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+F4XXHBBwbDx6667rjcvSdqHjSdAkGpz507zXj09+GBnr3lu377/Z7p0Wd2bPEpDnKhT4ZAhx+aeKP5Z9vhYGg7lnXdG5P7w2+eOvUpBiPhLnz6bmxEjepnPPhtnHyITnn/+ebP11lsXvKI5/vjjzdSpU+3NkfPxxx97Mx/aZbbjjjt6MyWmFQECOPj55x+9Zr+qT/nrX9csCBF/0ZzsDz3U1Xzyyb/tQ6SO3t8fdthhBTfBHXbYwfz738le31dffeWNo3XzzTfnyv+v5tBDD/Wmuv3DH/5gNtlkE9OsWTPv3PS/+m/9u9ZrO22v/bS/jpMkzcFe2xwnmrNdc7enDQEClGnx4p/NpEkvmHvv7WQuuGC9ghDxlx49mpr77z/HfPTRS14dTVrofX337t0LXsPo/f5tt92WyGuYKVOmeJ+lG609HW25i46n4+r4+py46fXfoEGDzOqrr553Ho0bNzb9+/c38+enZ+BPAgSIkFp8ffzxaG9Y+fBsifai4VX++c8OZvz453I3lJ/sw1QEBcPtt9/uva8P3+gUJAqUuCuC1bJLn9O8efOCm36ciz5Pn6vPj5MaIHTq1KlgnveNNtrIPPDAA/bmFYkAQWp89dXH5rnn/p6q/hiqtH/kkZ6md+9NC0Lk1FM19EUj07LlaubMM081TzzxhPMc31HTKym9n7dvrnoFpPf5cZk9e7b37VyvxezPDi9NmzY1Bx54oOncubPXWe+5557LPQVOMp999llBfxP9t/5d67Wdttd+2l/HsY8dXnQeOh+dV1zef/9906ZNm4LP3nPPPc3bb79tb15RCBCkwjffzAgGRbzqql3t1akwbdo75vHH+5p+/bbyruO44zS3hJq8NjLLLLPkprHyyiubE044wTz00EMN0pJJleD6fPtmpkpz3XzjMmPGDNOlS5eC3tz+sv7663tzoeuJSGEQJR1Px9Xx9Tn2Z2vReen8dJ5xeeSRR8ymm26a97nqhHnGGWckXldTLAIEFU9zeIT7cqjPR9rNnPmBefDBv5l27bYza61VeMPyb1pHHXWUN4pt3LPy6b273r/rPXz4HPSe/vrrr49tOA7dvPUaR7MP2tevJsJnnXWWGTt2rL1brPR5+ly7ibIWnafON+oQ8y1cuNBcfvnl3heJ8OeuuuqqZuDAgRU3DAwBgor39NNXBOGhaWv1TT5LpkyZ7M01sfPOOxfcsMI3roMPPtjrOxD1IH3333+/9949/HnqGKibqN7Tx0Gv6tRfpLbg0Ci9Dz/8sHczbUj6fJ2Hzsc+R523zj+uV4560jnllFMKBqLcYostzJNPPmlv3mAIEFS0yZP1bXD5IEBGjRpkb5Ipasqpd+6tW7cuuHmEb+66qQ0ZMqTgfX8pNMTIHnvsUXB8DUmi9/JxeeaZZwrGy9Ki+pWknzaKpfPS+dnnrOvQ9cTl9ddfN7vsskvB5/7pT38yH3zwgb154ggQVCwNKdK7d/MgPAYPPrSqZhPU5EXqr6Abuj1UiL/oHflee+3lvWaaPn26fYhaKXQ0uKE9KZLev2swxLioV3Zt09gecMAB5p130vFUqfPU+drXoOvS9cXln//8Z9C3xV+WX355rzHA3Llz7c0TQ4CgYt166/FBeKgPxbx5s+xNqoZeJami96CDDirojxFeNHHT3//+91r7M+j9uYZTr21aVg2/Huf7dU3AZDfH1eyEw4cPtzdNBZ23Pbuirk/XGRdNB9ynT59apwO+6aabzKJFyfctIkBQkV577Y4gPDSk+qRJo+xNIqNvjhpuW807Nb3q/vvvb7bbbjuvB7N/k9D/6r/171qv7bS99ovzm2dt1P9C30jbtm1bZ6slLWqCeumll5oPP/zQayKsiZzC6/WK7NRTT/UmfoqTno7Coad+D926dTP/+9//7E1TReev6wj349B16nrjpAr8Y445puDnrd72L7zwgr15rAgQVJwvv/zQGzXXDxCNKxUlvQZ7+eWXvW9zqri2X+WUumh/HUfH03GTfM2mb6UPPvigNw7VSiutVHBudS16UnnjjTfsw0VKLbdOPvnkvM9VM9kXX3zR3jTVdD12819dd1wt13wvvfSS2XbbbQt+tqqXifuzfQQIKooGPLz00u2D8Ljqql28oUKioAl/1HLGbnEU9aLj63P0eUlSi6DHHnvMa72jZp/2eWnRe3Q1C46bgk2v28KfrYr/cir9K5muy26tpetXOcRJr63UmGKttdbK+2w9oSaBAEFFGTasSxAemrt8aXN3FEMVn0cccUSdrZrU90GvpTTI3i233GLGjBnjvSawX+3ov/XvWq/ttL32s/tO+Is+T5/bEBXEqs9Q6yD1ZvbPR99M476hiepr7JZDF110USJjZjUkXZ+uM3zdKoe4mkKHffPNN3mdEDVoYxIIEFQMTSvbseMyQYCMG3e/vUlJNJbRkUceWXBj17LxxhubCy+80HtnXG5/A+2v4+h4Oq79WVp0HnGPrVQb9WPwz0Etr+Kmm2WLFi2Cz9TrvX/84x/2Zpmm6w2/FlV5JBEimvHQ/0y93koCAYKK8O23M023busE4XHXXafbmxRNvap79uzpNXMM38RVwalhOlTxHVc9hY6r4+tz7NZSOh+dV5KjrSYZIBp6JdwZUp3tNCRLNdJ1hztJqlziHpqGAEFV0lAl1123XxAemgRKMwG6UIWm3UlNN+4zzzwz8ToJfZ4+1w4ynV9SFclJBchPP/3kDU4YDo84x85KA11/OERUPiqnuBAgqErPPntVEB5LhioZb2+yVPrmryar9tDYenUU17hFxdLn26/SdJ4637iehHxJBUi4tZVe3wwbNszepCqpHMKvs1ROcSFAUHU+++yNvKFKRo681t5kqVSBaA8zodZGI0aMsDdtUDofuzexzlvnH5ckAkT9HsLXVG11Hkuj8giXT1z9RAgQVJUFC74zF120WRAeN9xwcMnfyNUyKlxpq0Xf9uOe7MiVzst+GtH52y2+ohJ3gKjndfg1Te/eve1NkKNy8ctI5RVHj3UCBFXltttODMKje/f1zbx5pc15oFdD4foOjReloTrSQOcZHt9K1xHHq7Y4A0Q98MNNR9UPIutNdV2pXML9RFRuUY9gQICgaowZc1cQHhqq5IMPRtqb1Gvy5Ml5YxGpF3ZSbd+jovMN9x7X9ei6ohRngLRr1y44tnpiZ7WTYFRUPuEe6yq/KBEgqAqamjY8VImmfC2F2tRvueWWwR+Lel2/+uqr9mapoPMO9xrXdUXZZyCuAFEnRf+4ahCQ1A0r7VRO4YYeUQ4FT4Ag837++Udz+eU7BuFxxRU7mUWLim/aqOE6dt999+APZbXVVqv4eaOXRuev6/CvSdcX1URFcQSIzi386lADCqJ4Ki+/7FSOUf2sCRBk3k03dTXHHrskPDp3XsXMmvWpvUm9NM6T/0eijnpJ9aeIm64j3PFQ1xmFOAJE43z5x9Rrt7SPqps0lVf49avKMwoECDLthReeMVtvvUzuG3aj3C97IzNmzL32JvXSIID+H4jGmbr33tL2r3S6nvB4XVEMehh1gKiiPzwfhY6P0oV/LirPKBpQECDILM2ut+6665pVVtHEO41M//6n2pvU69NPP82bCKl79+72Jpmg6/KvUder6y5H1AHSqVOn4HjqWQ134Z77KtdyESDIJPXt0BzO/i93ixZbmO+/L/61h/YPjyrbsmXLWIeEaEi6Ll2ff6267lL7xoRFGSBffPFF0OdDT0rjx5c+YgBqqPz8J06Vq8q3HAQIMklTrPq/2HrP/9Zbb9mb1Euvdvz9V155ZfPJJ5/Ym2SKrk/X6V9zOa/qogyQLl26BMc65JBD7NVwoHL0y1TlWw4CBJkzbty4vMrhq6++2t6kXqpwbNq0abB/WjoKlkvX6V+zrt+1ojqqAJk9e3bevCdjx461N4EDlaNfpipflbMrAgSZMm/evLx