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imHUECArTwHbnn18fGHW/+AUXre/fv748qoLCQSGhsAg2fgoThUqc9AiwzmR06SnYUS+4/OxnP/POHDRfx7hx48xbb73VaIdErVc5ldfr9Hq9j/3eWrRdbV/70dj7utDw8Bom3j4mDSefZQQIGqZOUT161AdE3R+XOfJIYx591BjN2qZvTjoNf+wxY446qn69yql8DXamqjZqRHV5KtjY6fKVLmPFSWNk3XTTTXlDnWhp3ry56dmzpzfke9yXmvR+el+9v7Zjb1v7o/3S/sVJT6YpyOxtHnjggd4EV1lEgKBhdaf1XijU/bKbxsYtevJJY9Zdt768XodM0o1w3RAPNm66Ya4b53EOs673uvnmm80mm2wS2pbuF+ix4DFjxqywx1+1HW1P2w3er9Ci/dN+xnnsoqlze/fu7T25Fjz2s846y5tyN0sIEOT79FNj1lyzPhAeeshe2zCVU3m9Tq9HZujRW13eCTZoekRXj+rG/eTSK6+8kjcUiC6TnXnmmbGfaUSl7Ws/7Mt22l/td9wmT55s9tprr9C2WrZsaYYOHZqZYeMJEOSrO832wqBrV3tNcXWn4t7r9HpUPF1SUac/df4LNmL6Nq5OgnHSPZUzzjgjNEaW5jzv37+/9428kmh/tF/aP39ftd/a/yQeHBg9erRp3bp16DPYaaedzIQJE+yiFYcAQb4uXeqDoO7UPpK6PwTvdQoSVDTdWNZwI8FGS8ORaFiSuOlGtubRCG7rkEMOMbNmzbKLVhTtn/YzuN86Dh1P3BYtWmQuueSSUGhpOeywwyq6nggQ5GvVqj4Ioj5to190vU6vR0XSwIYa4DDYSGkARA2EmMTTRxp0MDiXhvphPFTqZdEKof0N9kPR8ei4kjBnzhyvE2Tw81l99dXNgAEDzDfffGMXTx0Bgnx1v7BeENR9K4pE5fW6Ndaw16ACnHzyyaGGSZdlNPS6hmCPm0as7devX2h73bt3z9xNYp/2W/sfPB4dX1JDuD/33HNm1113DW1Pw+K//vrrdtFUESDIR4BUpeDw45rsSZM+JUEd5I4++ujctnRD/vrrr7eLZZKOIzgGmI4zqQ6Bevpr+PDhXsdDf3sa/beSECDIt+mmXMKqQnvvvbfXCGlu8qToMkuXLl1yDZ4ujz377LN2sUzT8QTnPdHxJnl5SYMx+tsaNWqUvTpVBAjyde7sdhNd5fU63YRHxfEbdk0tmwR9Ew+Gx6Z1X0SqbTIpn45LxxcMkaTORHQPxt+OntiqJAQI8g0eXB8EBx1krylOj/3qdTzGW5GSDBDdCwhettIwHXEPeVJpdHzBoVF0/EncEyFAkC0apkT3MTREiYYvKYXG9FF46HVVNNpoNUkyQII3zPXNvNrDw6fjDJ6JqB7iRoAgey69tD4Q1lvPmKeftteGqcOTyqn8ZZfZa1EhkgoQPdLqN3C6N/Dmm2/aRaqajjd4TyTuR3wJEGSPxv/p3r0+FJo0MXXn55r8uv7sQtd6NVzJ448bc+yx9etVTuVjHjcI8UkiQDRcud/PQ08nVdsN81LpuP2ns1Qfqpe4ECDIJo3Hc+65jQ/n3rRpfbmMjN9Tq+IOEA3r0a5du1zjVi2P6rrS8ft1oXqJa9gTAgTZNmNG/bwgu+9uTMuW9YGh/+62W/08IFqPihd3gGhsKL9hUyc76CT8x86Gqp84ECAAUhdngGh0Wn9gRA3zkdUe5nFTPfjDnqh+4hjFlwABkLq4AkQ9pINDsmdtbKukBRt81VO584kQIABSF1eADBs2LNegabRa5AuO4qv6KgcBAiB1cQSIpnn1ZxLU0OOVPNR4mlQv/tDsqq9ypsclQACkLo4A0Wx5fmOmSZdQmOrHryvVmysCBEDqyg0QzRfSpk2b3NlHpc0kWGlUP/5ZiOrNdb4VAgRA6soNkDvuuCPXkPXt29dejQaonvw6U/25IECQTepxrjkjSn2KROMfMQ5WxSo3QDp16uS9XhMbzZ07116NBqieVF+qN9WfCwIE2XTYYfU9zc86y16Tb9Kk+g6G665rzMcf22tRAcoJkNmzZ5smTZp4r+/WrZu9GkWovlRvqj/VY1QECLJp883rA2TPPe01+fSoospqmTjRXosKUE6ADBo0KNeIaYIjlC44IZTqMSoCBNnkGiD//re9FhWgnABp27at99rmzZubxYsX26tRhOpL9ab6Uz1GRYAgmwiQquIaILqO7zdgPXv2tFejBKo3vw6j3j8iQJBNBEhVcQ2QESNG5BqwkSNH2qtRAtWbX4eqzygIEGQTAVJVXAOkV69euQbsgw8+sFejBKo3vw5Vn1EQIMgmAqSquAbIFlts4b1O83/DnT9/uuozCgIE2USAVBWXAFm4cGGu8Tr++OPt1YhA9efXpeq1VAQIsokAqSouATJp0qRc4zV48GB7NSJQ/fl1qXotFQGCbCJAqopLgARv/o4bN85ejQhUf35dRnkYgQBBNhEgVcUlQAYMGJBrvKZNm2avRgSqP78uVa+lIkCQTQRIVXEJkOATWHQgLI/qz6/LKE9iESDIJgKkqrgESI8ePbzXNGvWzF4FB6pH1afqtVQECLKJAKkqLgHiv6ZFixb2KjhQPao+Va+lIkCQTQRIVXEJkA4dOnividp3AQ3z+9SoXktFgCCbCJCq4hIgO++8s/cal0EAkc8flFL1WioCBNlEgFQVlwDhDCRenIGgdhAgVcUlQLgHEi/ugaB2ECBVxSVAeAorXjyFhdpBgFQVlwChH0h86AeC2kKAVBWXAKEnenzoiY7aQoBUFZcAYSys+DAWFmrK53UBMr/ul/aLEgJkcV2AqKyWZQRIRXIJEEbjjQ+j8aKm/KMuQP5S90s7poQAeaMuQFRWy1wCpCK5BAjzgcSH+UBQUw6qC5Bd1HCUECD31QWIymp5hQCpSC4BIsxIGA9mJERN2bwuQPRLu2cJATKsLkD8X/J/EyAVyTVAmBO9fMyJjppDgFQX1wAZMWJE7rONcvMXPwo+jKD6jIIAQSYRINXFNUDmzp2b+2x79uxpr0YJVG9+Hao+oyBAkEkESHVxDRDxBwFs3rw5HQojUn2p3lR/LoNSEiDIJAKkupQTIIMGDcp9vmPHjrVXowjVl193qseoCBBkEgFSXcoJkNmzZ5smTZp4r+/WrZu9GkWovlRvqj/VY1QECDKJAKku5QSIdOrUyXt906ZNI1/Hr1WqJ9WX6k3154IAQSYRINWl3AC54447cp9x37597dVogOrJrzPVnwsCBJlEgFSXcgNk+fLlpk2bNt57rLnmmmbevHl2EQSoflRPqi/Vm+rPBQGCTCJAqku5ASJDhw7Nfc79+/e3VyNA9ePXlerNFQGCTCJAqkscAbJkyRKzySabeO+jb9ezZs2yi6CO6sU/+1B9qd5cESDIJAKkusQRIBL8rA855BB7NeqoXvw6Un2VgwBBJhEg1SWuAPn+++9N+/btc5+3Gjj8KNjgq55UX+UgQJBJBEh1iStA5JVXXjGrrLKK9376Pfniiy/sIjVJ9eD/3ah+VE/lIkCQSQRIdYkzQOSMM87Ifebdu3e3V9ck1YNfJ6qfOBAgyCQCpLrEHSDffvutadeuXe5zv/766+0iNUXH79eF6kX1EwcCBJlEgFSXuANEpk2bZtZaay3vfZs1a2aeffZZu0hN0HHr+FUPqg/VS1wIEGQSAVJdkggQuf3223Of/frrr2/efPNNu0hV0/HquP06UH3EiQBBJhEg1SWpAJF+/frlPv9NN93UvP/++3aRqqTj1PH6x656iBsBgkwiQKpLkgHyww8/mKOPPjr3O6D5v6s9RHR8/jznWnT8qoe4ESDIpEIB8tZbb5n77rsv9DMCpPIdcMAB3uez3nrr2atisWzZslxIadE386lTp9rFqoKOK3jmoePW8SeBAEEm2QGyaNEiM2DAALPyyit7P//f//1fM336dG8dAVLZJkyYkLvJq89P1+mT+Lb8zTffhEJE9waq7ca6jid4z0PHq+NOwmeffWYOOuig3Lauuuoqu0iqCBAUFAyQMWPG5P4dXNQo/eEPfzDXXXcdAVKBZs6caXr06JH3uWlRL+kXXnjBfknZ9E08eDlLvyPV8oivjsMPYi06ziTOPDRyr7YVDCotw4cPt4umigBBQX5grLvuuqFfYl0C2WqrrUI/W2eddXL/T4Ck7+uvvzYXXnihWW211UKfU6tWrcyqq66a+7fORo499ljzwQcf2G9RFp3dBG+sa1Enu6z2WNd+BzsJatHxJXEW9/jjj5v/+Z//CW1Ll8uuuOIKu2jqCBA0SHMZrL322qFfYjU8Z555Zq4RGDVqlNlss81CZbRUy7fNLFKDNnLkyNyIuf6y2267meeee84rM2PGjLzGUH0XLrvsMrN48WLrHcujS2V+PxEt+lKStbGztL/Bs28dT9yP6sp///tf86tf/Sr0ueiL2Z///GezdOlSu3