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cG7QLxOlS7wVVXXRW0I2TRV1995S666CK3yiqr5Jz3lltu6R5++GG/eCYQIMgMDf4K/2jXXHNNN2nSJL9Io3Th04yuF154odtiiy3yQiTc9A1aPYj0+KLYSfyyTs//99prr7w6U3uB2g1qweTJk91RRx2VVwcHHnige+ONN/ziVY0AQSa88sorOd/87rrrLr9I0fR8Xo9gttlmm7yLQbhpNtizzz7bPfvss27p0qX+LmqGnvdr9T+/fnQXqKCtRU8//bTbcccdc+pD07P84Q9/cF988YVfvCoRIKh6enSw9dZbR3+k+rabtPHjx7urr77a7bzzznkXyXDTlBsauaxG/OU9OssKdU7Qc37d8cXrQu0B/fv3Dx4R1jJ9qbj55pvduuuum1M/6sjRt2/fqv/SQYCg6sUXGFJbxdy5c/0iiXr33Xfddddd5/bcc8+8EAm3tdZaK/hGPmTIkMyuvT148ODg+X78vHUXqEeAaf8Mqs3MmTPdOeec41ZaaaWc+lJHDX3hqFYECKqaBm+Ff4wa1VzuPvhTpkwJJgCsb6qLcFNvnBNOOMENGjTIffPNN/4uqo6e4x900EF553nkkUcG4Vouuijr560eUFrzXFOLaLYBtcHoi4Q21X34//Xvel3lVF7v0/u1n3LRnayOwa+7ww8/vOg2u0pAgKBq6WKlb/rhH6HuCpqS2gE0a6wurv5U5OGmnkhaz+K+++5zc+bM8XdR0b788svg+b3/LXqHHXZw//znP/3iiVMjvL4wnHbaaXlTipS6aX/ar/Zfjsb+Rx99NOexqzbdvWnetmr6vSBAUJXUxhB/hKRvdZXUI+rzzz93d955p/vVr36VN99T/IJx6KGHBt+EK7lRVc/pb7zxxrwBmHquf9NNN6X6HF/fyjUWx1+jI+1Nn6fPTfOuQL/D+tIT/xKkTWOT7rjjjqpoPyJAUJW6dOkS/cFpXqVPP/3UL1IxNB25vtmqa6c/qC7c9K1eIXjrrbdW1Lk8+eSTbvvtt887Vj3PT+vRj9pPtF55fd2B45su8m3atAnGXiis1dtLdw/a/LEm+u/wNZVTeb1P719eOOk4dDxptevo5627H3/aeM2KoDFKlYwAQdV56qmncqYqqaa1q7WGt0ZhH3fccW711VfPu1iFmyZ7VC+dcjxOqY++eeu5vH9cBx98cPAcPw26C1O3aX9BqXBTO0a7du3cX//618RDVvvTfrV/fY7/2dp0XDq+tO4W1RV97733zvvc448/Pmhrq0QECKqKJt3T2Ivwj6tTp05+kaqh3lmPPPKI+93vfpf3GCO+NW/e3F1//fWJrwNeH33L1nN4fzS1Lqo61jToZ6rJL+sLVP2s9Zqm5i8nfZ4+N/67Fm46Tr2WxgSQGsx6//33u0022STnM3XnesUVV1RcJwwCBFVDbRzxxYd0i69xCFmg89CqfJrs0R8zEN80m22PHj0Sn+xRz9v1WMefG0zjO/ScPo161tTuakOp745DP2d1b02zfaUQ+nwdR32LXum4dfxpLHGroFBg+I88FSwKmEqZNp4AQdW44YYboj8kdc/UanZZpItWONmjP0FffNMYAl1kxowZ4++iKM8//7zbfffdc/atR4Onnnpq4o+KQppTzP9MbepiW6kz9Oq4dHz+Mes80pojTY+u9AjL/0w96tIjr6ZGgKAq6I83/lhFo5xrQTjZY8eOHfMea8Q3PWK6+OKLi7qQ6eKk8Sn+vlq0aJHaxUkzIesRmd9g3KpVq4pZwnZ5dJw63vjx63x0Xjq/NOh3wA9cfaYa39MK+UIQIKh4aniOz0eli16t+te//hX0HvJHgMc3TfaotiHdWdTXtVmPR9RF1X88otmINT4lrccjCiwtuBT/TIXigw8+6BetCjpuP9R1fmk1eOvLhLr3+o8Z1X6mx4xNMX0OAYKKp8V5wj8WzZKb1kArzak1bNiwoCut1hFRLyQ9KghHMqs9IPz/+ne9rnIqr/fp/eWkht5u3bq5bbfdNueCEt/UCKzBf8OHDw++HTdVA+1jjz2WN45EIacvB9VMx6/ziJ+XzlPnmxb9/jfU0UEDFMuJAEFF0zfi8A9E4w/0DTwp+kanWXQvu+yy4Juj/1il2E3v1360P+23nAPB3nzzzaBxvbF14Os7P3Un/vDDD/3dJUrdkeOfrU4C//jHP/xiVU3nE+/8oPPVeaepoa7WG220UaoDIOMIEFQsdVuNd2/VrK9J0MVW7QWNLSCVxKb963P0eeWk9Sj0SKNZs2Z5xxRu5RikpkdhWoQr/rlqX5k6dapfNBN0Xjq/+Pnq/NN6JBiqb7CnZkAoBwIEFUmPWzT+IfyD0PxS9T3PL4buCjQQzr+YhpsePWjtbj0W0mA/9W7SQD7/0Y7+W/+u11VO5fU+/xFNfNPn6vPLTc/j+/Tpk/PtWIPl0r47UtdWNfDG60CPIpu6W27adH7xR67aVA9pdPWN0+fGZ6XWMZQDAYKKpIbi8I9h/fXXDyYqtNKFu74Rvto0n9af/vSnIAxK/aao92s/2l9DU73rOJoiSNQOEh5D2tOHqx40niV+3pp6ptT6rRY6z/hUO9pUH2mfv0bSh5+nx6jlQICg4mglt/gzc+vz8s8++8y1bds27yKuhZ/0aCntbqPavz5Hn+cfg45Lx1cu5QyQ+GMr/RwVqLVI5x3/PVa9pIkAQc3TLLZqBAz/EDp06OAXKcjtt9+eN8JZg/K0bnq5e/7o8/S5/qBAHZ+OsxzKFSBqOI6fY62GR0jnH6+PNBvWCRDUNN3iH3bYYdEfgabtKHYKDXWl9QfHrbrqqsG4h6ZeGVCfr+PQ8cSPT8ebdhfgcgSIuq7Gv3HrMQ5yZ45W/aTVxZcAQU1TY2/4B6AJ695++22/SKM0S6w/NbdGDJdzlbxC6Hj8kcw67rRmuZW0A0RdgeMN9WrETfuZf7VQPcQb1lVPaXSdJkBQszQoLv7NXCNui6FR1/FHVhpkpUCq1IuYjkvHFx8MpuPXeaQhzQBRj7n42h3qKJDWlB7VSvUR78ih+kq6jggQ1KR58+bljKbW4LZiDBkyJFgqNnz/5ptv7l5++WW/WEXScep4w2PXeeh8kpZmgGhUdLhvdRhQF2fkU73EO1So3pJEgKAmadbX+MW/mKlKdLGNr9GtCefSWKchTTre+ER5Op+kQyStANHMAPHFvaw95mqF6ideX0nOrECAoObEf+l14Rw9erRfpEEaSR2/89Bgw7Qbo9Oi49bxh+ei80pypHgaAaLBcfHgq+bFvcopPneW6i+pQYYECGrK+++/79Zee+3ol15zORVKDc7xNg9dfBcuXOgXqyo6/niI6PySalhPI0C0mFK4T03bUu7u0dVK9RSfRkf1mAQCBDVDDYjxqb0POOCAgqfX0Lf1eG8rfYvTUqxZoPOIf6vXeSZxV5V0gOixWzzAq3VK9qai+grrTvWYxGNXAgQ1Iz5aWQ2Ln3zyiV+kQfFxHprePYk/vkqi89F5heeYxPonSQeI1gQP93fIIYf4L6MAqrewDlWfpSJAUBO0XOuKK64Y/bIXM7BKI7fD96kLbLX0tiqWzivexbfUEetJBsgXX3wRLCmsfakhuNyzDWeF6i1sUFd9ql5LQYAg82bMmOE23njj6Be9ffv2fpEGae6o+GOTNKeFqATxaUF03qXMnZVkgHTt2jXa1zHHHOO/jCKo/sK6VL2WggBBpmnw3BFHHBH9kmvxo2Iavk866aTovbr9r9RBgknR+cUfc+j8rZIKELXRxENca9XDTvUX1qXqtZS2PAIEmXbjjTdGv+DqplrMbLiaAj18r0asl2vFtaam84yP0LdOBZ9UgNxyyy3Rflq3bu2/DAPVY1inql8rAgSZNXbs2JwLYbHP9OPTQGj97lqi8w3PXfVgkVSAxKcsKWU/+IHqMaxT1a8VAYJM0gp+2223XfTLfeyxx/pFGhW/+9CU6PPnz/eLZJrONz4VvOUuJIkA0d1Q/OeQ1AC4Wqd6jP98rXfXBAgyKb463WabbeZmz57tF2lUfBlaratRi3TeYR2oPoqVRIDE74SS6HaKH8S7RVvvsAkQZM6gQYOiX2pNVTJq1Ci/SKPU1TF8v8aL1OpoZ513fCK+YrvOJhEg22yzTbQPzZ6M5Kg+w7pVPVsQIMiUDz74IKfHTvfu3f0iy6UlYcP36//XslLqotQA0Uyy4fu32mor/2UkQPUa1rFlRmMCBJmxdOlS16JFi+gXev/99y94qpKQysfnDCr2W3fWxO/GVC/F1GepATJw4MDo/e3atfNfRgJUr2Edq76LRYAgM/QLHP4yawW2qVOn+kWWK954vueee/ov1yTVQ1gnxTSmlxogp512WvR+XaiQvHgAqL6LRYAgE4YPH54zVcmjjz7qFylIPIRuuOEG/+WapHqwXCRKDRB1fgjf/+mnn/ovIwGq17COVd/FIkBQ9TSfT/yx09lnn+0XKVh8tt4xY8b4L9ck1UNYJ6qfQpUSIPqZhu/V7MBIT3yW6WLnxiJAUNU09caRRx4Z/RLvtNNObsGCBX6xgmhVwnClQfU+WrZsmV+kJqkewt5Yqp9CV28sJUC0al743qOPPtp/GQlS/YZ1XexqhQQIqlp8gSFNVVJKo/eIESOifRU78DDrVB9h3aieClFKgNx9993Re4vt/YXixHvaqd6LQYCgao0bN86tttpq0S/wrbfe6hcpym233RbtyzqwKqviA/pUT4UoJUDibVH9+/f3X0aCVL/WECBAUJU0Vcn2228f/fImMcV3586do/3R6ydX/EKheipEKQFy3HHHRe8tdiAoiqP6Deta9V4MAgRV6Ywzzoh+cTfddFM3a9Ysv0jRDj/88GifjHrOFR+1rHoqRCkBEp9K5t133/VfRoJUv2FdFztlDQGCqhNf21mNuiNHjvSLmDRv3jza77Rp0/yXa5rqI6wb1VMhSgmQZs2aRe8tZVErLJ/qN6xr1XsxCBBUlQ8//NCts8460S/tlVde6Rcxiz8Sq9X5rxqi+gjrRvVUiFICJD6TMj+LdMV/tqr3YhAgFUhTcmj0r6Zb3nfffV3Lli3Z6raDDjooZ30P1U2S03uHY0m0ZjRdeHOpPsK1tFVPhSglQPhZlI/lZxsiQCpQp06doh8KW/2bRp1r4sQkhXc2q6++uv8S6qheVD+qp0KUEiD8LMqr2J9tiACpMDNnzsx5RMPW8Jbk4yvhW2/DLN9SSwkQfhblY/nZhgiQCnPuuedGPxBNG6Epltl+2OJrnOsuJKkGdKENpGG0gWQXbSAZoVHU4VQaujhqoBzypdGFV+iF1TB6YWUXvbAyolWrVtEP46yzzvJfxv/zBxG2adPGL2LCOJCGMQ4kuxgHkgGPPfZY9IPQinozZszwiyAm6WlMhJHoDWMkenYxEr3KLV682G299dbRD6JPnz5+EdQjyYkUhbmwGsZcWNnFXFhVrmfPntEPQY1YS5Ys8YugHprK/aijjorqrpSp3IXZeBvGbLzZxWy8VUwNWGuttVb0Qxg6dKhfBI1IcjEp1gOpH+uBZBvrgVSx008/PfoBHHbYYf7LKEBSy9kKKxLmY0XCbGNFwir16quvRhe+VVZZxU2cONEvggLFn5mvu+66burUqX6RgsT3w5ro/8Ga6NnFmuhVSs/v99lnn6jyzz//fL8IiqD5w1q0aBHV5/777+++++47v9hyPfvss9E+NB8ZXFAPYZ2ofgpVaoCcdtpp0fvpFZeOeACovotFgDSReMVvsMEGBT9XRsM0N5a6QIf12r17d7/Icil04m0qpfbsqnY6/7AuVC/FhHKpATJw4MDo/e3atfNfRgJUr2Edq76LRYA0gfnz5wcjqMOKv/322/0iMBo0aFBUr2rwtYwhiPdKqfUeQKXURakBoqlrwvdvtdVW/stIgOo1rGPVd7EIkCagSQDDSt9tt92K+laH5Yt3TNBz3dmzZ/tFGhX/1q3eR7U6F5POO+x9pa3Yu7FSA0S22WabaB/MDpCs+OwCqmcLAqTMpkyZEgx6Cyv9ueee84ugRJrqJD4Zn2VMR3wqjV69evkv1wSdd1gHxU5xIUkESHwAI+2EyVJ9hnVrHThLgJTZCSecEFV4sdMGoHBjx47NWXyq2MeE8cZ0Leylx461ROer8w7roJjG81ASATJp0qScn0OSC4jVMtVj/OererYgQMro+eefjypb8zhpeVakJz71u+763nrrLb9Io/bee+/o/dZvaNUq/s1f9WCRRIDIXnvtlch+8APVY1inql8rAqRM1M6xxx57RJXdtWtXvwgSpq7SRxxxRFTnO++8s1u4cKFfrEHxuxDdzVi/pVUbnWf87s1y9yFJBcgtt9wS7ad169b+yzBQPYZ1qvq1IkDK5O4BA6KKVndIPadH+jSr8cYbbxzVffv27f0ijTrppJOi9x5yyCFBKGWZzk/nGZ6zzt8qqQCZO3duTvfs1157zS+CIqj+wrpUvap+rQiQMvjm66/dfjvs4DZac023ykorufvuu88vghQNGzYsZ6oTTZ1fKM1VFr949e3b1y+SKTq/+MWllMWckgoQ0R17uK9jjjnGfxlFUP2FdVnqkxACpAzu793bHbbNNu6Xm2zijq+7dcz6t9hKdMkll0S/6OqaOm3ax36RBqkBPnyvppx5+eWX/SKZoPPS+YXnWmzHA1+SAaI5mtZYY41gX1q/u9guxfgP1Vu4/rnqs9i5r3wESMo+/+gj12Hvvd0fmjVzJ+y8s5vIMrVNQlPkayLAVVfVI8QV3OmnH+CWLSt8/E2899wWW2zhpk+f7hepajofnVd4jjrfUiUZIBLvdqrHbChe/PFkEt2iCZCU/aVzZ3dO8+bBds9VV/kvo4w+/PB9t8sua7vmzTXz8QpuyJAefpEGffXVVzmzlu6+++4lPTuuJDoPnU94bjpPnW+pkg4QhVz8ceKDDz7oF0EjVF9h3akek/gSRICkaMKLL0bh0fmAA9ycEm8XUbqnn/6rO+aYFdwZZ6zgzj13Jffee6P9Ig0aP358zgXsoIMOKqpXVyXS8es84hcWnWcSkg4Qia9Cqc4otTpLQLFUT/E53lSPSSBAUvLdt9+67scfHwXIU0Wu9IX03HPPqe6cc1YItssv39wtWFD4RJYjR47MmUlAF98kvq03BR13PDx0Xjq/pKQRIBoAF79b6tSpk18E9VA9hXWm+ktqQCYBkpJnBw2KwqNbmzZuKcvUVoxFi+a5q67aNgqRO+4obkaAIUOGRCsXhn+QSTwOKCcdb/xCrPPReSUpjQARrZoXNgTrf//xj3/4