5uPXOt9TXMX379g32Vx8JTZRUDXSd4b4uKgcXUQXIoEGDguPsu+++9mqUQeXpl63K2RUBgkwJj9C63nrrldxTWQEU7h/x9NNP25tkmq7Xv3aVg8qjVFEFyA477BAch5ZX0Qr/jFTOrggQZIbmZPZ/mTWctcvcEOG6E00NWo3CU8OqPEoVRYBoJkX/GGussUbZMzgin8pT5eqXsevMlQQIMkGVwE2aNAl+mV2a3OoVTrjuo9KGZk+KrtsvA5VHqa/wogiQcNPis846y16NCKhcy/l7EQIEqacbXLgZaqtWrZya3IZvnFtvvXXJdSdZoevW9bsGaRQB0rx58+AYVJ7HI1yZrvJ2QYAg9S644ILgl1hPIa5Nbo855pjgONdcc429uqro+v2yULmUotwAmTJlSrC/RpJFfMIj9arcS0WAINU0PHl4+k7Vg7jQPAn+cBkauXTGjBn2JlVF1++P4KpyKWUeiXID5Lbbbgv2P+mkk+zViJDK1y9rlXupCBCkllpYqaWV/wvcvn17e5Oi3XfffcFxNAkPTN5kRCqfYpUbICeeeGKw/+23326vRoRUvn5Zq9xLRYAglfSePjyuj/p+uDQ59XXo0CE4FvNrLxGeV1vlU6xyAyT8pSCKAf9QN5WvX9Yq91IRIEgl9S73f3HV67zc+Z7Dc01MnDjRXl2VVA5+mah8ilVOgOip0t93ww03tFcjBipnv8xL7TdFgCB1NK5VeKgSl74KYdOmTQuOpdF7UUPl4ZeNyqkY5QTIyy+/HOy7//7726sRA5WzX+Yq/1IQIEgVjc+0xRZbBL+0GnG33Oa2jz/+eHC8o48+2l5d1VQeftmonIpRToAMGTIk2Pe8886zVyMGKme/zFX+pSBAkCrh2QH17VhzfpRr4MCBwTH79Oljr65qKg+/bFROxSgnQLp27RrsO3jwYHs1YqBy9stc5V8KAgSpER5iXXMaPPPMM/YmTs4888zguK7NgLMqPDyMyqkY5QTIYYcdFuw7atQoezVioHL2y1zlXwoCBKlgzw5Y6jel+uy9997BcV9//XV7dVVTefhlo3IqRjkBssceewT7vv/++/ZqxEDl7Je5yr8UBAgqnoYl2WmnnYJf1B133LHk8Znq88c//jE49ueff26vrmoqD79sVE7FKCdAtt1222BfmvAmI9yUV+VfCgKkQvzrX//yfhg9evQw/fv3Zwktf/jDH4JfUs2a9/HHH9vFV5bwuEtz5syxV1c1lYdfNsWOl1ROgGy66abBvl9//bW9GjFQOftlrvIvBQFSAWbOnBnMU8xS/3LXXXfZxVe2tdZaKzi+yyCMWaby8MtG5VSMcgJk7bXX5meRsPDPWOVfCgKkAoR7QbPUv8QRICuttJJ37OWWW85ehRyVi8pH5VSMcgKEn0XDKPVn7CNAGti7774bDFqnp5Azzjij4BVOtS9xv8LiCaRuPIFkH08gKbbXXnsFPwBGHq1d3JXo1IHUjTqQ7KMOJKWGDx8eFL4eHadPn25vgl/F2YyXVlh1oxVW9tEKK4UWLFhgNtlkk6Dw//a3v9mbwBJXR0L6gdSNfiDZRz+QFLr00kuDgleQzJ8/394EtYhjKJNwT/S7777bXl3VVB5+2STdE33kyJH2asRA5eyXOT3RU+CLL77wKoP9gn/ooYfsTVCHOAZTDA8N37t3b3t1VVN5+GWjcipGOQESHgvrxhtvtFcjBipnv8xLfTVMgDSAk08+OSj01q1b26uxFFEP5/7kk08Gx2rbtq29uqqpPPyyUTkVo5wAGTp0aLDvueeea69GDFTOfpmr/EtBgCRs7NixQadBNd9955137E1QhCgnlNIToX8sNVUt94kmK1QO4SbOKqdilBMgo0ePDvZlauFkhKcuVvmXggBJkP4gw81Ri32njEJRT2m75ZZbBsdS3xws6aPkl4nKp1jlBMhXX30V7Nu0aVN7NWKgcvbLXOVfCgIkQepF7Rf2qquuambNmmVvghJo+s3w/Nnt27e3Nylap06dguNce+219uqqpHLwy0TlU6xyAkSaNWsW7P/JJ5/YqxEhla9f1ir3UhEgCVHlbzjpr7nmGnsTOHj22WfNsssuG5Sr63we4T45u+22m726Kqkc/DJR+RSr3ADRFwF//1tuucVejQipfP2ydvkCRoAkpFevXkFB63VAKcM0PPXUU0VPJ1qNLrjggqBsmzRp4vSt9YcffvD21TFUR6WOi9VM1+/X1alcVD7FKjdAwk/qxx57rL0aEVL5+mXtMs4cAZKAKVOmmBVWWCEoaAVCse68885gv1K+BVYTDWvSsmXLoJxatWpVUkD7Tj311OAYF198sb26quj6/bJQuZSi3ADRiAz+/qrEX7x4sb0JIqByDTeScBkJgwBJwJFHHhkU8kEHHWSvrtN3333ndZbz973vvvvsTfArPXX4TxBaunfvbm+yVOGpPfW6ceHChfYmVUHXHX7dWurUsuUGiIQbNbzwwgv2akRA5eqXcSmNJMIIkJiFf0jLL7+8mTRpkr1JnXQT9PfdZpttzM8//2xvgpDw/N2qF3nuuefsTeqlb2RbbbVVcIybb77Z3qQq6Lr9MlB5lPoEEEWA9OvXLziGy7t5LF24rknl7YIAidGiRYvyhiLv0qWLvUmdNGR5uLNcqTfDahXupKkWWmqpVYrw+3eNPlttoa3rDY9O7PJePIoACdfBaKDRcppoo5DK0597pZw6PwIkRjfddFNQuBpn/5tvvrE3qVN4TKBSx6epZvrDUJ8Qv+zUV6SUjoG6gYYHubz++uvtTTJN1+tfu8rBJUCjCBDRKA3+ce644w57Ncqg8vTLtpzRMAiQmMydOzevgqqU5oh62vD301NI1BMoZd24cePynt6KHcPJd9tttwX7qr9OFAM2poGuU9frX7vKwUVUARK+yW233XYlfRFA3VSOKk+/bMsJZwIkJp07dw4KVmPs63VWMfSNT/Ud/r5qoorSaXwsvwwVJho/q1h657/zzjsH+1fLRF+6Tv+adf2l1n34ogqQ77//Pu9L2GOPPWZvAgcqR79MVb4qZ1cESAwmTpzoVZi7FOwNN9wQ7KcWWGqJhdLpW5ZG6vXLUiP4qjNnsd5+++1gqmEtDz74oL1Jpuj6/GvVdev6XUUVIHLFFVcEx9JMlCifytEvU5VvOQiQGBxwwAFBoR599NH26jppask11lgj2Nf1FQKW0CuZcDPoUvszqNGDv69mQ3TpoJgGuq7wbI+lNPaoTZQBojqt8N9EsSMCo3bhkadVruU2TiBAIjYh9wPaL1eYzXLL7373O68TYbHOPvvs4Iexww47OL9CQA3NWui35tGiWQ2Lpf4Q+jn4++q9cTmP+5VI1xN+H67rLbf/S5QBIpqt0z+emhWr4yhKp3ILN1OPYhZUAiRCv+R+QC9usYX5u/5wcsuQiy6yN6mTppVcbrnlvB+EbnilDquMuoUnKdI37VKaLNrfzvV06dLLvRLpOsJPy1E9ZUUdIHqNGx4085JLLrE3QRFUbn4ZqjyjeD1OgERp4EDzU64g38stjzdrZn4s4dvqvvvuG/wg2rVrZ69GGfTNK/zeV0PqlxICjz76aF59yIknnpj6FkE6f12Hf026Pl1nFKIOELn//vuDY+rJnpaJpVF5qdz8MlR5RoEAiYrG0c99g8uVpLf8WMKosCNGjAh+CI0bNzZTp061N0GZ9AcUnka4Z8+e9ib1CvfO1qKbbykhVEl03uHw0BJlr/s4AkTCjSLatGnDK94iqZxUXn7ZqRyjQoBEpUOHIDzMLrvoK569Ra30vnnTTTcNfgjVPohfnMK9zDXUyciRI+1N6hUeYFCLXv+krU5E5xt+bRXH71xcAaJXjyuuuGJw7P79+9uboBYqJ7/MVH6lvMJdGgIkCmrymLsh5Upxyf++/rq9RZ2uvPLK4Aew4YYbljRsNkoX/ua9/vrrlzwDW/iPUcv2228fSb1BEnSeOt/w+cdxE44rQGTQoEHBsV3GO6s2Kp