hFIEAQotPxIUOGmObNm4d+kXWd9+2337aLe71tL7rootBpvZYjjjii6p/CqTQvvvii+fnPfx76HDbeeGNz6623NvhN+cknnzTbb799qPwWW2xh7rnnHrtoWfTQhb0djVZb6UPBa/+Co+pq0XHoeOL05ZdfmnPOOSf0N6Qzw169epmPPvrILl5RCBDk6JvWNttsE/qD0eUr3d9ojG6m269dY401zMCBAxO7wYh6H374oTnuuONyDzdoUWP0xz/+0Wucivnuu+/MjTfeaFq0aBH67Dp27Ghef/11u7gzfdHQ2FD+AIxaNF+GJl2qtJkNtT/aL38+Dy3ab+1/XMOTiEbp/cc//mE23HDDUN3/4he/MC+99JJdvCIRIPDOLIJPzmjRGcjVV18d+QbhM8884z2dFXwvXXe/88477aIokyYpuvzyy/MuNR588MHm3XfftYsXtWDBAtOnTx/TtGnTUKN58sknm08//dQu7kyj0waHgteiLxq6NDp37ly7+Aql7Ws/tD/B/dP+xjGqblChvxPXedPTQoDUMDUa+oMJ3lRVo3HiiSea+fPn28VLVuibVYcOHTLzzarS3Xvvvbn5yf2lbdu25oknnrCLRqLLM35/EX/RQxN/+ctfIn+ZKES/HzfffHPefRr9Hnbr1s174i/uezGFaDvanrYb/DvQov3TfpY7n0fQ7Nmzze9+97vQdlZfffXMnqkTIDVIly1uuukm07Jly9Av8j777GNeffVVu7izhQsX5l3bbdKkiXdt9+OPP7aLowRTpkwxnTp1Cn1u6ll+ww03eI9+xuWBBx4wW2+9dWg72267rXn00Uftos50BqXfQzsItegMuGfPnt4DAXGfmej99L56f/tenxbtj/arnGlobbr0dfHFF+ed3WT9XiEBUmOefvpps8MOO4R+ifWEydixY+2isSn0dIkeS6zUp0sqjS4jnXLKKaF7CLrcdPrpp5vPP//cLh4LfTaDBw/Oe4y7a9eu5p133rGLO1Pw6RKngjF4Hye4aMgQffFQR7px48Z5Z0qNBabWq5zK63V6fXDokeCi7Wr72o/G3jeqhp5W3Hnnnc3EiRPtoplDgNSIuXMXmBNO+JNZbbUNcr/Eehzx0ksvXWGXCxp6vl39SfQHjobpspEeYrA7lO23334rbJiQTz75pO535wTv7NHfvi73qB9E3P06dIln0KBB3uW44PEWW/SkmZ4e8xf92y5TaNF2tD1tN24vv/yy1wk3uL0NNtgg9stiaSJAqty33y4zN974ktljj6F1p+Yn1jVE9Tfu1IM27ksDpdC3u4YaxM6du5lp096zi9e08ePHm+222y5UTwrc+++/3y66QuhG8l577ZXXIGoYG10WjZt+P0eMGOGdOTQ0CoLLovfR++l9k/r9V+Aef/zxeYGrERt0WbeaECBVSo/9P/zwdHPggXeYXXcd5i3t2l1iDjroHPPCC/E+UeJCY/yceuqpuUsya6+9Td0f9+HmssseMV9+Gd+15yx6772PzOGH/z7U8OmS35VXXlkRl/zuuusu07p169D+7bTTTomPQKDGVw9h6DLTBRdc4AXBkUce6V160rLLLrvk/l8/13qVU3m9LunGW5+NPiP7kp/GsvLHjKs2BEgVeuONeaZnz3G54NDSufMd5sEHpzfYoSxNb7zxhjnggIPrvsl2NFtv3cfb1333vd2MGfNm3bfa6jjNL9XXXy811177Ql3Qn2M22mh/s/rqG3vfYvVtttIeOtDAmropHOwroeXwww+v+A6CSdBZof3Qgc4eH3vsMbtoVSFAqsi8ed+YgQOfNrvt9mNw/OIX/zA33DDJu5RVyR577CXTtetNodA7/PC7zYsvJnOZoZJ8//0PZty4t83++4/wjnvHHYfUnY0dZ7p0Od68/HL6Z4vFFHosVaM2Z/Gx1Kh0k37//fcPHb8ee7722mtje+y5khEgVWDp0u/MP/4x2ey9962hBvjssx83c+cW74lcSXQcw4e/mncc/fqNN3PmZOc4opg8+SNz1FH3hY73oING1Z0tvmYXrWga4tzuGKcBALPWMa5UevJNPdPtjpd6Ui7OjpeVjgDJuCeffM/8+td35X1znzQp3tFVV6RPP9Uz8xNCZ1J77HGLuf76F+u+1aZ/DyAOH330tenf/4nQ59ahw3AzdOjLZvHieB8jXVH0ZJGGG99oo41CQaKhOSZNmmQXzyQ9BPK3v/3N63sTPEbdd1EfnVpDgGTU9OmfmZNPfijUAP3