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375xZviq6m+4ddr3Lix+f777+3myFMECGJp23afIEB69TrPrFixyG6CHKM6jbIu5v/617/MlClT7OYZpdA68sgjywytRYv43cl3BAhief319gmzrJo338I8/vhJZujQtubLL4eYZcsYNM0VqstQfYbqNMIXcNVxvPXWW3bzrFG3Wd++fbPWbYYNhwBBLGvW/FESGI0SQiR8aGbWI48cb777boT9UFQi1WOoLiN8wdaAtuo3NtSAtgbu77rrrjIH7j/88EO7OfIAAYLY/vprnRkz5pmST7eHJAVI+NDdCiqX6i/KmlKreo1cmVI7Y8YMc8455yR8jzrOO+88M3PmTLs5chgBggpZuPAnM27cgJJPvLeaDh0OTAqRb7+tvK6SYqZwUN1FWUV9qtPIRSpePPjggxO+XxUvtm3bNmXxInILAYKMmjp1lGnVqmYQIF26nGo3QQapO0p1FvayIqrHUF1GrvOXT9lhhx0Svv+aNWuaF154wW6OHEOAIOMmTnw9CJBbbqlhn0aGqK5C9RXhC6/qL1SHoXqMfKIZWTfddFOZCzh+9tlndnPkCAIEGffHH0uCANGyJ7aZM8eV3JmcYgYMaGGmTBnpjakgOtVRqJ4ifKH1l1ZX/UU+0xLyp5xyStLPdtlll5lff/3Vbo4NjABBxqnAsPQOZHv7tOne/ayEcRKt4vv881eb77571/z554aZIZQP9Cld9RP2p3TVWRTa5k5vvPGG2XfffRN+zv/5n/8x999/v1m9erXdHBsIAYJYtBZWumXatcy7Hw5du/7LPm0+/fQFc/31myWEiH/cfHN106fP5WbixGFm7dr86obJFtVJqF5CdRPhC6rqKlRfUajby2p855FHHjHbbrttws+91157mVdffdVujg2AAEEsfreUqtAnTHjJ2xdk7drV3l2HBtCfeuqCIAxUEzJlStnz+1XB/sknfUvuRs70ihHtINGhFX2feeZi8/nng0s+da6wn6IoqD5CdRLhC6jqKFRPobqKYvD777+bq6++OmmGWcOGDc3XX39tN0clIkAQi32RT3W0aFHNjB3bx354mVatWm7GjXuxJHzOLwmNrZKey3++nj3PKbl76ectG1/oVA+huojwBVOH6idUR1GMvvjiC3PssccmvB9VqlQx1113nZk/f77dHJWAAEEs8+f/6N059O17lbn//nrmzjv38O4grr9+c3Pbbbt4Veha5n3RIrd9stesWVlyoXi15M7jEnPjjdskBYkOvVa3bqebjz9+ruROZqH9FHlN9Q/axEn1EOELpeolVDcBYwYNGmT22GOPhPenevXq3na7a9eutZsjiwgQ5Cx1jX3zzXBv0ypNB7aDRIdWB9ZaXB999JS3B0k+U92D6h/CF0bVR6hOQvUSlUEzvF5//XVv7EGFiaeffrpXjNigQQNvaRT/0P/X13Ve7R599FEzbNgwM3XqVPsps0LrfN1zzz1J63zVrVvXvPPOO3ZzZAkBgrywbt1aM3nye6Zfv2u8Ox07SHRcc80mJRe+40o+qT/hfAe0IajOQfUO4QuhZlqpLiKbK9bq0/qYMWO8C/Fxxx2XtEaV66G7J41P3HfffebTTz/N6mKJs2fPNhdffHHS96Bgq6wwK2YECPKOZh1pwH7gwBtN69a1koLEPzp3blDyafRh8/vvM+2nyAmqa1B9g73MuuogVA+RDZrZpDuMc889N2nTp3SHAkZ3H3GDRrOoVKPy3nvvZW3G2Mcff2yOOOKIhNfdbLPNzO23326WLFliN0eGECBIafHiX/OiW0j7tL/ySivTps1eSSGi4/TTNzIXXnhYyd1Jp6zvfxGF6hhUz6C6hvAFT3UPqn/IBs1Wuvnmm81OO+2UdIH3D4XD2WefbVq1amWee+45785Ig/mp1qXSLDCd113GM888412szzrrLFOrVq2k5/aP2rVre2M8s2bNsp+uwhRO+r532WWXhNfUz/z0009n9U6oWBEgKNP06WO9mU+q15g163P7dM766acvvL1J2rXbzwuPyy/XdM+NzD776BPp+gvKgQceaO6+++4NMgVU9QuqYwhf4PQJXWMO2Vhmfdy4cebMM89MupDrqFGjhrngggu8GpNp06bZD60QBXX37t1NkyZNkoJSh7rorrrqqpLfs/JrilwsXbrU3HHHHUl3SoceeqgZPXq03RwVQIAgiWo07rxzz+ATvOo98tGvv35nBg++xzRr9nez227JF1Ad++yzT8mdSxszfvx4++EZpbDSuED4tVXXoPoG1Tlk2tixY5OWBNGhbh1d1F977bWsBFZZNODdv39/06hRI7PJJpskfD8KkiuuuCIry7grFHVHZb8HF154YVbugIoRAYIkKhL0w+PBB+t7A9j5bsaMaeaBBx5I2hM8fGhqqJYK0cBypqg+QXUKqlcIv5bqGVTXkGla1v3yyy9PGldR1bpW7d3Q9RI//fRTyYeTO80222yT8P1Vq1at5HftwaxMw9XYi+46w6+35ZZbenehK1YUZ4FqphAgSDB6dO8gPG66aduSC85Mu0ne06dP7cx3zDHHJF1owxfc5s2bm5EjRzpNodWFUHUJqk8IP69CSnUMmab+/169epntt98+6fXUlZRrq/MuWLDA2/fDXqbkoIMOysq6Xvr36Natm9dtF349jdfo7ghuCBAE5syZnFAJPn78QLtJwdFMqB49enjdS/Zdgn9oDSp1Nam+IEq3j9qpHiH8HKpX0HRZdedkmn4GexdCXZgVYFG+3w1p4cKF5vrrr0/o2tJ/a6kWl+BOR8HVokWLpH/rf/7zn2bChAl2c6RBgMCjhQvvvffvQXj07Xul3aTgqftHs4lOPfVUb6zADhId2rhJU281FdYOA9UdqP7AfozqFFSvkA0jRowwO++8c8LrqY8/35Y+112HvTvhSSedlJXxIZk0aZL3/OHXU3BdeeWVZu7cuXZzpECAwDNgwA1BeGgGk9anygZtrzp48GDv0/j5559fbpWzznfo0MG89NJL3l7flTkNc/Hixd5Kt5qWqv5yOxR0qI6iadOmXrsbb7wxKXRUl6D6hGzQe9G+ffuET+7qdnv33XftpnlD3UwdO3ZMWDRx9913z0qXlk+TCTSRIvzvpvEZjZexbHx6BAi8HQS1cq7CQ+tM/fTTl3YTZ9rgSNNEFQZ2/3zcQ90y//73v70+/R9//NF+qaxRHcSAAQO8Ka/20hllHapDUD1CtormdGHTXUb4NU8++WTz22+5X7MTxfvvv59wV6UBdu2+mC16Pzt37pw0sK8PDhQhlo8AKXKLFv1iWrbcIbj7eO+9/9pNYtMfpPbjPu2005KW4E51uFQ56y5FF+pUhW7ZsHLlSjNkyBCvstq+4OhuQPUHqkPIFhXvaTqs/5p6f/WpvTLvzirDzz//7I1L+D+npvtmY/JBmLqu1IUVnliRrcLOQkGAFDFtJfvYYw2D8HjiidMq9KlZM326du1qdt1116SLvQ4VlJ1xxhle95W6sdSdlepiq6+rdkLttMe35vPbM3b8Q1/XoGtlT1FVULZu3Tr4Pm655Ra7SUZpjCa8XIc+ISvMCpV+n1Sz4v+8CsvevXvbzTJOd7n+a37+ef4U0W4IBEgRe/PN+4LwuP32XUsu2m4Dlvr0qxVj1QdvX9z1NX0qV21FRef463W0vIYCaO+99056LY1J6IKeKpSyQZ+K/dd/6KGH7NMZozuPcHhoMH/UqFF2s4KjmViatOD/3LrL04eKbPq///s/AiQiAqRIaf0oLYWu8NAqtlrp1oXuErQnt30x12yk4cOHZ2Uqpk/LUlx66aVJe4QrtLLd3eGrjADRnU6420pjLLp7Kxa6K77hhhuCn1+r/WZzSRICJDoCpAitXLnYtGnzt+Du49VX77CbpKW7Ac2Qsi/eCo7Knk+vZTCuueaapFlQjRs3NnPmzLGbZ1S2A0Tvc3jAXHcexRQePoXIJZdcErwPKgjM1orFBEh0BEgR6t37wiA8HnjgyJK7hHjFZhpr0Kyf8MVaUyE39I55WphPNRzh70uf1rP5fWU7QLRyrf/8GvMohm6rVHQnduKJJwbvR506dbKyLzwBEh0BUmTGjHkmCA9tGTtvXrzVUNVlFd5OVAObWtvILqrbkFQ3El7SW9+jlk/PhmwGiGo6/DoP/QxDhw61mxQd1edouRP/PVcXZqYRINERIEVk7tzvE5YqGTfuRbtJubTvQ7iWQ0t8qBI6F2lKZvjTqg4tmZHp6a7ZChBVkodrITRVF+up4j+8RHy/fv3sJhVCgERHgBQJLVXSseM/gvDo0+dyu0m5tKhgeAe7ww47zFtZNZf51drhef0qaMxkhXE2AkT9/eG1rdRdmOngy3d9+vQJ3h/V48yYMcNu4owAiY4AKRKDBt0chEe7dvuaVaui9x3rjygcHlqKvDKnylbUs88+m7B4nkIkUxfkbASIVtX1n1MzygqlwjzTLrroouB9Un1RphAg0REgReDrr99IWKokzg6DWjIkXBioQWpVY+cbLX4YXtNK3VmZkOkA0eKB4W7CfF7bKtu0zEj4dzNTy50QINERIAVu/vxfzZVX7hjcfYwY8ZjdJCXNcAlvxFO/fv28DA+fQiR8J5KJgfVMB4g2g/KfT9N3UT4tZOm/X9pTPhPdkwRIdARIAVM3zWWXnVRy4Vd9xkbmsccax1qqRFuN+n9ImqarpTTynbqz/DERzWyq6BTfTAaItqH1vzf16+fbkuwbgn6ftXqz/2+gveUrigCJjgApYFqSulq1jUzt2tpbYRezaFH0vvTwhVHjH99//73dJG+FayvUBVKRYsNMBki4tkabQSEaXeT96c6avl3RKeUESHQESIHSlFu/SrxKlU3Mhx9G70vXFFhVPPt/RNpkqZDozkw7EPo/nyrWXWUqQLTGl/88qrPJ9Z0Ec014AcSePXvap2MhQKIjQAqQBhf32muv4I+gVatWdpNyaUlr/7HnnXeefbog6K4jXGzounZWpgJEs4j859EWu4gnHMDqbq3IGmwESHQESAEKT2/UCq5xPs2OGzcu6A5QP3whb++pinX/fdJ0WZepyZkIEFX3+2Mf+j60jDniO+GEE4J/i4qs2EuAREeAFBhtsOT/8isApk2bZjcp1zHHHBM8PhMDkrkuvHaWloKPKxMBcvPNNwfP8eijj9qnEZGm8frvoxb1dEWAREeAFJApU6YkFPzFXeJBe3b4j9WUyDh3LvlKAevvgqj3Lu6mVBUNEL3HO+20k/d4rSYc9/VRSmNb/p40Gv9znTVIgERHgBQIzX8/9NBDg198l0XmzjzzzODxhTZwXh4tBe//3NrZMI6KBohqU/zHa/c9VEzLli2D97N79+726UgIkOgIkAIR/sNxWeZady/+2EfNmjUzUpCVL7SfiD9jTdvjxnnvKhog5557bvD41157zT6NmHTB999P7anuggCJjgApAOr79Qdh1Q3isqFTuDbiwQcftE8XvPC2qRpHiqoiAaLuK39V2R122KEougwrw3777ee9pyoUXbRokX06LQIkOgIkz2k6qt+HrsN14NvfY1x3IT///LN9uuBpi1T/PdRKuFFVJEDCY04XXHCBfRqOWrRoEbyv6iKMiwCJjgDJY1rGIbxX9imnnBJrqRKfig7959BUyGKk9031A3oPdDenbq0oKhIg99xzT/DYp556yj4NRy+//HLwvqprNy4CJDoCJI917tw5+EXX5kOuNRt33303FzKTeEHv1q2bfbpMFQmQ4447Lnhs3OnWSE0rGvtduppYEhcBEh0BkqdU8KfxDv2Sq9vp7bfftptEFt68KJMb8+Qbvaf++6ClMaJwDRBVSm+xxRbe47R0CTLLX0Va4yBxV5AmQKIjQPKQKqb9MQsdt912m90kMi0851/IateubZ8uKrqoV69e3Xsv9L9RlsNwDZAffvgheNxZZ51ln0YFNW3aNHh/VekfBwESHQGShy655JLgF/zwww+v0JTbTz75JHgul9qRQhNelG/ixIn26SSuATJs2LDgcS4V8ChfuFtWYyJxECDRESB5JryBjqaA6pNsRYT3lnadwVVI7r333uD9GDhwoH06iWuAPPzww8Hj4kwbRjT9+/cP3t+4G4cRINERIHlk6tSpQd2Ajueff95uElubNm2C56OQLXGBxQ4dOtink7gGyNVXXx08TneByKzx48cH7682RouDAImOAMkT6qZSd5X/i61urEzQcu3+c06ePNk+XXS++eab4P2IsqWsa4CEl40pxrqbbNNujv77G3dhRQIkOgIkT2ig3P+lVr2Cy9LjZQlPJY2zhEehWrx4cfB+RKmJcQ2Q8NLj2r8FmaXfZf/91e94HARIdARIHlB/bnipEk03zZTDDjvMe15NBXYpQiw0WtHVf691x5eOa4D4d5N6Lb0mMku/y/7abvodj4MAiY4AyXGaSqq57C4XqSi0bLueV2MrWM9fEl9rKqXjGiD+ek16LWSHP16o3/E4CJDoCJAct3bt2uCTlI4uXbrYTSqkVq1a3vOqkh3r+WuL6b1JxzVA/Pddr4Xs0O901H/HMAIkOgIkD/Tq1SvoVlHR31dffWU3ccYdSDLuQAoDdyDZR4DkiebNmwe/1HXr1jUrVqywmzhhDCQRYyCFgTGQykGA5AktOXLQQQcFv9iqI8gEZmElCs/CatiwoX06iWuAMAsru5iFVTkIkDwyadIkU61ateCXW0VvFRWuA/nuu+/s00VH6yb574fWU0rHNUCoA8ku6kAqBwGSZzQe4v9yb7fddubHH3+0m8SiPcD95xs6dKh9uuiEA0HLu6fjGiDhi9TYsWPt06ig8MrKVKJnDwGSh84555zgF