RRCj+onXV7GrDjaGAEnBvDlz3AUHHxwFyFjjQCyk56OPXncdO64ahcgLL9zhF2mULrbxO5HNN9+8anpn6Th1vOGx6zySDg9JK0DkggsuiPatXnWWmWRrgeolPiGm6i1JBEgKHrj++ig8bixhjW6ka9iwPlGAdOq0uvvss7f9Io3S1DTxNhF1ge3Tp0/FdtPWcen44l11dfw6jzSkGSDqVRef4kTTrejf8APVR3w6HtVX0nVEgCTsk8mT3bl1PyiFh/5X/43KpAvqn/98WBQi11yzq1u6dJFfrFFqcI73ztLWqlUr9+677/pFm5SOR8cVP04dd1IN5vVJM0BEc8lp+eLwM04++eSKDe9yUz2oPsK6UT2lMfceAZKwvnV3HOHdxwM9e/ovo8J8/fXn7pJLNopC5G9/6+AXWS41RsfHiWjTXFJa92XBggV+8bLS5+s44nNbadPxpt34n3aAiGYVCJ/va+vSpYtfpCapHsI6Uf0UM/tCMQiQBKmtIwyPLi1bBm0hqHxvv/20a9/+R1GI/PvftkZZjdyOP9LSpimzta5Gubub6vP0ufEpu7Xp+EodYV6ocgSIxKdf0fanP/3JL1JTdP7x+khz+h0CJCFLFy8OeluFAaJeWKgejzxyURQgF164vpszZ5pfpCCaO6pt27Y5f8Da1JCpJWGLnVK+WNq/PifecBpuOq5S5rYqVrkCROJT1egbd62GiM47fkemekkTAZKQJ++6KwoPjf/QOBBUj2+/XeJ69mwehUjfvge5779f5hcrmKZAjzdgxrc999wz+EMfM2ZMyc/s9X7tR/vTfv3P0qbjsE7JXopyBojqIb6UsTY9xim1fquFzjP+2Eqb6iPt8ydAEqAR5hppHgaIRqCj+nzxxXuuc+e1ohB54olr/SJF04U7vjyuv62zzjru17/+tevWrZt74IEHgjBQ10t/un/9t/5dr6ucyut9er+/z3DT5zZFcIim0Y/3ktKFJm0aHHfaaafl1IEakpcuXeoXzRSdX7zBXJvqIanBgo3585//HH1m586d/ZdTkbkA0RxXYXjcUqZKRDpefvm+KEA01cn77ycz6EqzoOrRUnw6iTQ27V+f0xSz1U6bNi1YnEjBFZ8+X5vGmvTu3TvxbqQ+feOOP87S1qJFCzd16lS/aCbovHR+8fPV+ad956EpcK655pqczhn6uZdDpgLkw7o/1Pa//GUQHpp1V7PvorrdfffJUYh07bpFUVOdLI9WptRdgW73NTtw/Hm1ZdP7tR/tT/vV/stpypQpwdiS/fbbL+/Y6tu23XZb9/jjj/u7SZwajuN1q26sWRuxrvOJd2PW+abZYB566KGHcmZuDrdSVjYsRmYCRCnfq+5WMbz7GNyvn18EVWjRoq/dlVduE4XInXeWPrV5Q9SVVgte3XrrrcEjgMMPPzxos9hqq62Cbc0114z+v/5dr6ucyut9aXfFrc/kyZPddddd55o1a5Z3EQm3tdZaK3isonIHHnhg3uuHHnqomzhxor/rRKnrqv+IT3NClbtHXNJ0/PG5rbTpPNPqqhsaN26cO+CAA/J+llo2euzYsX7x1GQmQF4aOjQKj4tbt3YL5s3zi6BKffTRa65Dh1WiEBk9ur9fpKbokViPHj3cLrvskncBCTf1/Pr973/vhtb9XSxevDjn/bq4+QMuV1555SAMZ8+enVM2SbpD0h1a/HM32WSTqp0KXset44+fj85P55kWLTp15pln5j2W3HHHHd0zzzzjF09dJgJk0YIF7tK6b4NhgLyQcvqj/J555oYoQM47bw03fXq635grzeuvvx401uuxkx8W4bbhhhsGva2GDx++3MZqhUrPnj3d2muvnbOPDTbYIBibktbjN7W7aA4o/3GhRuan3a06KTpOfyYBnY/OK612Je1Xjyf9sU36oqDG83I00tcnEwHy91tvjcLjj7/7nVu2zN7lE5VJ3Xhvvrl1FCLXXrtb0VOdVBvN1HrRRRe5LbfcMi8swm3TTTcNHqFoDi3L771mAtadin9B33XXXd2IESP84ol58cUXc2YgDrdjjz3Wvfbaa37xiqDj0vH5x6zz0PmkRXeR2223Xc5nasbmc889182aNcsvXlZVHyAzP/3Uddx33yhAJpfx+R/K66uvpruLL94wCpEHH8zW+hP61q81QDp27Jj3aCS+qQ1GvbuSvGjp4rjPPvvkfZa6J3/wwQd+8UToW7MWU/K/VWtr3bp1MF5leXdSadPn6zh0PP4x6rh1/Gl9+3/nnXeC9in/c3X30xQ9++pT9QEyoGvXKDzuvPRS/2VkzIQJT0VTneh/J016zi9SVb79dqkbPvwZd9ZZZ+VNdRLf9A30iiuuCMaepEnjWnRXE//s1VZbzXWt+zubl1K7ou6CtCb46quvnnfeeiyn1/QIr5z0efpcfb5/TDpOvZbWujNz5swJ2qPULhX/3K233jr1xvliVX2AXFl3S6nw6FR3FzKrjFNDoOkMHtwlugt59tlklgMtJz16Gz/+8bpvr6e7/fdf1623Xn5gaNNjJDWWT5gwwd9FqubPn++uuuqqnDVWtG288cbu3nvvTW1cgxqIFVT13ZFo051Xu3btgoGQn376qf/2kmh/2q/2r8/xP1ubjkvHp+NMg+5A1f6kdqj456oXndqr/M4QlaDqA2TCSy+5v5x3nnvjuer+JorCaaqTIUMucQ8/fH6womE1WLJkgRs79hF3112/i0bYn3jiCm6ffdSO8cPFonndl6Hrr7/evffee/4uyk6j7X/zm9/kXUg1qv2lur+7tMydOzcYxxAfPV/fpp5kbdq0CdqJ7rzzTjdq1KjgmLUpBOP03+FrKqfyep/e7/dI8zcdh45Hx5WW5+quX/rCEP9ctUtpCpRyzplWrKoPEKBSaQzLq68+ECzTq0WywrumcDv9dD3P1sSK+9fdjfQNLm6VSBfcPfbYI+/CesoppwQj3tM0adKkYAr85V3kk970efpcfX6atC7Icccdl/f5ao969dVX/eIVhwABEjR//qy6b+cD676xHuU6dlwtLzS0aVqWG29s6UaOvNXNmpXso5i06PFK//793U9/+tOcC50GV/7xj3+sC8v0e8QpYAcOHBjMLbXZZpvlXXRL2bQ/7Vf7L0eQqz1J3bLVvhQ/DrU/lWOusqQQIMgctTG89NK97rbb2rjLL988+PavrVu3LV2vXnu5++47I5hna9asZOZk0kJYL7xwZ91dxK/qwmHlvMDQpoGQN998qBs9ekDdxSOdZ+jloMc4F154Yc5SvNrU1Xjw4MF+8VTNnDkzeJQ2YMAAd+mllwZdbFu2bBk8cgpnDFhjjTWi/69/1+sqp/J6n96v/ZSL2o/uu+++vHnY1N6kdif/0VulI0CQKdOmja/7Q9wu7wLe0GalNUqee+4vwVTz7duvmLdfbZ06/bguxI4OwirJObwqgZblPfLII/O+yR900EHujTfe8IvDaXLQl+tt11E7UznuetJg/wsCKszcuZ8GC1CFF3ANPHzrrSfd7Nkfu2+/XRyMI3njjcfqvnmeFDxGKjZAZs6c4p55pre74YZ988Ii3DRKXvN1vfrqILd4ce408Fn0z3/+0+2www45F0QNctOI+C+//NIvXpPUTnTqqafmBYfalTQAtJoV9xcEVLBBg9pHF3L9/8Z8+eUHwd3B8syY8a576qnr3HXX7ZkXFuGmXlX33HOKGzduSNDbqtZosJ0G1MVno9WmSQVvvPHGJh8M2FTULqT2IbUTxetF7UjqBZbWdDHlVNYACQf81bdpEajuxx3nBl59tXtv3Dj/rcByqb0jvKiX0r6haVM091aPHjvnhUW4demyXtCW8uabTwR3N/hPm8Q555wT3IHEL5jbb7+9e/LJJ/3imfbII4/kjSdRu5FWKkyzO3C5VUyA+NugXr3c94a5fVC74jP2lvL46PXXH8oLDG2aRuWBB85277yjtT5q81t1IcaPH1/vyo+a/j7tbrFN7d///ne9565p1tVulDVNFiBxmgRu1vTp7vnBg90FdZUflhlZ5l4dqG7xebLUC8vqgw9ejNpILrtsU/fQQ+e5yZNHlbQuey2qlW/hovaes88+u967r6eeesovnhkVESBxr9Td6oZlrm3b1n8ZaNBdd/02ChCNwRg8+IK6MHjJ9Ijp888nualTmZizVGoH0EJWWW0HUPtOv3798tp/9N/696y3/1RcgMybMycqo/mtgELpon/++WvnPXrq2HHVoBFcDeuaTmTp0oX+W5EyzTWlnkj+tPGaCr1aeyLpzqK+Hmi6E6mVHmgVFyDf1N3ahmUuO/JI/+WAv59F8+e7J/r3dz1OPNF12m+/RvePbPv443Huj3/cPS9E4luXLuu6YcP68kiqCWgsRIsWLXIuutpOOOGEVFfyS5LaMtSm4Z+D2j7UBlJLKi5AXqlL9bBM/8sv918OxPfz9ezZ7pqTTsr5t8b2j+zTaN+JE4cFDd7du+8QTf/ubwMGtE1tZlk0rKHR2JrWQ/NPffONvQNEmtRuo/YbfxS+2nnKPQq/UlREgKgRfc6MGe6FIUNcl1atgte1rvmMjz/OKReK7+eOSy5x3dq0ceNGjGAddNRLkxq+++5I99hjl7mLL/5ZToi88sr9fnGUiYKivvmgtJjW/fffXzHhrnYatdc05TxglarJAqShTWubP9Kvn5vbyDPEePkuLVu6OSnNz4/sWbjwq2A+rDBA+vY90C+CMmtoRtq99967yWekVftMfTMRqz0n7ZmIq0HFBUj7vfZy/dq3d2+OHu2/PRIvP7R/f/9loFEffvhyFCAXXLCO/zKaiNbE2G233XIu1E21JobmpmpoLRS14+A/mixAfIsXLnRTJkxwd11xxQ/hUHfbWJ/4fqZOnOi/DDRK042EAaLBh6gcelz0P//zP/WuyqeFttJela+h1RjVXpPmaozVqmICJO6e7t2jcuNHjfJfztmPemABxZg588MoQDT9CSqP1gXXuuN+g7XWBR8yZIhfPBFah6O+9eDVTpPWevDVriID5ONJk6JyN3Xo4L+csx++ESCk9TY++aTxqcT1+zJw4OlRgNx//5l+EVSQd955xx122GF5j5K0rsebb77pFzdRO4tWAPQ/Q+0yap9BwyoyQJYuWRKV09QmvkL3g9oShkLv3vu755+/zU2b9mbQaL5s2Xfu669nuPHjH3c33XRIVE6z6GqKdlS+J554wm233XY5F3gN2mvfvr15QSi1q6h9xR/cqLXJ1R6D5av4AOlYz2j0QveD2hIGQyFbt25buSlTmraHD4qjaUH69u0bTBMfv+Cvt956dXefNxc8bYjaUXr27Bm0q8T3o3aX22+/veqnVymnigyQqXW3rWG5K4891n+54P2gtsyZ84kbM+Zh9/DD5wfdc7t33z6Ydl0TI2qKEw0q7N//RPfKK381zY+FyvDFF1+4s846y6244oo5AbDjjju6p59+2i+e47HHHnO/+MUvct638sor192Ndg7aXVCcigyQeE+sh3r39l8ueD8AsmvcuHHuwAMPzAkDbf/93//tJk+enFP2rbfecq1atcore+ihhwbtLLCpmABZsmhR0I13QLduURmNSq9vQGFj+wFQWx566CG3xRZb5ATDqquu6i6++OJgfq1zzz03b5p1tacMHTrU3xWK1GQBsryt29FHNzjGgwABELdw4UJ3zTXXuDXWWCMnKPwG8p/85CeuT58+bsmSJf4uYFAxAaLG8suOOMLd0rmzG/Xoo8HAwoYQIADq88knn7iTTz4571GV2kvOPPPMoP0EySlrgABAObz44otu/fXXD8JDo8jVXoLkESAAMuuNNxofWIrSECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIDJ/wFhx6wTpauOqwAAAABJRU5ErkJggg==)
| Product Number | 5H70-9-X1 |
| Synonyms | 4-Bromo-2-(bromomethyl)-1-benzothiophene; 4-Bromo-2-(bromomethyl)thianaphthene |
| CAS | 1312118-04-9 |
| MDL Number | MFCD19381764 |
| Molecular Formula | C9H6Br2S |
| Molecular Weight | 306.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 5H70-9-X1
CAS: 1312118-04-9
Molecule Weight: 306.02
Formula: C9H6Br2S
![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
![4-Bromo-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-9-X0
CAS: 93103-83-4
Molecule Weight: 243.12
Formula: C9H7BrOS
![4-Bromobenzo[b]thiophene-2-carbonitrile](data:image/png;base64,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)
PN: 7H37-9-X5
CAS: 1312118-13-0
Molecule Weight: 238.1
Formula: C9H4BrNS
![3-Bromo-2-methyl-benzo[b]thiophene](data:image/png;base64,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)
PN: 5H66-9-04
CAS: 10243-15-9
Molecule Weight: 227.12
Formula: C9H7BrS
![6-Bromobenzo[b]thiophene-2-carbaldehyde](data:image/png;base64,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)
PN: 6H60-9-17
CAS: 19075-45-7
Molecule Weight: 241.1
Formula: C9H5BrOS