ylyPM2LFTq+bewdSp80yvXuF7OQccMNI88MA73mWfLFI4KCQUFsHjOv/8J71QqQYaf+vcc8/NGxxQHfcqfXDAYjT4ZLt27ULBoU6HcQ8+mSUESMZ88cViM2jQM2b33W/ONT7t299iBg9+rmqfXnrkkf+arl3vDDW4xxxzn3nttcq6sdyYRx99N+84dPnq1VezdRyl0nhcv/71r0MNrj88eZy9vJOm4e/tUXk1/pjGIcvScSSBAMmI5cu/N6NGvVF3qnxbqAH6/e8fNu+9t8AuXnUWLVpu/v73l72HAoLHf8EFT5lPPqnsb+5vvTXfHH/8/aH91pmUbpxn9Uwqin/96195HUi33HJL889//tMuWlG++uorb0Rj+0xKE3BpBGQQIJnw/PNzzG9+MzbUAHXvPtpMnJjdMXRcffjhV+a888L3Dvbcc7gZNuyVum+DlXXv4LPPvjWXXDIhdLaoezl6VFeP7NYS3Tv461//mteB9Je//KX3KHcl0aPumkPF7tGuuVaSmAI4ywiQCjZ79kLTt+9jocZyn31uMyNGvG6WLUv2Pkeld9p65ZUP67Z7b6huunUbZcaPjzaMeRL02dx222t5T5OdeeZj3mday9SB9LTTTgs9vaT///3vf++tS9vzzz/vzd4YDA6Nyque65XWh6oSECAVSpelgjda9S320kv/bT7/fJFdNBZZHDZCl3/uu2+a2W+/+v4T/tK79wPm7bfTeZRywgTNYjc6tD89eow1//lP/MefZW+++aZ39hH8fdHZiaZDjnsww1Lo91PD+wT3R/PJa155zS+PhhEgFeqllz7MNUAnnPCAmTYt/gaxWgau++qrpeaaa/5jfv7zW1ZY4NoU+LofFQwO9ai/667a61Efhe6D6H5I8PdE90s08OaKoB71GlDU7lHfo0cPM3PmTLs4LARIHf8PvlTFygcbEH0bbUyx93rmmdmx3+eo5qGz33//C9Onz6Ohz0CX/HQPyRbX56TOj3oCTk/C+WUUXn/+87Nm4cIVM8px1mkMKT2ZpSe0gr8nmgJAUwEkRRNJ2WfbO+64ozflAUpDgJjCjUMhxcoHGybd6G7sXkWx94pTLU3e89xzs0MPHaiPhS2uz2n06DdD73XKKQ+Zd99NZn6Oaqc+IvriYc/trknJGpvbPQpNmrb33nuHfg81uZp+D5MYVbiaESCmcONQSLHy/jr1Btd/77yzeO/UYu8Vh1qdPlSPPevykR5CeOed/Mt/cX1Or7/+sXev6uCDR5unnuKSRxz0EIZ6rwd/PzQ9sqZJLuf3Y968ed50zfYw65rWOe55TWoFAWIKNw6FFCvvr9NlE/1X/TaKXcoo9l7l0vwN7du3D/0hakpN/cHEfaYRlbav/bCn+NT+ar+TFufnpMtYPKATP42j1apVq9Dvh8bbeuaZZ+yiRWlQwyFDhuSdAXfp0sW8/fbbdnFEQICY4o1DQ4qVD67zr8frGnkhxd7LleZf1kBvwelPdZOwf//+3rewSqL90X4Fb2Jqv7X/Oo6kVMLnhMZpRN+BAwd6I/wGG3+NAFzKwxgPPfRQ3r04/fvhhx+2i8IBAWKiNw7FygfXzZz5hXdzVYv+vyHF3suFbmRvv/32oT8YDcNQ6XM0aP/s4SJ0HDqeJKT9OSEa/X5orpHg74fOXjUnSUNfNHRmoTOMYHmdgVx99dU1Mcz6ikKAmOiNQ7Hy9jp9q9W/9S23IXb5ctx+++3ePOf+H4yeMNE3sCzR/gafjNHx6LjiZtf7ivyc4E6zHu68886hYNhss83MqFGjvPULFizwLo0G77HpjFb3PubPn2+9G8pFgJgfG4eoS0PsdRrgUP0B9LOGOpPZ5V2oh2y/fv1Cf1Tdu3fP7I1B7bf2P3g8Or44ewLb9b4iPifEw38wRPOxB39HNF+8JnMK/myfffbxnrpCMggQk2yAiAZB1M/0xI89eF5D5aPQ6XiwB60ee1Rv3mqg4wgOZKfjjOvyQ0P1nuTnhPhpuJw//OEPeU/0adFZrJ74Q7IIEBO9cShWvqF1eqT00EPHeD+/557wNf2GypdKNxiD13k1FIRmhqsmOp7gAHw63jimSm2o3pP6nJCs6dOn52ZDVB8STaerHuZIHgFiojcOxcoXWqce5fq5xm0KjsRaqHxj9E08GB6aPnTq1Kl2saqg49LxBUOk3DORQvUe9+eEFefee+9N7KELNIwAMdEbh2Lli6077bRHvHXXXffjkNDFyheiewHBy1Z6LPH99+Md