7xBgwbeTC1X4bW14lwAC1V4TxCFQzquAaJ1x/zHPfvss/ZpVFC/fv2C9/eBBx6wT5eLAImOAMlDCxcu9JZe93/J27ZtazeJLLwb4UUXXWSfLjpnnHFG8H5oWZN0XAPkjTfeCB7XqlUr+zQqqH379sH7+8orr9iny0WAREeA5Cnt4e0XGOp/R44caTeJRGts+eMqu+22m326qOhObptttvHeixo1akSaHeUaINqB0H+cxkOQWVrHzH9/o3wQCCNAoiNA8li4u2X33Xc38+fPt5tEctJJJwXPM2XKFPt00RgzZkzwPmhyQRSuAaIVBrbcckvvcXEL3ZCeprrrvdWHK81gjIMAiY4AyWP6hHzssccGv+yuO9t16tQpeI5MV7rnkzvuuCN4H6LuDe8aIKJpwv5jv//+e/s0HM2ZMyeo5TniiCPs02kRINERIHlu9uzZZvvttw9+4bt162Y3SUuV7f7j69WrZ58uCrojqFmzpvceVKlSxfzyyy92kzJVJEDuu+++4LHdu3e3T8PRgAEDgvfVZXyJAImOACkAQ4YMCX7htdRJ3D2gJVykWIzdWMOHDw9+/tNOO80+nVJFAuSzzz4LHqutdJEZ11xzTfC+vvnmm/bptAiQ6AiQAnHdddcFv/QHHHCAWblypd2kXJ07dw4e7/KpLd+p2Mz/+ePsoV2RANFdj2p59FgN3sf9N0MyLWGy5557eu9p1apVnfbNIUCiI0AKhAYK//d//zf4xf/Pf/5jNymXumy014h/MVu0aJHdpGBp+1O/z1wz0TQzLaqKBIhoZ0n/8S+++KJ9GjF99NFHwft54okn2qcjIUCiI0AKyLfffhvM7NER55O0XHXVVcFjO3bsaJ8uWOG7j65du9qny1XRAHnvvfeCxzdq1Mg+jZj0wcl/P5977jn7dCQESHQESIF58skng1/+6tWrm1mzZtlNUpo6dWpQW6KB+Xnz5tlNCs7777+fcPcRd8pnRQNEXS577LGH93itHvvTTz/ZTRDRqlWrvN95vZeqbXLpvhICJDoCpABpQNb/Azj66KO9vvaowl0quiMpZAqLOnXqBD+vwjeuigaItGvXLniONm3a2KcRUXj5kigLYaZCgERHgBQgLXXi73inQ8s6RKWxEH8jHn0iLuSF/u68887gPTryyCMjVZ7bMhEgWhBTA756Do0/LViwwG6CNHQnFx4DVNegKwIkOgKkQGkwMbzUyahRo+wmKT366KPBH9A+++xTkPtVjBgxInh/dPF2mfosmQgQCY8/VWRts2KllaT996+itUwESHQESAG7++67gz8E3ZFE/WSrNaH8nQp1aF2hQqJxhh122CH4+Tp06GA3iSxTATJ9+vTgLmTbbbf17iIRne4g/X8H1UVVBAESHQFSwDT2oTEQ/48hTrHaDz/8ECwsqOPxxx+3m+QlDayGw/Hkk0926rryZSpARPtW+M91/fXX26eRQvjf4MADD6zw1swESHQESIHTp21/ZoqOHj162E1SGjhwYPA4jYdoiYh8pkK98Ba+mv3kugClL5MBMnPmzGBlZL3fn3zyid0EFm1dq4VE/X+DuEu3l4UAiY4AKQL6o/L/IFQnEmd56/ACgyo0fPvtt+0meUHhceqppwY/i6YpT5w40W4WWyYDRB588MHg+f7+979XaLOwYnD77bcH75fuJjOBAImOACkS4fWBdJsfZ9mMyy+/PCFEdGeST37//XdTv3794GfYeuutvY20MiHTAaLAOPjgg4PnLKaCzri+/PLLYNxo8803z9gabgRIdARIkVBgKDj8P4xrr73WbpKSxlLOPvvs4LHqXsmXMREtk66ZZOHwcN18qyyZDhBR15XeYz2nZop98MEHdpOip66r/fbbL3jv77rrLruJMwIkOgKkiGiqqlbr9f84Xn31VbtJSvpkHL4T0XHBBRfk9BTfZ555xgsM//vdddddM35ByEaAiC6I/vPuvPPO5ueff7abFLWLL744eH8OOeSQ2CsIlIcAiY4AKTLad8L/49A4QNylM1q3bp0QIvp0n2vFhnPnzvV2FAx/n1qhWAV7mZatANHMsPBOkf/85z+9pTpgTO/evYP3RUWvmeq68hEg0REgRUg7F/p/IMccc0yspU5EYyDhKb5aS0qFcBt67aw1a9aYRx55xKujCIeHpseqyyMbshUgorGb8AwjTcOO+29VaDSJwx/30NG/f3+7SYURINERIEVIBYXhC5NLId20adMS6il06I5Gg76VvRS8ll9/+umnzb777pvw/WivDV3gsymbASIaD/Gn9uq47LLLKlznkK+0AddWW20VvBfaAycbCJDoCJAi9eGHHyYsdTJ69Gi7SVoaF9GyJ/7aWf6huxNNr9TqvtmkcQFthKVVdMOvrwFo3XX89ttv9kMyLtsBItpVz9+rRccNN9xgNyl43333XcLqAZrUka27MQIkOgKkiIVXga1du7bz8hlagFGr+PqBFD60LlGXLl0y1k89Y8YMrw/8hBNOCGYqhQ91yY0bN85+WNZURoCIXif8/ur9VpddMdCdRzg89G+cyUFzGwESHQFSxPQJToOz/h9LkyZN7Cax6I5DYyHhT8vhQ3cKmj3z8MMPe4vfTZo0KeXuf/q6PnW+9tpr3rjGpZde6oWc/Zw6NAZz5plnmo8//th+mqzSQHd4vbFsbwWsbrpwaDZs2DCnZ8FlgsY8wt1WmnGV7S7S8AQMAqR8BEiR08wkf19uHT179rSbxKY7EnUtHXTQQUkX+1SHphdrL+vwNON0x1577eXdRWXq7iYKddtpqXDtfKfpteHvp0qVKubee+/N6qfjwYMHJ7xHeo+z3VW4oehOMzxgrjuPbIaH7sDVPRgO6eHDh9vNEEKAwLso+X8wWupEdwaZ8tVXX5lOnTp5U1LDg8Euhy6cxx9/vPepvzLXidL0WV1INK6iiQL292UfCsKXXnrJfpqM0XhV+PvQGFSfPn3sZnlLM+bCdR46NOaRrWDWnbimt9eoUSPhNXUnHXUF62JFgMAT7vfVp9ps/LGqW0r92c8//7y3mdO5557rBYKW4tZF1z/0//V1nVc7XRy19Eg2vqdUVLmvNcQ01mBPEvAPBZr2U//vf/9rmjVrljQGpIUbtdxGNkyePDlhN0UdF110Ud53aen9smfTabZVtgbMtaVxeCMqHfoQpe7IbE39LiQECDwrVqwwdevWDf6IinE5cV0wXnzxRa8PPNzvHj50F6Vg0/ap9gVGlf4a3A+3V6gonFXTkWl6fY0NhV9P1fZ9+/a1m+Y8/SyauRfuslJw633OBu2/Et762T+0ukI2Ck4LFQGCgFanDfeva6C70KlPXXc4GoRPNf6i5VDUpfLyyy97QZuO7lw0PhN+Do0zacpzNmZO6SIbLuzU0aBBg7wZANYMs3Bdkg4NlmdjbEv7weiuVosvhl/vH//4h7eLJ+IhQJDgiSeeCP6o1Cc8e/Zsu0ne092AZjRp+e9UM8a0h4rW/ho2bJjTEiJ6zH333ZewFpcOLQCYjYFZTW8+44wzEl5Lg8H6lK1uw1ykDyia5h3+nvXvoXXAMt1dqeJLfVDQHVr49XbaaSdvsL4im4oVMwIEScIXIvXjF8Ifl2aGdevWzetisscqwhcTdTdpv/RM3SnoddXNpKnG4dfS3iRaKTjTVHRojyHo0M+tcxv631LBqjsme9xBhwI9GzPKtFbbEUcckfBaCqpbb73VLF682G6OGAgQJNEufTVr1gz+2DQ1NR+pL1vdRtrW176A+4d+zhYtWniV+dm8uGoSwFFHHZXw2urvv/nmmzM+NVWTFVQ7s8suuyT9vKrFadmyZaV3b6l7SFOfw7tj+oe2GVD3YKbp7lmTIOzXO+2007ISVMWIAEGZtAeFPx9e9Q1jxoyxm+Qk7eV+//33J33iDB+a6XXbbbdVeuGhaAZaOJx1qMpa9TeZnmmkT/t63vB+KOFDdyoKT128M70Q5pw5c7wtkBUaer/t19ahf6NsjLOp+0sfeuyJEPvvv3/e7qiZqwgQpBTek0L7h2f6k3KmfPvtt96CkOUVLmrKq36eCRMm2A+vdMuXLzdt27ZNGrTXFraZ3OzKp2BSrY8+eYdnOdmHupUuvPBCr85GF3+9V9qnPdVqAQoonR8/frw3e01FnZrFFJ7NZx+aItu0aVOvGDMbVH9jB5buejTVmu2BM48AQUr6gwtvBavpq7lCXTAKhLL6+/1DgaJgibMHfGXSxVfvqf1962s6lw260+jRo0e53XqpDpfVAnToDvbEE0/0BrHtqc+ZovoRjdeFX1djXdp5U12yyA4CBOXShSy81MlTTz1lN6k06nJS19Pf/va3pIuUfxx++OHe7Cd1ZeUL3XXo7iP8c+girbsU3a1kiwaQX3/9dW9M5NBDD40dKKkOdX2qe0rFeBq4z1ZoiGbUaeKDPTFCkwZUl4PsIkCQVnjFWRXSaZHDyqBBbQ1ua30iu04gfOjTtAbL87kATN1MvXr1Slh1VofGSzRuUhk0dqCLrupYHnzwQW9hTM2MKm+1AJ1XO7XX43S35zLtOS7NktO/efjDjQ7V3+j7QOUgQBCJLhL+H6k+LWfrIqFuM02j