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acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABccAAAXHAHDFp6sAAACNHpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh1/ziggVa1VpUqtJo5P2bTKJoZFIXCUpL/9+5wQoARZEwjl39/jsu7MnD7tiDRtT1bktEyIoJ2DK1GZ5uUrI77fnUUQeppMUndCxrBPy3jQfY8a22y1N302hd7akqS1IZx/v6rzns1XUVismORfsz+vLvGVGeVk3ukwNUnU+rlvli011067iPyFYoatNXrLOnRXVppvtr+Tu4XRXZ+RrL49omyEKy3xtYGmrQjewkZziw7/BypSm0o3JYLFHtaIe7n06eX2y6WdhygaHboY81et5U32mqCjs2qSfOBkOfjwlpBAI6MYWs6rSe3Ajp9YCtAStQHugfdAB6BB0BDoGLTi+aBfoINBDeJjvtXEB3/YfJiE/4RHc2/2e2//vVSvmmC2ZkBEWKYoDGHGqhJOHb0Gl5B5IKqQfgKJ+zCV4NJYqPoqASj8MjiJEF1zDwXYAOpzAHiNhnhSPXQDFZQQjSQMV+F/faPeD2Elf4TdmVoUS1xGGKI5apHjYycjry6Pe96IQM8lOqZxOFrbMzoaQZwlZCNLm+JdZ1vKQZgK2ykyFnesmcK7ngOwDrignQN4C1BXgDUfw+oAr+AmY3QL8PuDaYxgI+oBrpmEg7AOu9Yb3EF0B8XCEuA+0bT1MOHuvdO0xGF6WuCy3Y+SdOBcV747ZHUZdZfguclH240keZPyrVrmNsLPeZ8crB4dX1xE7u6sY3tDTf6Q7smLsdo73AAA3iUlEQVR4Xu3dB7gU1f3GcZKYWBA7/jVREOwFSyLGjkrEHjsWEjQKoiIo2CCCBQXFEo1GDViwoigYFFFRULEiisZeIoioqFgwCiqWnP++s55l99y57OzvzuVu+X6eZ56YO7N7d4a9887MOed3mjkAAAyahT8AACAJAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQALGGHdMs0YLaxb8+gFhhUNS3oHbxrw8gFgGBYvh2AIhFgKAYvh0AYhEgKIZvB4BYBAiK4dsBIBYBgmL4dgCIFfa2iltQ2/gGAIgVhkXcgtrGNwBALEICxfDtABCLAEExfDsAxCJAUAzfDgCxCBAUw7cDQCwCBMXw7QAQiwBBMXw7AMQiQFAM3w4AsQgQFMO3AwBgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAFQ1Dv/Husm39TNzZ/7QbgKNYwAAVDU7QPWjcaETBt3TrgKNYwAAVDUrf1aRQEydewZ4SrUMAIEQFEECOIQIACKIkAQhwABUBQBgjgECICiCBDEIUAAFEWAIA4BAqAoAgRxCBAARREgiEOAACiKAEEcAgRAUQQI4hAgAIoiQBCHAAFQFAGCOAQIgKIIEMQhQAAURYAgDgECoCgCBHEIEABFESCIQ4AAKIoAQRwCBEBRBAjiECAAiiJAEIcAAVDUFSe0coMPbeYeHUWAYCECBEBRXXdv5fbYvJm78R8ECBYiQAAUteG6rVyLpZq5QWcRIFiIAAFQVKtWrVyzZs3cGWcQIFiIAAFQFAGCOAQIgKIIEMQhQAAURYAgDgECoCgCBHEIEABFESCIQ4AAKIoAQRwCBEBRBAjiECAAiiJAEIcAAVAUAYI4BAiAoggQxCFAABRFgCAOAQKgKAIEcQgQAEURIIhDgAAoigBBHAIEQFEECOIQIACKIkAQhwABUBQBgjgECICiCBDEaZwAyXzRoiWJJNuOH+/cn/7kXNu2zjVv7twyy2T/Wz/TOgCNZtKkSe7nP/95FCBt2rRxs2fPDjdBjSpy5jZKEgreorb96CPnOnRYuE19y047OTdnTvhqAA3w9ttvu/322y8Kjvxl2WWXdYMHD3bffvtt+BLUmHrO3A20qFAI1bftJ5+4zOVOdt1KKzl33nnOvfSSc/PmOTd/vnOvvOLckCHOrbxydpu113bus8/CdwFQoi+//NL169fPLbnkkrnQWG211dzWW2/tfvnLX+Z+1rZtWzdmzJjw5aghMWfuFNQXCnHq23avvbI/b9fOuQ8+CNcu9OGHzm22WXbbffcN1wJI6H//+58bMWKEW3311XMhsdRSS7mBAwdmrtvmRdu89tprrlOnTrn1WnbeeefMtd1LwbuhFsScuVNQXyjEidt2ypTsz1q0cO