/wfDkqvygRIFHYc8+ap49TTrHX1mnuzJlmpyZNzLK//gCiei+JuqnicLPNNgt+6Q8++OCS6zP0uidcJ6LK50rvJ6LzCzcG0PlH+doqLM4AkWOOOSY4vjrCTZs2zd4EOSqXcEdMlVvUCJBy6cbR6NfwWHllY2bMsLeo0yunnWa65vY7SD/c3Xe3VyMmb7zxRl5HT5cpbFXhHL4ha1FP7kob9kTnE+5hrkXnHVWFeW3iDhD1XQgP964BS+fMmWNvVtVUHuGBXFVe5fb5qA0BUo75843ZaKOaALn8cnuLuo0bZ6bqETy33/W5/51awlAbKN9VV10V/OJrsq/x48fbmyyV3iWH+4lo0VhSGpDQZRDCKOnzdR7hsa206HyjfAdem7gDRCZMmBCMJqtll112SV19VFxUDioPv2xUTiqvOBAg5VB79Ea/hkfz5qoRt7eonV6Z7LprsO/MmP7IUDe1TNlvv/2CX359Q3O5AakRxPnnn5/3SkuLhkTXK6JyO+WVSp+nzw0Pya5F56fzTOJ8kggQUSfR8KCZagqfxPVVMl1/uEuAykflFBcCxJXeuzZuXBMgjzxib1E39Yb291PT3xLnrEA0Zs6cadZZZ53gD+D000+3Nymaxo4KD8DoL6qoVyunyZMn27tESsfX5+jz7HPQeZUztlWpkgoQeeihh/LCW01USxnzLEt03eGmzioXlU+cCBBXJ5xQEwJt2thr66ZvuRtsULPvgAH2FkiQ5qcPD3VSTkMGPdVo/LLwfCLhZbfddjPXXHONeffdd+1dneg4Op6Oa3+WFp2Hzifp/hJJBojceuuteT9DtTTTl4NqousNt7BTeahc4kaAuHj1VZP7CS0JgFzKm/fes7eoW58+NeGx+ebqJm1vgYSFB01UnUEp45fVRvUP6nMSHnfIXjSQ3VFHHWV69erlTcWriv3PPvvMzJo1K+9Y+m/9u9ZrO22v/cIDDNqLPlefn3Q9jHr863XJnnvuGZyLWry5vBosld0ybuONNzYffPCBvVkm6Tp1vf61x9nCLkwT5IX7sD377LP2JrFId4Do25yGlW70awh06mRvUbfPPzdmxRVr9n38cXsLNAC9Nw5/e1MFZBQ3XzUPfuGFF8xpp52W1ws+jkXH1+fo80ptllyOBQsWePNLnHLKKQUV9v7SrFkzc88999i7Ru7x3N+TRnLwP1etzUoZPDONdH3h1oC6fpVDnDS30ZAhQ/KaCGvRF5wkpDtANHtXo18DYPXVjZk9296ibsceW7Pv/vvba9GAPvzww7ybvL7pR2n+/Pne++hOuS8c4Sao5Sw6jo6n4+r4SdEThfqVHH/88XktoZa27Lrrrt6TVJxef/31vHotLQq3OJqwNiRdj64rfJ26bl1/nPSaShPk2T9bPWlG8aWrGOkNEP0SrrdeTQiU0qvzlVdq9ltuOWP+8x97CzSw8BSq6r07atQoe5PIzJgxwzzxxBNeHUbHjh3NPvvsY1q0aOHVW+gbu85B/6v/1r9rvbbT9tpP+ydJHTD1DbNt27Z5w4nYi5oJX3rppV4g6zzD89Nr0bt5zcsSZx2FGhS0bNky73N1Hq/obzADdB12uep642yoodeo4Q6c/qK+JnrqTVJ6A6RHj5oQ2HprjUpnb1E7vfbabruafc89194CFULfqv0/jqZNmxbUSVQTTXB2++23m4MOOiivuay96MlCUwjXVnekepEBAwYUdLps0qSJNxteXHN7aMBITQcdHsZDywknnGCmT59ub54KOm+df/h6dH26zrgG9tTTZp8+ffJG8tWy5pprmptuuqnoqbqjlM4A0XhHK6xQEwKltK0eMqRmv1zBG3rNVqxvv/02rw/FoYcemmidQkNTz3VVwOqJx5+fxl5009prr728jorF3oy//PJLr0WWfUNXJWycveI1FlR4LhEtelV5+eWXp2bcOZ2nzteuR9N1xTkWmJ44/adhf9EIDp07dzZz5861N09MOgPk8MNrQuCQQ+y1dcvdkMw669TsO3iwvQUqzNixY/OGOol6ALpKozGTdI2tW7fOaw4bXhQm6nipylOFgau33nrL7LHHHgXHV2BpUrU46GZ3zjnnFASivkWr78zsUuoxE6Tz0vnpPO2fha4nrpu46lHCPdn9RX1MKqFlW/oC5PnnawIg9yhvPvrI3qJuXbvW7Pv736uNp70FKpBer/h/OBrq5J133rE3STW9L9dwLrV1fgxftwabVN1Q1GNNqb/NRhttlPd5ujGeddZZ3quzOCig9ORkX6daLulb9XulNMePkc5D5xNuUeYvOv+4glb1aqqYt79EbLHFFhU1F326AkQ3/BYtakKgWzd7i7p9+OGSwPH3jbFSFtFS5zt9K/b/iNS3Ion+DHHSt0fNgx2eA91eVEGufiZqdht3yyW1HNNw8vaNcvXVV491PDF1dLSHtfeX3+e+5OnLw+dqcp8gfZ4+V59vn5MWna/OOw5qxl7bKzI1yx44cGBs9VSu0hUgN95YEwB6FaVXUsXKfXsL9m3b1l6LCqdvZOG27meccYa9ScXTk1Pfvn3r7dSoG4cqZ9UcuCHqBTQDp105rGXrrbeO9R3/888/nzdulL2ouaqeBB555JHIn8B0PB1Xx6+tWay/6Px0nnHROYQ7A2pRPZV+10udKycp6QqQcLPdUoYGePrpmv1U+R7zCKiIhx7dw4/0lT7vh+gdtqbstW8M4WW11VbzmtOqqa06A1aCf//733lz1/uLGjLEOQe66mVUp7D22msXfHZ4UaAdccQRXqunW265xWu+qpZnauJq16Pov/XvWq/ttL320/46jn3s8KLz0PnovOKi12DhaW79RaMIJDlumot0BYia6+YK1rRqtaQ5bjHUpC73jc/bT0uJ82+jsuhbov8HphuvbgyVRK3ERo8e7Y22q1kt7ZtC+MbUoUMH71t9XM0+y6VXh2o6vO666+adu5oRd+/e3euPEhe9Mns698Xv5JNP9poZ2+UX56LP0+fq8+N6dSeqX1LnU3v0aNVHPfDAA/bmFSldAaIWJ/fdp4Ff7DV1u+66mvDQE0zM75IRL70jDr9mUL+HOP/Ii6HP1zdb3QzsZqrhRX1Z9G1WPYgbos2+KwWFAsPuf6Le1kkMEKmyGjdunFcHcMghhxT0Yyl30fF0XB1fnxP3z0a/L2ppp/ql8Hmo/kn1UEmOZFCudAVIqfQom/uWmvvpLFnuvNPeAik0adKkvGE7LrroInuT2KkyU99Q1Z/CbtoZXjSwXteuXb1XQmmnedwPO+ywgmtUj/ekr08t1zRY5A033OA9laqD5d577+3VL2nEAIW1zk3/q//Wv2u9ttP22k/7x9ljvDYa5LC2OrATTzwxldMBZztAOnasCY+WLZdMHoVM0Ddf/49PFY0vvviivUnk9M1wxIgRpn379vV+C9bQFhq/S99ms0gVybXVHWjkAFXCo5DqjfSUY5eZ6ple1YjiKZXdANE8DxrePfdD8oZ7f+01ewuk3HHHHRf8IaqXrl15GgU1F9b76Hbt2tU7WKHGyFJHs7j6BVQavYbRt3h7KHs1PVY5NEQLskqk0RRUYW+//lO9kvr0xP36L27ZDZA//anm6SP3eIjs0R9neMIovV6Jgo579913e6106husUN8eL7vsMvNRKZ1ZM0YVwWeffXZBz3I1ILhP9ZVVSsGgSaTs0YgVJD169Ii1AUKSGjZARo/WDEJLBjdUv47llzdm7bWN2XZbY84/f8moua50HIVH7lujKXKMIKTPmDFj8m5e+lbsQk8vanF04IEHFnxbDC+acVCVrZXW+quhTZgwIa+zp7/svvvusTaBrURqhVdb50jNGKh6pCxpmADRSKH77VfzhFDfsu++S7YvleZF11NIzBO6oOHpKcD/I9VIpcUOg6FhzDWKaTGDFSqYvvjiC/sQsGgwRs1HYZehGhuUM25XGqgHu1512r9D22yzjRk5cqS9eSYkHyCaZMV/OvADQsMCaE4CddP/73+X3PzDAaPtY578Buml1wVqYeP/waqCt6538Krkve6667xOWvY4Q/6iwRs1WOHQoUMzf9OLg1qoaSgQu/+GGh5oOPlKG46jXPpd69evX8HrTtUP3XjjjQ3ezDxOyQaIQmLddZeEgiq2lzay6vXX18x3rj4cChegFno6CDenPfPMM4N1n376qbnyyivNTjvtVBAW/qLBCtVK5s4774x8qIxqpSc8Te1rB7VaqcU91WtSVM9jdxj1R+itht+jZAPkyCNrniouvNBeWztt5+9z1FH2WiCgm1L4ZqXXCfWNbaSOW0cffbQ3l3XcgxVWMzVnVodPu/z1lDdx4kR781R48803vfow+5o0XtZ/qmiG0+QCRL8o/tNE06bqUmxvUTttp+21n/ZP6S8cknHuuecW/FGHFw1WqE5bw4cPr/M1F+KhUYU32GCDvJ+Hvq3rZ5aWb+ua5Ov0008vmIxL9T7qI1RtkguQfv1qniR697bX1k/b+/tefLG9FghoMEK7Z7iGjPAHK9RQKGg46lejEYlrm5Z18ODBFVtfoHobzdlidyBVPY9ej2atXqdYyQVI69Y1IVBqi4TwJFJ7722vBfKoGaWGsNAQG5U8WGE1U4ulcEdQf1GHzFEVNlfPY489VmvLMtXv6ImkmiUXIM2a1YRAqYWuynd/3w03tNcCSKlXXnml1km12rZt6zV+aEiqy6htjhLVfagOBEkGSO6RNQiBUl8jaI4Ef98VV7TXAkgxNcNWk2l7DhC1jLvwwgsTb+Cg+pja5m1X/Y0aXKBGOgJE2/v7Nm5srwWQARpCRiMXqx9O+MatIfLVvFpzrcRJ9S/qt1Hb+F7q50Gji0LJBQivsAAUQWOLHXzwwXk3cS2tWrUyr8U0KKp6iqv+xf5MNQVPek72NEkuQMKV6KVWkqnS3d+XSnSgKmi+jtrmzjjppJPM9IjGt9PYVBo00/4MjWWl+hnUL7kA6du3JgRKnQCIZrxAVVILOg09o+mLwzd4Da1/ySWXOM8hr3oVzVVvD5ypehiNopv2YdaTklyATJhQ05FQr7OKbTet7ehICFQ1jZbcsWPHgvnDNePjsGHD7M3rpHoUzcNhTz2sIOnWrZtXD4PiJRcgcvjhpT+FhJ8+GMoEqGoaaTk8cKa/tG7d2owfP97ePI9m/mvZsmXBvhoDrZrndClHsgGi4bD9kXj1NDF4sL1FPq33n1o0CKMq0wFUPQ1F07x587wg0NNJhw4dzKxZs/K21VzjGr7GDg7Vr2iOcrhLNkBkzBhj1lyz5qlCw7Y/+uiSllnqMazhszWmzP7712yz1lpLhoEHgF9pWBrNBaPxzcLBsOqqq5qrr77am/Wvf//+3qCZ4fUa2mbQoEEVO2xKmiQfIKIepm3a1AREfcs++xgzebJ9BADwzJgxw7Rv375g2Hh7wEM9oXTq1MmbhhfRaJgA8amZXOfOS6aw1VPGcsst+d8//tGY884z5uWX7T0AoFZjx441O++8c15o+Eub3BfWYmeqRPEaNkAAIEJqZaVe635w6KnkYc14ilgQIAAyZdGiRUGAqL4D8SFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGQKAZIcAgRAphAgySFAAGSKAmStxo29ZfOmTe3ViBABAiBTFucCpFWzZt6yzzbb2KsRIQIEQKYsXrzYHNeihbecvuuu9mpEiAABkCkKkL/suKO3dGnTxl6NCBEgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKFAEkOAQIgUwiQ5BAgADKn75FHegEy4PTT7VWIEAECIHPmfvmlGfPkk2benDn2KkSIAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAKngdw6sbTlvjz28vh939OtnPn77bXtXxIQAAZAKdmjUt9x7xRXml8WL7UMgYgQIgFQIB0SYhi75euZM89KwYeb8vfYKtnkx99