1adKe7FC/9CnTV28NC1X02QLicaZNDPLHqvQDC7N5ILx6mhUTxN+f1RvozvPbP1eomwECCJRV4pmsfh/sJnc1Eh/9G+88YZXuJdqsUJdUPVpV0Vf2VgWJNeoRkS1IuH3QF1MqikptNCMivck9xAgiEwDlf4SEPrDVf+5Ky1WqOmjWiKkvMUKVdSowddcnQGWbXza5q4slxEgiEW7C/p/wOqv17ayUWkwtX///t4so1RLu+vrWsxQ7bI5+JpPUvX3azJBIff3a1xIdSwbclwI5SNAEJuWMPf/mDXbpbwKbm3SozsI3Umkmv6pOxBVDOtiqDsTlK2YZhxtqJlpiIcAQWyqJdCSGP4ftjaMCvvtt9+8sYpGjRoldTv4h8Y6NOahsY9i6YrJlEKuedgQtTFwR4DAiTbiCS91or3LNStKs6PsT8j+oVlVWtpCs6yoCq64Qqq6ruzqfGQGAQJn2lfBDgn7UP2GZmxle7HCYlUI6z6lWh9MdTGZXh8MmUWAwJk+5ZY17VaDu9pdTstoo3KUt/JsNjZmyoTKXKEY2UGAoELC+3JfffXVlb5MOBLlw94Xlb1HCrKHAIEzrTfl//Efdthh9mlsILm6+15l79KI7CNA4EzrH/kXAV0YkFtyaf/vyt4nHpWDAIGzcFcJXQ+5a/r06d7e6OGLtw7t3ZHtBShVn6I6lfDrapae6lmKYUmaQkeAwMmsWbOCPmxtRITcp6nX9l7k2uCpffv2ZsWKFXbzClE9iupS7Cndql9RHQsKAwECJ4899lhwUdAOdsgPmhbbvXt3U6NGjYQLe61atUy/fv3s5rFpZp7qUOy9z1WvoroVFBYCBE60B4d/cSi0ZTSKgZaYUX2OikDDF/oGDRp4W9S6UN1JeMVmHapPUZ2K6lVQeAgQxPbrr78GVejaUhb5S5uDacmZ8EVf/7ZXXHGFmTNnjt28TFOnTvXqTcLPoUN1KapPQeEiQBCbukD8i4Rm+SD/aWn+cE2PDi1yqZl2q1evtpt7VFei+hLVmYQfp8kVFJEWBwIEsTVs2DC4WLh2dyD3KCgeeughs8022yQEwt57722GDh0atFMdiepJVFcSbqe6E9WfqA4FxYEAQSxaidfvN9fAKAqPVlPWFsZ+N6V/nHjiiaZv375eHUn466oz0Z2o6k5QXAgQxKJPnv6Fo2XLlvZpFBAtSxOeLFHWofoS1ZmgOBEgiKVx48bBxePjjz+2T6MADRgwwNSuXTshOFRPoroSFDcCBJFphVR/wFQbStHXXTy0U+TZZ5/t1Xc0b96cZdbhIUAQmfZt8D+BtmjRwj4NoMgQIIjsrLPOCgKEXeIAECCIZNmyZcF2o5q+SRcGAAIEkQwcODC4+9BKqgBAgCCS8847LwiQfNlrG0B2ESBISzNw/F3kNAuHDYAACAGCtIYMGRLcfVx22WX2aQBFigBBWlpV1Q8QLboHAEKAoFxaYG/bbbf1wkOrs65atcpuAqBIESAo1/Dhw4O7jwsvvNA+DaCIESAo15VXXhkEyODBg+3TAIoYAYKUtL+1v3d2tWrVzPLly+0mAIoYAYKU3nvvveDuo0mTJvZpAEWOAEFK1113XRAg/fv3t08DKHIECMqkbUt32WUXLzy049ySJUvsJgCKHAGCMn300UfB3cfpp59unwYAAgRlu+mmm4IAefbZZ+3TAECAIJl2GqxVq5YXHlWrVjULFiywmwAAAYJkn376aXD30ahRI/s0AHgIECRp1apVECA9e/a0TwOAhwBBkr333tsLj0033dTMnTvXPg0AHgIECb788svg7uO4446zTwNAgABBgrZt2wYB0qVLF/s0AAQIECSoW7euFx4bb7yxmT17tn0aAAIECAKTJk0K7j6OOuoo+zQAJCBAELj33nuDAHn44Yft0wCQgABB4JBDDgm6r2bMmGGfBoAEBAg806ZNC+4+Dj30UPs0ACQhQODp3LlzECD33XeffRoAkhAg8NSrVy8IkMmTJ9unASAJAQIza9Ysb9xD4XHggQfapwGgTAQIzOOPPx7cfbRv394+DQBlIkBgjj766CBAJk6caJ8GgDIRIEXu119/NZtssokXHnXq1LFPA0BKBEiR69GjR3D3cccdd9inASAlAqTInXjiiUGAjB8/3j4NACkRIEVs3rx5pkqVKl547LHHHvZpACgXAVLEnn766eDu45ZbbrFPA0C5CJAi1rhx4yBAxowZY58GgHIRIEVq0aJFZrPNNvPCY7fddjPr1q2zmwBAuQiQIvXCCy8Edx/Nmze3TwNAWgRIkTrppJOCAPnggw/s0wCQFgFShBYsWBCsfaVurD/++MNuAgBpESBFqH///sHdh46LLrrI/PXXX3YzACgXAVKEzj///IQA0dGyZUu7GQCUiwApMuqu2nrrrb3Q2Gqrrcymm24ahMgjjzxiNweAlAiQIjN06NAgMC699FLTvXv34P9rXKRfv372QwCgTARIkWnWrFkQGK+99pr3tbZt2wZf06D6O++8Yz0KAJIRIEVA3VZjx471uqj84kF1Y4VnX1111VVBiOjchAkTQs8AAMkIkAI0evRoc9ddd3kFgoceeqipWrVqEA7+cfDBByc85s8//zRnnHFGcH6nnXYy06ZNS2gDAGEESJ7ThlBDhgzx9vLQ0uzbbLNNUljYh8Y6nn32WfupzMqVK039+vWDdnvvvbeZO3eu3QwAPARIHlm2bJkZOXKkefjhh02TJk3M7rvvnhQOZR3777+/ueSSS0zXrl29PT9Wr15tP3VARYZ169YNHqs7mKVLl9rNAIAAyVXqUvryyy9Nz549vfEJdTn51ePlHTvuuKM57LDDEtp26dLFfvpyzZo1y9SsWTN4vJY9KS90ABQnAiRH/PLLEvPmm+PNXXc9ao455lhTrVq1pHCwD9VxHH300V4R4ODBg83MmTOD5/vvf/8btNOe54MGDSp9sQi+/vprs9122wXPQbU6AFvWA+Sww3oFRzpx2qYSfo769Z82c+Yss5sEMvF6LpYuXW3Gjp1tnn76c3PLLW+XfMLvW/I99DR773292WGHf5oqVf4nKSx0R6G7kKuvvtq7K9HdSbol2Fu3bh08fvPNNzfvv/++3aRco0aNMltssUXwHGw6BSCsoANER4cOI+0mgUy8Xjpr1qwzkyb9bgYO/Ma0a/eBOeecQUnfo3/su++tZuedG5VctHf2xjc0zqHxDo17aPwjLt0xqFjQDwANsCt44njllVcSqtX1/QCAFHyAHHHEU2b69IV2M08mXs/244+LzPDhU0sutB+bZs1e9e6C7O/JPo499jlz3XVvmMcee9e89danZu7c3+2ndbZ27Vpz6qmnBgGw6667mhkzZtjNytWjR4+EOyHtJQIABR8gOm67rezK6oq+3qJFf5hRo34sucCONzfc8KY5/vjnkl7bPo48sre5+OJXTOfOY8zrr09JGW6ZtHz58pIgPSIIgX333dfMmzfPblaudu3aBY9XXcnbb79tNwFQZAo6QA4/vPS/v/32N7tprNf744+15ssv55j+/b82rVuPMGec8WLC41MdZ501wNx553vmxRe/MV9//ZtZvfpP+6krhQJDweGHQL169bxgiUPjL/7jVa2uKcEAildBB0irViOC/7722mF207SvN2XKfHP//aNN06Yve11h4fZlHSec0MfcdNNbplevCWb06FlmyZJV9lNuUOq6UheWHwKNGzf2uriiKqta/YcffrCbASgSBR0g6h4KX/g//XR2yrZlKe8uQ2Mbl18+xDz66FjzzjvTzE8/LbEfnpM0iB6uVtcge5zpuapWb9CgQfD4vfbai2p1oEgVdICIuo/8/69B7fC10m5r012Lf/68814yd9890gwa9K2ZPHleySf38qfQ5jJN59W0Xj8ENN03DlWrH3DAAcHjqVYHilOlBkicw5X9HDNnLkq4CxkxYnrKtjaNV0ycONcsX77aPpX3Bg4c6BUY+iGgwsM4VK0eXkqFanWg+BR8gEjbtu8HX2vSZJBZt279bUhZbYuJljjxA0BholCJ45tvvjHVq1cPnqNp06axusMA5LdKDZB04rRNpaznmDVrccJdyJAhk1O2LTZaxdcPAJdq9Y8++shsueWW3uM326yGadPmUbsJgAJVFAEi7duPDL7euHE/r3sqVdtiojuGyy67LAgRDbB/8cUXdrNyvfrqq6ZatV1NjRpHmdq1m5pnnvnIbgKgAOV8gGgm1ZNPji+5yA0xDRv29WY//fvfA83jj39iFi8u3VHPV9ZzyOzZS0y9er2Dcy+8MDFl22Kjqbya0uuHyC677BK7Wr1Pn6Fmjz2amQMOuNurv1E1PoDClvMBEv6affzrX/3N3LmJa0SV9Ry+e+75MDinMCqvbbFRUaGKC/0QqVOnjvn993hLqnTrVvr+quJeC0YCKFw5HyCaPqtVa1VJrqVDli1bbd5/f4Y55ZQXvHaaphtW1nP4fvllqXdhC7dJ1bYY2dXqWv4kbrV6p06jgvf0mGOe9RaSBFCYcj5AUlFRoNpp/amwdM8RvsCla1uMtKdIuFpdCzGuWbPGbpaSZrhpiXr/fdVS9ZrEAKDw5G2ArFy51munMZGwdM+h/UGOOir5LgSlvvrqK7PtttsGIdKsWbNY03NXrVprrrzyteC9PfPMAWb+/BV2MwB5Lm8DRAV+anfFFUMTvh7lObS+FQFSvg8++CChWr1Vq1Z2k3JpHTB1P/rv70UXvVKQBZlAMcvLAFE3yVVXrf+E+9ZbiYv5RXmO335bnrRPB5JpG1y/Wr1q1W1Mjx797Cbl0gQHTZn232PteaINtgAUhqwHSDY89NDHwQUJ2dW1a1evQLB69cNN7drnm+HDv7KblEvTsLVKsR8imvTgrwQAIL/lXYD07DneuxBppdyFC5PrQJB5HTv28AoE69Zt440fffbZz3aTcmkflQYNnglC5JFHPrabAMhDeRUg2mdDFyDNvKqMnfxQqk2bIUEAaAve77+Pt6PhyJEzE5aT6ds33p0MgNyTNwHih4c+yeoTLSrXn3+uMzfe+FYQACef/IL5+ed4e6C88sp3weNVrf7GG1PsJgDySF4EiN9tpe4Tqps3HG3rqyVl/BA4++wBsbsR/Q8COlTU+fHHP9lNAOSJnA8QPzx0sRk16kf7NCqZVgPQkvh+CGiTrhUrohcayn33fRQ8/uijn6FaHchTOR8g/oWmvEMXNVQeLQlz6qnrl5LR0aLF8Fg7NGoWVsuW7wSPp1odyE8ECJxMmTLfHHfcc8G/Qbt2HyRsF5yOqtX9Wh4dmlVHtTqQX3I+QJC7Jkz4JaEgs0uXT+0m5bKr1Zs2fZlqdSCPECCoEO0xH56e27//13aTcqlaXcvy+4+/4YY37SYAchQBggobNOjbIAAUJm+/nbi8TDrhanU9XrtFAsh9BAgyonv3cUGIuFSrayaWBuPj3sEA2HAIEGRMeMdHbSY1eXK8anUA+YUAQcaoWv2mm0qr1Rs1ej52tTqA/EGAIKNUrX755YnV6gsWrLSbASgABAgybvHiilerA8h9BAiy4tdflyVUqzdvHq9aHUDuI0CQNVOnLvCW3vdDRIPs5fHb6VCBovavTyXctizpzofFaQugFAGCrApXq2sJ9/LuQsIXch0dOoy0mwTSXfTTnQ+L0xZAKQIEWadVlM85Z1DapU7sAFFRYaqNw9Jd9NOdD4vTFkApAgQ5ww4QHbfd9o7dzJPuop/ufFictgBKESDIGeELubq7/P/+9tvf7KZpL/rpzofFaQugFAGCnBG+kLdqNSL472uvHWY3TXvRT3c+LE5bAKUIEOSM8IVcYx/hVX4//TRxK+N0F/1058PitAVQigBBzrAv5Hfe+V7w/1WMGN6wym5rS3c+LE5bAKUIEOQM+0I+c+aihLsQ7T2Sqq0tfD7OASA6AgQ5o6wLedu27wdf0/Io2k89VdswOxiiHgCiI0CQM8q6kM+atTjhLmTIkMkp24alOx8Wpy2AUgQIckaqC3n79iODrzdu3M/bsTBVW1+682Fx2gIoRYAgZ6S6kM+evcTUq9c7OPfCCxNTtvWlOx8Wpy2AUgQIckZ5F/LwbocNG/Ytt62kOx8Wpy2AUgQIckZ5F/Jffllqjjyy9C6kvLaS7nxYnLYAShEgyBnpLuSdOo1KCo9UbdOdD4vTFkApAgQ5I92FXPuDHHVU8l1IWdKdD4vTFkApAgQ5I8qF/P77RxMgQI4gQJAzolzIf/ttebBBVXlt050Pi9MWQCkCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAODk/wGOrq0P6jccUAAAAABJRU5ErkJggg==)
| Product Number | 8H56-1-X5 |
| CAS | 465515-36-0 |
| MDL Number | MFCD03659730 |
| Molecular Formula | C9H11ClN2OS |
| Molecular Weight | 230.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H56-1-X5
CAS: 465515-36-0
Molecule Weight: 230.71
Formula: C9H11ClN2OS
![Benzo[b]thiophen-3-ylmethylamine hydrochloride](data:image/png;base64,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)
PN: 7H30-5-X4
CAS: 55810-74-7
Molecule Weight: 199.7
Formula: C9H10ClNS
Melting Point: 230 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090