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wC4ECJxBgAB2IUDgDAIEsAsBAmcQIIBdCBA4gwAB7EKAwBkECGAXAgTOIEAAuxAgcAYBAtiFAIEzCBDALgQInEGAAHYhQOAMAgSwCwECZxAggF0IEDiDAAHsQoDAGQQIYBcCBM4gQAC7ECBwBgEC2IUAgTMIEMAuBAicQYAAdiFA4AwCBLALAQJnECCAXQgQOIMAAexCgMAZBAhgFwIEziBAALsQIHAGAQLYhQCBMwgQwC4ECJxBgAB2IUDgDAIEsAsBAmcQIIBdCBA4gwAB7EKAwBkECGAXAgTOIEAAuxAgcAYBAtiFAIEzCBDALgQInEGAAHYhQOAMAgSwCwECZxAggF0IEDiDAAHsQoDAGQQIYBcCBM4gQAC7ECBwBgEC2IUAgTPiA6R58+bmYgApRoDAGQ899FAsQEqXLi3du3eXjRs3mtUApAgBAmdMmjQpFiDRcvjhh8uYMWNk7969ZnUAISNA4JRnnnlG/vCHP3iC5NRTT5XZs2eb1QGEiACBc3bv3i3Dhw+XatWqeYLk2muvlWXLlplNAISAAIGz1q1bJ3fffbeULVs2IUQqVqwoffv2lW3btplNAASIAIHzvv/+e2nZsqVnb0QPdb300ktmdQABIUCQMd566y05+uijPUFyzjnnyBdffGFWB5AkAgQZZefOnfL3v/9dDj300IQQ0ct+b731VlmzZo3ZBIBPBAgykgaFBoYGR3yQaLBowGjQAEgOAYKMpoeu9BCWeVhLD3XpIS8A/hEgKBH0ZHp+40cuuugi+eGHH8zqAIqAAEGJsXXrVnn44YelQoUKCSGilwHfc889sn79erMJgAMgQFDi6EBDHXBo7o3owMSnn346MlARQOEIEJRYOvXJKaec4gmS448/Xj788EOzOgADAYISTSdhfO655yKTMppBcu21f87dW/nZbALg/xAgQC6dFr5bt25Srly5SHiUKpUldepkyVlnHSTjxj0g27dvMpsAJR4BAsT56aef5LLLLpPKlbPkuOOypGXLLGnfPkt69DhCPvnkedm3j2njgSgCBMjHzJnT5Nprj5O2bbPkzjv3l0GDTpfFiz8xqwMlEgECFGD37l0yffo/5P77qySEiJYxY26QDRv+azYBShQCBCjEli3Z8tJLf5VOncokhMi99x4s77zTX3bt+t1sApQIBAhQRCtW/EeeeOICz97Igw8eKV988YpZHch4BAhQTF9//b/Su3dDT5A8/nhzWb78a7M6kLEIEMCH3bt3yLvv/o907nxIQoj89a+lZcKEv8jmzb+aTYCMQ4AAScjJWSUvvNAhNzhKJQRJly6VZfr0x3ODhmnjkbkIECAAS5bMlb///UzPYa0+fY6V//xnilkdyAgECBCQffv2ydy5E+SBB+p4gmTYsNayevV8swngNAIECNiOHVvk7bcfkrvvLp8QInfdVU5effU+2bZtg9kEcBIBAoQkO/sXGTXq/3n2Rrp2rS6zZo2QvXv3mE3ytWjR7Mg4lIEDT5H7768qnTqVjfz34YcbRa78euWVeyOXETOwEalGgAAhW7hwhjzyyEmeIBkwoKksWfKZWT1GBzAOH36pp92BCpBKfOKAFNC9jdmzR0q3bjUSNvh6GfDOndvM6pHR7f37n+gJiMIKkEp84oAU2rYtR157rUvkfIhu8PVy3/ymQnn33YEJwTB8+GXy7beTJSdnpezZsytyniU7e0lkD0aDaezYG6VXr3rmaoBQESBAGqxZs0Dee2+Q/Pe/88xFEf37nxALj0mTupuLASsQIICF7rmnYixA9FwIYCMCBLBQ/BQp69YtNRcDViBAAAsNHnxOLECeeKKFbNiwwqwCpB0BAljo