+IFwECIBXqCpCwsf/6V7DNJe3a2asRMQIEQCoUEyDz5s4Ntjln113t1YgYAQIgFYoJkP99802wTY+DDrJXB+xjLfj+e/PkkCHm4mOPNefstpvp1KqVtQdqQ4AASAX7pl+bsU89FWwzpGdPe3UgfKzv5swx/Y87Lu/fOhIgRSFAAKRCXQGiSnSNvvvKww97839ofbf99jNfTp2at11Y+Fg3X3CB6XXYYebtUaPMD/PmmW9nzzaP3nijvQtqQYAASIXwTb+upfsBB5iHrrnGfDNrlr17nvA+Xfbe28z96it7ExSBAAGQCnZY1Lbo1dM1HTua90aPtnfPE97niSFD7NUoEgECIBXCN33bwvnzzZQJE8ytvXvXBMMtt9ibBcLH+nziRHs1ikSAAEiF+gIk7Pa+fYPt3n35ZXu1J3wstcCCGwIEQCoUGyBTJ00Ktrv2rLPs1Z7wsX755Rd7NYpEgABIhWID5Kcffwy209AmtSn2WKgfAQIgFYq96YcD5Ow6eqMXeyzUjwABkArF3vQ//+CDYLuLjjjCXu0p9lioHwECIBWKvemHW2I9MGCAvdpT7LFQPwIEQCrUd9P/ccECrxnv0F69gm3UK72uDoX1HQvFI0AApEL4pr+0pdehh9bbv4MAiQYBAiAV7JAIL6os73HggeaG884zLw8f7nUsrA8BEg0CBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4OT/ASpoyaBFrI7UAAAAAElFTkSuQmCC)
| Product Number | 6H15-B-08 |
| CAS | 1936733-75-3 |
| MDL Number | MFCD29184372 |
| Molecular Formula | C9H4BrFOS |
| Molecular Weight | 259.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H15-B-08
CAS: 1936733-75-3
Molecule Weight: 259.09
Formula: C9H4BrFOS
![6-Bromo-7-fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-05
CAS: 1935044-29-3
Molecule Weight: 259.09
Formula: C9H4BrFOS
![4-Bromo-7-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H66-B-03
CAS: 360576-06-3
Molecule Weight: 275.09
Formula: C9H4BrFO2S
![4-Bromo-7-fluoro-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-B-08
CAS: 1935396-50-1
Molecule Weight: 261.11
Formula: C9H6BrFOS
![7-Fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-0B
CAS: 698367-34-9
Molecule Weight: 180.2
Formula: C9H5FOS
![4-Bromo-5-fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-02
CAS: 1935547-35-5
Molecule Weight: 259.09
Formula: C9H4BrFOS
![4-Bromobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-9-X0
CAS: 19075-43-5
Molecule Weight: 241.1
Formula: C9H5BrOS
![Methyl 4-bromo-7-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-B-02
CAS: 360576-05-2
Molecule Weight: 289.12
Formula: C10H6BrFO2S
TSCA: Not listed on TSCA inventory