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1/33uueeG1WsMAgRA5emylAJEq/Sm2D/jx8mvuiv/WstdeukWbv78FAPvBWLWrFk+IKLg2H777V3fvn392cgXX3zhV+rdZJNN3FtvFe6eHflEgACoPA2MN29eGiJp9s/o1autu1j7XvRKM/BejVatWuVuvfVWV79+fR8cCoprrrnGLdX+KGVcddVVvvzggw/2oVLTECAAckNTdDVVV1N2U+yfoTMPnYEoRD7//NWwuNoNHTrUNWnSJHHWcfLJJ7svv/wyrOYtWbLEbbfddr5e//79w+KiR4AAyB3dLFjSmc78a+r9M0aNuskHyD/+sZ/fA7wQTJ482R1xxBGJ4Nh7773dSxns896nTx9ff8cdd3TLimxnxnQIEAA5s37uHDfq6Abu6nNqualTk++fsXr1cnfNNTv5EHnttRQD71VAiyNedNFFfokSBYFuFHzwwQfdunXrwqoV2rBhg2vWrJl/7XXXXRcWFzUCBEBOjRvXwwfDzTc3devXJ18D6u23B/p6V17Z2K1cmXzgPV/WrVvr7rnnHr9elTp/rV912WWXuQULFoRV03r99df9YPrmm2/uvv46XrsKVgYBAiCn1q1b7W64YTcfDi+9lHz/DA063377Ib7esGGpB95z7YMPnnNt2uzh6tcvvVz15z//2X3yySdhtayceeaZ/r1OOeWUsKhoESAAcm7y5Gd8MFxxRUO3dGny/TNmzHjXtW//C9exY103d27ygfdc+f77ae6BB47zbWvVSosi7u5GjRoVVjOZOXOmvytdITJhQjy3qM0WAQIgL+69t4XvqAcOTL1/Rr9+5/t6PXumHnivjBUrFrmhQ69wl1xSx3/W5Zdv6caMud2tXbsmrFop3bp18wGy7777xnqr2kwRIADy4rvvproOHWqXPDZ1s2ZVvH+GLF48p6RDb+A7dp0h5NKGDevdq6/+x3Xtuo1/f53t9Ov3N7dkydywak6sWLHC/frXv/Yh8vDDD4fFRYcAAZA3gwd39B333XcfFRaV8+67g13fvu3cqlVLwiKz6dMnultv3dd/vh533HGo++ab/K9bNWTIEB8g22yzTVHse54KAQIgb5Yvn++6dNnad+Dvv1+6f0a+zZv3tfvPf05NBMc11+zs3nlnUFgtrw477DAfIp07dw6LigoBAiCvJkzo6Tvy665r4tauXRUW58zq1cvcyJE3uEsv3dx/nu52Hz36FrdmTYp92/Nk0qRJfqXeOnXq+P3RixUBAiCvNmxY5265ZS/fqb/44t1hcU689dYT7uqr/ydx1tG795luwYKZYbUq9fe//92fhbRq1SosKhoECIC8mzbtJT+YPmLEtWFRpXz99dvu9tv/lAiOf/7zj+7zz18Lq1WLuXPnui233NLt3KiWe/OVMWFxUSBAAFQJXWJKZv78GW7AgIvd9dfv6u8J6dKlkbvttmbu6aevdrNnfxRWd4sWfef69v2ra99+Ex8cupv9v/99rGDW1YoM6H2nO+vQWu6+y/ZwG9bldspwISBAAFSrb7+d7Dp33ipxFlHRoyytsdWp0y/98wqb4cP/L6ezt3JpfUloDLz+t65XSVun5OnyXXUiQABUq3vvPcaHgabcfvLJC2758gX+bEX3jowff2/J838oV18D46r/4IMnuh9++LxcWSH6ZspoHyCPl4TkyqU/hMWxRoAAqFbR3iCZhoHW0Fq4cFb4dEF77v5jfYi8+sSFYVGsESAAqtXVV+/oA2TWrClhUdFYOOcT17tDbfdo+1+