6ddwrXxZk5M7utXjN1argWQBFPPfWUa9++fUEwdO7cOfOnNTPcNDJu3Di37rrr5rb9xS9+4Y499lj36aefhpuiiiU8y5coLhTqE7dtz57Zn518cuHPF+WUU7Kv6dUrXAOgHu+9957r0qVLQXBsvvnmbvLkyeGmdXz33Xfuoosucssvv3zutSuuuKK77LLL3Pfffx9ujiqU8CxforhQqE/ctptumv3Z448X/nxRHnss+5rMlx/Aon3zzTdu0KBBrnnz5rmTf8uWLd3w4cPdjz/+GG6+SB9//LE7+uijcz21tGy44YZuwoQJ4aaoMgnP8iXyoVDKki9zFRP9rJRGcW2r16hRHUC9Ro0a5dZaa63oRK9FDeN9+/Z1X3zxRbhpSaZNm+Z22GGH3Ptq2Xvvvd1bb70VbooqUZ4BssQS2Z+VchucuZ2OXqPXAqjjhRdecDvuuGN0YvfLnnvu6d58881w0wa5/fbbcwMPtfzqV79yp5xySoMDCuWncQMkibhtuQMBUjNnzhzXvXv3qKHbn9Q32GADd//994ebpubrr79255xzjltmmWVyv3PVVVd11157bcmPyFC+Ep7lSxQXCvWJ29a3gahdIynaQCqaGmSRLh3TSy65pKCRe4UVVnCXXnrpYjves2bNcocffnju92vZYostMn+uJfxto2wlPMuXKC4U6hO3re+F1bdv4c8XRT229Bp6YVUUjWb2J7htt902ukL9RINI0SDjx4936623Xu6krbuPHj16NNmxfeKJJ9yWW25ZECSHHHKIe/fdd8NNUUESnuVLFBcK9Ynb9qmnsj9jHEjVO+mkkwpOKv5kp8FpV155JXWXSvT666+73XffveB47rTTTu7FF18MN13sNFDx+uuvj0a1+8+29NJLuzPPPNPNV3UJVJyEZ/kSxYVCferbdo89sj9PMhJdj620LSPRK4qukn/2s59FJ5KNNtooerQRhonWb7/99u5vf/sbV6uLMHfu3CiM80uNqPDhnXfeGW7a5FQq5fTTT48a1/1nXXPNNd2tt94abooyF3PmTkF9oRCnvm0//ti51q2z63wtrJdfztbB8rWwzj/fuVVWyW6jWliMgq0YurNQo6o/eXz2U4eJ6dOnu6FDh0Z1l8Iw0bLVVlu5IUOGRIX+4NwPP/zg/vnPf2b+DFbJHSMVOzwv8/dS7sUO9W+4b+aiL//fd7vttnPPPvtsuCnKVMyZOwX1hUKcRW2rxxeZq8/cNvUtqsarwEFFUC+cP/zhD9EJQ4+r6hv1rAbYv//971HX0/xBan7ZdNNNo54+r776avjSmvDII49Ex8AfD92t/fnPf87csC/ijr0MPfTQQ27jjTfO7Yf+rf/yl7+4D/V0AWWtnjN3A/kTexJJth03zrnDD89W59VcIFr03126OHfvveHWKHMXXHBB7mRx1llnhatj6WSiK+2OHTu6JZZYok6YrL/++m7AgAHRYLZqN2PGDHfggQcW7P/vf/979/TTT4ebVgyVPrniiivcSiutlNun5ZZbLvquLFiwINwcZaLImRtI1zPPPJN7Tq+2DT2CKZUK9qkxVoPg8kuO+0XP/k899dSoQGA1+eqrr6IZAfP3+de//rW78cYbowbqaqBHmT179iy4SFhnnXXc2LFjw01RBggQLDb//e9/3dprrx2dFFR0L41Gcb3nzTff7Pbff/+oR08YJmussYbr3bu3e/TRRyt6ANtNN90UhYXfL4WIwkShUo1eeeWV3GNOv+j/6+coHwQIFpv8AWWjR48OVzeYuoKqztOhhx4aNSSHYfJ///d/7phjjnETJ06smGqxU6ZMqdOhQI+v9BirMaiH1HPPPeduu+22qNiieksdeeSR0bLPPvvk/ls/13ptp+31usagOw9/0aFFdya6Q/GdLtC0CBAsFjfccEPuJKABbY1N1Wbvvvtu17Vr12j0dRgmetauhlp1JS7H3kpqCNdn992ctajB/OGHHw43bZB33nknehyoxvf8+lWWRa/X++j99L5pURuI2kLUJuJ/l/79/vGPf1TMhUC1IkDQ6FSN1d8RaLyH6iQtTirb8cADD0Qlx1WyPDzxtWjRwv3pT3+Kpmdd3J8tpDBTF9z8Oyh10b366qtN7UVx1LtNXaH1bxEei/xl5ZVXjqr2qoFegxH9ov+vn2t9+Jr8Re+v36PflwZ1pFDo5/fIU+8t9eJC06iOAFF5BqbULEu6evzd734X/bFretSmnvpUJ2FdxR9//PEFbQp+UfG/gw8+2I0cOXKxty/osZ46APjPos4GJ554YjRIMA333HOP22WXXQruavyi4orHHXdcdPeg3lxJHxFpO22v1+n1ep/wvfX79Hv1+9OgcSIaL5L/OzSehLFBi1/lB4h6n2gwYeaqxD34YLgWTUzzTPg/cj1yKDePP/6469Onj2vdunWdE58CT8/99fgtrZN4HJUZUemW/N+92267RWVJGkodB9QulD9eRIvG36jkiRrn0y4Xo/fT++r98ysAa9Hn0OdJo0ODRq5rEKp/b41sV9tMY7XHoK7KDxDRKPTMF8htuGFpc4igUalcuL/a1RViuZs6darr379/1G00DBPdDXTq1Mldc801UXn0NKg7suYRzz/JqgDivSmNbXryySej6Wnz96Nt27ZRhd7FNUhPv0e/T783/3Poc+nzNZQ6TqiWVn4PPNXa0h1RtXRtLmfVESC3375wQOJll4Vr0QR04lCvJ/1BqyutTpaVRHcFOjHFtRP4Yo+6o7KM+lbDr+YNV1dm/56qSHzxxRenUmZdFXePOuqogkdV2g91d26qRmf9Xv3+/OOpz6fPmUaF4JkzZ0bVffP/nVT9V1WA0XiqI0Bkhx2yAaLJqFL4QsJOV366WvcnW43BqGSase/cc891v/3tb+uEiS/2qKtsncSKUWN+fjuBjk+3bt1Su6tRg7IPbi2qN6ZHcOVyNa7Poc/j66Bp0edNqyFc84yERTnVfTythnwUqp4AUQkLtYMoRI47LlyLxejCCy/M/fEOHDgwXF3RNP5C+7fNNtvUCRMt7du3d4MHD3b/+c9/Cl6nENprr70KtlWNr+eff75gOyt1DtCx9j2UFEzqKNCYbTcNoc+lz+cf3+lz6/On0dNM7St61JgfUuocobppTd3LrtpUT4BI5kouCpDMl5JeWU1D7Qi+TLd6yqRxQvB0ha92FdVM0hzbcQPc9HOt15V+Y191vvfee1Gxxw4dOsQWe2zXrp07+eSTXefOnQtKl6vBXvOGp0WNxvmjtldfffXUx4s0Fn1OfV7/2bUfaTWCaw52fR/CY69/M6SjugJEFXmXXz4bIjvvHK5FI9Mfvm+A1uC9JI90FsUXUNSz7fxJiEpZ1P6iMR5qVP3888/DX5Gajz76yA0bNiw6AebPyZG/NG/ePPWr4I8z33nfTVrLrrvuGn2WSqLPq8/t90H7o/1Ki8Yh7b333gX/FpXQqaMSVFeAyEUXLWxQHzMmXItGpBO1/wO94447wtWJaNyIuoDqRBx2AfWLrvY1kE2PkfIHuOn/6+dx4xy0qH6UamZphHpjtglobMSIESMKHlmpWrDuWNKk0d75PcZ69eqVSvfYpqDPrc/v90X7leZodtFdqe+tpXll0HDVFyAq/bzeetkAadtWQ3vDLdAIdNL3f/zdu3cPVxeloohqW4gb3KcunxpQd9ddd7k33nij6ElSj800hkIhprpJcT2pNIJZvYLSfMQWx1eVTXsMjK7Q88ND7S7VQPuRHyJp3omIgkPvrRHtaLjqCxDR/CHNfroLGTIkXIuUqcFY5UD0h7nhhhuWNL+1wuDaa68taPDUstlmm0UzE6bVjqFGbHXL1R1K+Hsas6tnYwSIHhXmP7ZSmZNqov3x+6b9TKtNRFSGhQBJT3UGiOy2WzZAll02O7MhGoUeOam/vf4oNXJb4yeSevnllwtOhFr22GOPRm0A1h2HKsgqOPzv1CMvdaWdN29euHmDpR0g+vz5Deaqm1WNtF9+H7W/ad0pEiDpqt4Aee015375y2yIdO0arkVK1MvF/6Fffvnl4ep6aVsFjn+tur8u7gmgNB4hf8yExmeUEoBJpB0g6urqP6/aDKpZfptIWt3BCZB0VW+ASO/e2QDR+JBnngnXooEmTJiQ676qrrRJqMy6urX6E4MefQ0fPrxRG7UXRV09dTLxn0eNrGpkT0uaAaLBdv54q9dSsbagSqf9872ztN9pDDYkQNJV3QGibpsqtKgQ2XrrbOFFpEJdL33X2t/85jeJylFom/wqqmrQLJcKqmpQ9+04OumrXSYNaQWIjp2/W9K4iUrrqmul/fTjRLT/Sb5ni0KApKu6A0Suumphg3rmJIGG092CKq36K8MkbRaqhbXJJpvkwkMTD6n9pJy88MILuVBUu0gaIZJWgKhmlN5HXZuTHO9qov31Xbp1HBqCAElX9QeIGt/atcsGSOZK2TVCQ2mtUdE/HwSal7sYPSbKbyxP63l2Y5g+fXqucqxOWg19nJVGgKhqrX90pfIftUj77S9YGlLFlwBJV/UHiEyatPAuJMEJD/XT/Ne+NIQG7hWr7qreMx07dsyFh7rSljuFiL8TUZtIQybBamiAqB3Al2RXV+fGHE1fzrTfvqu3joe1/YcASVdtBIjsv382QJZaSkN4w7VIQDP0rbvuutEfoEqVJBkprAl+fHicdNJJ4eqypcdZvk1EvbOsXXwbGiCqmeWPn3qN1TLtvz8W1lpiBEi6aidAZszIhkfmy/PuQQeFa5FA165dS/oDHjduXK6siGbYs141NhU1rPv91XzqFg0JELU1+fEqGk3fVD3VyoX231cV0HGxHA8CJF21EyAZc/v3d6MzX55+meXfjzwSrsYi3HLLLSWdTFWaRL2ztL0qoCadY7vc+C6+CkLLiPWGBIgC2B9zhRkKQ13Hp1QESLpqKkAWfPWVO/rXv3Zr/nQFU2lXxE1FXW2XW2656A8v6eMc3+ipE+/EiRPD1RVDHQB891l9Z0odEd2QANlll12i16pRv1hbU63QcfCdHHR8SkWApKumAkTyn6OqVDgWTVOs+gJ0qmartoFiVMjQd7s84ogjwtUV58Ybb8x9Z1Q0shTWAFENMN/zSrMdYiEdDx0XHZ9Sa6URIOmquQDRc1N/QmzZsmXZzthWLk477bTcyVPzeCdx2GGHRdtr/ou0q6k2hfy2CFXxLeXZuzVAzj///Oh1er3mRcFCOh7+uOo4lYIASVfNBYg8/fTTucbdPn36hKvxkwcffDB3Fay5LZKcOFVu3b9G4VMtVIDRB+k999wTrq6XNUB8Y7EGbKIuP5BVx6kUBEi6ajJAxE9+pNnj9MgFhXTn4EtIaI6OOXPmhJvE0hSueo3GTzS07EQ5UdtHmzZton3TpFRJWQJE3aN9WOnxGerKf6yYpDu5R4Ckq2YD5P3333fLLrts9GVSCXEspDuNPffcMzo2uptI2giu9hLf4NylS5dwdcXTIEjtm9qCkg7oswSIpt/Va3SXPJupCGLpuPinCDpeSREg6arZAJH8OQfGjx8frq5Zf/vb33LHpV+/fuHqeukY+tdN0uj/KqNJqfz+JT1pWQJEdcL0GvV4Q/10fHScdLySIkDSVdMBotLifoY6zVmtK+ha9/zzz0dX2Dom+mMr5Zj07t07ep1KTiRpL6lEakTXPuoRaBKWAGnVqlX0muOOOy5chTw6PjpOOl5JESDpqukAkTvvvDN3Vakr71qm8R0KUh2L5ZdfPqoJVQrf8KteWNVKc6xrH9dYY41wVaxSA0TTt/pHMyNGjAhXI4+Oj46TjlfSaW8JkHTVfIBIhw4doi/VMsss4959991wdc3wo661jBw5Mly9SGow9ye+6667LlxdNe64447cMZo5c2a4uo5SA0TFKv37N6TqbC3Q8fHHSsctCQIkXQRIxpQpU3JfxG233TZcXRMUGP4YHHnkkeHqoiZPnpx7fZLBhpVK3ZT9fqqbczGlBsitt96ae3/NoYL66fj4Y6XjlgQBki4CJOPss8/OfRHV66iaT4BxZsyYET2y0v6vt956UdXdUg0bNix3/L7++utwddVQm1ApoVDKtjJo0KBo+5VXXjlchRg6TjpeOm5JECDpqvkA0SMrPbrSl0pjQvS/eqRVK1RbaOutt472W43n06ZNCzdJxI9YV+HEaudrMWnMSzGlBkjfvn1zQY7idJx0vHTckiBA0lXzAXLooYdGXyhNktS/f//ov7Wocb0W5O9zQzoR9OjRI3qP3/72t+GqqrPllltG+9q9e/dwVR2lBsgxxxwTba8ZHFGcn+lSxy0JAiRdNR0gjz/+eK7h99RTT40eT/i+5ZqRbsKECe6RRx7JLffff3/UQJz/s0pezjnnnFzZEQ0cbEjX28MPPzx6n1q4e9tpp52ifU3S26zUAPF1xGrhOKbBd4BJ8m8hBEi6ajZAVMrdX71o9LTmr5D77rsv+lktLRqR39Cih/vuu2/0XrUwql/7qH3VPhdTaoDU0nFMQyn/FkKApKtmA0R3Ev4Eeu211xas03P88CRbzctSSy3l3nrrrYJjUKpaunJeHHcg+h0orpR/CyFA0lWTAaK7DV+zSc/s4yaW0glVRdq0vPrqq9EjLW2vgXaaYMmvq+Tl3nvvzY06193YggULwsOQGG0g8UoNENpASkMbSNOqyQBRe4e+RGr/UDtIMWeccUa0vZaHH344XF3RdGLz+5akV1F9fC8slYapdmuvvXbi41VqgNALqzT0wmpaNRcg//nPf6IeV/oSqQdWMbpS1yMebX/AAQeEq6uCf+6uQFVHAQvN7qj3UKO8aoxVK3W08N29r7jiinB1HaUGCONASsM4kKZVcwGyzz77RF+gpGVLDjrooGh7hYgG3FUjjehVbSftpx7tWWbAe/TRR6PXa3nxxRfD1VUjvyKveukVU2qA5I9E/+yzz8LVyKPj448VI9GbRk0FiEpP+C/cWWedFa6uQ11d/fYaL1HNtK9+HvNOnTqV3KVXvbj8sdK889VqzJgxuf3U3WkxpQbIs88