889fSjiJrpM0DhlyXmSA4jffvBUZYwKkGwECWOr117smhIhZ9D7tOpHjTz/NNJsCKUGAABabP/8DefLJlpE9EDNA4svTT18uW7euN5sDoSJAAAds2rQmMl2J7pU8+eRF0rVrNU+I6FQn+Y0pAcJCgACOWrHiW3nppU4Jeyfvvz/YrAaEhgABHKcDEqMB8j//c5q5GAgNAQI4Tm+fGw0QHT8CpAoBAjhu06a1sQDREexAqhAggOP0fiDRAOnX73hzMRAaAgSw0AMP1I3cjGr69MdlwYJ/yapVP0SuxNq9e2ekrFu3TL788jUZOvTChCux3n67j7kqIDQECGCh+FAoannooaNl+/bN5qqA0BAggIXMcCis6GDDnJxV5mqAUBEggIX0xlHz5r0hb7zRS/7xj1aRuxP26FFL7r77oNxSXrp3P1wee+xsefXV+2TRojlmcyAlCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECOCIffv2yahR18hdd5XjzoOwAgECOCI7+5fY3Fc6Wy+QbgQI4Ig1axbEAqRbtxrmYiDlCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI5YvXqB3HxzVqTccw8BgvQjQABHLF++QFq0yIqUP/+ZAEH6ESCAIxYvXiD162dFyqmnEiBIPwIEcMSCBQskKysrUmrUIECQfgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwRHyAVK1a1VwMpBwBAjjg119/lbZt28YCRMujjz4qO3fuNKsCKUOAABbbtWuXDBkyRCpXrpwQHtFy1FFHyZtvvmk2A1KCAAEsNXXqVGnUqJEnNMqUKeP5W8uWLeX77783VwGEigABLKPnOtq0aeMJidq1a8v48eNl69at0rdvX6lYsWLC8rJly8pdd90l69atM1cJhIIAASyxYcMG6dKli5QrVy4hGMqXLy+9e/eWLVu2JNRftmyZXHfddZ6g0RPsw4cPl927dyfUB4JGgABptmfPHhk5cmTk0lwzDK666ipZsmSJ2STBnDlz5NRTT/W0bdKkiXzwwQdmdSAwBAiQRjNmzJCTTjrJs/Fv2rRpZFlR7d27V8aMGSM1a9b0rOtPf/qTLFq0yGwCJI0AAdLgl19+kauvvtqzsa9evbqMGDEislfix8aNG6V79+5y0EEHJaxX/92zZ0/ZtGmT2QTwjQABUkjPY+j5DD2vEb+B1/Me9913X+Q8SBB0j+Pyyy/3BNQRRxwhzz//fGSPBUgWAQKkwL59+2TChAlSp04dz0a9devWMn/+fLNJIN5//3057rjjPI952mmnyccff2xWB4qFAAFCNnfuXDnzzDM9G/Fjjz1W3nnnHbN64PRqrGHDhkWuzjKfw/XXXy/Lly83mwBFQoAAIVm5cqV06NBBSpUqlbDR1lHlOrpcR5mnko4P6dSpk2cgoo4n6devn2zbts1sAhwQAQIEbMeOHTJw4EA55JBDEjbUpUuXlr/85S+Rea3S6bvvvpMLL7zQszdy5JFHyj//+U+zOlAgAgQI0KRJk6Rhw4aejfN5550nX3/9tVk9rd54443IXFrmc23evLl89dVXZnXAgwABAvDtt9/KBRdc4NkY66/6V155xaxuDd1bGjRoUL57S7fffrusXbvWbALEECBAErKzs+XOO+/0nFc4+OCDpX///vL777+bTay0atUqufnmmz3naw477DAZPHgw08YjXwQI4IOeAP/HP/4hVapU8ex13HjjjfLf//7XbOKEzz//XM466yzPazrmmGNk8uTJZnWUcAQIUEzTpk3Ld2xFs2bN5JNPPjGrO2nixIlSt25dz2ts1aqV/Pjjj2Z1lFAECFBEP/30k1x22WWejWqtWrXkhRdeiAwWzCQ6bXyfPn2kQoUKCa9Xp43v3LlzYKPm4S4CBCiEzi/VrVs3zzTrOr9Ur169Mn5+qaVLl8o111zjCU6dt+vZZ5/1PW8X3EeAAAXQ+aKee+45Ofzwwz0bzz//+c/y888/m00y2syZM+Xkk0/29MWJJ54oH330kVkdJQABAuRj1qxZcsopp3g2lscff7x8+OGHZvUSQ/c2Ro8ene+9S9q2bSuLFy82myCDESBAHD1c065dO8/GsVq1avL0009zl7//k5OTI/fff7/nsJ7OMvzggw/K5s2bzSbIQAQIIHknjB9++OF8Txjfc889sn79erMJci1cuFAuueQST+DqhQXjxo3LuAsLkIgAQYn34osvyh/+8AfPRvCiiy6SH374wayOfLz77rvSuHFjTx/+8Y9/lE8//dSsjgxBgKDE+uKLL+Tss8/2bPSOPvpoefvtt83qodO9oG+++UZee+01GTBgQGSqdZ0epUGDBpGis/jGP0/9d3SZ1tP62k7b63p0famkgyuHDh2a7+DK9u3by4oVK8wmcBwBghJn9erVcuutt3qm7Tj00EPlscceS9m0HbqB10GJDzzwQGQQovl8ki26Pl2vrl8fJ1WB8ttvv8kdd9zhmd6lUqVK8sgjj8j27dvNJnAUAYISQ4Ph0UcfjQRF/IZNJw687bbbZM2aNWaTwOnJZ72K6fzzz/ecgA676OPp4+rj6/MIm+4FtWjRwvM86tevH9lLgvsIEJQIb775Zr5Tl59zzjny5ZdfmtUDpYd2pkyZErm6yzxJbxa9PFYPq3Xs2FEef/zxyKE0HX+h06vrFWJa9Eqw6P/r33W51tP62k7b53eZbXzR56HPR59X2De2ev311yOH2cznoGE2b948szocQoAgo33//ffSsmVLz8arXr168tJLL5nVA6VTpetIbf3FbT5+tOh8U3rXQr1iadmyZeYqkqLr0/Xq+vOb1ypa9Pnp89TnGxY9bKWHr/QwVvxj62EuDT097AX3ECDISHr71rvvvjtyGW78Bktv39q3b99Qb9+q5xr0ZHLt2rU9G2st+mtcn8OCBQvMpqHSx9PHzW9vQIs+X33eYZ4r0RPpN910k+ex9YKAJ554IvS9IQSLAEFG0cM7w4cPl6pVq3o2Utddd13gv/JNEyZMkJo1a3oeW3956y/t2bNnm03SQp+HPh9zj0CLPn99HWH67LPPIpf4mo/dqFEjmTp1qlkdliJAkDE++OADadKkiWejdOqpp8qcOXPM6oHS8SJ6TN98bP1l3bt378iNp2ykz0ufn3mJsBZ9PWGOg9FBhuPHj893T00HJ6Z6Dw3FR4DAeYsWLZI//elPno2Q/pIeM2ZMZFLEsOiVXXqZrHlFle4BDRw4MCVXOwVBn6c+X3PPTV+Xvr4wL23WaU/+9re/RaZBMR9bp0txpQ9LIgIEztJp1Hv27BmZVj1+w6P/7t69e2Qa9jDpxIGnn356wmPr2AsdY+LqSWF93vmNkdHXGfZEiUuWLJGrrroq4XG16BVlo0aNYtp4CxEgcI7uUTz//PNyxBFHeDY2l19+eeTGT2GbNGmS57BP06ZN5eOPPzarOklfh76e+Nenr1dfd9j+9a9/RaaIN9/bk046KXLJMuxBgMApenJXpxoxNy56i9n333/frB44/RWsd+OLf2wdiPjQQw9l3Ey9+nr0denri3+9+vrD3hvQ9eulxXrTKvO9PuOMMyLT0CD9CBA4Y/LkyZ6NiR6zHzZsWEo23jqWwTzEoudZpk+fblbNKPr6zCvLtB9SMSWJ3jZXA8u8HFvHj4R5uTGKhgCBM/RqoegGRI/Rd+rUKTLeIxX0fIo5LYdOYLhq1SqzakbS16mvN/71a3+EfZ4pav78+dKqVauEx9e/Ib0IEDjj5Zdfjm08dAqSVFm7dq3nVq46GC4Vez020ddrDgLUftH+SZX4K7XCHtODwhEgcEZ8gLRu3dpcHAr9hW2GR7du3UrsjZL0devrN0MkVXsiBx98MAFiEQIEzkh1gOgx/vjDVnrYTCcshET6If5SX+2nVJwTIUDsQoDAGakMEL0KyDxhPnjwYLNaiab9Ed8/2l9hX51FgNiFAIEzUhkg5qW6etgGXubhLO23MBEgdiFA4IxUBYgOlovfKOqJ45J6zqMw2i/mifUwBxsSIHYhQOCMVASITtcRP8JcL11livED0/6Jv8RX+y+saU8IELsQIHBG2AGiN1SKn9tKB8+VlHEeydJ+ih9sqP0Yxg2qCBC7ECBwRtgBorPORtev03fo9PAoOu2v+GlPtD+DRoDYhQCBM8IMEL3vRfyU7DoHFIpP+y3ah9qfQd9PhACxCwECZ4QVIHoiOP5mUDoLbUkbZR4U7bf4WXy1X4O8AIEAsQsBAmeEFSATJ06MrVcHx4V998JMp/0XP8hQ+zcoBIhdCBA4I4wA0Rld4+8rojdTQvK0H6N9qv0b1My5BIhdCBA4I4wAGTp0aGydOjW8q3cStI32Y/ztcbWfg0CA2IUAgTOCDhCdu6lOnTqxdeo9wREc7c9o32o/BzFXFgFiFwIEzgg6QEaMGBFbnw5+y8nJMasgCdqf8YMytb+TRYDYhQCBM4IMEL1aqEGDBrH1cdluOOIv69X+TvbqNgLELgQInBFkgEyZMiW2rkqVKkl2drZZBQHQftX+jfa19nsyCBC7ECBwRpAB0q5du9i6OnbsaC5GgLR/o32t/Z4MAsQuBAicEVSA6LH5ChUqxNY1e/ZsswoCpP0b7Wvt92TONREgdiFA4IygAmT06NGx9TRs2DDQkdLw0v7Vfo72ufa/XwSIXQgQOCOoAIm/TW3fvn3NxQiB9nO0z7X//SJA7EKAwBlBBIiOiI6fNHH+/PlmFYRA+zna59r/fkemEyB2IUDgjCACZNq0abF11K1b11yMEGl/R/te3wc/CBC7ECBwRhAB0rNnz9g6OnToYC5GiLS/o32v74MfBIhdCBA4I4gAadasWWwd48aNMxcjRNrf0b7X98EPAsQuBAickWyA6HH3MmXKsAFKE+3vaN/r++DnPAgBYhcCBM5INkDmzZsXa1+jRg1zMVJA+z36Huj7UVwEiF0IEDgj2QB55ZVXYu3PPfdcczFSQPs9+h7o+1FcBIhdCBA4I9kA6d+/f6z97bffbi5GCmi/R98DfT+KiwCxCwECZyQbIDfccEOs/eDBg83FSAHt9+h7oO9HcREgdiFA4IxkA+Sss86KtX/rrbfMxUgB7ffoe6DvR3ERIHYhQOCMZAPk+OOPj7VnAsX0iJ9YUd+P4iJA7EKAwBnJBki9evVi7f1cAYTkxV8Jp+9HcREgdiFA4IxkA6RKlSqx9j///LO5GCmg/R59D/T9KC4CxC4ECJyRbIDEDyJcu3atuRgpoP0efQ/0/SguAsQuBAickUyA7NixI9ZWy+bNm80qSAHt9/j3Qd+X4iBA7EKAwBnJBIhiDyT92APJLAQInJFsgHAOJP04B5JZCBA4I9kA4Sqs9OMqrMxCgMAZyQYI40DSj3EgmYUAgTOSDRBGoqcfI9EzCwECZyQbIMyFlX7MhZVZCBA4I9kAYTbe9GM23sxCgMAZyQYI9wNJP+4HklkIEDgj2QDhjoTpxx0JMwsBAmckGyDcEz29tL+jfc890TMDAQJnJBsgqlmzZrF1jBs3zlyMEGl/R/te3wc/CBC7ECBwRhAB0rNnz9g6OnToYC5GiLS/o32v74MfBIhdCBA4I4gAmTZtWmwddevWNRcjRNrf0b7X98EPAsQuBAicEUSA6HH3cuXKxdYzf/58swpCoP0c7XPtfz/nPxQBYhcCBM4IIkBUixYtYuvp27evuRgh0H6O9rn2v18EiF0IEDgjqAAZPXp0bD0NGzaUffv2mVUQIO1f7edon2v/+0WA2IUAgTOCCpCcnBypUKFCbF1MrBiu+AkUtd+1//0iQOxCgMAZQQWIateuXWxdHTt2NBcjQNq/0b7Wfk8GAWIXAgTOCDJApkyZEltXpUqVJDs726yCAGi/av9G+1r7PRkEiF0IEDgjyADZvXu3NGjQILa+hx56yKyCAGi/RvtY+1v7PRkEiF0IEDgjyABRI0aMiK2vcuXKSR2bh5f2p/ZrtI+1v5NFgNiFAIEzgg6Q7du3S506dWLrHDhwoFkFSdD+jPat9rP2d7IIELsQIHBG0AGihg4dGltn1apV5bfffjOrwAftR+3PaN9qPweBALELAQJnhBEgOiL6iCOOiK331ltvNavAB+3HaJ9q//odeW4iQOxCgMAZYQSImjhxYmy9pUqVkjlz5phVUAzaf9qP0T7V/g0KAWIXAgTOCCtAdKT0+eefH1t306ZNk75aqKTSftP+i/al9muQI/0JELsQIHBGWAGifvjhh4RJFrms15/4y3a1P7Vfg0SA2IUAgTPCDBD1wAMPxNZfunRp+eCDD8wqOADtL+23aB9qfwaNALELAQJnhB0gO3bskNNPPz32GDVr1pRVq1aZ1ZAP7Sftr2jfaT9qfwaNALELAQJnhB0gavHixQmD3y644ALZtWuXWQ1xtH+0n6J9pv2n/RgGAsQuBAickYoAUZMmTYo9jpabbrop0BPBmUT7Rfsnvr+0/8JCgNiFAIEzUhUgqnPnzgkbxW7duplVkEv7Jb6ftN/CRIDYhQCBM1IZIHv27JGrrroqYeM4ePBgs1qJpv0R3z/aX9pvYSJA7EKAwBmpDBClczfF3/5WB8c9/vjjZrUSSfshfrCg9lMQc10VhgCxCwECZ6Q6QNTGjRvl5JNPTvilrYdtSuo5EX3d5mEr7R/tp1QgQOxCgMAZw4YNi208qlWrJt99951ZJRRr1671hIieOC5po9X19ZonzLVftH9S4Z133knY6/nll1/MKkgxAgTO6NevX8LGq2zZsnLXXXfJunXrzKqB01/Y8YeztOilqyVlnIi+zvhLdbVof6Riz2P+/PmRPc74xyZA7ECAwBm///67NGrUyLMh0WnDn3rqqdD3CPQYv3liXQfPTZ8+3ayaUfT1xQ8S1KL9EPY5jw0bNsh9992XMMWMFh3t3rZtW7M60oAAgXN0ttfTTjvNEyRNmjQJfWOuVxmZl/jqBk3ngAo7wFJNX4++rvjpSbTo6w/zaitdt969sHr16p73+Oqrr2bPwyIECJy0d+9eGTt2rOeXsZYrrrhCFi1aZDYJlA6Wix+xrkVnof3444/Nqk7S1xE/q64Wfb1hDhJUM2bM8DyulpNOOimyDHYhQOC0TZs2SY8ePeSggw5K2ODov/XvujwsOl1H/NxZWvQkr95MydU7G+rz1ucff7Jai77OsKYnUUuWLPEcHtRSo0YNGTlyZKh7PPCPAEFG0D0O3fMwN0C6h6J7KrrHEoadO3dGZp01j9PreRm9J3hOTo7ZxEr6PPX5xt+GVou+Ln19+jrDsGXLFundu7eUL1/e87hdunSJnAeBvQgQZBQ9B6LnQswg0XMmYd5pUO97EX9TqmjRwz66gczOzjabWEGflz4/83CcFn09Qd/PI0rHk4wfP15q167tedw2bdrIggULzCawEAGCjKMnf/WqLPPXtJbrr79eli9fbjYJzIQJE/I9L1OpUiXp2LGjzJ4922ySFvo89Pno8zKfqz5/fR1hmTt3rpxxxhmex9Ur7KZOnWpWh8UIEGQsHR+i40R0vEj8hqpixYqRMSXbtm0zmwRi69atMnTo0Hx/XWtp0KCB9O3bN+W/svXx9HH18c3npEWfrz5vff5hWLlyZWQgonl+Rfd+hgwZwrT5DiJAkPF0xHrLli09G8x69epFpkcJi95Q6dlnn5X69et7Hjta6tatKx06dJBx48YFPjWHrk/Xq+vXxzEfO1r0+enzDOMGUErHi+j5FXNvRy8P1r2gX3/91WwCRxAgKDHefPNNOeqoozwb0HPPPVe+/PJLs3pg9Jf1lClTpF27dlKhQgXP48cXvero7LPPjmxYdcLCt99+W2bOnClfffWVLF26NFL0EF30//XvulzraX1tp+11Pea644s+D30++rzC/OX/+uuv57vHc95558m8efPM6nAMAYISRX9lDxo0SA499NCEDZr+Gr7ttttCn9dJr3YaPXp05AS1eeVW2EUfTx9XHz/sq8O+/fZbz9QvWnRv59VXXzWrw1EECEqk1atXyy233OI5Hn/YYYfJY489Ftplq/H0XMO0adMil8k2a9bM81ySLbo+Xa+uXx8nrHMb8fSqrjvvvFPKlCmT8Fx0Ft0BAwZEpqNB5iBAUKL9+9//jhzyMTe+xxxzTOSwUCrpBv6bb76R1157LbKx1SvGdAJDPQSkxbzUVv8dXab1tL620/a6nlQERpQeBnvyySelSpUqnr5s3769rFixwmyCDECAALlefPHFfE80X3zxxfLjjz+a1RHnvffek8aNG3v6Tvd+Pv30U7M6MggBAvwf/cXep08fz4luvQz43nvvlfXr15tNSrSFCxfKpZde6gmOWrVqyQsvvFBib7pVkhAggEGvbtIrlMwNo97E6plnnsm4WXeLS0/Ad+3a1XMRgM4/1qtXL9m8ebPZBBmKAAEKMGvWLM+dCLWccMIJ8tFHH5nVM55OaKhXcB1++OGePrnyyitDnWwRdiJAgANgo5mHMEV+CBCgCErqYRs9nHfNNdd4goPDeVAECFAMJeXEMRcUoCgIEMCHTL50lUuaUVQECOBTpg2eO9CgysmTJ5vVAQIESJbr03fYMK0L3ESAAAFxbQLBdE8sCfcRIEDAXJjC/I033kjL1PbILAQIEAJbb6KUrptrITMRIECIbLmNa7pu74vMRoAAKTB37lw544wzPL/8GzVqJFOnTjWrB0YH+j311FNStWpVz2Pr9O/Lly83mwBFRoAAKaKDDMePHy+1a9f2bMzbtGkjCxYsMJskZfr06dKkSRPPY5122mkyZ84cszpQbAQIkGJbtmyR3r17S/ny5RM27DpNSpcuXWTDhg1mk2JZtGiRXHHFFZ7gqFmzpowdO1b27t1rNgF8IUCANFmyZIlcffXVng19jRo1ZOTIkZGJHItj06ZN0qNHj8j8XPHr03/r33U5ECQCBEizGTNmSNOmTT1Bon/TZYXRPQrds9A9DHMduieieyRAGAgQwAK6tzFixAipXr26JwR0L+WXX34xm0TouQw9p2G20XMfeg4ECBMBAlhEz3/cd999nmnj9XyJnjfR8ydKr57Sq6jM4NCrrfSqK6ZZRyoQIICF5s+fL61bt/YEhE4b36pVq8j4jfi/6/gOHeeh4z2AVCFAAIu98847cuyxx3qCJL7oyHIdYQ6kGgECWE5Hq+uo9UMOOSQhOHQuK53TCkgXAgRwxCeffBILDz0norPpAulEgACO0JHq0QDRsSJAuhEggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAYK0GH1nVrEKCJADMT8vhRUEg55EWphf6MIKCJADMT8vhRUEg55EWphf6MIKCJADMT8vhRUEg55EWvBlLj4CpGB8ntKD3kZa8IUvPgKkYHye0oPeRlrwhS8+AqRgfJ7Sg95GWvCFLz4CpGB8ntKD3kZa8IUvPgKkYHye0oPeRlrEf+ELK8hDgBTM/MwcqCA49CbSwvxSH6gUZPfObbJ53dKUlpzflspvq5fKqhVLZdmypbJ0aerKRx99FAuQqlWrepanoizPfc2rVy6V7DVLZVO2t3/CLPv27jE/AjHmZ+ZABcGhN5EW5pf6QCU/P84aIc91KuOpG3Z55LosueHcLDm5QZaUL5u3MS9JpUqlLDmnUZbc3jJLnujg7Z8wy7gulWXtks/Mj0KEWfdABcGhN5EWyX6h3/r7mZ4NQyoKAZK+ANEyd1J386MQEV8HqUNvIy2S/cL/NHeCPN+5kmcDE3YhQNIXIC89UFeyl39tfhQi4ushdehtpAVf+OLjJHrB+DylB72NtOALX3wESMH4PKUHvY204AtffARIwfg8pQe9jbTgC198BEjB+DylB72NtOALX3wESMH4PKUHvY204AtffARIwfg8pQe9jbTgC198BEjB+DylB72NtOALX3wESMH4PKUHvQ04ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjvhl8QI5oV5WpDQ/mQBB+hEggCNWLVsgNzbPipS/Xk6AIP0IEMAR61YtkMHtsyJleCcCBOlHgACOyFmzQEbfmRUpE7oRIEg/AgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAERvX/hQLkInda5qLgZQjQABH7Nm9Q17+W/1IgHw46hpzMZByBAjgkO1b18nqRbNl755d5iIg5QgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIIDFoiPPi1qAVOITB1jMDIjCCpBKfOIAi5kBUVgBUolPHGAxwgE241MJWIwAgc34VAIWI0BgMz6VgMUIENiMTyVgMQIENuNTCVgsPkAKK0Cq8akDLGaGxIEKkGp86gCLmSFxoAKkGp86wGIEBGzGpxKwGAECm/GpBCxGgMBmfCoBixEgsBmfSsBiBAhsxqcSsBgBApvxqQQsRoDAZnwqAYsRILAZn0rAYgQIbManErAYAQKb8akEAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMCX/w+dgCjriHMWSAAAAABJRU5ErkJggg==)
| Product Number | 6866-3-01 |
| Purity | 97 % |
| CAS | 102582-93-4 |
| MDL Number | MFCD00135062 |
| Molecular Formula | C9H7F3O2S |
| Molecular Weight | 236.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6866-3-01
CAS: 102582-93-4
Molecule Weight: 236.21
Formula: C9H7F3O2S
![[(4-Methylphenyl)thio]acetic acid](data:image/png;base64,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)
PN: 6766-1-X1
CAS: 3996-29-0
Molecule Weight: 182.24
Formula: C9H10O2S
![{[3-(Trifluoromethyl)phenyl]sulfanyl}acetic acid](data:image/png;base64,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)
PN: 6866-1-X0
CAS: 349-83-7
Molecule Weight: 236.21
Formula: C9H7F3O2S
Melting Point: 114-118 ℃
TSCA: Not listed on TSCA inventory