![(6-Bromobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABccAAAXHAHDFp6sAAACDXpUWHRtb2xTb3VyY2UAAHichZRta9swEMe/yqHXix79GOKUrGUwaBksHezdUGwlNcRWkZ2nb7+TU6fx0rnE4eS7+53s/508uztWW9gb15S2zoignICpc1uU9SYjv56/TRJyN5/lmISJdZORl7Z9nTJ2OBxo/mIqfbQ1zW1FzvHpsSkHOQdFrdswyblgv58elx0zKeum1XVukGrKadM5H22u2+4p/rMFq7TblzU7p7PK7c/V/kjuL06PTUHe3+UeYwtEYV1uDaytq3QLe8kpXvwLbExtnG5NAasTuhUN8N3ns6cHm+8qU7e49BXKXG+Xrdvl6Kjs1uQ7LIaL7w8ZqQQCurXVwjl9Ar/ybi1AS9AKdAA6BB2BjkEnoFPQguMf40KizlvjN3o+vZqM/ID7we+r68wSFZIZmWBjkjSCCadKoBVUSh6ApEKGESgaplxCQFOpUoioDOOoNzHGhOpjb5lnjsAJS6MYiqeAOyguk3eL/jBKvQ0V3qNsKpaX24mkPD7bJBja3h8GSYz6sItA89nK1sXVEsoiIytBOuV+mnUj38QjYF1hHM6jL+BTrwE5BLzU44AaAr4xF2DxERAMAd/GcSAcAr7p40A0BPyIjAPxEPADNQ4kQ8CP37hK6Q0g+PgWPj5oXTfcnzDiRqpPkX8a3p+fUea25x8j7GomWX/AcXlz+NnVl4Hh93D+FyH0i3WItYn4AAAw6ElEQVR4Xu3dB5wU5f3HcfOPLSgRG8aCPZbYYkHFrlgAe8OGvaAURVAUxYYtEJWoURQkir1XsCsBjRg1CopdImoEOyjFFn3++53LM84+t8fN/nb2bm/383695vWCm2f3dubu5jvz1PkcAAAG84VfAAAgDQIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgEl5AmS++eq2NNKUHTPGuW7dnFt1VecWWcS5Vq3q/q2vaR+Aspk1a5bbfffd3ZJLLumuuuqqcDdqWCNXbqM0oeDNq+wnnzi37ba/lGlo22475z77LHw1gBL8/PPPbtSoUW655ZbL/ZnNF28dO3Z0kydPDoujBjVw5S7RvEIh1FDZzz93bpVV6vYtsYRzF1zg3KuvOjd7tnNz5jinX+CLLnK526K6Mqut5tyXX4bvAsBgwoQJbrPNNssLjkUXXTT+9/zzz+969uyZ+5Pjb66WFbhyZ6ChUCikobK77lr39fXWc+7jj8O9v5g+3bkNNqgru+ee4V4ARfg497d26KGHul/96ldxWKy//vpu7Nix7vvvv3eDBw92v/3tb+N9S+Ru7q688kr3448/hm+FGlDgyp2BhkKhkEJln3++7mutWzv3/vv5+wqZOrWurF7zwgvhXgCN+O6773IP+RfkPWUstdRS7pprrnH//e9/88p+8skn7sgjj3T/93//F5f9wx/+4J544om8cqh+Ka/yRSoUCg0pVDb3aBx9rV+//K/Pyymn1L2md+9wD4B5uOuuu9wqq6wSh8ECCyzg+vTp42bMmBEWzfPSSy+5LbfcMn6dtj322MO9++67YVFUqZRX+SIVCoWGFCqbe2SOvvbMM/lfn5fx4+te88c/hnsAFDBp0iS33Xbb5QVAp06d3JtvvhkWnadbbrnFtWvXLn6PBRdc0PXv3999/fXXYVFUmZRX+SL5UChmS1p88bqvFdNAp7J6jRrVATTo888/d927d3e//vWvowu+tjXWWMONKaFL/Jw5c9w555zjfvOb38Tvucwyy7iRI0e6n376KSyOKlGZATL//HVfK6Zh7ocf6l6j1wKo54fc38jQoUNdmzZtogu8tsUWW8xdeuml0b4sfPDBB+7AAw+M31/bxhtv7J599tmwKKpAeQMkjUJleQIBMvXII4+4tdZaK76o6+nj2GOPdZ+VafzU+PHj3UYbbZQXJAcddJD78MMPw6JowVJe5YtUKBQaUqisbwNRu0ZatIEA9bz99tuuS5cueRfybbbZxr3yyith0cyp6uq6665zbdu2jb93q1at3Lnnnuvmzp0bFkcLlPIqX6RCodCQQmV9L6y+ffO/Pi/qsaXX0Aurxdltt93csssuG1WvfPrpp+FuGMycOTP359M36lHlL94rrbSSu+OOO8KiZafG9FNOOSVqXPefZcUVV3S33XZbWBQtTMqrfJEKhUJDCpV97rm6rzEOpOqpC2ny7lhVK+oZpMFp//nPf8LiaITu+ocPH+6WXnrp+JwussgibtCgQe7bb78Nizepd955J7pZSP68t956a/evf/0rLIoWIuVVvkiFQqEhDZXt3Lnu62lGoqvaSmUZid6iTM0F/+KLLx5dSBZaaKG8C4vfNM7gkksuyd1HvB++HIFx48bl/hT+mHf+DjnkEPfRRx+FRZvVY4895tZee+34M2pA4tFHH83TZwtU4MqdgYZCoZCGyuqXKffIHe3zc2G99lrdPFh+LqyLL3ZuqaXqymgurC++CN8FFUqjm/0gNFVtvJB7clRI/PnPf3ZbbLFFvSDRtskmm0SjpXUni18oiLt27Zp3rtq3b597kH8uLFoxNPXJ5ZdfHt9AaFOPsCFDhkRTpqBlKHDlzkBDoVDIvMpOm+bcVlv9UqahTbPxcvfSopx11lnxhUPzK4VUfaVqLFVnJafM8Nu6664bNca+ppuKGjV79uzoPC688MLxeVFb0vXXXx/NpNsSfJG76TvhhBOiyRn9Mfz+9793Dz74YFgUFaiBK3eJ/IU9jTRlH3rIuYMPrpudV2uBaNO/c4/nbvTosDQq3N///vd4ENtOO+3U6MVOVRuq199xxx3zGoWTF5wzzjjDvfjii+FLq9ZNN93kVlhhhfgcqArw9NNPd998801YtEV49dVX3Q477JD3c915553dG2+8ERZFBWnkyg1kS9N/+wufundOVxtWEb766qvoDluNsYXaTVZeeWXXr1+/qh24pqq+Dh065B3zXnvt5d57772waIt07733ulVXXTU+Nt0wnHjiidHPHZWHAEGT0sVOFwZNF/7www+Hu4uilfJuvvlmt++++0bjC8IwWX755V2vXr2iqchb+nQa06ZNc0cccUTeNOuqxnvqqafCoi2e2kAuuugi17p16/hYtRri1VdfXW9mYDQvAgRNRsuh+guCxihkSXMx3X333VGvo+SU5H7T084xxxzjHn/88cym7WgKDV1MdS6r/WKq0Dz88MPzQnO99darytBsqQgQNAk1dvuJ9jTFRTl72mhti4ceeii6Y0/28vGbvqYLkxpqVbZS3XfffW611VaLP7camnv37l3W6hy1oWiadg3y09iR0047LTqP2rQuuv+3vq79Kqfy5Wx7+ec//1mv2m7vvfd2U6ZMCYuiiREgKDtNW7HOOutEf/h6OtD0Gk1FTxt66tC8T8kpNfymz3PwwQdHAxr1FFMJFLZhg7I6G7z++uth0ZKp6/Tf/va3aBVCjQ4Pz08xm16v99H7lWPcjjoOqFrSfz+1gQ0YMCCqykTzIEBQdpo63P/RqwG8uagdRO0hahdJXoj8pnYUtaeoXaWcd9QNUZfWHj165HVpXX311TPv0qoJDVUtplUEw3OQ3FRVpk4JWhtd3an9pv/r69ofvia56f31fbKcQFFdlwcOHFiv6/INN9zQaG8+ZK/lB4h+abR+ukasf/BBuBfN7J577on/0HWnX0nUU0s9tnQxDC9+urvdNfd7pcBTz7Fy0qC6K664Ilpf3H9/rTuu8TFZVvUpiPRkk2xT8Jtm6tV4DD09TJgwIfUxq5zK63V6fXLGX7/p++n7ZhmEesLZf//9877PpptuWtGDJ6tRyw8Q8fNg5e4eUTl05+nbINQ1s5JXqFM9/plnnhmNKQkvgOpKqjEoGoui9cCzpOq1cFqPo446KrPvo6cuTaC4/vrr5x2TxuFo9cEbb7wxaqzOkt5P76v3Ty5apU2fQ58nq15xGlOUnL5FYdWtWzfmUWsi1REgAwb8MiBx7NhwL5qBeghpojx/AX7++efDIhVLbRAa5a5usmGY6AK/7bbbRk8MpcwxpXXD1SidfO+tttoqCrKs/OMf/6g3N5aCXAtIFTv+xkrfR98vObZDmz6XPl8W9LtWaALJ888/v9knkKx21REgakRbbrm6ANlgA/1GhSXQxLS8qf9jvlhzlrVQutBfeOGF0TxcyQug3zRvl+bvSttorKewU089td7U5rfeemtY1ExL1uopJllVpfYINUKruqw56Pvq+yfbXfT59Dn1ebMwY8YMd/LJJ+fNVqDqyTvvvDMsioxUR4DIqFG/PIVcc024F01Iq9H5qgtV/WRVXdHcFBKaGdhPAhluWrpVkz0W6mWmc6D1wbVOuC+vRnsFbZaLKz3xxBN530M9zyqpgVmfQ58n2SNOn1efOytvvfWW69y5c97PRk+NTbGIVq2pngDRH8hmm9UFSO5RNnc7EpZAE9AYhXbt2kV/tKpSyLJ+Xcuvqs5bI5I195Ufk7DHHnvE/9bXhw0bFoVYVne2haiO/a9//WvUKyms59embssKB83x9Mwzz0Thktyv5V21fnhWVI2jiRX9xJP6TOrRpbvySqTPpc/nz50+tz5/loMjNdPBmmuuGZ9zv4xvOX8vak31BIhMmOByz8V1IdKnT7gXTUADvPTHquqJ0SVOdKn6a82NpN49a6yxRr2LdJpNDdQafKeLSblGoGuyxxEjRkRjNQpN9pjcFCQKlCypy7Ge9Pz3ULfWp59+OixWkfQ59Xn9Z9dxZNmFWj/zyy67zLVp0yb+HgoSfQ2lq64AkW7d6gIk94fs3nwz3Isy0p2//yM96aSTwt2paeTxcccdl/dHH25qN1C7RHJ8gi7O/umn0KaqEnXbVRVHuegJTFU0aiBPjlXQKHxVYWVdnafwSj7dKMSy6sHVVPR59bn9Meh4sl5cSk8d+p3y7ULqIIHSVV+AqPveoovWhYhWNUSTmDx5cjxVyYYbbmiaIkSD/MIR2No06O+www5zo0aNchMnTmy0Z43aFFTfrbEJGnsSjkBXdYmqkN4s8w2GRkj7KqVCa56USm0yGmjoj0tPWlkHVFPR59bn98ei40rbMaEYmktL76+fP0pXfQEiWr1QAaJtzJhwLzKmC7rv8qruk8Xe4WuFwWQVjDaNHzn++OMz6/6rCfg00aIPOW2+naCc41P8qHK1l2RJd+jJ8FBPsWqg40iGSNZPIhpFr/c+8sgjw10wqM4A0R3qyivXBciaa6oiNCyBDOki7P/oVU2Tluqn1dCcXNdD9eFDhw7NtGdSkqoy+vfvHwWd/556wslylHRSOQJEbQTJaitVHVaTZFWojjPLNhECJFvVGSBy992/PIVcemm4FxnRjLH+j/2AAw4IdzdIPZA233zz+LXq0qrxIpaqLwv16NKMvP77q25cM8xm2QtIsg4Qfb7k05q6DVcjHZc/Rh1vVj8XAiRb1RsgorXSFSCLLaYrRrgXJdJIbD9/0yqrrOJmzpwZFilI03ck533q0qVLWeq703jyySfdSiutFH+Wjh07pj6ONLIOkORa8mozqGbJNhEddxYIkGxVd4BMnOjcr39dFyLHHRfuRQnU6KnBWfpjVNdVTaiXhkZc+1HYep0G5jU3zYK7yy67xBcrVZvoa1nIMkA02M43yqvXUkttME9Lx+d7Z+m4sxhsSIBkq7oDRLp3rwsQBQkjUTNz3nnnxRfctA24GgDoL4BLLbVURa1brotVnz594mPSQMAsBpxlFSD6LH6EudqJWlpXXSsdpx8nouMv9WdCgGSr+gNEVVdt2tSFSO6OGaXThd9fGNXtNs2dsJ48fHhoDEe5u9BanX322XGIaMqSxroMNyarANGcUXof9RxrKYMEs6Lj9SPWdR5KQYBkq/oDRIYO/aVBnYnVSqIpKHybgZ4iPv7447BIPWrz8NVWCo8sFxgqh2Q7Q9euXUuaRyqLANGstT581eOtFvmefjoPpcziS4BkqzYCRN1411qrLkDUvbdMXURrwX777Rf9AarXUpqur+pt5RvMFTiV+uQR0tKsPkQ0dbtVqQGipzs/JbsGRJZzPfRKpuP2A0J1PtI89RZCgGSrNgJEHn44fgr59vzzw71I4dprr40vqml6AGmch++qqwbzSmrzaIxWAtQKd/rsmpJEa4RYlBogt99+e3zONUVKLdPx+3Oh82JBgGSrdgIk5+cuXdw/c7881y6yiPuqhMWAatHrr78ejdXQH98GG2yQarxGsj2hEnpbFUtrgbRu3Tr6/OqZZbnrLSVAVHWmc63Xax2NUqrSqoGO368novNiOR8ESLZqKkC+fustd/KCC7oOuV+gww45JNyNBqgh2S+JqhHcaaqhND2JH2GucR6WP/ZKoJXufAhqxt1ilRIgDz30UPy9tRgTXHQe/DnR+SkWAZKtmgoQOatv3+gXSHX4zz33XLgbBfTq1avoi6jvv6/Aaa5BgllQ8LVv3z46FtXBFztvVikB4ieW1HKwzbWSYKXRefDL4+r8FIsAyVbNBYhGGfu1k3VhaKl3xk3lgQceiKfA3n///cPdBWlWXR84LXk5W083Gv4cFDurrjVA1FPN97zSmuL4hc6HzovOT7E9+giQbNVcgEiyMbjWGybnRavuLbnkktF50trSaVe383fOyy23XMnjKCpFp06d4mNSA3ta1gBR8Op1ev306dPD3TVN58Of12JvUAiQbNVkgCS7RmqUa5azfVYLnSMt0uQvYmn73msxKB/O1bTqmwaz+ePSuiRpWQPENxYruFCfD3Sdp2IQINmqyQARra3tLwinn356uLvmnX/++fH50b/T6t69e/QarecxZ86ccHeL5jsSqH0nLUuAqM3IEla1ROfFn6Ni2tgIkGzVbICI6vT1y6TeQlOmTAl31yw9bfgLn55C0nZfVXWVX4ZWi0FVmyFDhkTHpmk10lYrWQJEKynqNWp3mTZtWrgbOTovvl1K5ystAiRbNR0gunPxK9Tttdde4e6apHYOtXfonKj9Q+0gad17773xXWHa2XlbkmTDdtpFnCwB4kfBr6XZE9AgnR+dJ52vtAiQbNV0gMjAgQPji56WPa11mvvJ3/2qB1YxTjjhhOi1WuGvWvm2s7SLZ1kCRPOF6TU6n2iY/33T+UqLAMlWzQfI7Nmz3QorrBD9Uq233nqZrXzWEmmMhw/Tnj17hrsbtcYaa0SvPeyww8JdVeOkk06KjlGdL9IoNkDUocNXzVx//fXhbiTo/PibnbQdYQiQbNV8gMjNN98cXzivuuqqcHdN0Ohyv064GouL7X776aefxuewmrtG33PPPfFxpmm8LTZAXnrppfj90/Z8q1U6P/5c6bylQYBkiwBxdaONO3ToEP1iqd6/1mY81bxWfs4lzXelea+KlezVNmnSpHB31Xj77bfj43zsscfC3fUUGyC33HJL/P5ZrYpYrXR+/LnSeUuDAMkWAfI/Gr/gG0jTzDRbTU488cT4D1GDLC2uueaa6PU6h8U+vbQkmmFYMwvrWK+88spwdz3FBsigQYOi8rqRQeP8QFedtzQIkGwRIAmHH3549MulP3rLXXhLpAnpfJ37vvvuG+5OrX///tF7qAdXtVtttdWiY+3Xr1+4q55iA6Tv/+ZqU3sSGufb3XTe0iBAskWAJKhvuZ++e+eddw53Vx2tJqhFnnS86smSdqqSQvwAwo022ijcVXU22WST6FiPPfbYcFc9xQbIcccdF5XX9PFonM6TzpfOWxoESLYIkICfg6iWNlU7lbrY00EHHRS917Y1sO68n+JFx9yYYgOkls5jFnSe0v4shADJFgESUIOyVqALL7LVvC222GJubonL/O65557Re3Xu3DncVXV0jDpWHXNjig2QWjqPWSjmZyEESLYIkALUo+iQQw6JBhmee+65Vbttv/32cYiUOvXIwQcfHL1PLdw58wRSOXgCaV4ESI3zFyxtGuNgRRtIYcUGCG0gxaENpHkRIDVOK+z5Fd40g26xC/R4vhfWSiutFO6qOv580Qur+dELq3kRIHDPP/98PLZh6623Nk3n4hfpUoN8qe0plUzjQIoJhWLKCuNAisM4kOZFgCCS7H2m9pFijRs3Ln79K6+8Eu6uGm+99VZ8nI8//ni4u55iA4SR6OkxEr35ESCIaM2Pjh07Rn9cWu9i/PjxYZF5+vzzz+MBiSNHjgx3V40777wzvmhNnTo13F1PsQHCXFjpMRdW8yNAENNAyqWXXjr6A2vXrl3Rc4L5ZVjT9ohpiTRLsY5RMzinUWyAMBtveszG2/wIEOQZPXp0fAHbZ599wt3z5OfUatu2bTRBZTVaZ511omPs1q1buKugYgNEWA8kHdYDaX4ECOrxa15o0ySJaY0ZMyZ+XTUuzpWciTftMqqWAGFFwnRYkbD5ESCoR6Px/cp7WvJ38uTJYZGC1ENpmWWWiV6ngZjV5uyzz46ObaGFFkpdvWcJENZEbxxrolcGAgQFqbeRX2Bq3XXXTT1Fu8ZG+OBRw3q1UNfmVVZZJTq2vffeO9zdIEuAaKEqvUbbqFGjwt3I0Xnx5yjNwl4eAZItAgQNUm8q/0fao0ePcHdBCh6/rooGF1aL2267LT4XDz74YLi7QZYAEd8hoVOnTuEu5Oi86PzoPBWDAMkWAYJ5OuCAA+IL53333RfuLshPj6InGC1129KpQ4BfsVGN6MV0ELAGiB+Xo9dPnz493F3TdD78edV5KgYBki0CBPM0c+bMuOpmiSWWcB999FFYpB6tr66xJHqNFulq6ZLVJTfeeGO4e56sAaIpZfyT3KWXXhrurmk6HzovOj/FTr1DgGSLAEGjnnvuufhCqNlPNeiwMaryUnk1dD755JPh7hZDAeo7BugppNhpXqwBIjvssEP0Ws299eOPP4a7a5LOg5+LTOenWARItggQpHLhhRfGd+Fp5h3SJI3LL798VF4TLH755ZdhkRZBFxofhJZFt0oJEC037M/5TTfdFO6uSToP/pzo/BSLAMkWAYJU9NTh1w/RRXHChMYvpsn11nfZZZdUTy6VJHmxOvroo8PdqZQSIMm2FzUWF9P2Uo10/L5zgc6L5XwQINkiQJCaX0O9bVutGb+SmzWr8TXUTzvttPgi3KdPn3B3xdKEkK1bt44+twaszZ49OyySSikBIrfffnt8/m644YZwd03R8ftzofNiQYBkiwBBUZ544kG36aa/crvtNp+7+ur9wt31qM3AT9KoTYPxKt2UKVPc7373u+jzajzLq6++GhZJrdQA0VObH9SpKWLSDmCsNjpuHb/Og86H9WmWAMkWAYKijRzZ2x13nFaBm8+NHz883F2PGqL9ynHazjrrrLBIxVB4+EZa9SR74IEHwiJFKTVARLPO+h5ZacfjVBvfKUPnoZRZigmQbBEgKNqPP37nBg3aIAqQXr1auWnT3giL1KO1GzSi3YeI5i/6/vvvw2LNStVW/slDbTfXXXddWKRoWQSIHHXUUXGoPf300+Huqqbj9d3CdR5KQYBkiwCBiUJD4aEQGTRofffDD41PdaKpTbbccss4RDbddFP33nvvhcWahRrMfZuHLvpZhIdkFSA6d7478bLLLus++eSTsEhV0nHqeHXcOv5Sp8chQLJFgMDsmWdGxFVZt93WK9xdkObU6tq1axwiumgPHz7c1KMmC6pe8111tanNo9Rqq6SsAkSeeOKJuCprp512MrcDtBQ6Ph2njlfHreMvFQGSLQIEJbn22v2jAOne/Vdu4sT0F94rrrjCLbzwwvGFu3379tGAxaakXj3+rl6beltNmjQpLFaSLANE1H7kP2/v3r3D3VVFx+ePNat2MwIkWwQISjJnzgw3YMDKUYicfPKSbsaM/4RFGvTaa6/lNa5r69y5c1nr+NUrTBMj+vEV2tTeccwxx5i76s5L1gGiz7/jjjvGn/2CCy4Ii1QFHZc/Rh1vsTMANIQAyRYBgpK9994/3PHHzx+FyCWXbOd+/jl91YqqKdTe4Lto+k0X+MGDBxc911FDtBiUuhCvvPLK9b6PZYR5WlkHiGj51mTwDhs2LCzSoul4/LHpONMuV5sGAZItAgSZGDPm/Lg9ZMyY4u+KNfXJkCFD3HLLLZd3gdemfv9aJfHee++NpotvrO5fd6ua0PHOO++M1jD3o5eTm2bVVcN5Vne2DSlHgIhmOV599dXj49FUM9UgOWWOji/r2ZwJkGwRIMiEnjr09KEA0dPIlCm29gx17dWMt6q28F03w00NqnqS6NChg9tuu+3iTf/X1/30KeGmlQS1GJQaycvdaP/888/njcLXJJRa6TFLWkgpGSJqM2gsXCuVPneyzUPHVcxCUWmox586Sej9daNSao8uECDIkNo/1A6iEFG7yNy5M8MiRdG6D1qTXWuS+PEZxW4rrLCC69atW7TsaTlHcSuQxo8fH03XsuKKK9b7HNo0Lf7dd98dvrQkukNPVmep11JL6+Krz+t7W2nT8WT55KEqMIX5ggsumPfzaNOmjRs6dGi0FDNsCBBkauLE+6MeWQqR4cO7hrtLMnXqVPfII4+4K6+80p1yyinuiCOOiLbdd989/re+rv2PPvpoZu0nDVH111NPPZV74jo+HquQ3LSglp6M/Mh2v+lrWfb20gUy2bCuz1LOjghZ0udMnjsdR1ZtHgp13Tgkbz7U808/j+TTrXrf6fcKxSNAkLlbb+0Zt4c8+2w2A/IqharYdLHRiGhNLBmGxm9/+9tolL1Wb5w7d278utGjR7s11lgjLqcLWPfu3TOrRlGYqaurHyei99f0HzNmND7hZXPQ59Ln8xdyfW59/qzapDTdySabbJL3s9GTrG5CRLMObLPNNnn7u3TpEnW2QHoECDKnUennnbdeFCC9ey/ipk9/MyzSomjwowJBwbDYYovVC40ll1wyCpSHH354ntOzqKrkkksuyXuPxRdf3P3lL3/JrBpFg+2SY1vUu03jXcrd5pOWPoc+T7LXnT5vFoMERStmHnLIIXk/nw033NCNGzcuLBq54447ovVqfNkFFljA9e3bNxpgisYRICiLadNeT0x1skE0f1ZLojEhmjJcd62qigpDQ9UiqrpSFVaxqwV+9tln0biTsBpF1W5Z0FONAi3ZmUA90dTrrNjPmhV9X33/ZI84fT59ziyewvS0d95557lWrVrF77/00ku7ESNGNNqxQDcIWiQt+XPWazVDQmOvrXUECMpm/Phr46qsO+6o/LVAdNepHmB77rln3FsnubVr1y7qTqy72Szu6F9++eV61Si77rprZtUoqsbxU8H7TfX/WlNcHRSagr6Pvl/YDqTPVcqsukkK+uRThBrL+/XrV/RTRKGnF33Ohp5eQICgzK65Zt8oQE46abFwV0WYNetz9/TTI3NPS51yd535vXT8BVc9eCZMmBC+NDNhNYr1AliI7qD1/uuvv37ecenpp1OnTlFgTps2LXxZSfR+el+9f9gVW59DnyeLO/tyBbCm1NHUOsn31fxtvv0EvyBAUFbqynv77SfmLsA3hruazcyZ03J3lcPcZZftEI1ZOfLI+XIXIo0NqLtYqDpJDbpqaG0qqkZRFUxYjZKmCiatBx980O2www4Fx8nomE844YSo15LCMu0a9iqn8nqdXq/3Cd9b30/fV98/C+WuAhQ9YV5//fV5PcTUg0u/F+WY8qalIkBQE7788gP35JND3Z//vHXczTi59ez5R3fVVYPcG280vrZJORWqRplXI7CFujdfdNFFBUfoJzd1DtDATI3eTg7Y1P/1de0PX5Pc9P76Pll1p55XJ4Ryte2oS/Hpp58eDUL131Nji9SeAwIEzejNN590w4cf4AYMWCl3AV/YnXhi69wd3pruiis65y72f3GffvpO+JKifPbZe7m70j+5iy/erF5gaNPXtf/zz6eEL212ah9oimoUjfbW04N6mDU0ADLtptfrffR+WY8iL9QNWp0YtFBZU9Ao9r322ivveDXzwasvvxwWrSkECJqcpj25+ebu9S7ohbZiaaGr0aMHxSsmJjc9eegJRE8iX32VzV1xOflqlORAODXua1LIOXPmhMUzoTvul156KZqxWD2T1P5TaMCmvq79KqfyWQ3+C2lOs1122SXvwr399ttnOhCzGOp151fWbLvIIm7LXGiOyP08ZmbQk6wlKv4vFCjR2LF/jS7oPXv+xt133wD30UeTomnhv/tulvvkk7fca6+NidpNBg5cPXxpQR9++Ip74IGzchfWteqFhto41NahNo+vv26ankdZa6ga5eabbw6LVg1NO6MebxqX4Y+5HFPBWGiw47Crr3Zb5p6I9lor9zu38cbuxK23dg/nnrx+zGg8T0tBgKDJ+UGGL710Z7grtSlTJrh77unvzjhj1Xqh0aPHglE12LPPjnSzZzdNFUdTKFSNssUWW7gXXnghLNpiRRfnYcPyRvkvuuii0fogWU9GWapvZs50tw0Z4o7fdNMoRLSdueee7pWxY8OiVYsAQZPr0WOh6EKfZh310OTJj7rTTmtXLzT0NHP11XtFvb2+/fbr8GVV5cknn4ymo/cXWE0DomqlphrbUS6aFyvZ3Vi9tw477DD38ccfh0UryrQpU9zQHj3iENF22fHHu49zgV/tCBA0uT592kQXfbVXFOtvfzs0Dg1Nk6JG+BdfvD13d1pbXSvV60hrjCR7Qml9+Ysvvnie06lUon//+99un332yXuy2nzzzaMp8VuSSePGuYG5J0QfInoyufVPf3KzMxjPU6kIEDS5YcP2iQJg8OAtop5SxVCPKbV3aNZfyxNMtdE4jF69esULV2lbbbXVorm7Kt2sWbPcGWeckde2s/zyy0eDEFsqtYE8OmqUO3GbbeIgOXn77d3Tt9/ufspooshKQoCgyal7bt++S0Uhop5RF164sbvttt7umWdGRA3ixSyJizqvv/563pTu2jp27OgmT54cFm126l02KneRTa4+qUF6Z555ZtUM0vs6F+yjzjvPdW/fPg6Sc/bbz73Rwp6qGkOAoFl89dVH7oYbjownXExup5zyO3f//QPdt9+Wp2toNdNqi8lVCvVkomnT044sLzeNWvfLyvptv9yFVdVY1WjqG2+4IUcfndc+8teTT3afZjS4srkRIGhW338/JxpQ+Oijg93Ikd2irrs+SNQt95tvPgtfgkaoDWTw4MHR2iT+Ir3EEktEC22Va8R2Y9QQrkGGyWlU1GA+tkZ6LL3w6KPu9F13jUOkx+abu7svv9x928KfuAgQVJz3338hGpGuELnxxmPC3UhJS8VqunS/yJQ2TS+S1dobaajrrbrgqiuu/wzqoqulirNaPKql+CF3Lh669lrXa8st4yDp37lzix6ESICgIk2d+lIUIP36tQ13oUgaKb5l7qKVrDbaY4893LvvvhsWzdRdd90VDf7z31ODArVmfKWukthUvpw+3Y0444w4RN5//fW8/cnqruTWe+ut3fkHHeTuv/pqN6dMI/+LRYCgIv3ww9z/je9YONwFo1tuuSVa08Rf0DVtfP/+/d3XX2c7bmbixInRpIvJwNLU7m+99VZYtKZNzQVHoUb1MDgKbQN22819lXvCbG4ECCrSCy/cGgXIueeuG+5CCTSH1jnnnJO3YJaWlB05cmTJ08ZrZUGt856cZl0TII4ZMyYsinnwIZGkn82Mzz6L2lJO69Il2n/dmWfmlWkOBAia3BlnrBK1bSgkPvzwZTdjxsfuxx+/j6YdmTr1RXfXXf3i0eqalRfZ++CDD9yBBx6Y95Swce6i9Oyzz4ZFG6Vp1ocOHeratGkTv5f+rZUIs1rrvZYUCpCkt//1r2j/yTvsEO5qcgQImlzYbbehTd18f/qpthpam9ozzzzjNtpoo7wgOeigg1Kv4fHII4/kLSKlp49jjz02WvQJNo0FyHe5p0jt77nFFuGuiH+9xtuMu+ced+Ghh0btJ8e3bx8WLRkBgian0eRaL13TkGjadTWUa9ZcrQdyzjl/cKNGHeXefvvv4ctQJqoeue6661zbtm3jIGjVqpU799xz3dy5c8PiES0b26VLl7zg0fKyTbmKY7VqLEDe+d8TyLldu4a7Iv71N194Yfxvbd032SQsWjICBEBEjemnnnpq1LjuQ0GLRGnND0/rtPft2zdvmnWtTqh1zpGNQgHycy7kv/7iC/fi449HDejaP/bOwrNZJ0PjjksvdV9Mmxa9vhwIEAB53nnnnWjxqOTTxVZbbeUGDhwYrdPuv6b127WolNZzR3aSAVBoO61zZzd2HoHtyw0//fRwV+YIEAAFPfbYY27ttdfOCxK/devWLVq/HdkLAyPcNL/WX3r2dJ80sLyxL/deE6zaSIAAaJCmPrn88svjKitVVz333HNhMWTIB0BII9m19shDw4e7Hh06uD7bb19wTi3/+llNMGCTAAHQqPfffz+aZl09e1BeDQVI0rMPPBCVKTQWJM3rs0KAAEAFSRMAmoRRZTSoMJTm9VkhQACggqQJAB8gPTt0CHelen1WCBAAqCBpAuDZ+++Pypyz//7hrlSvzwoBAgAVpKEA+PH77920f//bjR4xImpEV5nHCiz/29Dry4EAAYAK4gOgsW3EgAEF11knQACgRoVB4TetYqhG82GnnuomjRsXvixGgAAAKh4BAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/wd9KEkAdujGqQAAAABJRU5ErkJggg==)
PN: 6H60-9-20
CAS: 374933-76-3
Molecule Weight: 243.12
Formula: C9H7BrOS
PN: 5H66-B-13
CAS: 1785254-82-1
Molecule Weight: 263.1
Formula: C9H5BrF2S
Melting Point: 95-97 ℃
TSCA: Not listed on TSCA inventory