+m3t/zZyJ+un4+GOl45YEAZKumgkQjbj21WLXXHNNN3/+/HCTAmpY9/Nga0Y+S3mPSjNgwIDcH+SFF14Yri7KP4/u2rVruKpqnHjiidE+arbGJEoNEHXw8GOTqjmI06Djo+Ok4+W74RdDgKSrZgLk8ssvz50cNb91Mf6ZvpZamVZUIatiktpntRMlvarz/PwMv/nNb8JVVWPzzTeP9vGQQw4JV8UqNUDEP07s1atXuAp5dHx0nJKW1hcCJF01ESB6xr/SSitFX5ztt98+XF3H3LlzXcuWLaPtt9pqq5If51QylShfYYUVon1fZ511Es+zIHfddVcudKvx8cusWbNyI/evvvrqcHUsS4D4Uf3t2rULVyGPjo+Ok45XUgRIumoiQI4//vjoS6M//iTzBvTp0yfaXrfG1XgiLCZ/zotSpgtV7ysfPscee2y4uuLpsZ72TW1FSTsaWAJk+PDhue/fnDlzwtXI0HHxj/p0vJIiQNJV9QHy8ssv5/6IjzrqqHB1Ha+//nqum2bSaUurUbdu3XIhctNNN4Wr6+UHFK644opF25kqzaabbhrt26677hquqpclQDSI1R/7UaNGhauRoePij1EpVRQIkHRVfYB07Ngx+sIst9xy7qOPPgpX1+Fr66g+1Pvvvx+urhk6+W+44YbRsWjRokU0fiaJZ555JveH3ZDqvuVGA0j9fpXSJmYJEPEl46t17FFD6bjo+Og4lYIASVdVB8i//vWv3B99kl5F48ePz21/3nnnhatrzr///e/cIMr27dtHg+iS2GWXXaLXqPdatQwq3H333XP7VErJF2uADBw4MHqdjr/a5LCQjof/Xuo4lYIASVfVBsi3336bKzmhxuBif/Q6OarOlbZXOY5qOfE1VH7vNZWASSJ//Mz5558frq44Tz31VO55+9ChQ8PVi2QNkPypc6+55ppwdU3T8fDHRsepFARIuqo2QHTi8l+yu+++O1xdhx63+O1rZTKppPzofXVCSDL6WtROoNc0b9480YC7cqUeeLr70r6suuqqiccbeNYAEV+0kcKKhXwBRR2fUhEg6arKAPli9mzXsUUL96tmyRo81aPD9x6ijHZdn3zySTS2Q8dHVYmTtCWpYdNX+m3oZFVNyfeI0mK5E2hIgIwYMSL3u1VFAYXVJHR8SkWApKsqA+TNI490l+lLkvnjffvVV8PVdfgS2uqeqef+qEuNyH4MhNoDkgTCmWeemftjv/jii8PVZU8dB9SBQJ9fV71xZf+LaUiA6LGqH1SodiUsbF/TcUnaJpePAElX9QXI1Kkuc6ZzH2a+JK8mGMn7wgsv5GpAqQsq6vfXv/41FwhXXVU8EPQHvvXWW0fbq2v0E088EW5SttRmpkGk+uxqsFV3cIuGBIjkP1pNMvVANdP++2Nh7eFHgKSrugJEV8XbbpvZq2aq86xyneEWdfg5lfUIi0Fbi6ZSJx06bOPWWquZ2267X2Wu0IsPylTFY18FYJVVVonG2VQCDaD0Jyt1JLBqaIDMmzcvN/nZFltsYboLqgbab+2/joOOh46LBQGSruoKkFtuyYaHlgR/sPkjrq1XNLXm/fffcXvuubzr3LmZGzBgXfftt8WLTOq5tZ+DpVWrVlFJkHLmu9Bq6dy5c6LHdfVpaIBIfltI0hIq1Ub77Y+Bpe3DI0DSVT0BoisSFVVTeGyyiXM//BBuUeC7b75xHddaK/oybbDBBqbnqbVqypTb3THHaBpR/TEfEa6ONXLkyFwbikKkXO9E8ttttttuuwZ3504jQBRg/lGgJlBK0omhmmh//cRROg4NCXQCJF3VEyAaUKTw0DJxYri2jjfPPdedldl278wy6b77wtUo4sYbj8qFyJQpt4SrY1111VW5ENHjrHJqE9EjkpNOOikXHhtvvHHU+6yh0ggQUWVk31a32267NegkWkm0n9pf7bf2v9QK0SECJF3VESAzZzq39NLZ8Nhvv3BtXSpR0ry5ey2z/cN77hmuRQLffjsvc7W+QRQgvXsv5+bMeTvcJJbuRPzjLDWsl0PvLFVr9icpLepxpZ+lIa0AkUrv1Wah/fT7rP1vKAIkXdURIAcfnA2PJZd0bvr0cG1dXbpkt8+cwP5X4khWLDRr1gvu+OOXjEJkyJCt3A8/JHsMqDYR37CuReNEmmqw4cTM3Wrr1q1zn0W107744otwM7M0A+SHH36IHqvp/RTC5XQH1xi0f/5iQ/ut/W8oAiRdlR8gkycvfHR1+unh2rqeesq5n/0su32fPuFalGjixMtyj7LGjElw/H+i3ln+ub4WzVGv6gEqQbM4qMfdEUcckfv9KlVyeub7k8ZJKl+aASL587WoXUBztFcj7Zdv99D+ar/TQICkq7IDRF0aN988GwaaYrTY5Ed6brzVVtntW7Z0LsUrzVqlZ9RXXLFXFCA9evzcvfbaQ+Em9VLHBc1N70esa9FUsZdeeqn7+uuvw81ToXaN0047LSqx4n+nRtnfc8894aapSDtARHdN/spc1Wg1H3010f74asTaT+1vWgiQdFV2gGgiGYWBliRd+zTHtN9+2LBwLYy+/HJO5qT86yhETj119ej/l0JlT/7whz/kTuhaNJ+IJqWaMmVKuLnJpEmTXJcuXdzSSy+d+x1qlNVkY6XWtypFYwSIaI4WX+BR85RUS88s7Yefd0X7V8pcNEkQIOmq3ADR3cOqq2bDoH377N3Fonz1VfYuRdvrrqVGB2Q1ltdfnxjdgShELr/cVvtKVXx9qYr8RXcIXbt2jebhUKmZYl1rdfeiCgPXX399NN2piiDmv596gh122GGLpSux7zl1xRVXhKsabPDgwbl9Wm+99aLHgpVMn1/74fdJ+5c2P6d9LU8Wl6bKDZC+fbNhoPaMJ58M19bVr9/Cu49HHw3XIgV33dUv1x4yceKl4erENCmV6pP5Z/1xi8aSqBqril/6Rb2n1lxzzTrb+kUjmE8++eSSS4CXaurUqa5///7RNAL+d7ds2TIqC5+2Cy64oOCYWEuuNDV9bn1+vy/arzSpioIqCvi7Nj0aY7bHhqvMANEJIPMFyHwTsj2qilHPLPXQ0vYHHRSuRUrUC+v8838fBYh6Z82a9Xy4SUl0p3HXXXe54447ruDKtJRFsyr26tXL3XfffY06WFR1mvpmLmrye3SFi05euvJNe6bLK6+8Mje+Rm07t956a7hJWdPn9W1S2g/tT5rU68/PrhkuO+64Y3S3CpvKDJC99sqGQeZL5957L1xb1/77Z7fXWJEm6i5aKz75ZLo78cTloxAZOHD9aLxIWtRz6tHM3aMGJKqw45FHHhktf/zjH3P/rZ+r7MVjjz2WykDA+qi3lioUqw1FsxSGJyb1Kjsoc7Fyyy23RI+vdAfi1+lkOWjQoKKP4kpx2223FXQMOOGEE1J9/8agz6fPmX9ctB9pUTVlP5eNX7bffvvoTkTVJ/zP9Jixe/fu1MIzqLwAuf/+hY+iMn+ERU2atHD7AQPCtWgEU6eOzD3KuuGG6mms1B2MJtTq1q1bQSD4RaXfdYcxZsyYOr3INLZEdygaPOm318yXqseWlpdeesmtu+66uffXfyvkypE+V/hZ9fnToE4Rmj3T91TTosdjGsTq6d9Svf3yH5Muv/zy7pJLLmnUO9VqU1kBon/YzJVDFAatW6u1NNyikPr0t2uX3V51sowVPFG6G244MhciU6emd1W5uOkqWTNaasxIXJuMBkTqzufee+9NNIZF7S8aOJn/HqoIndZjFJ08DzzwwIL3V4+jDz/8MNy0Sehz6PPkfz593jR6wqkczXXXXZerXqxFd4Jnn312nUD3dJeqaRx8Zwctelw6fvz4cFPEqKwAGTt24d1Ekis3PUv12998c7gWjUhVegcOXC8KED3S+uSTGeEmZWv+/PnRnYF6ai277LIFJzstOkGpkf+hhx6KGmct1Caz/vrr597TP0ZJ67Hb6NGjCx6taU6TPn36NFl3X/1e/X59Dv+Z9Pn0OdOgNig/1a1f9O+XtPLziy++GHXEyH+9Jk5bHD31KlllBYgKqanrbpJ6V59/np0TJPNFcNtsU7ybL1L37rvTcqVOLrpox3B1WZk370s3cuTN7oADDigYK+IXzYCnxni1waQ1J4celWgagfw7G/13Wo9R9NhMHRD8WBQt2jddcaun2+Kg36Pfl39M9Xn0udIoGaOuvwqK/H8rBYl18q0777zTtWnTJvdeeuSoIptz584NN4WrtAApRe/e2fD4+c/1LQ7XYjFRd14FSL9+rcJVTW7evM/ck09e74YO3dNtv/2SmeuNwtDQiUTP0p9M0k28AXTXoTua/McoujtJ6zGKGpP1CC4/SLSo4rC6y6bd9Vfvp/fV++f/Pv1+fQ59nobSIylVMdAjKv/+ujPUI6yGBrweRZ533nkFd5+qHv3Pf/4z9VI3la46A0TzoGeuHKIAyXxh0bReeeV+9+mn74Q/bhL//e9H7rHHhmWu/Du6Y49dIgq3bt2auZ13VkNr9vn3gAED3LRp08KXNjoNkox7jJLWuBWN+NfofjUW5/8OLauttlo0C6NGzKt0SNJHXdpO2+t1er3eJ3xv/T79Xv3+NKgxPH/MiBrLFfRptKPk++CDD6J98mNHtGiUvAa8Iqs6A6RTp2x4tGjh3OzZ4VrUmM8/f89NmvR3d/HFHXKj5fOXQYM2zZyUzs5cGb8SvrRJ6DGKemj5k5Yeo6j9IK3HKLp6V/dijfoP70ryFz1O0+fQI6FwwKZ+HtepwC96X72/fk99Ddileu6556JuuPm/R91007ijWZSnn346VwLFL2r4nzGjctr1Gkv1BYhKXDf7qeF8yJBwLcqIyp8MH36I69+/tevZcynXu3eLaOzI5ZfvEVX5/fhj+xWrGu0nTLjQXXDBNnUCQ8uQIe3dffcNyfyOxj35WKn317nnnlvnMcqwYcNSfYzy5ZdfurFjx0bjWTbZZJOCq+1SFr1Or9f76P30vmnRXc5RRx2VGyypZaONNooGCC4uKs2jUjr5HROWa97cXZ45x3wzf364ec2ovgBR5c7MP65bf309zAzXogz8738/Zq5Me9Q5qcctpfjoozfc+PHnZk68W9R5nx49fuYuvHB799BDl7hPP50ZvrRsadR6+Bhls802a7THKAsWLIjGY+guSO0AZ5xxRuyATf1c67Wdttfr0qb3HDp0qFtuueVy+65u0xoIaO391lBfffVVtO+qIL1G5nPt3KaNO2333d3T48eb6r9VutL+QiuFRqen0MMDjeORR/4RndR79lza/etf/TP/XC+6+fPnRl1/FQIvvzze3X57bzdgwDrhS+vQa++550x31lkb1QmNY4/9hbvkkp0zv+9KN3fuB+FLK4oeo2y11VYFV/0a6d5UE3E1No29ya8lpkdiurtJa6bIhpqZOe6nduvmOm+8sTvmd7+LlgsywToj5Q4J5a58A0Q9UFQxs23bbMmSZZbJ/rd+llLvFDSNc85pF53gn3suwVieGO+8MzUq3HjGGWvXCY3jj/+Vu+yyTu6JJ64tuax8udMV7g033FBnfIca/edVySDZV1991e26664FQam2lLR7iqXljWefdYMOPTQXIj223NJdf+aZbm6NlEUpvwBR748OHRa2Y9S37LSTiiOFr0YF8GNDvvuu9FpNekQVhobaT6688o+Zq/QbozuZaqfHKKr5lT8Rl0repz13xuL0+eefR+Ns8hv111577cwd6r/CTcuOug1PHj3a9e3YMRckvXbYwY2/7jr3fSM82isn5RUgGoXbpk02IFZaybnzzlOBn2wJEjVUvfJKtmHcDxDMfMHcZ5+F74Iyd9JJK0Qn/tmzXwtXFTV69CnRa3v1au6GDTs4qruVZsHGSjJ9+vRo4GP+1bqmCV5cgwTToA4Bqr7rp6/Voppimt64MdpVGtP8L790oy6+2B33+9/nguSv++zjpqkeX5UqrwDxVXZVv+qDRTyzVl2fzTbLbrvvvuFalLmrrz4gCoGhQ7fN3ES+Ha5epB9//MHNmDElc/eSTtfQaqDChO0yfzP+BKwGd03ANbvMu7Br/Ih6bvnPrV5WaqAvl7pdVh++8477+wkn5EJEyyU9erj3UhoHU07KJ0A0dakCQWM3kjQMzpyZ3VavmTo1XIsypu65ffuuEoWIekcNHvw7d9ttvdzjj1/jZs16IeqlhdLoSl5l7POv5NUFWLP6JSnyuDi9/fbbbr/99iu4c9p2222jibiqyUuPP+4G7r9/LkSObd/e3TJkiPsqpfE85aB8AqRnz2wYnHxyuKZ+p5ySfU2vXuEalDkN7lOp9xNOWKZOm8Ypp6zmxo4d4L75Jr2xBLVCbQm9e/cuKBvftm3bqMR8U9PYkH79+hW03ajGmAYbVqsfvv/ePXjzze7EDh1yQXLSzju7iSNHuh9THM/TVMonQDbdNBsGpRRBe+yx7Gs0xzkq0oIF86MBhQ88MNRdd92foq67PkjOPHODqutJtbioimynTp0KrvJ3zpy40ppzoxTqPTZixIiCMifqPTZw4MCq6T1WzJeZYL/p3HOjuxAfJGceeKB7TU9eKlj5BMiKK2bDoJRGcW2r16hRHVVD3XQ1Il0hctNN3cLVKMG4ceMKJm5SwUbVpVpc4ylUiLJ95qSZH2SdO3d2M/UIugbNeuMNd1H37gXdfme9+Wa4WcUonwBZYolsGJQywlQlr/UavRZVZebM56IAOfnkVcNVKJFKw1900UUFRRRXzFywXXbZZY02ovu9995zXbp0KQiOzTff3E2ePDnctCY9O2GC67/PPq7PLru4z4JOA/mN7/mLugafe9hhbuxVV0U9vspB+QQIdyDIo15WfowH0vHxxx+7o48+uqCmlOYGf+CBB8JNzVTDS/O958/Prul/hw8f3uAy69Xmf5njEVf+JAyOuKX/3nu7zxNWTG5M5RMgvg1E7RpJ0QZStfy86mefvUm4Cg30/PPPux0yV7P5dwd7Z05IDS23PmrUKNe6devce6ohX/PApzFxVC3xIZFP4avR7VMzYX/6nntG668944yCbZpC+QSI74WV+cIlph5beg29sCrKX//aJmrbUEjMmvV8VKfq++8XuHnzPnUzZz7r7rzz5NxodVXlReO4/fbbC074mlfjlFNOKfmEr/ncd9xxx4JA0rzvb1bws/2mFBcg+d6cNi1ar8dfTa18AuSpp7JhwDiQqhd2261vUTdfDRxE49FcHeecc07BzH6rrrqqu+aaa4o+cpqTuSLu1q1bwUyKeiR2//33h5uiBMUC5Nv586P1PbfdNlwV8a/X47HJY8a4wX/+c9R+oh5gaSufAJE99sgGQpKR6HpspW0ZiV5xPvlkejQroOYCGTRos6ihXLMDaj4QVdW98cajMlevj4YvQyOaNWuWO/zwwwvuIrbYYovMv1PdR8pqlL/44osLGuU1udSll16aylzuta5YgLz10x3I2Z07h6si/vW3DB6c+28t6vGVtvIKkI8/dpl76mww+FpYqsKpOli+Ftb55zu3yirZbVQLazF1RwRqwRNPPOG2zJxo8oPkkEMOyXW7vffee6Npf/063X306NEjmtcd6YgLEDW4/zdzrnv2wQejBnStf+SO+GrW+aEx6pJL3KezZ0evbwzlFSCi+j3bb58NiEUtqsarwAGQKj36uP766+sM/Mufn0OLprd98cUXw5ejgfIDIG45fY893COjRoUvy/HbDe/XL1yVuvILEG/cOJe5p85W59VcIFr031266DIo3BpAylR65PTTT48a1/ODo03m73D06NHh5khJGBjh0qN9e3dZz57uo3oGY/rt3l4M4V6+AQKgLKj44frrrx+NH+nevXvZFWesNj4AQt9ljvvs6dPduOHD3fHbbBPV1Pp41qxws9zrF0fRRgIEAMpIfQGS74m77462iRsLkuT1aSFAAKCMJAmAb+bNi7bRoMJQktenhQABgDKSJAB8gPTcZptwVaLXp4UAAYAykiQAnhg7NtrmrIMPDlclen1aCBAAKCP1BcD3Cxa42TNmuHuvuSZqRNc2E266Kdys3tc3BgIEAMqID4BiyzX9+8fOakiAAECNCoPCL8dvvXXUaH71qae6FxcxrwoBAgAoewQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGDy/76hAm8Mq53lAAAAAElFTkSuQmCC)
| Product Number | 6H21-B-05 |
| CAS | 826995-57-7 |
| MDL Number | MFCD07701147 |
| Molecular Formula | C9H4BrFO2S |
| Molecular Weight | 275.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-B-05
CAS: 826995-57-7
Molecule Weight: 275.09
Formula: C9H4BrFO2S
![Methyl 6-bromo-4-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-B-03
CAS: 154650-60-9
Molecule Weight: 289.12
Formula: C10H6BrFO2S
![6-Bromo-4-fluoro-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-B-05
CAS: 1936257-59-8
Molecule Weight: 261.11
Formula: C9H6BrFOS
![6-Bromo-4-fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-01
CAS: 1935146-31-8
Molecule Weight: 259.09
Formula: C9H4BrFOS
PN: 6H21-3-02
CAS: 310466-37-6
Molecule Weight: 196.2
Formula: C9H5FO2S
![4-Bromo-6-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H66-B-04
CAS: 826995-60-2
Molecule Weight: 275.09
Formula: C9H4BrFO2S
![6-Bromo-5-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-B-04
CAS: 1404119-49-8
Molecule Weight: 275.09
Formula: C9H4BrFO2S
![Methyl 4-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-02
CAS: 220180-55-2
Molecule Weight: 210.22
Formula: C10H7FO2S
TSCA: Not listed on TSCA inventory