4ed9+EBbHFgECoFoNGnSJDxCNa2iZkTff7OcHzrUMSTF5Y0gnfxYy+q4jwqLYIkAAo7Vr1/q5/gceeGDSLU+RnsY7Hn64zUYD51rwUAstaoZWMVi9YqHr36WRD5Gv3hsaFscSAQIYjBs3zjVt2jSx/ak2Errpppv8Ynqw+e67j93zz9/uHnnkFH/XehQkWhK+oqm8cfTJxId8gAy6bhe3bu3KsDh2CBAgC9OnT3cnnHBCIji08mq07pEeO+20kxs4cGD4MhjMnTvd3Xffn32IaA+PYvDThvXuqe6/9yHy/pjuYXHsECBFplmzXv5x8slD3Pr1G99UFZUjO4sXL3Zdu3b1axspKBo0aOD+9a9/uTVrSm8Oe+WVV9x+++2XCJLmzZu7d999N3gXZGvJku////hI/bAotmZPe8kHSJ+SY1q28NuwOFYIkCITBYQeI0duvLcCAZKdDRs2uN69e7ttt93WB4P2vT7vvPPcnDlzwqq+7qOPPpqoq8X0zj//fPf999+HVZGhOXM+9QFy2WX1wqJYe+HhNj5EXn7s7LAoVgiQIlM2QFq3HuzWrSt/FkKAZO7VV18td1ZxyCGHuHfeeSestpGKzlZ69OiROFupqebP/8aPcSxaNLvc87fc8js3atRNfg2rhSW/yNetW+O3wdW2uDff3NQHyD33HF3uNXG3ZN5X7rGOm7le7Tdxc798IyyODQKkyEQB0bbtMP/n00+XX0qaAEnvm2++caeffnq5cY0BAwaE1dIKx0t2220398wzz4TVip6WUx89+ubEDYNjxnQrVx7OvgofGkT/tojunYi8M+JafxYy4rYDdHdkWBwLBEiRiQLihRe+9H+ecMKgkv+Bf55PT4Akt3z5cj+TSjOq1OFHM6v0fGWMHTvW7bnnnokgadGihZs6dWpYrSi9/fZAd801OyXCoFevtn6TqbJ0mWrs2Nvc3Xcf6Td/0r7lGvPo3v33btiwLv6spBitXbXUDbhqBx8in73RNyyOBQKkyEQBsWHDT+6004b6/x469OONylGeZk7pTCPq5Nu2betmzJgRVjPTPSP33nuva9iwoX//2rVru44dO7oFCxaEVYuCto69447mieDQelbTp78SVjPTZa5iuHN9+huP+wAZ8H/bx/IshAApMmUD4vnnv/D/fdxxAxJnIQRIeZoppRlTUXBozEMzqvJl3rx5JR3qxW7TTTf1n7f11lu7nj17lnSI68KqsaRZU7r5r337X/jguPLKbd1rr+kHTW7vKh858kb//nrvWCsJjbEPHOeevCmey70TIEWmbEDoLOTUU0vPQgYNKr0RiwAppZlRmiGlmVLqyDVzSjOoNJOqKnz44YfuqKOOSgTXXnvt5V588cWwWmzojGDcuB7u8ssb+I5dl6F0+WnFikVh1ZyYNGmY/5yuXbcp+YyFYTGqCAFSZMKAGDu29CykZcsn3KpV6zYqr2k0E0ozojQzSh23ZkppxpRmTlWHp556yjVp0iQRJCeddJL74osvwmoFTbOlbrhht8Tlqp49j3dz534WVsu5O+88zH/e0KGdwyJUEQKkyIQBobOQv/zlSf9c//4fblQuP/64wk2ZMtetXVs1v76ri2ZAaSZU1FlrhpRmSlW31atXu3/84x/ul7/8pW9X3bp13dVXX+2WLCnMTZIiWnrk3ntbJILjppv29Js9VZVvvpnkL5XpbEcD8cVA4yGpHoWm8FqESqkoIJ577nP/XIsW/Sssv+yy5/xzRx75eEknMMFNnDij3MytuNOMJ818ioJDM6K0llWhmT17tmvXrp2/WVHt3G677VyfPn2q7LJaprTh0+DBl7oOHWonptlq46f169eGVc20w+Dddx/lp/+m0r//Bb4NDzzQKiyKpTAwwkehKbwWoVIqCoiyZyEVlY8f/1Vixlb0OOywPu66617y04FXroznAO/8+fP9TCfNeFKHrBlQmgmlGVGF7K233nIHHXRQIvCaNWvmXn/99bBaldNA/4gR/3ZdumztO+0OHTb1+5gvWzYvrFppek8FlM4wUt0DsmTJXL9qr9ozZcqYsDh2CjUokolPS5GRigJCxoyZnjRAIjNmLHK9e7/vzjpreLm6zZv3cV27vuDPZJYtK/yZIuroNLNJM5zUAWvGk2Y+aQZUXGjXvf79+7sdd9wxESRnnXVWSWdaPfdEjB8/3v3+93u5vfaq5dq0qeXv2dCWs/k0ZEgnHwx3pdk/44UX7vz/l9D28IP5cUaAoFolCwidhbRpMyRpeWj27CWuX7/J7vzznykXJn/6U2/XqdNYN2rUZ27RolXhy6qdZjJpRlPU6Wqmk2Y85crcuXP9NN9+/fr5R/fu3V23bt38n9FzKle9XFi2bJm7/vrr3WabbeaPp169ev7zVq6smqXANaCvgf3o+9x//ybu5ZeHhdXyQrOrunRp5MPhvRT7Zyg0brxxd1/vxRfvDotjhQBB0Zk7d5kbPHiqu+ii0e7AAx9NhMlBB/V2HTqMcU899UnJr/vq3QdDHV3r1q0THZ1mNmmGU2VocFthcMstt7gjjjjCbbXVVon3z+Sh+nqdXq/30ftZff311+6UU05JvLeWkR88eHBYLWc0gK+BfA3o6/Pq16/vB/pXraraHw0TJz7kg+G663Zxa1PsnzFlymhfr3PnrdzSpT+ExbFBgKCozZ+/wg0f/om75JJnfYBEYXLAAb3chReO8vebzJlTdbOHwo5OM5nU0VWms1Znr50GKwqMLbfcsuRYD/CXk3QfSZcuXfwZgf7U3/W8ylUvfK3eT+9bmRsVJ0yY4H7/+98n3lN7kbz//vthNTMN2GvgXgP4en8N6J977rl+gL866AZELWmicBiTZv+M++5r6es98cSFYVFshIPmhTyALoXZKmRM93ZobGLJEnuHabV48Sp/KUuXtHRpKwqTPfe82rVseYG/3yJfW71W1NFpBpO1o9PAut5vjz32KNfpa9dBDcQPHz68wiXcU1F9vU6vL7t7oR76HH2eZUB//fr17pFHHnGNGjXy76WbIS+44AL3ww+V++X93//+12nAPmqjBvI1oF/dpk17yQeD1sdKtS7WnDmfZDTwXsjC0CBAkFc33viy77Q1+F2dli9f44PsyitfKOks25ecCfx8v8Uf/vAHd+utt7pPP83NXH3NSCrb0R188MHmjk6D1Y899pi/JBS93//8z/+4q666yn30UW63UdX76X31/tFn6XP1+WpHthYuXOg6d+6cWDZeZz133nln1svGa2D+7LPPTrRphx128GM5ljblS7Rn+mNp9s/QwHu3trXc2xekHngvVIUcFhWJT0uxkWefLZ1ZdeihfdzXX+dnyQiLFStWuaeeGuHOPPNMf+086pj00C9xrXD7wQfZ/0JUR6dLRNF7aYaSZipZOzq14U9/+lO5tqnjtJwVZEPvr88pe1aidli+E5k2bZo79thjE+/129/+1o0ePTqsthENxOvymwbm9ToN1GvAXgP3hWbevK9KzuQ2Kzm72KTkrDb5/hlrlixwM/dsVNKzlXRtQ5MPvBcqAgRVYubMxe7ww/v6AAn3/CgkGnQdOXKk++tf/7rRmMKuu+7qxy/SnT3kuqPTJSANbEcLGm6//fbuiSeeqPIb