um2LdUK8/PLLM/bRaN26dV4nxHKovwpB3YGEr6k7E92h5BO4pYoAqYZGFHXu3DnayU8nuGbNmrkffvjBL5oTtQGnV3YNRdUXoBg899xz0Ra4OinceuuteY3EqWk3ObVZ57vdKVJq2rZYJ7oePXpkNMlooyfLrpbpyqn+yn//+99gleHw/Wr1YfWZoBIB4tFY9PQOxkMOOcSNGDHCL5YzTWYK9+BQMGkkSbHRAIH0kSmnn3563rOP/atghXEYzHpYtztFSnXbFqd/vuoU1haz+SrX+qtBB926dcu42NFQfZaNTyFAPOGJTsuPPPHEE/5hE83kDkcVqeMy3473QlP7eDjKTHME4piD4LfDa1huHNudIsXftlj/frrLy6e5NUT91bIzM4M+nnD+k5q2QYBUEd59xLVUh9aOCtv41YyQ7zj71UWja8LF6DSAII4voYQzgVlKojB0gtfnq36KOFB/M4VDlTV4AQRIFeFtehzNVhqWGk7UUh9KvpMMVzd9BmEfhq7k8m0OkHAI5urcva6c6CSvz1czwPNF/a1Ka4Pp9bSsDwiQKuIKEJ0gw+Ywffny7dCrLfocwvWv1Kac7/sgQAorrgCh/laPAMlEgHjiCBAtcxJ2umleRNLb+dUcELYpa3RLPgiQwoojQKi/NSNAMhEgnnwDRHMYwnZozaSOoxOzGKhjUu9JQyTzGWdPgBRWvgFC/V05AiQTAeLJN0A0MU7PV9tr0vdR8IVDJDVZyzrZjwAprHwDhPq7cgRIJgLEk0+AaJKRhvnpodvmUqORLOFkLS0bYUGAFFY+AUL9XTUCJBMB4rEGiEZ4hLNWtV5RqdKMX71HtSlbFrAjQArLGiDU3+wQIJkIEI81QLRooJ6n5+e7tHuxC09SWgY8VwRIYVkDhPqbHQIkEwHisQSI2lPD8eZag6jUjRo1Kmjm0ASzXPdjIEAKyxIg1N/sESCZCBCPJUDCqzftKV0uO5qddNJJwXvWpj65IEAKyxIg1N/sESCZCBBPrgGiMfLaR1rP0eqz5UJDIfWeNdksl42DCJDCyjVAqL+51V8CJBMB4sk1QLTks8rXq1cvlqUSkiQMg1xWZiVACivXAKH+5lZ/CZBMBIgn1wAJx5ZrU51yEzZ9aMJZtgiQwso1QKi/udVfAiQTAeLJJUAWLFgQLZEwfPhw/3DJ00QzdUSqQzLbSWcESGHlEiDU39zrLwGSiQDx5BIgOgmq7LbbbusfKhvh1rXVbalaHQKksHIJEOpv7vWXAMlEgHhyCRDttKey5513nn+obLRt2zb4DLKdfEaAFFYuAUL9zb3+EiCZCBBPLgGS69VLKXrppZeCz0Bbp2aDACmsXAKE+pt7/SVAMhEgnmwDRMMf11tvvaCsZUmEUjFlypTgM9DGQ0uWLPEPV0GAFFa2AUL9Tcm1/hIgmQgQT7YBMn78+KCcOiGTtlNbnLRBT7hfdjazegmQwso2QKi/KbnWXwIkEwHiyTZA+vfvH5Rr0KCBf6jshKHQr18//1AVBEhhZRsg1N9KudRfAiQTAeLJNkC0ZpDKHX/88f6hshMuC/HAAw/4h6ogQAor2wCh/lbKpf4SIJkIEE+2AdKtW7egXJMmTfxDZadp06bBZ3H77bf7h6ogQAor2wCh/lbKpf4SIJkIEE+2AdKlS5egXPPmzf1DZadFixbBZ9G5c2f/UBUESGFlGyDU30q51F8CJBMB4sk2QNq1axeUa9OmjX+o7Ogz0Gdx1VVX+YeqIEAKK9sAof5WyqX+EiCZCBBPtgHCFVylXK7gCJDCyjZAqL+Vcqm/BEgmAsSTbYDQhlwplzZkAqSwsg0Q6m+lXOovAZKJAPFkGyCMYqkUjmK5//77/UNVECCFlW2AUH8r5VJ/CZBMBIgn2wB55ZVXgnJ77bWXf6js7LPPPsFn8eKLL/qHqiBACivbAKH+Vsql/hIgmQgQT7YBMm7cuKCcZvJqWYhypZm8devWDT6LMWPG+IerIEAKK9sAof6m5Fp/CZBMBIgn2wDRly7cS0FfxnKlfRT0GWhfhWx2tCNACivbAKH+puRafwmQTASIJ9