8qTS6PiCj2Pq+Mu5J1Ks3uP6nIBqR4CY6I1DsfLF1s2Y8bk3TpLmhJg7t35ohmLlCwneMNc382oPD5+OM3gmonpwVaze4/qcgGpHgJjojUOx8sXWiaaj1fpzz/2X9+/Gytv0SKvfgOregIbFriU63uA9EddHfBur93I/J6AWECAmeuNQrHyxdbJgwWLTseNtXpnJkz9qtHzQtGnTcv089HRStd0wL5WO2386S/WheomqsXov53MCagUBYhpvTGzFyhdb5xs5copX5uij7yupvKi3bbt27XLfvKvlUV1XOn6/LlQvDfVGLqaUenf5nIBaQoCY0hqToGLli63zaehwe9a6xmhsKL/BVCc7mFBnQ9VPFKXUu8vnBNQSAsSU1pgEFStfbF3Q00/PKrlh0ui0/sCI6iCV1R7mcVM9+MOeqH6ijOJbSr1LlM8JqDUESIXTsA3BIdmzNrZV0lQfft2onsqZLwJANARIhRs2bFiugdRotcgXHMVX9QVgxSBAKpimefVnEtR8GZU+JHtaVC/+fCKqrzinxwVQGAFSwYYOHZr7Zq1Jl1CY6sevK9UbgOQRIBVq+fLlpk2bNrmzj0qbSbDSqH78sxDVm+oPQLIIkAql+aD9b9R9+/a1V6MBqie/zlR/AJJFgCTk44+/rvtW7D7seKdOnbyGsGnTpmbu3PwJjpBP9aT6Ur2p/lwsXrzcTJnySd58IADyESAJeO+9Bd5AfB06DDcffviVvbpRs2fPNk2aNPEawm7dutmrUYTqS/Wm+lM9RnXKKQ95/T3++tdJ9ioAFgIkAePHv5vrePbMM9EbsUGDBuUuxYwdO9ZejSJUX37dqR6j8qe1LTQ3OoAfESAJKDdA2rZt6zWAzZs3N4sXL7ZXowjVl+pN9ad6jIoAAUpHgCSgnADRdXz/G3TPnj3t1SiB6s2vw6j3jwgQoHQESALKCZARI0bkGr+RI0faq1EC1Ztfh6rPKAgQoHQESALKCZBevXrlGr8PPvjAXo0SqN78OlR9RkGAAKUjQBJQToBsscUWXsOn+b/hzp8/XfUZBQEClI4ASYBrgCxcuDD3zfn444+3VyMC1Z9fl6rXUhEgQOkIkAS4BsikSZNyjd7gwYPt1YhA9efXpeq1VAQIUDoCJAGuARK8+Ttu3Dh7NSJQ/fl1GeVhBAIEKB0BkgDXABkwYECu0Zs2bZq9GhGo/vy6VL2WigABSkeAJMA1QIJPYNGBsDyqP78uozyJRYAApSNAEuAaID169PAavGbNmtmr4ED1qPpUvZaKAAFKR4AkwDVAunTp4jV4LVq0sFfBgepR9al6LRUBApSOAEmAa4B06NDBa/Ci9l1Aw/w+NarXUhEgQOkIkAS4BsjOO+/sNXgugwAinz8opeq1VAQIUDoCJAGuAcIZSLw4AwGSRYAkwDVAuAcSL+6BAMkiQBLgGiA8hRUvnsICkkWAJMA1QOgHEh/6gQDJI0AS4Bog9ESPDz3RgeQRIAlwDRDGwooPY2EBySNAEuAaIIzGGx9G4wWSR4Ak4MEHJ5kttzzJW556aoq9uiDmA4kP84EAySNAEnDPPY+a5s139JbHHptory6KGQnj4TojYadO/zC77PI3c/rpD9qrAFgIkATcdddduW+/Dz30kL26KOZEL185c6LvtNPvzeabH2eOO26IvQqAhQBJQDkBMmLEiNxro9z8xY+CDyOoPqNo3Xp3s846PzOHHtrbXgXAQoAkoJwAmTt3bu61PXv2tFejBKo3vw5Vn1H85Cc/8V534IEH2qsAWAiQBJQTIOIPAti8eXM6FEak+lK9qf5cBqUkQIDSESAJKDdABg0alHv92LFj7dUoQvXl153qMSoCBCgdAZKAcgNk9uzZpkmTJt7ru3XrZq9GEaov1ZvqT/UYFQEClI4ASUC5ASKdOnXyXt+0adPI1/FrlepJ9aV6U/25IECA0hEgCYgjQO64447ce/Tt29dejQaonvw6U/25IECA0hEgCYgjQJYvX27atGnjvceaa65p5s2bZxdBgOpH9aT6Ur2p/lwQIEDpCJAExBEgMnTo0Nz79O/f316NANWPX1eqN1cECFA6AiQBcQXIkiVLzCabbJI7C5k1a5ZdBHVUL/7Zh+pL9eaKAAFKR4AkIK4AkWHDhuXe65BDDrFXo47qxa8j1Vc5CBCgdARIAuIMkO+//960b98+tverNqoPv25UT6qvchAgQOkIkATEGSDyyiuvmFVWWcV7v80339x88cUXdpGapHpQfaheVD+qp3IRIEDpCJAExB0gcsYZZ+Tes3v37vbqmqR68OtE9RMHAgQoHQESs08++STXCVDLzTffbBdx8u2335p27drl3vf666+3i9QUHb9fF6oX1U8cCBCgdARITJYuXepNo7ruuuvmGjYtf/vb3+yizqZNm2bWWmst732bNWtmnn32WbtITdBx6/hVD6oP1UtcCBCgdARIDB544AGz9dZbh4LDX+K6hOW7/fbbc++9/vrrmzfffNMuUtV0vDpuvw5UH3EiQIDSESBleOutt8wBBxwQCoz11lvPHHPMMYkFiPTr1y/3/ptuuql5//337SJVScep4/WPXfUQNwIEKB0B4mDBggWmT58+uYH7tOgpoJNPPtl8+umnidxED/rhhx/M0UcfnduG5v+u9hDR8fnznGvR8ase4kaAAKUjQCL47rvvzI033mhatGiRa8i0dOzY0bz++uu5ckkHiCxbtsx06dIltx19M586dapdrCrouIJnHjpuHX8SCBCgdARIiZ588kmz/fbbh4Jjiy22MPfcc49d1Nx55525Mnfffbe9OjbffPNNKER0b6DabqzreIL3PHS8Ou6krL322t529tlnH3sVAAsB0ogZM2aE+hto0ZM/l112WcHpZoMD+6nxu/XWWxO53CL6Jh68nKWnk6rlEV8dh/+0lRYdZ1JnHlOmTAk9fq0xtQAUR4AU8NVXX3lBsNpqq+UalZVXXtkce+yx5oMPPrCLh7z22muh+yNadtttN/Pcc8/ZRWOhcAreWNei0Mtqj3Xttx3aOr4kQlj3rE455ZRcT39/0c8AFEeAWNRI3XbbbWbjjTcONSgaZ+mFF16wixf09ddfmwsvvDAUQFr01Narr75qF4+FHmn1+4lo0TAfSd2DSYr21x+eRIuOJ+5HdUVnMtdee23o8piW/fffv2rvJQFxI0ACnn/+ebP77ruHGpSf/vSnXgPm+u135syZpkePHqH31JnMxRdfbBYtWmQXL5seLbbv1Wi02kofCl77FxxVV4uOQ8cTt8cee8xst912oW1ttdVW5v7777eLAiiCADH1c2kH7yNo0ZnDBRdc4J1JlEMN42GHHRZ6b39p3bq1GT16tP2SsmlYD40NFbwso/kydEmu0mY21P5ov/z5PLRov7X/cQ1P4ps+fbrp1q1b6DPQyAFXXnmlN5IAgGhqOkB0E/xPf/pT6LKPlt/85jfmvffes4tHoieFdAlr9dVXD723LoX5j4r6y957720mT55sv0XZNDptcCh4LWussYY588wzvdBMk7av/dD+2PUTx6i6QQsXLjRnn3126IZ8kyZNzPHHH28+/vhjuziAEtVsgEwaO9bsGLjWrmWHHXYwTz/9tF00spEjR4b6LWjZddddczfRdZP4rLPOMquuumqoQevdu3fsZwiaH0MDOvozG/qLtq1v42PGjCn4NFnctB1tT9sNHrsW7Z/2s9z5PIL0XrfccovZYIMNQtvac889zcsvv2wXBxBR7QXIa6+ZOfvsY4bUNST7/H+Doo6Bf//7372OguV48cUXzR577BFqrDbaaCPvMd6GGsa3337b67AWLN+8eXMzZMiQ2B9X1TSvN910k2nTpk1oe/42e/bs6QVf3Gcmej+9r95f27G3rf3RfpUzDW1DJk6caHbZZZfQtjbbbDMzatQouygAR7UTIPPnG3PiicasskrdUa9kxtctfeu+BV/Ut683NEk5PvzwQ3Pcccd5N8f9xkqXS8477zzz5Zdf2sXzPPzww6FhOrRss802iTxBtXz5cq+jo/o8BPc3uGhfevXqZa666iozbtw470a2XleM1qucyut1er19TP6i7Wr72o/G3jcqDXlyxBFHhLany2QXXXRR7PdUgFpX/QGib/JXX23qvv56weEvn3XubBaUOQy4vjVffvnlud7L/nLwwQebd9991y5elM44rq7bT/tbeue6/YxzuPKg2bNnm0GDBpm2bdvmNfKFFj3erB74/mI/7lxs0Xa0PW03bgqHgQMH5t1T+e1vf1v144QBaanuAKn7Zl/3NTgUHHVf7dXZwC4Z2X333Zd3OUgN5BNPPGEXjWR+3ZnSiXVnSsEnqHS/oG8MZ0rF6FLTiBEjvDOHYD+Mcha9j95P7xv3pbEgncm0atUqtG1dvnrmmWfsogBiVJ0B8vbbxmgwvJUCwaEzkCFD6s9IyqAhL/bdd99QY6Wnqm644YZYL8eoN7vGYwpuJ657NaXQk0svvfSS1zjrcWYFwZFHHuldetKiBtr/f/1c61VO5fU6vT5p2k6HDh1CdbThhht6N84buucEIF7VFSAauuOss0zdV/Yfg6NJE2N691aHA7t0JJ999pk59dRTQ2cGGq7k9NNPN59//rldPDZjx47NOyOI62mxrNKjtwosPbnm14nuOZ1zzjkrJLgA1KuOANE38qFDjWnZMnzWsffexpTZv0JnFdddd13ekBf77bffChvyIsn+Klmizn5XXHGFWWeddUL18Ktf/cr897//tYsDSFj2A2TCBGN23DEcHK1bGxNDD+/x48c3OOSFnjRKQ5I95iud6lx1Hzx2fTb6jACkI7sBMnOmMT16hINjzTWNueQSY8ocY6qhIS/0rVfffithyIskxuyqVJoDXWd7wWPV2aDOCuO85wQguuwFiL5pX3ihqfvqHQ6Po44yZs4cu3QkSxcuNMMbGPJC19srbciLuEYNrlS6r3TaaaflTRus+1C6HwUgfdkJEH2zHjHCGE30EwyO3XYzptx5NvTEzi23mMkbbmguqHvP7f+/wdITPpU+5EU585ZUIp1V/PWvf80bL0xPvr3xxht2cQApykaAaKwm3RAPBkfdN29z6631wVKOiRON2WUX7z2/qVtG1y2nt2plxtx5p12yornMnFhp1IfG7tS45ZZben1uAFSebATIpEk/BkezZsb88Y/66m2Xika9k3/723AorbGGmXfRRWZZhoe8KDR3e5Jzs5dLvfbVez+4z+rdr17rcY+RBSA+2QgQPaar/h09e6q1sddGo3CoCwmFRSg8jjiiPlSqgDoa3njjjV7Hw2Cj3LFjR/P666/bxVOjccI0XljwnpMuv2lcsY8++sguDqDCZCNA4qLLUq1ahYNDl690GasKaeiTPn365N2IPvnkk725wNOiXuLDhw/3RioOBpxGMp6ks00AmVAbAaIb4R06hINjgw28G+feDfQqp1FyNRd7sLFeb731zF/+8pfYh41vzLPPPuvNjRLcF82doiHfAWRLdQeIHr09/vj64Uz84NA9lLPP1mBPdumq98ADD5itt9461Hhvu+225tFHH7WLxm7OnDnemFnBbWu2xgEDBnizNwLInhUbIOr8pz4c7dsbs+GG9WNW6UxA/77gAmPiGpZDnf2uuMKYddYJn3V066ZegnbpmqKOkIMHD/bmAg825l27djXvvPOOXbxsixYtMpdcckloznMtmide88UDyK4VEyC6THT++eFBDhtatL5///IuK91/vzFbbRV+3+2207gkdsma9sknn5gTTjghNCChho3v16+fN+VuHEaPHm1at24dCo6ddtrJTNDwMwAyL/kAUT8Nf8iRlVc25sgjjdElE42Oq+vvminwscfqe5JrvcqpfNT+HRrYcL/9wsGx/vrGXHedeqfZpfH/XnnlFbPXXnuFGnnNIT5s2DDnYeMnT56c954tW7Ys6z0BVJ7kA2TQoPrGXPNxNDbZ0pNPGrPuuvXl9bpSaCj10083pmnTH4ND09aeeqrGYLdLo4C77rqrwbOFf//733bRgubVfSno3bt3omc1ACpHsgGiR0U1wKEa9VJnAVQ5ldfrGnvU9NVXjfnJT8JnHfvuq1mf7JIoge5XXHzxxXn3Kw4//PCi9yt0X0XzoNv3VQ488MBE7qsAqAzJBkhdo+I16l272muK82cT1OuLufLKH4OjTRtj7r3XLgEHmrO81CemHnzwQbPNNtuEyurJrkceeSRUDkD1STZAunSpb9zHjLHXFKe5PPQ6BUkxukSly1eaqpYhL2JXqM/GHXfcYaZNm9Zg35JrrrlmhfctAZCOZAPE7/UddYgQXS7R6/R6pKpQr/Hgot7tJ510Uqq92wGseMkGyOqr1wdB1AmeVF6v03hVqAgat+rcc8/1booHw0Pja7322mt2cQA1gABBJBrt1w8P3SQHULuSDZBNN+USVpXR0Ot+gFykUY0B1KxkA6RzZ7eb6Cqv1+kmPCoKAQLAl2yADB5cHwQHHWSvKU6P/ep1jT3GixWOAAHgSzZANEyJ7mNoiJJSR3xV/wH//odej4pCgADwJRsgcuml9YGw3nrGPP20vTZMg+ypnMpfdpm9FhWAAAHgSz5ANLJu9+71oaB5OY4+un5kXJ1dqMOZ+g48/rgxxx7747wdKl/OiLxIDAECwJd8gIhGYD333MaHc9eAiCrHiK0ViwAB4FsxAeKbMaN+XpDddzemZcv6wNB/d9utfh4QrUdFI0AA+FZsgCDzCBAAPgIEkRAgAHwECCIhQAD4CBBEQoAA8BEgiIQAAeAjQBAJAQLAR4AgEgIEgI8AQSQECAAfAYJICBAAPgIEkRAgAHwECCIhQAD4CBBEQoAA8BEgiIQAAeAjQBAJAQLAR4AgEgIEgI8AQSQECAAfAYJICBAAPgIEkRAgAHwECCIhQAD4CBBEQoAA8BEgiIQAAeAjQBAJAQLAR4AgEgIEgI8AQSQECAAfAYJICBAAPgIEkRAgAHwECCIhQAD4CBBEQoAA8BEgiIQAAeAjQBAJAQLAR4AgEgIEgI8AQSQECAAfAYJICBAAPgIEkRAgAHwECCIhQAD4CBBEQoAA8BEgiIQAAeAjQBAJAQLAR4AgEgIEgI8AQSQECAAfAYJICBAAPgIEkRAgAHwECCIhQAD4CBBEQoAA8BEgiIQAAeAjQBAJAQLAR4AgEgIEgI8AQSQECAAfAYJICBAAPgIEkRAgAHwECCIhQAD4CBBEQoAA8BEgiIQAAeAjQGDGjx9v1llnHXPUUUfZq/K88847uQA56aST7NV5/vnPf5o111zTnHLKKfYqABlHgMCceOKJXiCsvPLKZsmSJfbqkJdeeikXIJ07d7ZX5/nd737nlV1ttdXsVQAyjgCBOeGEE3KhsGjRInt1SPAS1h//+Ed7dZ4jjjjCK9u0aVN7FYCMI0DgHCCl3AMhQIDqRYCAAAHghAABAQLACQECAgSAEwIEBAgAJwQICBAATggQECAAnBAgIEAAOCFAQIAAcEKAgAAB4IQAAQECwAkBAgIEgBMCBAQIACcECAgQAE4IEBAgAJwQICBAADghQECAAHBCgIAAAeCEAAEBAsAJAQICBIATAgQECAAnBAgIEABOCBCY00+/yDRvvoO3LF68xF4d8t57s3Nl//znG+3VeXr1Oscr26LFzvYqABlHgMCcd97tpk2bE71l8eJl9uqQ99+flyt77bUP2KvznHHGUK/s1lufbK8CkHEECMyll/7b7LrrMG9ZsmS5vTpkzpwvc2WHDn3ZXp2nf/8nvLLt299irwKQcQQICBAATggQECAAnBAgIEAAOCFAQIAAcEKAgAAB4IQAAQECwAkBAgIEgBMCBAQIACcECAgQAE4IEBAgAJwQICBAADghQECAAHBCgIAAAeCEAAEBAsAJAQICBIATAgQECAAnBAgIEABOCBAQIACcECAgQAA4IUBAgABwQoDAjB79ptfI/+Y3Y+1VeRYvXm7233+EV/6pp2baq/MMH/6qV/aYY+6zVwHIOAIEnqlT55kvv1xi/7hBn332rZk+/TP7xwVNmfKJ+eabpfaPAWQcAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgKMjvMKhlwoRZ9uo8flkAtYEAQUHBAOnefbRZtux7u0gIAQLUFgIEBfmBcPjhd3v/vfPOKXaREAIEqC0ECAryA+H55+d4/+3U6TazcOFiu1gOAQLUFgIEBQUDoU+fR73/Hzz4OavUjwgQoLYQICgoGAgzZ37hjairRf/fEAIEqC0ECAqyA0FnH/q3zkYaYpcHUN0IEBRkB4JG691339u9n/3nP3MDJevZ5QFUNwIEBTUUCKNGveH9TE9mff/9D6F1DZUHUL0IEBTUUCAsX/69OfTQMd7P77nnrdC6hsoDqF4ECAoqFAgTJ77v/Xy//UaYr79emvt5ofIAqhMBgoKKBcJppz3irbvuuhdyPytWHkD1IUBQULFAmDHjc7P77jebPfa4xcyd+6X3s2LlAVQfAgQFNRYIgwY9460/99x/ef9urDyA6kKAoKDGAmHBgsWmY8fbvDKTJ3/UaHkA1YUAQUGlBMLIkVO8MkcffV9J5QFUDwIEBZUSCBri/ZBDRufKNlYeQPUgQFBQqYHw9NOzCBCgBhEgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJz8H62H6zAAmwOZAAAAAElFTkSuQmCC)
| Product Number | 4H53-3-X1 |
| Purity | 97 % |
| CAS | 75838-24-3 |
| MDL Number | MFCD00203322 |
| Molecular Formula | C12H6F3N3O2 |
| Molecular Weight | 281.194 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 230-233 ℃
TSCA: Not listed on TSCA inventory