9vR5+lx9vtqh9qhdap/FmDFjfHhE32/Lli2TnvUNGTKk3FnXX/7yF/fVV1+F1QrKiBHX+rOQ2247IPWPhoceKg2QXXbRP56wtKARIMg7LTnSrt0IHx5XXRWfBfh0aeX555/3A8nbbLNNuTDZeeed/eUY7QJYtnPQTKOyHZ1mImlGkpXGJY4++mj/Xho76NSpU7WtgxXR56sd0cKOal+24y0Rnd3cddddibDWTZR6b13uEg24H3744YnvUwPyGpiPg1Wrlpb8e9/Bh8gbqfbPUADvs09piHRPPfBeaAgQ5N19973lw+N//3dQpQfPly5d6i+dDBs2zA/q6pd+9NDf9bzKVS+X9CtbHdcll1zir7mXDRP9Im/VqlW5X9O56Og+/vjjxPhD48aN3QsvvBBWqVZqj9ql9qmdaq+VBtQvvPDCRCj96le/8vfHRH/XAPzDDz9sPtupLm+88bgPkNvbb+/WrUjxb/Kll0oDpH5952bNCksLFgGCvHrzzVn+Xgw9Jk/+PixOS5eUnn76adehQwe39957l+u40z1UX6/T63N5P4DOOF577TU/Fbbs2UbU0WnGUWU7Os0wUieq99T+H999911YpSCoXdH+JGqv2l0ZCv+yZxy6THb55ZcnzkjiRv9Wxl10oPt8+5Ku65prwuLy2rQpDZGzUw+8FxICBHmzYMFKvyy7zj569ZoUFqekjkT3KUQrvkYPzeD53e9+50488URffuWVV/qzD/2pv+t5lUczfaKH3kfl1oHfVN55553E+lW5uC6vTjgaP9HNhlV1F7eV2hfdFKl2VzZEZJ999vHvd9ttt4VF8fPmm85tsolzm23mXKpp4vq3ozqq+0bygXfYESAxoWGBaNVc3RGupUkyoQHqY445plznv//++/ub7TTekOmZhOqpvl6n15d9P71/uoHwbEVBV9ktX7USb3TmoRviKnsmU1XUTrVX7Vb7K7uHenQX+5NPPhkWxdM555SeXZx8clhS3rXXltY74IBYbhlb6AiQmHjiiSk+PI4+up9fWiQdrcV0Tsn/ZNHS4OqQNUidq/0v9D56v6ij1+fo83K1BlQuAkQD0dGYh37RxyU8ImpvdCai47AOrEvRBYjGNTS+oXAYPz4s/ZnG7nbYobRe3xQD7zAhQGLgk09+TNzpPWHCjLB4I6NGjfJbtKrD0JTXa0t+hS1alJ/7RPS+ev9osT99rj6/siobIJoiG8220phCoV+2SkbtjsZEdDzWqcZFFyBy662lwaAZV6n2lH/88dJ6JSGM3CJACtyKFWsTe3n06JF6TwgNMOr+CHUUUYeTizGETOhzog5bD7Uj5Vz9NCobILqfQq/XrKZCHTDPlNofzc7ScVkUZYDoR0GTJqXh8OCDYenP9O/w2GNdya8w/bIIS1EJBEiB0w6BCo/TT38q5S6Bmv9/xhln+E5CM23uuOMO869VK32ePje6QU/tsd7VXZkA0cC+2qApq4U2VddKx6Hj0XFZJi4UZYDIsGGlAdKokWaZhKXIMwKkgEVb0WpDp6++Sj7tUtfK27Zt6zuIBg0alLzuubBKldLnqx1qj9plGXuwBojOeqLlSXQDXTHR8ei4dHzZnt0VbYDIEUeUhshll4UlyDMCpEDNnDm/5P+Lx32AaL+NVHTDmDoHLaanKbCFQO2IljRX+7JlDRAtTKjX6WbE6r7DPNd0PNGyJzrObBR1gEye7EpOzZyrXVsDhmEp8ogAKUC67NOy5UVu110vdl27pt7nWTfZqWPYYost/M14hUTtUbvUPrUzG5YA0fcW3YioNaaKkY5Lx6fjzObyYFEHiFx8celZSK/0u20idwiQAqQlvzfZpLbba69j3aJFyafsTpkyJTH76XHNNClAapfap3aqvZmyBIiWXtFr9txzzyof/6kqOi4dn45Tx5upog+QFSucGzdO20iGJcgjAqTAlB0s1Y17yagj0YY/6hS0OGEhU/vUTrU304492wDRmEC0GZSWSi9mOj4dp44307GQog+QVPQdabD9hBOca9zYuTp1Sv88/njn9H1k+B1iYwRIAdECeNE17ptvvjksLie6dKWFCAv9Wr/aFy2YmOmlrGwDRGGr+rrhLptLO3Gk44tukEz1I6OsGhsgWvJfwVFy7EkfChLj1gA1HQFSIPRL8viSf8j6n1z7XKeauaT9vnfaaSdfd9CgQWFxQVI71V61O5P9yrMNkGgigS7/1QQ6Th1vphMUamyAnHpqaUg0bOjc/fdrVzIlcOmd7A884NyvflVarnrIGgFSIO655x7/P7jWPZo5c2ZYXE509qHluTO9JFTd1E61N9OzkGwCRPuMRPtf5Hob2kKl49Tx6rgz2cK2RgaIljhROGjJk2Rrien5aEkULQGPrBAgBUCb/ESD4cOHDw+LNxItZhi3mUbRDCK1P51sAuSVV17xdbVqcE2i49Vx6/jTqZEBomXcFQzduoUl5alc9bRAI7JCgFQzbcsaDf5erKmIaXz44YeJX55xW99J7Y3OFHQcqWQTINGyJZdeemlYVNR0vDruTJY3qZEBEi1zkm5jLp2FqN6uu4YlSCOnAaJ/oHokk668Ihob0K/yk046yQ8w161b12233XauWbNmrmvXrmk7okJ33nnn+e9El3cyCYTu3bv7+ple+y400ViFjiOVbALkiCOO8HUzOXsrJjpeHbeOP50aGSCbb14aDOm2LND/d6q3xRZhCdLIrjdPI11ApCsPaRvV4447LvG6ZI+4igaWNy/5h57ptftod7mnnnoqLIoFtVvt13Gkkk2ARGc1cV80MVs6Xh23jj8dAiSFKEDq1QtLkEZOe990HXq68pDOOlRfA8t33323++KLL/yA4bx58/yCcvfff7/7wx/+EL4sFrR6bbTUx4OpVhItQ9M3dQam+0Tmz58fFseC2q326zhSTbfNNEC+//57X0/fZU0U/RvS95BKjQwQLmHlXea9eQbSBUS68rLGjRvn6+rX1bRp08LiWFPHefDBB/vjOzndjmplfPrpp/41u+yyS1gUK2q/jkPHk0ymARINoB944IFhUY2g49bxpxtIr5EBctZZpcGQ5nIpg+h2mfXmGUoXEOnKyzrzzDN93X/9619hUexdc801/th0T0Q2ZxIjRozwrztWexvEmNqv49DxJJNpgAwYMMDX06q/NVG0CrO+h1RqZIBoKX/1NyX/lpjGmx+Z9eYZShcQ6crLin6lFtvZx/jx4xNLlUycODEsTim6/6PQly5JJ1raJNX9IJkGyMMPP1wU34lV9F3qe0ilRgaI6AxffY5uGNSNg7qBUJdOZ892rmdPbiSspMx68wxFAZHukQkNLKvuqnQDYDHy448/Jpb0uPHGG8PitO68807/2iuuuCIsihW1X8eh40km0wAplu/EKpPvUmpsgGhP9FatSkMi2eO441jKxCiz3jxDYVAke2TCGiDnnnvuRp9XaI99993XrUu1h3MS3bp186/XdrFxFm27q+NJJtMAKZbvxCqT71JqbICIFkvUcSsott22dN8Q/am/DxnCYoqVkFlvnqGog0wmXXlZ1ktYF1100UYddqE99t5775QzkJIpll/bmfxqzjRAiuU7scrku5QaHSDIm8x68wxFHWQy6crLigbRe/ToERbF1sKFC93OO+/sj8uy6B9jIBtjDIQxEFSfzHrzDKULiLLlb775pjvjjDP8TKR69er55Tyuu+66xNLk0TTehg0buunTp5d9m1jTLn0aQNdAuvb+yEY0C6uVrunGmNqv48jlLKzTTz89LKoRdNw6fmZhoTok7+0NsgmQ5s2b+41xFA5a3nvGjBmuQ4cO7phjjknUj24k3Hrrrd29997rb77TjYSa+jp58mT3wAMPuP322y9RPy6itZu0NIv2AMnUJ5984l/XRDdIxZjar+PQ8SSTaYBoJpvq1fT7QNLN6CNAkA/Je3uDbAKkIosWLfJ7aEeKdSkT7fWhPT/Udh1fprvKKTzr1Knjz170XcWR2q326zhSLUOeaYDMmTPH18tkOY9iFC3jou8hFQIE+ZDT3jddh56sXHtFfPvtt+7yyy93p512Wrkyda5aP6l169b+F7s6nsaNG/vFFK+88sqs9tkuJNrzQ0u06PvQXiCZ0pmbXjNy5MiwKBbUbrVfx5FKpgEimS7nUWyyWcaFAEE+bNybV7EoVPRo2rRpRh1GsYhWU9W6UJMmTQqLK6T7R/SauC5dHi1Bnu4+mGwC5NBDD411qFpFYazjT4cAQT5Ue4CIprROnTrVtWzZ0rVr1y4sLmrt27f3/2NrEoH2Bknnrbfe8vV1Fma5l6Q6qb1qt9qv40glmwC54YYbfN2aNpU3msKr40+HAEE+FESARHQdt0GDBuHTRU17gERbvWpvkExEG1CNGTMmLCpoam8UlulkEyAvvfSSrxvXlZmtdLw6bh1/OgQI8qGgAkQzsRo1ahQ+XfS0F0h05732CElHC0yq7lFHHRUWFTS1V+3OZIHMbAJkxYoVrn79+m6TTTZxX375ZVhclHScOl4dt44/HQIE+VBtAfLnP//ZLyyovT106Ub3hWhg9dprrw2r1gjaE0T/g2tAVNOVU9ENidHA8euvvx4WFyS1Mzo+tT+dbAJEzj77bF//1ltvDYuKko5Tx6vjzgQBgnyotgB5+eWX/bLeulFQ93kcdNBB7rHHHst4Smsx0t4g+p9c30W6pU6iNZC0r4hmsRUytS/a/yTTNauyDZDnnnvO18/k8lgxiC5j6rgzQYAgH6otQLAx3SCpO/P1P7r2DEllyZIliZV9//Of/4TFBUXtUzvVXrU7E9kGiAboNc1brxk7dmxYXFR0fDpOHW+mEykIEOQDAVJgtLOcljrZdNM6buLEt8PicgYPHuw7BU08KNTlXtQutU/tVHszlW2AiNZN02uOPPLIsKio6Ph0nNmsE0eAIB8IkALUvXsP17jx0a558xvdwoWpl7PXjZfqGDQjJ5PB1Kqk9kQzhcIbRNOxBIjWUYvuzI7L2FC2orEkHWe0blwmCBDkAwFSgNav3+DOOaePa9asl7v88nEptytQJ7Lbbrv5zuGEE07I+JJGvqkdao/apfZl09mJJUAkuifkgAMOKPixoWzpeHRcOr5M7v0oiwBBPhAgBWrOnGXuqKMe9yEyaNBHYXE5WpRQ05/VQZx11lnVHiL6fLVD7VG7Ui2amIw1QDSjb8cdd/Sv7d27d1gcazoeHZeOL5ObTssiQJAPBEgBGz/+Kx8ghxzymPvss3lhcTmaBq17AqIzkeq6nKXPjc481B61y8IaIDJw4ED/2m222cZ99913YXEs6Th0PDouHV+2CBDkAwFS4P75z1d9iJxyylC3cmXqMwt11tGZiLbN/eyzz8IqeaXP0+dGZx7W8JDKBIimgus+I72+RYsWsb+UpfbrOHQ8Oi7LVHcCBPlAgBS4VavWudNOG+