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)
| Product Number | 5H66-D-07 |
| Purity | 98 % |
| CAS | 17512-61-7 |
| MDL Number | MFCD07787461 |
| Molecular Formula | C9H6BrClS |
| Molecular Weight | 261.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 5H66-D-07
CAS: 17512-61-7
Molecule Weight: 261.56
Formula: C9H6BrClS
![3-(Bromomethyl)-5-chlorobenzo[b]thiophene](data:image/png;base64,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)
PN: 5H70-D-X0
CAS: 1198-51-2
Molecule Weight: 261.56
Formula: C9H6BrClS
PN: 5H66-5-10
CAS: 17514-68-0
Molecule Weight: 182.67
Formula: C9H7ClS
![3-(Bromomethyl)benzo[b]thiophene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACB6AAAgegFi/NYDAAACBHpUWHRtb2xTb3VyY2UAAHichZRZb5tAEID/ymify56clnHkJqpUKXmpE6lv1RrWDpJhowVf/76z+IiRUypAc+x8Azszy/ThUG9gZ1xb2SYngnICpilsWTXrnLy9/ghS8jCbFhiEgU2bk/eu+5gwtt/vafFuan2wDS1sTU7rk0NbDWL2ilq3ZpJzwX6/PC96JqiattNNYZBqq0nbO59tobv+K/7xClZrt6sadgpntdudsv2R3N+cHtqSfO7lEdfmiMKq2hhYWVfrDnaSU7z5N1ibxjjdmRKWR3QrGuLeZ9OXJ1tsa9N0qPoMVaE3i85tC3TUdmOKLSZD5edTTmqBgO5sPXdOH8Fr3q0FaAlagQ5BR6Bj0AnoFHQGWnB8BNZ4Y/xLXo8fJiffHTz21+Is+wtrI3PCqQhVCILGYZaApEJGMVpS8vBiKRplXEJIM6kyiKmMkvgizs5TCIEjZgxCqpSKACUXSkEgaRSmCQSCKi5TCLA8UZx5GSm0sWAqkVcTw3lykmn4aWMl2LUUs+nSNuWNClWZkyXu24f8MqtWnstEwLrSOJw8n8CH3gJyCPiijgNqCPgWXIH5V0A4BHzDxoFoCPj2jgPxEPDDMA4kQ8CPzjiQDgE/aONANgT6sRwn/PqgdecxHmXEXTP+i8i7Yn2NsJv5YpdjierdkWU355nhX2z2F+YOd9VguYxaAABAi0lEQVR4Xu3dCdxU8+LHce7l2q7l2omUa89yUyhZr7KVNVzrLUuljRJSliJrERLJknCTkCVb3ZTQKqWyVCS0ERWVSOL373v+/zn/c35znueZ+c2ZM/M883m/Xr/XvXp+c2bmnJnznXN+23oGAAAH69n/AABAJggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgRA0Zo7d67Za6+9zF/+8hfTtGlT88svv9hVUEAECICis2rVKnPTTTeZjTbayKy33np+qVGjhnnuuefs6igQAgRAURk0aJDZddddQ8Fhl6OPPtpMmzbNfigSRoAAKAqTJ082DRo0SAsLlS233DLt3/785z+bli1bmu+//97eFBJCgAAoqG+++cZcfPHF5k9/+lNaSNSuXdu8++67Zu3ateahhx4y22yzTVqdrbbayvTu3dusWbPG3jTyjABBLJYv/9aMGNHL9OlzkunceRfTrt2mpk2bv5hrrtnJdO++v7n33oZm6NBrzdSpQ80PPyywH44S9Ouvv5o777zTbLHFFmmhsP3225tHH33U/P7776HHLFu2zFxxxRVmww03THvM3nvvbd54441QfeQXAYKc/PHHH2b48DtN27Ybm5Yt18u4oLS9/PLLZo899kgLAfW26tSpk/nxxx/th4R8+umn5vjjj097vMpJJ51kZs2aZT8EecA3GTl55pk2aeGQSUFp+vjjj03Dhg3TTvoqjRs3NrNnz7YfUq5hw4aZPffcM21bukLp2LHjuqvdH+yHIEZ8k+Hs44+Hh0Lhxhv3MqNHP2AWLvzYrF690vz++29mxYrFZtGiT8zMmaPMiBE9Tb9+Z5prr61mbwpV3NKlS027du3MBhtskHay32effdZdxQ63H5Ix3Qrr2bNnZEP7dtttZ/r37++1oSB+BAicPfjgqX543H//CWbNGgZ5Iey3334zffv2NVtvvXXayf1vf/ubue+++7w6cVi8eLG59NJLIxvjDzroIDNmzBj7IcgRAQJnV1+9gx8gusoAgkaOHGlq1aqVdjJX99vLL7/cLFmyxH5ILKZMmWKOPPLItOdVOeuss8yXX35pPwSOCBA4a916Qz9Afv11lf1nlKg5c+aY0047Le3krXLsscea6dOn2w/Ji8GDB5vq1aunvYaNN97Y3HDDDeann36yH4IsESBw1qnT9n6AzJkz1v4zSsyKFStM586dvZ5U9km7Zs2aZujQofZD8u7nn3823bt3N5tuumnaa6pWrZp5+umn7YcgCwQInD300Ol+gHTrtp9ZsuQruwpKgLpyDxgwwOy4445pJ+m//vWv5rbbbjOrV6+2H5aoefPmmfPPPz/t9anUr1/fTJo0yX4IMkCAwNlnn71jWrVa3w+Ryy/fwPTt28TrifXll5PMmjU/2w9BFTN27FhTt27dtJPy+uuvb/7973+bhQsX2g8pKL3eOnXqRL7eZs2amUWLFtkPQTkIEOTkrbfuXRcifwp15/3/QPmzNwp90KDWXpff33+nK2VVUd4v+nr16pmJEyfaDykaGt3++OOPmx122CHttW+++eZFccVUWRAgyNkXX4w3vXsfF7oaiSpdu+5upk172X44KhG1Kdx8881ltik89dRT9kOK1vLly821114b2Waz++67F6TNprIhQBCbpUu/Nu+802/dr7sLTLdu+3pXIHaIqGjqE1Q+zz77rNltt93STraVvVfT559/bk499dS096WiXmMzZsywH4L/Q4Agb9QG8vnn75kXX7zOdOq0nR8gulKZM2ecXR1FaurUqSUxrkLjVvbbb7+096jR861bt87buJXKjABBIlatWmbuuutwP0T69z/broIio5Hdl112WZkju99++237IZWeRsU/8MADZY6cv//++2MbOV8VECBIzLx5H/oBomney/LFFxPM7Nlvr/ui/mr/CQnQuhq9evWKnFtq2223NQ8//HCVn1tKc3e1bds2cu6ufffd14wYMcJ+SEkiQJCY335b7QeI1gqJMnHi036dK67YwgwYcJGZOvVFugQn5NVXXy1zdtsOHTqU3Oy2mj34uOOOS9sfKk2aNDGfffaZ/ZCSQoAgMfPnT/fDQfNoRVGXX7vRXaV9+83MI4+cY95/f7BZvbpyNtYWs5kzZ5a5vsaJJ55Y8utrvPTSS+bvf/972r5RD66rr77a69FViggQJEJzZfXu/U8/EPr0Odmu4pk/f5q3oqEdIMGixasefPA0M2HCk+bnn8tfeAjl0wp/V155ZeQKf3vttZd5/fXX7YeULE0bf8cdd3hjRex9pRUUH3vssbQVFKs6AgTO1I7Rt+8p5tVXu5vp04eZr7+eYpYs+dI7qWvQ4C+/rPACYeTI3t4YkGAI6LZUWfRYrR+iqxE9hx0gwaJbYZpKfuzYx8zKld/bm0IZ1IbRr18/r03DPhlqjfF77rmHNcbLoDXcmzdvHtm54OCDD/bWcC8VBAic2SfzTMvjj19ob6pMmmfps8/eNUOGdDDXXVc9bVvBonEn99xzrBkz5iHz449MSVGW0aNHmwMOOCDt5Kdp1lu0aGG+++47+yGIMHnyZHP44Yen7UeVc889d90Pqq/th1Q5BAic2SfwiopuPQ0bdtO6UHC/zNccWxpXcv31f0/bfrBorEmvXkd6Vz8a4Ahj5s6da84888y0k53K0UcfbT788EP7IcjAf/7zH7PLLruk7dNNNtnEdOvWzaxaVXWXOiBA4Ey/8qdPf9W7haXVCXv0qG26dNnNtG//V+9q4MortzQ33LCnN2vv6NF9zPLl39qbyIlujymQNOrdDhC73H77oebNN+9Y9+t6jr2ZKm/lypWma9euZqONNko7ydWoUWPd1d0Q+yFF46uvvvIGKn7xxRfe/+q/i5FC4qabbvJCw97Hu+66qxk0aJD9kCqBAEGV8O23s8zrr/fwQswOD7vccsuB60Lv5iq/iqJu/z355JNm5513TjupbbbZZuv2wy3ml18KtwyxRnZPmDDBa3y+5pprvEWoNMZim222SXu9UUX1VF+P0+O1HW2vkCPGFXDnnHNO2mtVadCggXfbqyohQFDlfP/9F2b48LvMnXfWSwsPu9x4497m5ZdvMPPmTbU3U6npRHrooYemncRULrzwwnVXb/Pth+Tdjz/+aF588UXTrl27yClD4izavp5Hz6fnTdo777xjateunfa61PB+8cUXr/vBE+/VeKEQIKjSli2bZ0aNut/06nVUmdPOp0rXrjXNCy9c480uXFktWLDAXHTRRd76FvbJ65BDDjHjxyf73tSQfOutt3rPHdVrKYmi59Xz63Uk2bCtLr2PPvqo2W677dJe0xZbbLHuB86dXtfgyowAQclYvvybdb8MH/amntfiV3aApErz5uuZCy7YZd0X/Ip1J9x3KkXffq1f0aNHD28FQPtktdNOO5knnnjCu6WVBM3KO3DgQG8m26ggiypqiznppJO8MSmaRkWPVxk1apQ351aq6L9Tf1M91dfj9Hh7m1FFr0evS49PavZgXQF16tQpctr4PfbYw7zyyiv2QyoNAgQVmjbtlXW/pM41kycXb2Nrtn76aYkZN26AN6CxTZuNQgFy7rnqlaSBdPqluJ638FDLli3NW2+9VZQT6T3//PORJ1A1mnfp0sVbqzwJauTWrLVRa4UEi/bneeed5/06nzZtmrfGSBy0HW1P29X2oxaMCha9Tr3epGYTnj17tmncuHHa61Bp2LCh+eSTytcmR4CgXJp2PfVrXbeAli1L/t55vv3yy3JvDq5+/c4wbdtuYk4/fT1z2GHrmerVNVVF+Iuuhlvdw9YI7UKvWqeT5THHHJN2MlI544wzvJ5LSdCJUfskajS7in7163X26dPHm1sqSXo+Pa+ev6yrIb1uvX69jyQMHz7c7LPPPmmvQxM3qt1GEzlWFgQIyrRq1Q9et9zUL3MFSVUfoKcpV955Z4jp3PlcU7Nm+u2gYNF9bDVIa+W6uH5FZ+L777/3rog08M9+Tfvvv793mycJCigNmIt6HSqalFG31ZJsdyiPXodeT9RkkSp6H3o/SQSvrmTvu+8+b4p4+3VoKvm+ffsW5dWujQBBmbRmR/DWjsZclBJ1cdX96X//+9/e9B72Fz1Y1C327LPPNs8884w37iIfNLVI7969I1+LrowefPDBRKZZV8OvugBrJUL7dajBumnTpok31mdLr0+vM6phX+9L7y+JBm51Ob788ssjQ7hWrVrebdNiRoAg0nvvPRoKj7vuauDNUVWqdPLWrYdLL700sleNfQLSEqlqqI1r+vM33njD7L333mnPpdse7du39yZFTIJW7Yv6Ba/XccEFF1S6+/h6vXrdUet+6H3q/SZh+vTpXuO+/RpUNM5lzpziHABLgCDNokWfmnbtNvXDo0OHvzEdSIB+5Ws+qTZt2kQO0gsW9bzRNOka5OYyx5Tuy5988slp21Vp1KiR+fTTT+2H5IWmKz///PPTXoOKug1rXfHKTK9f78N+byp630lN1/7CCy+YmjVrpr0GfY46d+6cWIeITBEgCNGiT7fcclDo6mPKlBfsagh47733TMeOHc1uu+2W9sUPFt2m0K9M3WpauHChvZkQdf286qqrIhum9ct42LBh9kPyZsqUKZFrYegWiwbMVSV6P3pf9nvV+9d+SII6Z2jMSlSX7B133NEMGDAgsS7ZFSFAEDJ4cPtQeDz9dEu7SuLU+BmcD6lYGmWjvP/++17XWfXvt7/8waIeQUcccYQ3bXpwfieNOXnkkUcib5Op0b5nz56J3JtPUWOuPYeW2nvuuuuuKjvdu96X3p/eZ/B9az9ofyRFPzLU/hbVe6xu3bpm3Lhx9kMSR4DApzU9NIttKjy6ddsvkaVk9Wvqgw8+8Nba1i959ZWP+sUbVXbffXfvFo8ep/UtJk2alEhDciZ0X1sT7GUybYdGSv/rX/+KbF9QQ+8ll1xiFi9ebD9F3mhyQHUKsF9LvXr1inZCw7jpfer92vtA+yXJGXYnTpwY+TpU9NkvZLsTAQLPDz8sNFddta0fHpp6fcGCGXa12OhKQid89YSJ6lWUS9Ev9VNOOcXcf//9ifXtr4heh7qQasEh+/WWV3SVktStkxSNQ7DXudCvYI2mrgxdS+Ok96v3bV8FaP8kPV7jqaeeMtWqVUv7jOi1Faq3FgECb30OLcQUvHX19tvxX6rrV5tmhy1r8Fu+iiYVVLtD0l/4smhdDt2Kql+/ftprTZXq1at7XYKTpkkW7SsmjUtIss2lGOn9az8E94v2U9KTUqqL+PXXX5/WhVoj7wuBAIF5443bQuGhtT3iNG/evHVXNG0jGwXtols4TZo08X719e/f3+sKq66UwfmQ9GtL/662AtXT1Ya6uNq/Eu2ie9gaKDZjRv6urLKlE5CulIL329V+kuTAxBT16NLaFcF9pv2a1FQfxU77we5Krf2VVE+4IP0ICc6tpYWrCoEAKXGaeTY4seC111bz5omKgxq7NUgqahK5VDnooIO8EHjzzTdzntxOJ12FzXXXXVfu7K8KmtNPP91rdykWwTEAajhNmk6C9vrounLTqHf8P+0Pe5p87bdChEhwFLsGmBYCAVLCfv75R9OlSw0/PLSK4OzZb9vVsqYTuU7iZQWHGsjVTVFXJvmkRud7773X/OMf/0h7Daly1llnJX4bIkohA0TvX7fMgvtFY1dyDfSqSvtF+ye4v7T/kv4cESAoqEce+Vfo1pUWVsrViBEjvJ5R9olaRSNq3333XfshiVCPqBYtWkSGmm6t3X333QVtIC5UgKhdyB73oF5GVbWLbly0f+xeatqPSbazESAomLFjHw+Fx113HW5+/939BKpfZc2aNUs7OatoZtgPP/zQfkhB6KpHM57ajZAqBx54YOKzxaYUIkDUqcFuyNcva8IjM9pP9pWI9mdSXXwJEBSE1g9v334zPzw6dNjKLFni3rd/1qxZab9iVdS+oT7sxUi3G+xfkCpaI0IjfZNWiACx37/ajbhtlR3tL+234H7Ufk0CAYLEaaqSHj3+Ebr6+OCD5+xqGdNiRptvvnnoC6QeReqmWshbQpnSBIlRgxZ1NZXUL0lJOkDUrTn4ftW7iAZzN9pvdu8s7d98I0CQuCFDrgyFx1NPXWZXyZjWM7C7zqrBulhnDi2Lpm3XxIjB96Gi0b+abjsJSQaIBiYGpyfR+Aa66uZG+y84TkT7N98DQAkQJGrGjNesqUr29RZQcnHzzTennXC1qlshxi/EZciQId4o9uB72nffffPeW0ySChDNKhucp0s/AEp9kGBctB+DP6i0n/M5iy8BgsRoJcFOnbbzw0NTlcyfP82ulhHNEhs8yWqWWc1jVRVoWm+FRvD97bLLLmbmzJl21VglFSD2lOwag4P4aH8G96/2d74QIEiEpirp3fu40K2r0aP72NUyovEbwS+IusVqDYOqRLet7MnrNOI4n1ciSQTIf//739B70nukx1W8tD/tz472ez4QIEjEm2/eEQqPvn1PsatkRJO5BS/R1WNJjdBVkXrXnHjiiaETga5M8tUmku8A0RoTe+21l/8cGvtCu0d+aL8Gp+3Rftf+jxsBgrz7/POJpnXrDf3wuPbanc3Kldn3thk1alRoEJ4WOsrXL6tioV+Tdogcdthheemdle8A0Rrfwfeh9S6QP9q/wf2t/R83AgR59dNPy8155+1uTj99PdO8+XqmVas/mZkzR9nVKrRo0aLQAke6CtFkhqVAVyIKjeDJQF1845bPANFCXJtssom/fY3Z4dZVfmn/BsdGaf/rOMSJAEFetW59ntlnH42OXc+cdNJ6ZsiQrnaVCmmFvIYNG4ZOoOqBVUp028puWH/iiSfsajnJZ4Boqu/UthX+VW0Z2mKl/Ry85Rv3lOsECPJGJ7j111cff63ap1/N9czatdkP7LMvxU89Nd6p3isL9c4KdvFV+0+c057kK0A+++wzr5dcatsXXnihXQV5pP2d2vc6DjoecSFAkBda/S7YiLfzzluaefPm2tUqpKUyg+0eO++8c0mPVtY4kdS+UNHcWXGNts9XgGhsTmq7G2ywgReESI72t/Z76hjoeMSFAEHsfv3117RlUwcPHmxXy8hxxx3nb0Nra6ghvdTZI9Y1i28c8hEg6g2kzg6p7V5wwQV2FSRA+z11DHQ84ur9RoAgdh07dgyd4C655BK7SkY0tiO4HZ048b/TngRHcutKL451IPIRIFrMK7VN/QDQFSWSp/0eXNxMxyUOBAhi9cYbb4Qa7TTBm8vsqpqOpEaNGv52ttlmm0TXOSh2GvuS2jcqTZs2tatkLe4A0drZwWVy43iNcKf9nzoWOi46PrkiQBCbb775xmy//fb+B0qTuU2dOtWulhF7ptZ+/frZVUpecCp0hXauy+PGHSDqZh08huPHj7erIEHa/8HjEUc3eAIEsfjjjz9Mo0aNQh9QLeXqQo3CNWvW9Lez3377eV15EabbVsFFqbTGei7iDpDg9jQSGoUXnAlAxydXBAhiYXe1bdy4sRcqLp555pnQtp588km7Cv5P27Zt/f2kqxAtm+sqzgD5+uuvQ/fce/ToYVdBAeg4pI6Jjo+OUy4IEORs0qRJoZ42O+20k/nuu+/sahmrXbu2v63q1aszYrkcmlwx2M05l4FicQZIcMJLnai++uoruwoKQMchGOw6TrkgQJATrTUQXE1PH86RI0fa1TKmdctT21LRglEoX4sWLfz9pXYn184GcQZI3bp1/W3FcasE8QkeZx2nXBAgyEmwf7nKddddZ1fJyjXXXBM6Gf7www92FVimTZsWOgauS5nGFSDLli0LjTy///777SooIB2P1LHRcdLxckWAwJnaJoInLk34l8vtJjWUa82L1PbOOOMMuwrKoGV8U/vt0EMPtf+ckbgC5KWXXgp9LuKcbgW50/EIHh8dL1cECJxoPp3NN9/c//BojqZcZ/rUxG/BD3ZVWyQqn9TjLbjvNJVMtuIKkPbt2/vb2XHHHZ07UyA/dDx0XFLHSMfLFQGCrGmqkjp16oROWIMGDbKrZe2GG27wt6dw0ohrZGbx4sU53zaKK0DU7Tq1nVwa9ZE/wdmRdbxcESDImr3mcvPmze0qTo444gh/myeffLL9Z1TgkEMO8fefy4zFcQSIGvCDMxE8+uijdhUUAR2X1DHS8XLteEGAICtvvvlm6AShgUlxTImgqUvUaJ7aLqvVZU8dGFL7b8sttzRr1661q5QrjgAZO3asvw0VNfCj+NgdL3TcXBAgyNi3335rdthhB/8DoxP+lClT7GpONMtu8AM9ceJEuwoqoOV9c9mHcQTI448/7m9DXbr1wwDFR8clOB5Ex80FAYKMqOHt+OOPD52g7rnnHruas2AjsJbejGuNi1Kik0Jw3YeHH37YrlKuOALk2muv9behyTBRvIKTleq4uSBAkJFevXqFwuOkk06KtXdN69at/W1rkSS42XPPPf392KFDB/vP5YojQNT2ktrGCSecYP8ZRUTHJ3WsXNrMhABBhSZPnhyaLkNdANXrJ07BhaOY9ttdkyZN/P2okM9GHAGi6ftT27jyyivtP6OI6PikjpWOmwsCBOVasWJFaPEi3TfVvfa4BQcQdunSxf4zMnT11Vf7+3H33Xe3/1yuOAIkeEKJ8xYn4qfjkzpWOm4uCBCU66KLLvI/ICqu90orEhzDQNdPd2r3SO1HTXCZjTgCJNgGw3EsbsGuvDpuLggQlOnpp58OhYfGGeQyVUlZVq1aFXqeIUOG2FWQIa09H9yX2fSCyjVA9FzB53722WftKigiOj6un5UUAgSR3n///dC4DE1VMmfOHLtaLNQ9OPhB1rK4cPP666+H9mU2bVW5BoieK/jcei0oXrl8VlIIEEQKzpWjoquRfFEwBZ/r3XfftasgQ9p3wX2ZTejnGiAcx8oll89KCgGCSFtttZX/wdDIc9eRqpmYMWNG6IOc69repUz7LrgvtW8zlWuAcBwrl1w+KykECCINHDgwNGXJbrvtlre1OfjlGp9cflXmGiAcx8oll89KCgGCMnXr1i30ATvrrLPsKrGgDSQ+r732WmhfZnNfO9cAoQ2kcqENBHmlyfiCM+SqPPLII3a1nNELKz52L6xspsTPNUDohVW50AsLeff111+HPiSbbrqp+fTTT+1qOWMcSDz69evn70fGgaA8jANBIrQyYOpDoqK5qrL5ZZuJ6tWr+9vPdV31UhZcq4WR6CgPI9GRmFatWoVCpF27dnaVnDRs2NDf9plnnmn/GRlq3Lixvx8LMRfWPvvs42/jiiuusP+MIqLjkzpWOm4uCBBkRPdHg0uVqofWK6+8Yldz1qZNG3/b+++/v/1nZCg4b9lVV11l/7lccQTIaaed5m9D0/+jeAWXZ9Bxc0GAIGPqJ77xxhv7H5htttnGLFiwwK7m5L777vO3q+fIx5QpVd1PP/0UakvKtsNDHAESXA9EXb9RvHR8UsfKdY47AgRZ6du3r/+BUTnmmGPM77//blfL2ttvvx3a7rhx4+wqqIC6Pwf3oabhz0YcATJgwAB/G5q5WaGG4qPjElyRUMfNBQGCrAVvU6jceuutdpWsqVE+eHVz22232VVQgWADur7Y2QZ7HAEyfvz40Gfjww8/tKugCOi4BI+TjpsLAgRZW7Jkidlll138D466ALp+AIOCJzA1qiM7Bx10kL//XDoixBEgy5YtC81gkO2yukhGcNp/HS8dNxcECJyMGTMmdL9d6yv/+OOPdrWs3Hzzzf72NN5k5cqVdhWUYd68eaET90MPPWRXqVAcASIHHHCAv52zzz7b/jOKgI5L6hjpeLkiQODsxhtv9D88Kuecc45dJSsTJ04Mbe/JJ5+0q6AMuo2Y2m8Kki+//NKuUqG4AkRrsae2s+2222Z9Kw35peOh45I6RjperggQONNUJw0aNAid9B977DG7Wlb23HNPf1uNGjWy/4wIf/zxR6j7rjo2uIgrQF599dXQZ2Lq1Kl2FRSQjkfw+Oh4uSJAkJOvvvoqNPX7ZpttZmbOnGlXy1j37t39bekW2cKFC+0qsNizqrpeucUVICtWrPCmUUltq1evXnYVFJCOR+rY6DjpeLkiQJCz5557LnQC+8c//mFWr15tV8uIppQO3su//vrr7SqwBHvFbb755s5dZ+MKEDn88MP9bR122GH2n1FAOh6pY6PjlAsCBLFo0aJFKERymcbin//8p78dXd0sX77croL/o9sRwcBt27atXSVjcQaITibBz0M+JuBE9nQcgscl15M+AYJYaEr2fffd1/8w6aTmem915MiRoQ/5HXfcYVfB/znjjDP8/aQ17NUby1WcAaI1XoIz83bu3NmuggLQcUgdEx0fHadcECCIzfTp00ODAbfbbjvnNoxDDjnE387222/PVUgE9VoLXn1cfvnldpWsxBkgcsopp/jbq1atmtfpAoWj/a/jkDomOj65IkAQqz59+vgfKBXdjnLpxvnSSy+FtnPllVfaVUrab7/9Fho4+Je//MVbuyUXcQfI0KFDQ8eQFQoLy16BUMcnVwQIYhf85aly++2321UqpK6pwdUQdbmtKxz8r549e4b2cRxrqMQdIL/++qs34WZqm0cddZRdBQnS/k8dCx0XHZ9cESCI3ffffx+6VFZXwQkTJtjVKqTACN5HV48Rl6uZqkY91dRdOrVftHCUy3KktrgDRG644QZ/myqaNBPJsycr1XGJAwGCvBg9enRots+aNWs6TXWiW1fBD363bt3sKiVFk06qm3Rwn4wYMcKu5iQfAbJ06VKva3Fqu3oOJC94bHU8dFziQIAgbzSGI3iiO/fcc+0qFVLj+a677upvQ4MLFU6l6uKLLw7t02bNmtlVnOUjQKRLly6h1/zee+/ZVZBH2t/B/a/jERcCBHmjht769euHPrwu6w6MHTs2dCtrp512MosWLbKrVXnBGVRVatWq5TxoMEq+AkS3NP/617/629atSLVxIf+0n4ODOnUcdDziQoAgrzSpX3CqE32AZ82aZVerkMaCBE+e6oHkckussnrhhRdCsx9vscUWTvuxPPkKEAmuVKjSv39/uwryQPs5uN9dVx4sCwGCvHv22WdDH+LatWtnPdWJfkmdeOKJoe0cffTRXptAVTd8+HCvm27qfWvsx/PPP29Xy1k+A0S3InfeeWd/+zrx5DqIDeXT/g2e4LX/4x5PRYAgEZdeemno5O8yhbQ+/Aqf4HZOPfXUKh0i//3vf721UYLvWevH50M+A0QUesH3cf7559tVECPt3+D+zsePDgIEidC9+n322cf/sOlXtMvAMv2q+vvf/x76YuhKpCrezho4cGBoVlsVzVacL/kOEDn55JND72fYsGF2FcRA+zW4n7Xf84EAQWK0DrPma0p94DRFiUtjuMZB7LjjjqEviNpEXLZVrIKrM6bKVVddZVeLVRIBojax4BiWrbfe2mnxK5RN+1P7NbWPtb/ztY8JECRKt1+CJ0Wtfe4yOFAhYl+JqHdWZe/iqx4y9kh+Xa1pxcF8SyJA5IEHHgi9v7p162bdJoZo2o/an8H9q/2dLwQIEqXG8CZNmoQ+4HfeeaddLSO6nWW3iainkgYbVsaJ+0aNGhUawa+ixvOnn37arpoXSQWIaPnj4PvMdSJI/C/tx+B+zXWZ6YoQIEjcd999F+qRo/v8kyZNsqtlRA3rdu8sFfV9ryxzZ2lUcOvWrUMj91U0m7FCJSlJBohWwQu2ianQtTc3dpdd7d9cVhvMBAGCgnjrrbdCJ0zdjnLtYqirGo0TCQ42VNF/ayqUYm1g11VSv379QhMOpopu7SXdppNkgMjHH38cag/R1eOQIUPsasiA9ltwnJD2q/ZvvhEgKBh7iotcu3VqxHpw2pNUUWO9bpO5BlTc1qxZ461bvt9++6W9Vl2N3XXXXQUZqZ10gMjgwYNDPyR0y+7NN9+0q6Ec2l/BcULan9qvSSBAUDCa6qRevXqhE6i6ruZCVxu66rCvRlQ0Il7zc7kucpWrH374wetEUL169bTXpnLccceZTz75xH5YYgoRIGI3qmvci34MoGLaT/Y4oXw2mtsIEBTU3LlzzZZbbul/CDXVyWeffWZXy5raPxo0aJB2klbRpX6jRo28q4A455KKokGOmoZES88GuzAHS40aNbw6hVaoAJFbbrkltE/0OXjjjTfsagjQ/