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JUuWBFcKWm7WXhekpU39MTqOdr9MS5sCpVOnTkFJ+bTCRFenmksUf14NvFAZnU8++cTe3VvVHyCPP66xd/a/wmM6kcVrFumLmleffvppcPLV67V/lYabToBqdsmy2KOa2H79618XvC5NyDz33HNTmeegviTVmFJtMvt4hJuaptQhffnllwfroasU/Jw5c+yHKqDbtZ+G2/75z38OmuDUtGk/drjpKkvlbJ5//nn7oRKheUb282t2+zXXXFMV82SqO0A0O73N/+aVlFO9F7mm6q7hl1GjgFRCwwc6EWskk0qY//CHP2x0MtOmE+rxxx8fNM+1xglGJ1xVKravlDp27BiMbkuamnE0f6SpZj4tO9u9e/dgVFfSc0kU5A899FBQj6vY0Gw1M6kAZNI0YfXmm282q622WsHzbbrppsHVl8+qO0DeequhbtaPf1y/sBS8prkG4S95nfTy1gRUKtXbUhOKmm7s+QThpmKP+gWttSmSLvaopiP12eg54s+5+eabB5WKk6b+KbvSrTYNvz7mmGOCX+ppNJEVoysOhckaa6zR6DVpZn0aJ3b90DnttNMa1QpT4U9dkfmougNE6n7N1b1L9ZtqZsFb6qDUr7bwi6dhpNVA7fAKCYWFXbwv3BQyGv2kppxKiz0+9dRT5uc//3nB46+66qrBpEgFS5L0np111lmNTprqu1B127T6IEqlqwMd06aGZR944IHBKLCkvfnmm2bfffcteC4dn9NPP92bq+lQ9QeILoVXWqk+QOrepLp3z94DnlBbdfiF22233TLrL0iTmq10glczll2cMNw0OknNYJp9X07/hOalqK5X/LF0Faf+FzXxJE0d8nYHt8qka7hr0kGVBF15afRX/PWqH0gj59JY5vbRRx8t+EGkTc1ct9xyizdl46s/QKR//4arkP33t2+FB4YPHx59yfRruRZm+uokoo51neDt+QXhpuY8/VJWLaZiIfD5558HVwFhleJw08ny3//+t717xXRVoX6V+HOpqUodx3kMDptO7BpyHX/922yzTSrNTPrBoOUHVIAy/nxqRtN7n3e1ESD69VCX9HXvTP2WQvsm0qOy2fEv2Igara6sYo9aerW5Yo8aOqwhxBpKrCu0IUOGNBrppE7kkaUsxuZAE/e23nrrgudTP4/KfvhEVxwa/RXvn9IwYx3PNGhor6467bLxhx56aK7L49RGgEh8ZcJ27RT99h7IIf1Ci5eJ0C/bNOhkqw56jQDSRDYtLhXOblZ/gdrs9d/w33S7JttplvHLL7/cqh3AMnny5KDYo/1LOdw0ysnud9BVwBVXXJFKc4xo5Fh88qGez/dZ2OoD0QTK+HFUp39aV1L6LKl5Nv58amZUn0ke1U6AiN6ENv8LkWuvtW9FDp133nnRF0llQZLsdNUqeTqhavlVe9Z1uZuukA4++OCgmaa1fzFqDofKpWgElf26tClMdNL7+OOP7bsmRk2M8SYy1QNLYxhwFvQjRk2A8aHHWmWxnP6ncil47StN9R3lTW0FiJbVVEd63ZsRLIdbRTNCq9HTTz8dfWk1byKJ9nrVd1Jo2IsgNbdpfoKuQPRf+7Zim6rzDho0yMybN89+CalSE5IKOYYnc9WxSrt0iupOxU+uWpclraucLGlob/yHhprq9HlKi34sqUkyfL48Nt3WVoDIaac1XIWceKJ9K3JCbcLxjmNNxKqE5iHoV7jdkRxuagrSYkgayqolb1tarlS/rjXp7IYbbgiG3ypg7MfUpisTzeZWn0Rr+tWvfhU8v0ZspUnhEf97zz777FZvzmtNamKKl9DRCphpvreaTR8+VxrzcypVewGiZUlXW60+QJZeWlNj7T2QMZ2ANLIo/OJo/WlX06dPN7/73e8aVZRVZ6VGIanMSFIdvGq6uvHGG5uszqv6S+qz0IJMraE1AkTNVuGVh46vmu9qgT5T8Xk0KlWS1nLHBEgeDRrUcBWy++72rchY/FftT3/6U6cvp9ap0CJQdskQFQbUlzLN/gDRFYxGTNmzzPX3aOJa2tIOEM1ViV/N1Up4hHSF3K5du+jv1/FO48cBAZJHmqRT96shCBBtrfCFRmlUKyksVaKrhHHjxtm7tEjNDJqwFj9xq0NSa5knXRKkJZqboQ5uO0g0ikuztNOSZoConyXeF6Bmq1qkNVHiHd2/+c1vEm++I0DyauzYhgBZf331WNl7oJXpF1z8xK8Tb7n0Szj+y1gnUK0DkfXKeZr4qKa0eIhoFrIqx6YhrQBRx258noc6zJM+afpEs/vj9bQ0dyRJBEiede7cECKXXGLfilZ27LHHRl+WXXfdtaxyDhr1o9Lf8RO0xtOrvTpPNMs5XpVVVyZqDkpaWgESn2GuobrVONqqXJrgGc650VWzCkMmhQDJs6lTjVluufoAWX55Y2bMsPdAK9EEvvCLogqx5SyZqgJ0mtwX3l8TrzSUtZwAak0z6j5nKh0evl6dfP7yl7/Yu1UkjQBRbavwNWt0WbXM80hCfIkBXZEkNTKLAMm7Pn0arkK6drVvRSvQ6KV4qRKt21AqzbOIV1LV42j+SN5pJnO8OKRGMyUZIkkHiPpr4oURfZ9hngaVHQmPjyonJ4EAyTt1ZK61Vn2ALLWUMRMn2nsgRTqRxoe9nnTSSfYuRamsuSbshffVCKfXXnvN3i3XNEckfP3qu0mqOSvpANFM7PB1qrYVGtOPmfgckSTeSwLEByoRoADRtv32mohg74GUqFR2+AVRKY5SO7vVPBVfU0Hh0dolRJISDxH1iSTRsZ5kgGgSZtjGr9FXSc2bqUZaJCx8L7W2fKmf52IIEB8oMHbYoSFE7rzT3gMpUGdjvFRJOVcP8RpZqjabRqnt1hRvztLorEqH+CYZIPGVBGttvoeL+CRYFeasBAHii0mT6puwFCB1l6HfVvgFRvNmz55d0Kau1elKpVLk4cxyzfB+8cUX7V28o6a8eMe65olUIqkA0Zya8FhriHVaVWiria6E9bnUMdPaNVqPxRUB4pOjjjLT6t6oh+u2MXW/cJEeVa4NvxidOnWyby5Ko1vi63jffvvt9i7e0uis+CqElcxYTypAunTpEr2ePFaDzSstAhYeN5X9d0WAeGRx3Rf4xhVWMMfUvVk7/uAHZmoLBfXgRgUIwy+FKtwWW0mvKYcffnh0X80bqTaaJxL+ferXcS2PkUSAaMZ5uMCRikVy9VE6TRwNKyq0bdvWufQ7AeKZuy691KzyvzeskiJ+aNqrr74aXd7r5PTss8/auxSl6rfhl0mVeitpGsiz+Ix19fW4SCJAevbsGb2OcpoYUS8+6VJFNl0QIJ5RqYZ4ae4xY8bYu8CRht3Gq5j+6U9/sncpSisGbrbZZtF9H3zwQXuXqqFfr2HtLA0ucJmUVmmA6GojXApXKwtWOpqoFmmiZdh/pFn7LggQD6ntOXzTtthii9zOaPbNCSecEB1Xzd8o57jGZ6rvvffe9s1VR3XAwr/X5Sqk0gDR4knh82sdFbiJD4zQypHlIkA8FS+NweV75eLj49UJXk6NKl19xJdrnTBhgr1L1VG/UHgVotn15a5sWGmAxPuauAp3N3To0Og4qrx/uQgQT2kyV9iBqOJ3LmtSoJ7CYuWVV46+COWOLho9enR0X61FXSt0wgn/7nJ/xFQSIFoDfPnllw/ur0EOCnC40Xye8IeAjmW5CBCPqaxG+Ob16tXLvhklUDNVvNyImrHKpbpC4f2feOIJ++aqFW9D32mnneybm1VJgIwfPz463t27d7dvRpk6d+4cHc8333zTvrlZBIjHtOpY+MtZpRxU0gHlUUd5+AVQJ7g60suhpptwVUFNPCyn36QahHXCFCQtrdMeV0mAqJJx+J5RNLFyunoMj2e5o7EIEM8NGDAgegNrqfkkCRqiGzYDauiuhvCW6+67746Ov9YUrzUDBw6M/v5yyohUEiBaKz4MLZcRYCik+TThe1ju1AACxHNqD46vkjdq1Ch7FzRhzpw5QZtveNx0InRx9NFHR48xefJk++aqp7IY4d+v2fulcg0QXeHpPrqvrhiRDE0K1TFVaZNyECBVID6BbZNNNmEVthJ07NgxOmZaK9pVGEIauVVrzVehcF6SmlNL7dB2DRD1u4Tvm5arRTIOOeSQ6LjOnDnTvrkoAqRKxCuSXn311fbNiFE7b3is1G+hqxEX8ZOZOiJrVfwqrNRS764BokEK4XOpLwTJOP/886PjWs6StwRIlVC5cC34ozdSM3NnzZpl74I6miwVL1XyzDPP2LuU7OGHH46+PFdccYV9c82I1w7ThMpSuAbIddddFz2X5u4gGfG+vEGDBtk3F0WAVJH4uPzjjjvOvrnmqdxFvNyIfnVV4sorr4weSyXca9WTTz4ZHYdS15dwDZAePXpEz1Xq1Q5aNmXKlOi4qsZYqQiQKqIhpWG5bS2E9NJLL9m71LT4vBnNW6i0eqtKaISP5/uCUZXQ8N3wOPz+97+3b26Sa4DE2+qZPJscrX8THlcVyywVAVJlbr311ugN3XXXXe2ba5aKG4bHRZ29SSwvu99++0WPuXjxYvvmmqEgDo9DqUPJXQMkvkywRiAiGfr8hsdVn+tSESBVRqNgtt566+hNLbVNupq9//77BYs8JTX5bJdddgkeT+sq1LqwX6nUGemuAaLH1/30fEhWuD6IPtelIkCqkCbIhW+qagapWUFrWtfipqGeYa0fbUn2DW255ZbBY6oWWa0Lm05VHboUrgESHnM9H5Klz7GOrY5xqQiQKrXbbrtFbyxb/aYgKbdUSXM23njj4HHXXXdd+6aao2OgY6FjUgrXAOGYp6fc91AIkCqlURVhmQ62+k2lL5Kcqc8VSAOuQPzHFQgKqD9EdW7UYVzLW7xemL4kH330kX2onIRVfOkDMVFBSfpA/BX2gehzXSoCBDVB/UDhB71Dhw4ll9xoDqOw6mU1CqvSYdhooPJH4XFlFBZgmT9/ftR+ru2yyy6zdymbOunDx9OVXq2aOnVqdByYB+In5oEALVC/UFjuZZllljETJ060dymLypeEX54k+1Z889RTT0XHoV+/fvbNTXINkPhMdJfy+2jaiy++GB1XZqIDRajQZPiB32CDDcpeyztuxIgR0WNdddVV9s01I16c8t5777VvbpJrgMRrYZW79DCKu+eee6LjWs7yxAQIasp3330XtNOHH/rDDjvM3qVk8YV4yrnsrzaaWxMeh1deecW+uUmuAfLYY49Fz5VEMyTqxVfmHDNmjH1zUQQIao5WsVtjjTWiD/7tt99u71Kyn/zkJ8FjaFipwqkWhX1LqgJd6poorgHyzjvvRO+bysgjGV26dImO64wZM+ybiyJAUJO0roTmheiDr9n6rsUQu3btGn2BarE6rIZEh3///vvvb99clGuAaORVWDal1DknaJmac3VMVSeuHAQIataZZ54ZffhVP8xlKK6uXsLHKLWUeTWJ//06mZTKNUBkjz32CO6ritOui4GhQbyacjnLEgsBgpqlse/bbrtt9AU47bTT7F1a9Mknn5hll102uL+WE641e+21V3T8Xn/9dfvmoioJkL59+0bP+be//c2+GWW67bbbouOpQQrlIEBQ095++22z4oorBl8ANWk9+uij9i4t0prq4ZdowoQJ9s1V6+OPP47K5Wy11Vb2zc2qJEC0imR4vHv16mXfjDIdfvjh0fHUip3lIEBQ84YNGxZ9CdQZPnPmTHuXZj300EPR/dUnUisuv/zy6O/W6ozlqCRAFi1aFPWDlFP4D42p2TZc6kADS8odCEKAAKawM3zPPfcsq9SJmsLWWWed4L6aoKiRQtVOJ55wBJomZ5ZbX6ySAJFOnTpF79fzzz9v34wSaV358DiefPLJ9s0tIkCAOp9//rnZaKONoi9DOR3Ccv3110f3TXLNkbyKt5trad9yVRog8RMfzVjuDjrooIqCmAAB/ueFF16IOsT133K+UF9++WU0t0RXIdVcZkN/63rrrRf8rRoJVU7neajSAFEzluad6DF03Eudf4IGmg+lz6qOYbt27eybS0KAADHx+lYbbrhhcGVSqhtuuCG6r0pil9ue7IuLL744+jtdZ+BXGiASL2apKxKU56KLLoqOn+usfgIEiFHfx9577x19KY444gh7l6L0K3ibbbaJ7jt48GB7F+9Nnz49OOnr79MaIPr/LpIIkEmTJkXHWsOxUTr9MAo7z/U+6mrEBQECWDQKa/XVV4++GEOHDrV3KUonNTXr6H6a4f7GG2/Yu3hL4RpfKvnCCy+0dylZEgEi4aTCvJ7A8io+gq6SPiQCBGiCivaFpU60lvq775a+3kfv3r2jL9UvfvGLoM+gGlx66aXR3/Wzn/2sor8rqQB5/PHHo9f061//2r4ZTViwYEG0BLFWIfzwww/tXUpGgABFKAiWW66NWWcdNWW1N0uWfGXv0qSvv/7a7LDDDtEXS/0E5QwLziOdHMIBBjrpvPzyy/YuZUkqQESTGMNj7TIRtNbES/icdNJJ9s1lIUCAIjS/o2PH9nUnuzbmoIPamOHDe9u7FKW12MM2Zm2nnnqqvYs3NDt5pZVWiv6W/v3727uULckAiZd418RCvW9omt7L8IeARrGVO3/HRoAAzfjgg7dM164rmBNP1K+1pcxrrz1u71LUs88+G82Y1qY1F3yjIPzpT38a/Q1HHXWUvYuTJANE4vMZyp3DUys0KnCXXXaJjtOAAQPsXcpGgAAtmDDhjiBAtJ155urm888/tncpSsX+wnpR2nQl4ktzlkrcx8OjQ4cOif26TzpANPtfTWt6TPVZqcYZCg0cODB6L1V9Oom5MwQIUILbbjsiCpEBA/Yua46HRnHFQ0R9Il988YW9W65ojez4SLT27dubuXPn2rs5SzpA5I9//GP0erfbbrvEwq4a6P0MA1afRY0WTAIBApRg0aLP605QG0Yh8uST5RUP1JVIvDlLo7PyOsRXa3zEX6smRVaydnxT0ggQ1eeKz8M5++yz7V1qkt67eJkeTSBMCgEClGjq1OfNyScvGwSI/jtt2gv2Ls1Sn0i8Y11NLZpsWM7VTJo0uUx1rcLXp23fffc1CxcutHetWBoBImp20/wbPbbm46iDvZapufS3v/1t9H5qqHOSTagECFCGxx+/PLoKOf/8jYIrk3Jo5vb2229fcJLeaaedMq+d9eCDD5q11lorek2aA3Peeecl0k7elLQCRIYMGRL9HVrrpdIhxz475ZRTomOx5pprBmu4JIkAAcrw3Xffmmuv3TMKkdtv72rv0iLNE9Eck3DGujYVtVMV39YuBT9x4sSC0i3adJU0cuRIe9dEpRkgEr+SUtl515IrPuvXr190DNQkOW7cOHuXihEgQJnmzv3InHnmj6MQmTRpmL1LSdSRGW+zD4NEa5OkubKhmjCeeOIJs88++xQ8tzatTudaF6kcaQfIkiVLCv6+zTbbLFh+uFbceOON0d+uTvMRI0bYuySCAAEc/OtfjwbzQhQgvXqtaGbNchs2qiYiVfENS8HHN02K06/If/7zn/bdyqZ+FpWr79Onj1l77bUbPZdOsCoL0lrSDhCZP39+MFw1/BtVfuWDDz6wd6s68SsPbVq7JS0ECODo/vtPi65CLrts25JLnTRF61toUaqmTu7aVltttWD479VXX20efvhh8+abbxbtDNW/63Y1Q1111VXmkEMOKZhJHt8233xzc9999xV9rDR89tln0fwSzYpOk2Zab7LJJtHfq3VMqnWOiN7DeJ+HNn1e0qQfJOFzESBAGZYsWWwuuWTrKEQeeOBMe5eyae6C1lj/zW9+E5WcaGlTG//6668fLTHb0qby3UceeaQZPXp0q40AmzVrVvBLWP0t9t+l2dGap5AWNcltueWW0fPpam/8+PH2bl7TCLr4aCs1W6V55aEfPJdcckmwnHH4nIMGDbJ3yxwBglz7+OM3Tc+eywcBctJJ3zP//vcT9i7O1GavORnqEyk1HIptWrP96KOPNnfffXficzqKmTFjRjD7WSXX4xMpm9o0oODYY49Nrf9FVz1hs5k2hdi1115r7+all156qWCeh34gpNXnIVq8Sz9Y4u+f+u5U9iZvCBDk3vjxQ6KrkLPOWqPu12A6J8G33noraJa68sorg1FGOjFrUzOUvtCanBj+m07Gar7S/q05sksnERVb1ORDOyTCTf0tWktEc2DifRTaVOBPrzuNWeSaz3LwwQcXPN+hhx7aaoGaBgV0OMNcm4bqpjHaStQXt/vuuxccPz33ueeeG5SIzyMCBF4YPPiwKESuv37fVmsaygP1KWitEK0KaIdFuGm0mZo8NNEvTu32amoJ16cINw0gGDVqVMG+SdD7osWU4ldEmv/i25K4qqprh7QmCSY9z0Nmz55d97k+sdFVZOfOnc17771n754rBAi88OWX80yfPutHIfLUU+l2XmbttddeM3379g2ueuywCLcdd9wxuJqYOnWqffdGdBWgdSribera1GeSRsmXMWPGNBr5duCBB+ayGSZOv/TPOuusgn4kndhVniTpgRCar6RmvpVXXrngOG2xxRZm7Nix9u65RIDAG++9N9F0775MECA9enzfTJ8+xd7Fa1OmTAkKFsZHNcU39WOoiUOjyVxXuVMz3QEHHFDwuGpf79mzZ9CPkST1t2gwQfy51CSjkUyurz8t6iTXlZN9paYmQE0GTZqGdLdr167gudq2bWtuvvnm1KoTpIEAgVcee+zS6Crkggs2MYsWzbd38YpGK+nKwO40jZ/c99xzT3Prrbcm2gGuiY6at2GfwG666abET2BPPfWU2XDDDQueS0Fy8sknZ95Eo2Oqq4t4DTVt6ivSeh5JHws1Me6///4Fz6WrHa2bnnSAtwYCBF5RqZNrrukQhcjIkefbu+SaXv+UKc+Ys88+peicFJ1cdZVwxx13mE8//dR+iMSoCUUnSbsJRc1maoJKktZ3Vx/Nqquu2ujv1VWVSvKnUVSyKaoqrD4ZLZKlgLaPvZahrXQlQZtK9au8jj3EWrP5NafIVwQIvDN37oxg4SkFyCOPXGzfnDvffPO1eeON0eauu46vOzmtbnbaqX4d+PiJREND1WmqYcCa4d2a1Imrk6bdidupUyfz7rvv2rtXRE1Fl112WXC1YweJqvxqUqbmO6ipLUm60tFgApWSsa82tKmWla4CNDQ6SbqC0dWjJqrGn0/NlI888oi9u3cIEHhJIfLqq6PMt98m28SQFE2C1OsbOvRoc/rpq0RXTMcd18bstVcbs+mmajJawRxxxBHBr+E8LIClisUaohw/0ekXuaoGJx1qejwNkW1uZJlm0ytQNBt7+PDhwWTImTNn2g9VQLdr3sa9995rzj///GAY8QYbbNDoscNN/RAKtCSbB0NaXmCrrbYqeD5VLNDsdV39VQMCBEjIV199UXfyesAMGXKk6dmzfp13ezv99JXNddcdXXdyedgsXrzIfohcUOl5+6SriZZqZkpj+LSGzJ5xxhnBZEz7BN/cVm6FgHDTSpDqf0lq1UCbRpopuOLPqQEQqgatigHVhABBVfnssw+DfpE//3mH4GStUVtq7urXb0tzyy2Hmueeu8XMnp1cx6068Z9//p66xz7EnHrqjxoFhjZVFh427Djz+utPBc1ZPlA/geaeaFGu+Inwl7/8ZSqjkkLqZFZHvsqGFKsvVu6mDnFNcLzuuuuC4dFpUR/OBRdcULDapLZdd921atdMIUBQNaZMua/oL397q8TChZ+aCROGmoEDDzQ9evyg0WNrO+ectczw4T3qTohjc9vMVgp1Jv/hD38IFsCKnxSPOuqoVhmKq4l76tBXqKiPQq8lrAagzn67QoBu134qt67igy01eSXlrrvuajQoQoUlVUizmlX2TQJy4r33JtVdbSwdnLxVBv7OO48JlsTVyX7x4gXBcrl//esZUcCUS+VTxo0bbAYM2Ctadtfe+vRZL3iOd975h3137z3//PNmhx12KDhBqtNbpc1V+K9WqYR/vAaYNpXQv/jii4ORZ9Wu/G8SkEM33nhwdCJ/7LFL7Jsj8+fPCpqySqHmsLFjbzD9++8eFHK0A0PbBRdsbEaM6FMXVpPtu1cd9X8MGzasYGlebboKuP/+++3dq5qubFQ8074y08TJWlgTJUSAoCr07r1qdFKfP999ZbzFixeav//9GnPllTs1Cotw69t3czNq1EVmxox/2XevCSr3oRFO8SKD2nbbbTfzyiuv2LtXFfUNadSW3Te03XbbVV0J+1IQIKgK8WalSqr13nNP90aBoe3SS9sHs+D/+99k5yf4TDW4NMw2fiLVXJITTjihKpe31Toy9ox6VefVhM80Rqf5gABBVVBTUniyv/XWLuaLL+bau5TkoYfOjR5HVyEq2jh7dsvFCmvZM888U7CglDaNoLrmmmuqYr6Dhhl36NCh4O9TUUqVWU96foxvCBBUhVGjLiy4YjjllOWCDu+RIy8wr7wywixYMNu+S5M0Yurdd8cH/R8onWZc33LLLY1mXG+66aZ1V26P2bt7Yc6cOcF8EbvcSceOHROfoe8rAgRV4euvF9UFxt6Nmp7CTSOz+vffw7zxRv7Wla4mqvl02mmnNar5tN9++3lT82nJkiVBxWO75IkWFsvjuuRZIkBQNVSocPz42wvWUW9q09UK0qWw2HfffQtOwAqV008/PQiZvFLl4J///OcFr1sFIDWvRMGCQgQIqtJnn31gJk++1zzwwJnBqCk7RJJcWx3FPfroo0EzVvyErGYuNXclXSq9Elr1UdV5469TTVdauyTNisi+I0BQE95++zlzzjlrRwFy/fX72bsgJepI1zrudmkSdbyrAz5Lqg6sFQjtlRr32muvuh8Z/7Z3h4UAQc1QddwwQHr3bmvfjJRpaO/xxx/fqGy8hgKXsixvkrQ87ZAhQ4LCivHXorXiR44cae+OIggQ1IxFiz6PAkRlT5ANFRbUpMP4iVsFCDU5UZMU0zZu3DjTvn37gudXwcUrrrjCfPXVV/buaAYBgpqhCYYNVyCr2jejlan8iQoOxk/kKkiowoRpeP/9981hhx1W8Hwqs37MMccERRtRPgIEVUG1sFoq064y72GA3HDDAfbNyIAKMarwoAozxk/sKlCoAo5J0GJdWvdcqz7Gn2PnnXc2U6ZMsXdHGQgQVIWwWUqz0F988a/BRMAlS74KrjrUgT548GFReGhOyFtvPWs/BDKk0vBdu3YtOMGrUKHKs1eyPvlf/vKXYGXD+OPq/+vfUTkCBFUhPkS3uU2LPk2ceKd9d+TEhAkTgkWr4id8FS7U4lYqZFgqXVnoCiP+OLoCufDCC3OxfHC1IEBQFebMmW4mTRoWrPx3+eXbB2tzqJyJFnw666w1g1noKvOutdSRbypMqOVzVagwHgBaZlfL7TZHa5urT0N9G/H7qu9DfSBIFgECIJdUqPC8885rVDZehQ1fffXVgn01ekqjqDSaKr7vNttsE4y6QjoIEAC5psKFnTp1KggGzSXp3r17UPBQ8zY0fyN+u+Z3aJ6H5nsgPQQIAC88/fTTwfrn8aCwm6o0o1wzy+fNm2ffHSkgQAB4QwUNb7rpJtO2bduC4NCmWlaqaYXWQ4AA8I4KHK6zzjpReKQ1+RDNI0AAeKlbt25RgDDCKhsECAAvESDZI0AAeIkAyR4BAsBLBEj2CBAAXiJAskeAAPASAZI9AgSAlwiQ7BEgALxEgGSPAAHgJQIkewQIAC8RINkjQAB4iQDJHgECwEsESPYIEABeIkCyR4AA8BIBkj0CBICXCJDsESAAvESAZI8AAeAlAiR7BAgALxEg2SNAAHiJAMkeAQLASwRI9ggQAF4iQLJHgADwEgGSPQIEgJcIkOwRIAC8RIBkjwAB4CUCJHsECAAvESDZI0AAeIkAyR4BAsBLBEj2CBAAXiJAskeAAPASAZI9AgSAlwiQ7BEgALxEgGSPAAHgJQIkewQIAC8RINkjQAB4iQDJHgECwEsESPYIEABeIkCyR4AA8BIBkj0CBICXCJDsESAAvESAZI8AAeAlAiR7BAgALxEg2SNAAHiJAMkeAQLASwRI9ggQAF4iQLJHgADwEgGSPQIEgJcIkOwRIAC8RIBkjwAB4CUCJHsECAAvESDZI0AAeIkAyR4BAsBLBEj2CBAAXiJAskeAAPASAZI9AgSAlwiQ7BEgQM7demKbkrdaUqsBYr/nzW1pS/8ZAFTEPik0t9USAqTlLW3pPwOAirTmCcEnBEj2n4fsXwGAZuXphJEnBEj2n4fsXwGAZuXphJEnBEj2n4fsXwGAZuXphJEnBEj2n4fsXwGAZuXphJEnBEj2n4fsXwGAZuXphJEnBEj2n4fsXwGAZsVPGM1tTZk/Z5p57u4TzDN3dkt9G3lTNzOwXzdzTq9uwck97W3dddeNAqRLly6Nbk9j635CN3PZed3MsP7dzNihjY9B0tvrzw6y39JG73uxrTW0zrMAcGafGIptTdFJyN4vra1vlzam8/ZtzEZr1J/Uq3Fbcbk2Zud2bczJ+7QxN5/Q+BiksS347IOC99S+vdjWGlrnWQA4q+Sk8Paku8zg7ks3OrmksREgyW8P9tvKfLNkccF7Gr89a9m/AgDNqvSE8fXiBUFTVtrb3E+mmVkzp5kPP5hmpk1Lfzv00EOjE/uECRMa3Z7G9v70aWbmjGlmzn8b//1Jbws/+9B+KwOVfh6SlP0rANCsPJ0w8kR9EmGA0ImejexfAYBm5emEkScESPafh+xfAYBm5emEkScESPafh+xfAYBm5emEkScESPafh+xfAYBm5emEkScESPafh+xfAYBm5emEkScESPafh+xfAYBm5emEkScESPafh+xfAQA4qNUAyRMCBICXCJDsESAAvESAZI8AAeAlAiR7BAgALxEg2SNAAHiJAMkeAQLASwRI9ggQAF4iQLJHgADwEgGSPQIEgJcIkOwRIAC8RIBkjwAB4CUCJHsECAAvESDZI0AAeIkAyR4BAsBLBEj2CBAAXurVo5tZY+U2wTbjQwIkCwQIAC8NuKibOah9m2D75GMCJAsECAAvjbypm+nbpU2wzZtNgGSBAAHgpWfu7BYt7brgUwIkCwQIAC8RINkjQAB4iQDJHgECwEsESPYIEABeIkCyR4AA8BIBkj0CBICXCJDsESAAvESAZI8AAeAlAiR7BAgALxEg2SNAAHiJAMkeAQLASwRI9ggQAF4iQLJHgADwEgGSPQIEgJcIkOwRIAC8RIBkjwAB4CUCJHsECAAvESDZI0AAeIkAyR4BAsBLBEj2CBAAXiJAskeAAPDSP4b3qA+Qk5YyixbOsW9GKyBAAHhp/uypZvQth5jXxt5g34RWQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECAAvhJMGS9nQOjjSALxgh0RzG1oHRxqAFwiI/OGdAOAFAiR/eCcAeIEAyR/eCQBeIEDyh3cCgBcIkPzhnQDgBQIkf3gnAHghHiDNbWg9HG0AXrCDotiG1sPRBuAFQiJ/eCcAeIEAyR/eCQBeIEDyh3cCgBcIkPzhnQDgBQIkf3gnAHiBAMkf3gkAXiBA8od3AoAXCJD84Z0A4AUCJH94JwAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAODk/wFJJlpmBKeM9AAAAABJRU5ErkJggg==)
| Product Number | 6H01-3-0G |
| CAS | 1171926-67-2 |
| MDL Number | MFCD12032283 |
| Molecular Formula | C10H7F3OS |
| Molecular Weight | 232.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H01-3-0G
CAS: 1171926-67-2
Molecule Weight: 232.22
Formula: C10H7F3OS
![7-(Trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-10
CAS: 550998-66-8
Molecule Weight: 246.2
Formula: C10H5F3O2S
![(5-Trifluoromethylbenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H66-3-00
CAS: 951122-90-0
Molecule Weight: 232.22
Formula: C10H7F3OS
![7-(Trifluoromethyl)benzo[b]thiophene-2-carbaldehyde](data:image/png;base64,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)
PN: 6H66-3-09
CAS: 1353011-97-8
Molecule Weight: 230.2
Formula: C10H5F3OS
PN: 5H66-B-0L
CAS: 1858242-05-3
Molecule Weight: 295.12
Formula: C10H6BrF3S
![[3-Bromo-7-(trifluoromethyl)benzothiophen-2-yl]methanol](data:image/png;base64,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)
PN: 6H01-B-0B
CAS: 2090924-00-6
Molecule Weight: 311.12
Formula: C10H6BrF3OS
PN: 7H37-3-11
CAS: 2115921-53-2
Molecule Weight: 227.2
Formula: C10H4F3NS
![Methyl 7-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-15
CAS: 550998-55-5
Molecule Weight: 260.23
Formula: C11H7F3O2S
Melting Point: 71-73 ℃
TSCA: Not listed on TSCA inventory