pDpHv3V8LijXz66aeJMRHNftIU2nx3oHp/fU4020qfr3ZURmUCRMr+Ys9mtlIhimaXVeaMigBBPhAgMfD55wv8ZSyFyAsvpF+qQ/daRLOz9NBNfPmalaT3jW4S1EOfm+m9HqlUNkBk9OjRfrkP7T/y9NNPh8WxoHar/ToOHY8VAYJ8IEBi4sknp/oAOfLIx0t+hS4NiyukdbWimw310FpU6oQqO8iu1+t9orWt9NDnZLKOV6ZyESDSvXt3/z7aqCzdCsCFRu1Vu9V+HUdlECDIBwIkRrp0ed6HyPnnP+On+mZCZwPaaz5aO0uP7bbbznXs2NHvJ5Hp2YLqqb5ep9dH76X31ftn+j6ZylWAyN/+9jf/XtrAKy4honZGG46p/ZVFgCAfCJAYWbRolTv++IE+RB588J2wOCUtYKhVcH/7298mOv/oscsuu5S87/ElwXS+32OiW7du/k/9Xc+rPHyN3kfvl8nCiNnQeEp0N74+Jxd32GtdsWidMQXThAkTwioFRe2LAlTtTrcuWjoadNcOnnq/vn37hsWAGQESM++995078MBH/ePdd20DqpodpR0Btfpx7dq1NwqHih6qp/p6XWVmV1VEl8S0MvNFF11U7uxGD91xfffdd1e6Ey17b8pmm23mHn300bBKQVC71D61Mxf39Lzxxhsl/1YOTHyfDzzwQFgFMCNAYuihh971ZyHHHTfAn5VUhjrmjz/+2I0YMcL169fPLxOuMxD9qb/reZVXtgMPrV692j377LP+LEerMZcNjSZNmri2bdu6/fbbL/GcVp9V/crQ2c0ll1ySeM+///3vbtWqyn1/uaJ2qD1R29TOysyemzVrljvnnHMS76dgTreNMJAtAiSGNP7xt7+N9CFyzz25PRvIJ+2+qH3g1bFFU36jhy6Jaan39957r9xrRo0a5XbfffdEvVatWrlp06aVq5MtbRsQbeClYHr11VfDKlVKnx8tz652qX1WCiINuEc3lepsRnvsLF2a2cQLIBsESExpqZPOnce5CRNmhEUFRUtuaHaWpvfWq1evXGjss88+7pZbbnFTp04NX1bOmjVr3B133JGYCFCnTp2SY+9ccva1KKyasUmTJiU6bU2RvfDCC/2WylVJn6fP1edHYaZ2WQ0dOrTceFWbNm1qzA6NqB4ECHJu8eJlrn//ge7EE09M/NKPHhrM/ec//+k+//zz8GVpzZ07111wwQX+vgi9l26se+SRR0rOyNaHVTOiy2g661EgRb/+u3Tp4j8nn/T++pzou9Hnqx1qj8UHH3zgjjjiiHLBnMk+6UBlESDIiQULVrpnnpnmOnZ8ruSXdAdXv36TRId26KGHurvuusvveZ8L+pV+2GGHJd5fy6dMnDgxrJYxjfGcdNJJiferW7euO/XUU/3GTZUZhyhL76P30/vq/aPP0ufq8y1+/PFHfwYTzVjT8jEPPfSQOVCBbBEgMPvhh+Vu6NCP3cUXj/GzwjQmo8c++9zsWre+xP373/92s2fPDl+WM9qgauedd050xuqcv/7667BaxhRMrVu3Tpzh6KGzHM2G0vTXbKcUq75ep9dHy6rooffX51gvV2lCg2amRXufaIZcp06dcj6lGkiHAEFWdBf8gAFT3AUXjEoEhh4HH9zbn32MGDHNn41UFa3+q3GU6I5tDRprr4xslzsv69tvv/Wz0Cq6/0WXnTQ77IwzzvAzyDQWo1lr+lN/1/MqDy/d6aH30/vq/a00Ey0au9GjZcuWpuXygVwgQGIg6qSTSVYePX/yyUMqvHM92etCM2cudn36fODatRtRLjS0PtcVV4xzY8ZMd0uW2K7f58rMmTPdmWeemehYtWdG//79TSvXlqXO+b777vNL1Ddu3HijUEj1UH29Tq+vbCevmWeagRa9t2amaYYaUJ0IkBhI19EnKy/b2Y8cufHU12Svky+/XOB69ZrkTj/9qXLvc+ihfdxVV73oxo79ouTXf27vDckFLe74xz/+MdHRaqHHt99Ovbd8NnSZSMuM6B4ZPTQhQGcg+jN6TuW5upykmWY6u4kG+jUTTTPSNDMNqG4ESAyk6uglWXnZjr9168Fu3bryZyEVvW7u3GUbhcbhh/d1N974snv55a/98vKFTgPWupciuqtd02TbtWtnXgq9OmggXDPMorETjZtoBlq+Z4gB2SBAYqCijr6sZOXR823bDvN/Pv10+T06KnrdRx/94AfEjz66X8kv64nutddmlvzajeesHi3weNVVVyVmPWl9KZ0pWKfLVhWthRVtzKWHZpxZB9yBfCJAYqCijr6sZOXR89pDRH+ecMKgcmGQ7HWaXRWercSZ7jnRrKeoQ/7Nb37j74gvNJpBpplkUTt//etf+5lmQKEiQGIgWUcfSVYePb9hw0+JXQ017TYsrylefPFF97vf/S7RQWs/kylTpoTVqpxmjGnmWLSIou7Y18yy6trXHsgUARIDUUef7hEq+/zzz3/h/1sLMEZnIcleV8y0uq1WpI322tBNeO3bt3fz5s0Lq+adZohppphmjEWhpplkmlEGxAEBEgNhUCR7hMo+r7OQU08tPQsZNOijjcprmvnz5/sVb6Pl7Bs2bOin2+Z61eFkNFOr7FbAmjmWr22HgXwhQGIgXUefrDx8XlNv9feWLZ/ws6nC8ppICzkec8wxiY68adOmbty4cWG1nNFMMM0IixZQ1EyxPn365GzJFKAqESAxkK6jT1YePq+zkL/85Un/XP/+H25UXpNp35Ndd901ESS6ATDbpUtS0cwvzQCLdhrUzDDNEMv1VsBAVSJAYiBdR5+svKLnn3vuc/9cixb9KyyvyXRznrbpjfYqUSfftWtXt3jx4rBqVjTjSzO/onDSjDDLasRAoSFAYiBdR5+svKLny56FVFSO0n06zjvvvMRlpm233db17t0768tMmuGlmV5RcGgGmGaCAcWCAImBdB19svJkz2vtKgIkvXfeeccdcsghiQDQIomZ7F6oGV2a2RUts64ZXz179qz0/uZAoSFAYiBdR5+sPNnzOgtp02ZI0nKUN2DAALfTTjslguT0009333zzTVjNz+DSTC7N6FI9zfDq2LGjn/EFFCMCBMjA8uXL3U033ZRYpl1/6u96XjRzSzO4opDRzK50W/UCcUeAAFnQropt27ZNBMUOO+zg9t9//8TfNZNLM7qAmoAAAQxeeeUVPyYSBYem52oGF8usoyYhQAAjzcrSvRza833WrFlhMVD0CBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/05hJmt9CsEQAAAAASUVORK5CYII=)
| Product Number | 8H64-3-X7 |
| Synonyms | 2-Methyl-1H-benzimidazol-5-yl trifluoromethyl sulfone |
| CAS | 98589-22-1 |
| MDL Number | MFCD22628761 |
| Molecular Formula | C9H7F3N2O2S |
| Molecular Weight | 264.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 153 ℃
TSCA: Not listed on TSCA inventory