gnOMaai/ZgkAgQF98wzz4S+BHXq1IllsRvRyobB5XHtol9vam9QN9lx48Z5t5dyoXYNdQjQbSgN3gpOZW4XTXHft2/fohlJX8gAkY4dO4b2j64iH3/8cbsa1tF+sa+ytf+SRoCgKNjTlMc9aG7kyJHeLaLgc0QVrel+wAEHmDPPPNN07tzZPPbYY95tNS3IYxf9u77IWg2wadOm5sADDzSbbLJJ2jbtovU8FJrF0tVY7S3vvvuu2WGHHfzXqFmUk6bX0a5du7T9lc/R95WR9oe9j7Tfkm4305iT4OddHVkKgQCBdytpr7328j+MGjyXj8bUL774wvsC7rHHHmlfwnyWXXbZxVxzzTXeaPxioPBSF2F1H9YATPv1qug236effmo/NO909abjH3wt5513XtF0gigUvX/th+B+0X7S/kqabrnqCto+RoVAgMAzZcqUUDuBfhF/8803drXYTJw40ZsyRLdudOVhn0BzKeoVc+SRR3pLh44ZMybxX4dRdFtQoXzJJZeYbbfdNu01RxXdJmnfvr1ZtmyZvbm8GjRoUKhnkYqW7n3//fftqiVB71vv3/6MaT8lSW2LxxxzTNrnRKVQtxsJEPh0HzX4oTz++OMTOfmqHUK3pdRLqm3btt7z6qrB/pJEFdXTr/U2bdqYe++91xvjEsca5XHQ+3r55Ze9No1gZ4WoorED+lUZFaYaq/Lggw8mettNV0jBtWRUCtnNuRD0PvV+7Uk1tV+SHGSqKXZatWoVGmuSKvr8P/TQQ/ZDEkOAwKcvjD1ja8+ePe1qidJcXZqMTkW3wFL/32UOryTodqDWYNESwsGBelFFC1NddNFF5sUXX/RDTyeLli1bRp4s9t9//0RPXNrPdldvFV3dVZaZBlzp/el92u9d+0P7JQnqVKIfRcHG8lTRhI3qBKLu+IVEgCBk8eLFofvyulQv1VsXmdL98aeeesqcfvrpFTbk62pCt7HUDbS83m7Tpk0r83aFnkcTWiZBJygNOrWnetHtNTUeJ317Ld/0fvS+7F5Wev/aD0mdsLWQmT3dTHC/awqeYkCAII0WUgqeMNTone95fSqbJUuWePedTzrppLT2Arto+nvdgtDttWxPQFqIyG4wVVF7lXqgJXVcdOUTnEMtVdSeo3mgcu2CXWh6/XofUe1Tet9JXfnNnj3bNG7cOO01qKjLeyEHu0YhQBDJXkf7wgsvtKuUHHUq0PxZ//znP9N+odpF07poVP4777yTc5uBumz26NEjbeCaiq4Wn3jiiZyfIxMazV/WTAO6F6/bLfkeHBo3vV697qg2t9R8bnrf+aZZHDp16hT5Y0Q/4F555RX7IUWBAEEk/SI79NBDQx9k3aYpNfPmzfMa94866qi07q12UU8dBe+ECRPszcRiwYIFXptJ1OvQgM3x48fbD8mLjz76qMzba7pFpyn9dSu0mOn16XVGTaapoven95lvast79NFHvdmf7degNjI14pd3q7PQCBCUSffZ9SFOfaA1svvzzz+3q1U5aqzXBJCHHXZY2pfaLrpPfeONNyY6xkQBVdZr05Xi/Pnz7YfkhToL2AuLpYp+vev2ntZTWbVqlf3QgtDr0OvR64q6ilLR+9H7SoKuTu01dVR0+1iDe7XmTrEjQFCu//znP6EPt1ZcK+ZfRK40aE9zGWmkuv2FtouW8FXdQgz0S9EtK80nFtUuod5fen1JTNOirsU64Za33zRlzQUXXODVy+fYoih6Pj2vnt+e+DBY9PpVL4mu0l999VXaol6pojnkPvjgA/shRYsAQYU0jiH4Ib/66qvtKpWSrhp09RDV28Uu+sWvqxJdnRSTlStXmq5du0ZOFqmJIpNc40MDJcu6tRUs2t9avU8nbDUax9V+o+1oe9qutp/JcdXrzcesC1F0BXTTTTdF9tRTm1nSAxPjQICgQjpJ7bnnnv6HXZfY6mZYGWkEvObZskcW20XtDBoHoAbWr7/+2t5M0dHMyppDzH4fKmq/SfIW26xZs7wTZUX7OFV0O0kne61Hr3nY7r//fm+us/LmQVNRPdXX4/T4sm5L2UWvS69PrzMpupKPaqhXmKgtplhu82WLAEFGdFkd7CGirqmV4R5tarJC9aaJWvAqWHQCUg8r9bRKekXCuIwePdqbkNJ+bxqY2KJFC29J4ySpYV/jFspahyWpoufX60iqo0GKxlBpiWf79ahosGll+HFSHgIEGbv77rtDXwCthx7X7Yc4aayF+u3rNoaCzv7iBotCUe9DYzo0CrwqSC3XGzWmQVOq3HPPPQUZt6Hbf9rPuiWa70DR9vU8er5C3HZU20vz5s3TBmCqHHzwwd6PmqqAAEHGFBY62Qa/DAqVYqCGfY3u1ijvsrpmpopuG2g0t7olF+ua7XHQqGpdedlzOalo9uXXX3/dfkiitDrliBEjvHm+OnTo4A2g0+uKGu8SVVRP9fU4PV7b0fYKteql6HOoqdWj1qLR8s5aoqBYp+FxQYAgK7ptFfxVr1/wheo1ovmjtGiVxkYEuxtHFfVM+te//uU1sFa2wW65mjlzpjnhhBPS9omKfhDo78Woss2Dps9iVLdmfUfU8aQqTolPgCBr+pUXvDRXA7sa2pOgk//gwYO9MKhoskLdrlG46IudRJfWYvfaa6+F1n1JFV2h6Bd8EiOuq6KPP/64zAXTmjRpEssy0cWKAIET/aIKflHyuQyrbjNpzMNpp50W2QUyWHTfX7ex1DWzKo5XyZXaPnr16hU5vbz23cMPP5zIWIiqQBMaahmBqN5f++67r/dDq6ojQOBEJ2cNKgx+adRVMS5q0FYDqG6xRM0PFCyaD0oN5mo45+SXGU3lcdlll0U28mp5YHWXRTR10njggQe8KdXtfaep19W9ONtJMysrAgTONK1JsLFQ7RC5TDOurrNaHCeTyQrVy0a3XdSbpRh7glUWU6dOjVz3QkVrzWt8Cf7fyJEjzX777Ze2r/R51RLFmqW5lBAgyIl6MgW/SJqAMZsuouoHr8F6OolFTRIYLGqg1CBADQZEvNS5YLfddkvb51oh8frrr0+sjatY6cfSqaeemrZ/VPSDZ8aMGfZDSgIBgpxpAr/gF0oz0pZHVynq6mjP9htVdC9Z041ogSXkl3q1aZ36qDmjqlWrVpKzMavnlD7PUbdRNaJdq0mWMgIEOdOiRlqzIPXF0n11LUoVpIkHdXLSRIT2F9EumthOkwEWa/fSqk6z+WryQfu4qGhJ11K4AlRXYbXB7bDDDmn7QLdtb7/9djppGAIEMdGUDcFfaWrY1gp8N9xwg9l7773TvoR20YlJax8UYtQwoo0bNy6to4SKbjWq110hB+zl09ixY02dOnUi33ezZs0q7TQ3+UCAIDY9e/ZM+9KVVXSVokn+tFiTFm1CcVIHhQEDBkROCaOR4Lfeequ3YmJVoM/heeedl/Y+VerXr28mTZpkP6TkESCIjU42xx57bNqXL1XUU0UDrjRPU9LrQiA3uk2pDgxRbQFas/2FF16wH1JpqO2ne/fuZbb9aBEqRCNAEKu+ffuGvoAa5awV4PQrttS6OFZF6gChAZ32iVZFPx6mT59uP6SoaVaDqIkd1ftMt19LbdqbbBEgiNUZZ5zhfwm32mqrKjn/D4zXvlWrVq20E6+mjdegzmL/sTBlyhRzxBFHpL1+lbPPPtubcwsVI0AQG/1aC94GqCorFyKaRlvrirOsEdlq3yq2EdkagX/ppZdGjsBXD8ExY8bYD0E5CBDE5vnnnw99ISdMmGBXQRWkOaG0WFPU7AFaKbAYVq9Ul1t18oiatXm77bYz/fv3ZxocBwQIYqMV1lJfSi3fyRQjpeWTTz4xDRs2TDtBq2jNDq1XXgjDhg0LLcmcKmqf69ixI7MQ54AAQSw0XXpwXqwrrrjCroIS8fLLL4cGlqaKenB16tQpsUW8NHi1UaNGaa9DRR07klwTvaoiQBCLV155JfQFfeedd+wqKCG6ZXTnnXeWecvo0UcfzdvCUFqJsX379pErMWpQq1auRDwIEMRCI5NTX1JN/5CvkwMqF61gefHFF0c2WteuXTvWHxpqw9BszlFLGqtHYO/evbOa6BMVI0CQM30p1esm9WVt1aqVXQUlbvLkyaZBgwZpJ3aVc845x3z11Vf2Q7KitWD233//tG2rW3HLli299WUQPwIEOdPqf8EvrT2RIpAyaNAgs+uuu6ad6LXS5E033WRWrVplP6RcmjstOPYoWI4++mhmcc4zAgQ508p2qS+tbh8UW99/FBeFRLdu3SKXJ1bvvUxWttTUKl26dDEbbbRR2jZq1KjhdSlH/hEgyInuO6tRNPXl1f1uIBNaTCzY9TtYDj/8cO+2l01dwwcOHOjN9mw/ZrPNNjM9evTwegQiGQQIcjJ69OjQl/i1116zqwDl0rLEBx98cFogqOG9efPm/sSb48ePj1yETNOsX3TRRWbBggXWlpFvBAhy0rZtW/+LvOWWW1aZqb2RLPXae+yxx8z222+fFhCaNl49tqKWPFagMONB4RAgcKbbCTvvvLP/ZdYqdkAuNPmm5lCLmjY+WHQLS7eymO2gsAgQONPKbcEv9dChQ+0qgJPPPvvMNGnSJC041GjetWtXs3LlSvshKAACBM40j1Dqi60GzGy7YAIV0QwHqd5aGkXOksfFhQCBs912280PkLPOOsv+MxAbfpwUJwIETtTFMnhrQSu7ASgtBAicXHfddX54aPlPDewCUFoIEDgJrq9w6qmn2n8GUAIIEGRt+vTpodtX6k4JoPQQIMiaJr1LhYfWXND6CwBKDwGCrNWqVcsPkBNOOMH+M4ASQYAgK1oGNHj76pFHHrGrACgRBAiyctttt/nhocV6vvvuO7sKgBJBgCArwVlTjz32WPvPAEoIAYKMzZ07NzQjat++fe0qAEoIAYKM9erVyw8PrdWwcOFCuwqAEkKAIGP16tXzA0QrxgEobQQIMjJ//vzQ7at77rnHrgKgxBAgyEifPn388FCQfPnll3YVACWGAEFGjj76aD9A6tata/8ZQAkiQFChb7/91hvzkQqQO+64w64CoAQRIKjQww8/7IeHipYbBQACBBVq1KiRHx4HHHCA/WcAJYoAQbmWLl3qzbibCpDu3bvbVQCUKAIE5RowYEDo9tVHH31kVwFQoggQlKtJkyZ+eOy99972nwGUMAIEZVq+fLnZaKON/ADp2rWrXQVACSNAUKZBgwaFbl9NmTLFrgKghBEgKNOZZ57ph0fNmjXtPwMocQQIIv30009m00039QOkU6dOdhUAJY4AQaTnn38+dPtq/PjxdhUAJY4AQaTzzjvPD49q1aqZP/74w64CoMQRIEizevVqs/nmm/sB0r59e7sKABAgSDds2LDQ7asxY8bYVQCAAEG6Zs2a+eGxww47mLVr19pVAIAAQdiaNWvM3/72Nz9AWrVqZVcBAA8BgpDhw4eHbl+NGDHCrgIAHgIEIS1atPDDY+utt/auSAAgCgECn9o6tt9+ez9AmjdvblcBAB8BAt/bb78dun316quv2lUAwEeAwNeuXTs/PLbYYgtvPAgAlIUAgUcjzTXiPBUg559/vl0FAEIIEHjGjRsXun01dOhQuwoAhBAg8Fx11VV+eGy22WZm1apVdhUACCFA4KlRo4YfIE2bNrX/DABpCBCYyZMnh25fPfPMM3YVAEhDgMB06dLFD4+NN97YrFixwq4CAGkIEJi99trLD5BTTjnF/jMARCJAStyMGTNCt68GDhxoVwGASARIievWrZsfHhtuuKFZtmyZXQUAIhEgJW7//ff3A+T444+3/wwAZSJAStisWbNCt6/69+9vVwGAMhEgJey2227zw+PPf/6zWbx4sV0FAMpEgJSwOnXq+AFyzDHH2H8GgHIRICVq7ty5Zv311/cD5IEHHrCrAEC5CJASdffdd/vh8ac//cksWLDArgIA5SJASlT9+vX9ANH/B4BsESAlSFcbwdtXuhoBgGwRICWoT58+fngoSL788ku7CgBUiAApQepxlQoQ9cQCABcESInRWA+N+UgFyO23325XAYCMECAlRqPNU+GhMnv2bLsKAGSEACkh8+fPNwcddJAfHgcccIBdBQAyRoBUUcuXLzcjR440d9xxhzn99NPNjjvuGLryUNFCUgDgigCpAtasWWOmTJli+vbta5o3b25q1aqVFhZRZdSoUfamACBjBEglNGfOHDN48GDToUMHU69ePbPJJpukhUN5ZYMNNjAnnHCCvVkAyAoBUuSWLl1qXnvtNdO9e3fTuHFjs/XWW6cFQnll0003NQ0aNDAdO3Y0zz33HGM+AMSGACkiq3/5xUyYMMHcd9995txzzzV77LFHWiCUVzQo8MADDzSXXnqp6devn/nwww/N2rVr7acBgFgQIAW08IsvzPhXXzUDbrvNXHzyyWb3bbc160cEQ1mlWrVq5owzzjA9e/Y0b7/9tlm5cqX9FACQNwUNkJZ16pRbLj/kENPhmGNM93POMY/feKOZOmqU+f333+3NVArLlywx08aMMS8+8IC5t3Vrc8VRR/nv898HHWSOrVnT7LH11majDTZICwqVLbbYwhx33HGmc+fO5qWXXjKLFi2ynwIAElXUARJVup99tlk4Z469qaKyetUqM3vKFDPiqadMv2uuMZ3XXV3Y7yNYLjv4YHPiHnuY/bbbzmy+0UZeI3ft2rVNmzZtzBNPPGE++ugj+ykAoOAqXYCodDz2WPNDkSy/+se6K6L5s2ebd4YONU/16GFuOfdc06pu3bTXXF65/rTTTM+OHc1/HnnEvD9xovn555/tpwGAolM0ARLl97VrzYqlS82nkyaZATfeGKr/9K232tUTsWTRIjPlrbfMc717m16XXWbaH3FEWiCUVzqsC78+V1xhhj38sJn+7rvmp+XL7acAgEqhqAPE9saAAX593RbKt59XrjQfjx9vXn/8cfPguiuETg0bpgVCeaVt/frmjmbNzJC77zbvDx9uFn/9tf0UAFBpVaoAWbXu13qqfptyVtGL2u4HI0eaB6680gueyw891GugjzJv1iwz4KabzE1Nm6YFQkWl29lne48dPWSI+XrmTLP2t9/szQNAlVG5AmTFCr9+l1NOsf/sC273119+MX3XXT3YJ/tWEQGiW2aZXmVc3aiRefCqq7yrok/VbkEXWgAlplIFyPCBA/36/Tt3tv/sC273iW7d0k7+ZT3nb2vWmPZHHplWT//Wq0UL8/y993pdiZd+8439UAAoOUUdIBrzsWLZMjPz/ffNwJtv9ns36RaUej6VxQ4AtUW80q+fWTR3rvnt11/t6iEz3nvP3Ne2rXn6ttvMuy++6D3PH3/8YVcDgJJXNAGSabmucWMz+4MP7E2FBOurrUMBBACIV6UKkNsvusgboFeR4GM0NgMAEL9KFSCpoi61v/z0k705X7DurMmT7T8DAGJQNAESRW0Pv6xaZRZ8/rkZNXiw6XrKKX79u1u29EaBRwlul4F6AJAfRR0gNs0xpdtYqcdoJtsowe2WFTIAgNxUqgARNYinHtP78svtP3tctgsAyE6lC5DVP//sP0aTKkZx2S4AIDuVOkBaH3aY/WePy3YBANmpdAEyc9Ik/zHXnnii/WePy3YBANmpVAGiHlm3XnCB/5iHr7nGruLJdrsAgOwVdYCoG696Xqkb71vPPONNoBh8jCYxjFLRdgEAuSuaAMm2DLrjDntzvmA9AEB+VLoA0cSIWuCpvAkOCRAAyL+iDxAtGasJFLUM7H+fftosX7LE3kwaAgQA8q+gAQIAqLwIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADg5H8AHErIHXl2D4sAAAAASUVORK5CYII=)
PN: 5H66-9-07
CAS: 1196-19-6
Molecule Weight: 227.12
Formula: C9H7BrS
![5-Chloro-3-methylbenzo[b]thiophene](data:image/png;base64,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)
PN: 5H66-5-01
CAS: 19404-18-3
Molecule Weight: 182.67
Formula: C9H7ClS
TSCA: Not listed on TSCA inventory