sAkfBk2LdvX/9Q2QiXxNhll138Q9UiQAor2wAR6m/u9ZcAyUSAeHIJkNatWwdlL7zwQv9Q2dDYeX0G2e4pQYAUVi4BQv3Nvf4SIJkIEE8uARLuJbDTTjv5h8rGgQcemPUJSwiQwsolQKi/uddfAiQTAeLJJUDmzZvn1l577aB8Nh1wpWbmzJnR+58wYYJ/uFoESGHlEiDU39zrLwGSiQDx5BIgonH0Kt++fXv/UMm77777gveuYZDZIkAKK5cAEepvbvWXAMlEgHhyDZCnn346KL/11luX3XDIQw89NHjvt912m3+oRgRIYeUaINTf3OovAZKJAPHkGiAa+rfpppsGz8lmIlKp+PLLL90aa6wRPCZPnuwfrhEBUli5Bgj1N7f6S4BkIkA8uQaIhCM5GjZs6B8qWRq5o/d8wgkn+IdWigAprFwDRKi/2SNAMhEgHkuA/PDDD26DDTYomxPjtGnT3HrrrRe833feecc/vFIESGFZAoT6mz0CJBMB4rEEiIRj6vfdd9+Sb0tu1apV8F41BDJXBEhhWQJEqL/ZIUAyESAea4DoKm6TTTYJnvvvf//bP1wyRo8eHQ19HDhwoH94lQiQwrIGCPU3OwRIJgLEYw0Queeee4Lnbrzxxu7777/3D5eEo48+OniPJ598sn8oKwRIYVkDRKi/q0aAZCJAPPkEyIoVK4KOSD3/qKOOKrmmgHvvvTd4b2o//uabb/zDWSFACiufAKH+rhoBkokA8eQTIKIZvRtuuGHwGp06dfIPJ5beV9jRms3ObTUhQAornwAR6u/KESCZCBBPvgEijz32WPAaWiL65Zdf9g8nzvz5890f/vCH4D396U9/CvZQsCJACivfABHqb80IkEwEiCeOAJELLrggeB1d9XzwwQf+4cRYvny5O+6444L3os9m6tSpfpGcECCFFUeACPW3egRIJgLEE1eALFu2zP35z38OXqtevXpu1KhRfpGipyu1Zs2aRSeSYcOG+UVyRoAUVlwBQv2tHgGSiQDxxBUgsnDhwmi5aH0Jk3Qlpw7U8Munpoy4lrkgQAorrgAR6m9VBEgmAiTN4sWLoxmq2ishDrNnz46+hLoKSkKb8tKlS13jxo2D33mttdZyDz/8sF/ERFe1WrRPrxvXFxqZ/vjHPwafb5cuXfxDJtTfTJpoqdc9++yz/UNliQD5f1qVdIcddggqhx4Kks6dO7tFixb5RXOmK7mwHVZXQxrdUqxDJLVH9EEHHRT8ruuss07wucThtddec7vvvnv0+fbq1csvghiEdViLBKofY8aMGX6RnFF/nfvkk0/cEUccEdVfPc466yz37bff+kXLStkHiCrG4YcfHlWKzTbbzG2zzTbR/2+33XbuiSee8J+WM119h7fUemicfbFN1nrjjTeiJrzf/OY3sTQzffXVV9GeE3po5deWLVv6xRCTkSNHRifQ8N9Rw1Z1VZ6Pcq2/2nSqefPmwZ2MXnfdddd122+/fRCk+n/dlV133XWxXGgmUdkGiK7MtCJnWBF0x9GxY0e3YMGC4LhCY9ttt42+MIccckgs/SKPPvqoq1u3bvCamvGrZSNq+2puzpw50agbPTTk8euvv/aL5eTHH390V1xxRXAVqNfU8hGXXXZZ8LNQeFokUBslhf+m9evXd6+88opfLGflUn8VmN26dYuWd9Hj9NNPdxMnTgyO61wQ7ieih84VcVxoJk3ZBYgqxh133JFRMc4444yoYqTTVYWascIJSAobXYVp3aB8aFJTOONXD33R47haypU+i4ceeii6atNDoaomCyvNZtZr/va3v41eU2Pvx44d6xdFgenE3qNHD7fFFltE/xbqZP/iiy/8ojkp5for//3vf91uu+0Wvebee+/t3n77bb9Y4MknnwxaKcKyutAcPny4X6xklVWA9O/fP7gSC/+xNSIom+Wc1c6p9s7webry0i5m+TQL6MutpRXSg0wdoP369Sv4Fd2SJUuCL96OO+4Y/Wx9Ltl8Fivz7rvvRp2Meuy6666J6HQtdbobvPzyyzPuBrX67ty5c/2iWSvF+qtNpsKhy3psvvnm7oEHHljl+6nuQvP888/P+0IzCcoiQHTFFXYC6qErsgcffHCVFcP33nvvuf322y96nV122SXv0VrTp093bdq0ceuvv370uhqppD2q475q1233pZdeGgzJDH+W7hS6du0afCmtJk2aFI160UPtz3rNfAIW8fP7o3SC1L7guX4P0pVC/VXA/vOf/4wCVv/V/+casLrQbNKkSfS76ULz1ltvLenvQUkHiCqAKrdfMVRhrNRE07Nnz4wmmmOPPTa4rc+HvojaGS7cXjR87LTTTsFted++fYMTQLbLMOj3VHD26dPHnXfeeRkDA/T4/e9/H3zx8rnd13PVgRiePHTlpbZovRcULzU3pY+IU5/BW2+95RfLSRLrr4JTdxjpTXy60NSdSD7ef//9KheaujMrRSUZIGHF0BVW+I+oW9N8K0a6efPmuSuvvDIYlaHXV7OANqrJt5NYe1Rr6KGuFMORH+kPhaC+8FqWWrfJemhUU/hnjY7Za6+9oj0P0h/6XdXfozbefK465fHHH8/4UqtDUSOAkAzqP7jzzjszTvinnXaamzBhgl80J0mpv2ruCie16qEmMDVxx0UBqPkn6f0zutD8/PPP/aKJVnIBos4udXqF/2jqDFOFKxSN9jjxxBOjn6dhwNpXQWvw5EuLwKmJTO3Vek/hnVS2D40sUwenRkNpHkY+V2uhjz76yB188MHRz1AHoq4ukUyzZs1yLVq0iE72qjMdOnRwP/30k180Z8VYfzVYRiEU/gz14WhQjQK1EHShqTuz9AtNNcPle6FZLEomQHTlpGF26RVDw/AKVTF8AwYMcHvssUf08xs0aOAGDRrkF8uLbv/VDKDhmFoxVcspXH/99dFD/6+/1/F8hzH6tI+0mhI0QU3vTx2Gmu1cruPfS82nn37qjjzyyKj+qolIdSnbJqds1Gb91fB8DdMPV5pQc6vmd8Qx0TIb48aNcyeddFL0+epC8z//+U8sF5q1KfEBoopx7bXXRhVDV1KqGJoAtLoprDQuPr2TTzufjR8/3i+aGOoA1BdbHYLhe2ratKmbPHmyXxQl4Nlnn80Y3XTAAQe4Dz/80C+WGAqt3r17R0vo6KGJw5pAXBt0obnnnntGv8upxzZwY0e+4RdLjMQGiCqGrlbSK4aWGqitipFOzQJq102fvXr11VcHt/RJovWqdt555+jz1TDNJC2oBxv1Y9x4443RhEE9tIiglglJkqFDh7pGjRpF70HLvMS1tEk+dNdx9913u912qOdOaljH3XhWHTfgvpPd/BnJu9BMZICoYoQLvIUV45lnnvGL1Totga1OwfD33GqrrYJVUuNsFiiE0aNHu2OOOSb6vdURqA5BdQyifGipEgVH2GypQFGwKGCKmfb8OOecc6LfWzss3nDDDcFiqcVk3o+z3VP/udg9dPFarsdFdVzPS9d1w15o75b+nJwLzUQFiCp0esVQhVbFKPYK/fzzzwfDGcMT8v777+8GDx7sF6t1Wnn1kksuiUbA6M6pXbt2ibtzQrzUhJV+waYmLjV1FRvNBbn55pvdRhttFP2uf/vb39yUKVP8okVlzvejXf87jw5CRI8+V23pvhrcq+JCs/gv2BIRIAqIm266KeOW+u9//3uibqmLuXLrlrp79+4ZfTd//etfg44/QMImY3Wuh3VEne7qfC8GSblIW5mJn7zgnrp25yhIXrilofthfHE3GRd9gDz33HNVOvWGDBniF0sM3V6fe+65GbfXGoFSW7fXAwcOzOjU05+1qilQHQ1a0TDf9EErGgZcG4NWJKnNxDX5ZfkS98lrt7hHWm8UBclbPc92C+bW/oVmdYo2QD777LMqFUMrgSa1Yvi0vWZ6B5+WiH7qqaf8YgXjDyvU3YfuQpI+rBCrh4bNa+JhWH80IVETE1fXsPmaBqrEMX+lGCyaN8298+h5rkfLNYIQ6XXZhm5k/+vd8mW1c6FZk6ILEFWMiy66KGNi0zXXXFMyFSNdTUMMP/74Y79obNSfoX6N9IlN6vdQ/weQKy2BopnlYf3VEimFXJk3HCqfPoP+lFNOcd98841ftCTMmPSR63fbQdHdyJPXbO/GDy+eibtFEyCqGHfddVdGxTj11FNLtmKkq26Sk9YPinOSU3VLK2ikVaktrYDVT8uK3H///RlLB/3lL38JJg3G6fXXX8+YrKslT+KerFusxg3t455ov00UJC/ffpibNbn6C82wTE2POMX7akb+dqe6onnzzTf9YiWvUMssaO5GuFe2HprbwZ7kiFt1i5e2bds2r8VLRbPSTzjhhKj+aha3lpIvt+bW5UsWuhEvdXIPt1o/CIKHWq7p3u19gVv8U+aFph8Y/iNO8b5ajmpaXrrcKoYvroXeNFtcs8bD19Fscs0qL+XlpVH7tIquNq4K6511+wStI8WullX9NHuSG/TgmVEg9L5iC7d8aeWSQoUIipqsnp/iYbvTVdOXTV86f6npbHaT0/pUWqcq3OBGI760jpXWswJWF61plb6BmxZGzGbTp5p2tcx3y4RSM/Xrd9xLtx3snu3SoOIzq7zoLtkAqalixL3xTClR2KoZIL1ZQM0ENW1242+xqZVztYIuUBt0t3v77bcHm4yFdfLMM88MNiGrjjZt83e1zHfTtnJTkgHCdqf50V4m6pgMPz8196njMmwW0F4c2pMjPK69OrRnB1AMNCBEA0M0QET1U5uQderUKVqi3d82WoGT77bR5aqkAkQbzKef+NjuND/a20R7nISfpyb+qR8p/YupXQLj2DsBiJuGqB922GFR/dUQdo22TN/VslmzZmWxn3ih+J3m6Y+4xf+KnnC+AdudxkejsrTXiUZphV9EPbQveU1NA0Ax0aRZTZ5Nr7+6g9a+58iPHxqJDpCw7V5r1SBeWj5CfRxbbrllsM8AkCRavqdJkybBsFzNAUM8ChUW1Sn4TwkXQIxzP3IAQPUIEACACQECADAhQAAAJmUXINpVUOtfJWmDKAAoRmUXIA0bNgzKMLEQAPJTdgESrhRLgABAchAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAoeIG0rAuTSinCYvpIAubUiQFRmFAECAIlR8ACZUBEg4yvCYelKAmRKRYCozEICBAASo+AB4ioCxFWEg1tJgLiKAAnKECAAkBgECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADApfIDsu69zm2zi3Ny5/pFKTZs6t/bazo0a5R8BABSpwgfIokUrDw9Ztsy5GTP8vwUAFLHCBwgAoCQRIAAAEwIEAGBCgAAATAoTIF984dwllzi3++6pYbwbbujcbrs5d/HFqWMAgMSLP0Buu825tdZKzeuo7qFjXbv6zwIAJEy8AXL33amQWGMN5y680LmPPnJuwYLUUN7hw51r3jx1TGW6d/efDQBIkPgCZMoU59ZdNxUOjzziH62kYyqjst995x8FACREfAFy7bWpYDjzTP9IVWeckSrbsaN/BACQEPEFyAEHpEJh4ED/SFUDBqTKNmrkHwEAJER8AVKvXioU5szxj1Q1a1aq7Oab+0cAAAkRX4BoMUSFwvLl/pGqtPaVyuo5AIBEii9AuAMBgLISX4CEfSBvvOEfqUr9JCp74IH+EQBAQsQXIB06pEKhcWP/SFUaqaWyGrkFAEik+AJk8mTn1lknFQx9+vhHK/XunSqjeSCaOwIASKT4AkS6dUuFg2abt2iRmn2uWeiLFzs3YoRzF11UORP9rrv8ZwMAEiTeAJGbb3ZuzTVTIVHdQ8duucV/FgAgYeIPEBkzJrXybv36qZV4N9gg9eeWLVPHAACJV5gAAQCUPAIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAAJP/A+P5rjnTeZiDAAAAAElFTkSuQmCC)
| Product Number | 8666-3-19 |
| CAS | 952182-59-1 |
| MDL Number | MFCD09027121 |
| Molecular Formula | C13H8FNO3S |
| Molecular Weight | 277.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory