| Product Number | 2H17-9-0G |
| CAS | 77376-38-6 |
| MDL Number | MFCD21361127 |
| Molecular Formula | C9H7BrO3 |
| Molecular Weight | 243.056 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-9-0G
CAS: 77376-38-6
Molecule Weight: 243.056
Formula: C9H7BrO3
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Y4891n4ZyPD111+bPffcM/l9qVu3rrn//vvtKogZOyAqKtd36mQ+f//9SluE+pd58s477ZcLomQDZOLEiRm3sWZorKwqGj16dGo5HRAWLVpkVwGSjS4GDBhg6tevn/FdUzniiCPM+4mDBuLJDomqlFu7dzdLFy+2V5XirxuFqw8p2QD5/fffzSabbJL6QV+t0Xqr6McffzR16tRJLatAAfzGjh1rtt5666zg8Bc9Qzv//PPNDz/8YC+OIuc/2Ofy+2+/mZ/mzzfTJk0yt194YaruVe3bmxXLltnVk/zrXFlOnbCVbIBI165dUz/mvTVfSDXo1pW3rG5pAfL222+bQw45JCss9NzsjDPOMLvsskvWaw0bNjS33nprctBOxENlAWLzt6p6ppznqtVdZxhKOkAmTJiQ8UP+XDMXVtE999yTcXD45Zdf7CooIfPmzTPnnHNOsoOpHRDtE2eV3thpConbb789Y3RnryhcnnvuOWvNKEbVPdgvmDMnVb+8viDVXWcYSjpAVq5cmTz7837AN2ru9CpS813dgvCWfeihh+wqKAG//fabGTJkSMY4aV5p3ry5efXVV+1FkhYuXGi6d++e8R3ySps2bZhzpshV92CvZrhe/Z6JK9hcqrvOMJR0gMhZZ52V+uEeWM1enHoQ6i2rDoYoLU8++WTG4Jxe0bO14cOHV6nJ7vTp081RRx2VtQ41zujVq5dZXMFDVURXdQ/26svh1S9vOJPqrjMMJR8gOgh4P1rdfpiT2JFVpaFMvGU1xIla3SD+PvroI3P00UdnHfTVsOLiiy82P/30k71IpR5//HGzww47ZK1z0003TfY1qkoYITqqc7BX811/h8Lrzz7brpJUnXWGpeQDZPny5Wa99dZL/WBvu+02u0q5NJii/563BltEfKn13UUXXZTRAs8ralTxySef2ItUi26parbL9ddfP2v9e+21l3nttdfsRRBRlR3sNYDi4gULzPuJfepvhaUycdw4u3pSZesshJIPEDn11FNTP9SWLVvaL1dIw7p7y2q4d8SPmnwPGzbMbLzxxlkH9qZNm5pnnnnGXqRGvvvuu+QMmLkeyJ9yyilm9uzZ9iKIGP/BvjpFnQrLG5bEXy8qCJCE8ePHp36gtWvXTraoqaqhQ4emltWDVJ1FIj5efvlls/vuu2cdyDfccMPkvtdD9HzRVAMtWrTI+ttq9afhd5YuXWovgoiwg6Eq5e7LLzfLKmjNSYBE1JIlSzJ6C+sBaFWpeab/xx302SgKQ02627Vrl3Xw1gnGeeedZxYsWGAvkhe6P/7ggw+aJk2aZL0X/duYMWMqHQIDwVuVOFH87osv7H9OscPBLhcmTgx6H320GZK40vzXzTeb2R99ZK8iCwESYSeeeGLqh6kHpNWx7777ppbt0qWL/TKKiPrzaI6YevXqZR2wdXvzvffesxcJha42dNXhH8jTK7qNWp2J0eBOA7G+/sQT5vLWrZMH8lEDBthVSgoB8ied5Xk/SD0kVTv9qtKDT29ZdRCjR3Hx0YFh1KhRGaM0e2XbbbdN3uaMAj3/0HMQ+z3qeYmem+j5CfLjs8TJg+Ys918JXHLEEXa1kkKA/ElNL/1nnffee69dJSnXwInq9OX/Mb/44ot2FUTY1KlTzf6Jg4F9UFbT7MGDBydb6kWNWmSpZZb9ntWCSyc0PIsLzo+JUP5n375Zt6G6H3CAmVDOcaJUECA+6gHs/RCPP/54++VkKyu9pt7D+t8adsJ7iNqsWbPUshogD9GnPj8dE2eU9kFYRf8+d+5ce5FIUd8Q9RFRXxH7/atPifqWwN3KxInDv+++O9kz3A4PPbv48sMP7UVKDgHiM3LkyNQPUFcj/l7Ab7zxRs5mlWqN06lTJ3P66aen/m2zzTaj41eE6Ypi0KBBGfPbe0VXIroiKSb6nqrXunqv25+nVatWyd7uqJ63EieHVyROIu3g6HPcceaNZ5+l4cKfCBAfDavtH5tILVxEsxBuv/32WT/OisoLL7xgrR1R8PDDDyefadj7S88+9AxEz0KKlW6lHpc4wNmfTd9pTaBWned6peqrGTPMjV27ZgXHRYmrkKeGD4/MMOpRQYBYdMbm/fBOOumk5L/5ry5UTj755Jz3n+0frVp26eE84xkV3rvvvptsRWXvJ11pXnHFFbEaTVmjTOcaNl4NPP7xj38kO0Yi08+JcNWQ6nquYYfHPX36mIXffmsvAkOAZLnrrrtSPzj1DVGfEP+PUPfGPV988UVyJFYNwmj/WO2DlM4M77vvPiYPCplGTT733HOT/Tfs/aKAr84Q/sVELQFvueWWjNGmvaIpnGnoUUYTOz0/enRyAEM7OK4+4wwz85137EXgQ4BY1AzSf7Dxt7vXyKvlnalq3utrr7025zwP/qIrE13lKJhocpk/atxw0003JZ9R2ftgjz32SPYwLwU6YenWrVvOYeM1Edpnn31mL1IyNBvg3xMnEXZwqIPf5MceK+rbmWEhQHI47LDDsn5sekBZ1c5aCgYFhIIi1w/XK3oor9sqGsCxOqMAo2IaDWDnnXfO2t4ay0pjWpXiLZxp06ZlTD/gFV0dX3755cnnfKXi28RV5209emQFh3qHq1d4RcOJIBMBkoOmF7V/aDfccINdrUp0BqhbV7qFlat3s78cdNBByVtiujWG6vv4448zphr2ijqGahTdXH14Ss0jjzxitttuu6xt1Lhx42Tfpzifdf+aCMmHEr/jHonfmR0e/+jZ08xjkMpqI0ByUGsc/4/rgAMOCOSHpYfpeqiue+/+sbdyFT2kv/rqq5MHRVRMnUA1D0euYdaPOeaY5PwdSFuxYoW55pprMqYx8IqG5ZkyZYq9SFFbs3q1eXX8eNOrVaus4LiqfXsz/fXX7UVQRQSIRbefdDbm/aD0PGTmzJl2tRrT5FNqUqoWXrl+yP6y6667mquuuqpg4zBFlfra6FahZgC0t9lOO+1knnrqKXsR+Gg+G/+MnP6i76We6xW7j9980ww69dSs4Lj0yCPNS2PGJOflgDsCxEdXGTpj9X5EekYRRm9edWzTzIjqkJjroa+/qIexBvtTx8ZSprnGNee4vX00pL5uN+ZzmPW4+e9//5uzJeG6665rBg4caJYVYd+H7xLhd1evXlnB0T3xOR9MXH0t4XZmIAgQHz1/8P+ALr30UrtK3unApyFSunbtmvPM2l+23nprc8kll5jJkycHcoutGOj5kPrh2NtCV4rnnHOO+f777+1FIkHDonz11VeRHR5FPavvv/9+s8UWW2RtW33PxpUzS17UqJXkkAEDTKvEFegZzZplhMfN3bqZOZ9+ai+CGiBA/vRm4lLXPxTEPvvsU/AB6dRa6JVXXjHdu3fP+cP2F/WkvuCCC5L149jKSHO29OvXL+dw5oceeqh5++237UVCof4WM2bMSF5BqtmwQkzDq2vkglxjVPmLXlc91ddyWl7r0foKNaJzVLdzZXQCpcYqGkZo48SVU/PEf4/beWdz7r77mn5t25q3X3rJXgQBIEBM2VAlujXk/VD0TCIfzz1qQmeIeripK45tttkm68ftL2quqisYXckUOgRryjsz3nLLLbM+ZyHOjPXcRc25dbXaunXrnONpBVG0Xq1ff0d/L+yx1YrpSu/11183++23X/o91qplttlwQ3NU06bmkbvuSk7+hPwgQEx6lF2vqBVW1OmKSUNwqHOj/SP3Fz0T0LOVJ554IpLDklekonvzAwYMCO3evEJYz8I6dOiQ3J72+wmj6O/q7+t9hHlSoCvaqD5rUt8p+7frlfO6dDHfM/xI3pV8gIwePTrji3fGGWfYVSJPncTUSkuttewfkr/orPa0005Ltv6K8nzaUWkdpADTIISVjS6goj4+OtDqIN+3b9/kScgDDzyQnLdDRSPi6hmI/uv9m15XPdXXclq+sr5CKno/el96f2GIWms3nThoNGWdSNjvR03u//Of/9iLIE9KOkA0jIMm4PG+fLofXew9cj/55JNk/5G9994768flL+qHojm/dRCLymCPUeifoOdHY8eOTQ53Yr8Hf9lqq62SV3Y6AdEouEHS+rRerV9/x/7b/qL3qfcbxnMvdcT8v//7v3L72+jZTb499NBDOW/h6hmhthnDrIerZANEl97++6b6UcStaazuY+s2g3q42z84f1Hjgb/85S/JnsiFGuyx0D2k9X3QfDA6o7bfg1datGiRHAol7Odj+nv6u/r79nvyit633n8Yt5TUuVXPZ+z3oN9Qz54989LjX6Mp5xpiSFdsuoLTw3+Er2QDpHfv3hlfxOuvv96uEiu6X3z77bebww8/POfEWF7xBnvUqMRhDPb4/vvvF3yMJl2F6YG8/R5UFGr9+/ePzKCDeh96P7nCVkWfQ58nDE8//XS5Y47deeedgVwVaTRlNQjJNZqypluI62jKxaIkA0Stk/wHUR0w832GGyXz5s0zd999tzn66KNz3o7wFw32qLHBgn7uoCsdTf2ba7DJsEaJ1RAnClT776uoaa0GZYwyvT+9T/u9q+hzhTGES2WjHk+cONFepEoqWq+mj3ZdL4JVcgGig6faintfRrXFD+NMO6o0S50e5Go++Moe4KpFlK7UanLWV9k8FWHM5KgGBLq6KW8KWLU8KiZ6v/6J0Lyiz6fPGUaDiSDnXQnjygbBKKkA0VWGf7RWXYVE/SwzTLpdpMEedWsgVwsXf9lzzz3N4MGDq/XgVFd+5c2Up9trYXSeU0e4XNMT6/OE8ZA+n/T+9Tnsz6bPG1YHwIqeVVQ282Mhnq2gZkoqQG688caML6ZGcEVuGuxx/PjxyWbNuVpF+YtCQffldfDIRa2KdIVjL6fbV+plH9Zc3Qop+6pD/Rl0iy4uZ7X6HPo8dn8VfW59/rCoqXiu1lK55p6PQusuuCmZAPnf//6XcfBQM9cwO2QVM3VAVFv/s88+O+c9aX/R2e7f/va3ZB8FNQ/u1atX1kFb5aijjkr2iQiDhnvXVZX9Hk499VTzbUw7m+lz6fPZn1nbQdsjDBX119h///2TV0xqrKFbU/bralX273//214lIqYkAkSXzf7mmepQp/4SqD493Hz++eeT97tzdSzzl1ytvTRkTBgjHHt0791umqsDmpoGlwJ9TvsAru1RnWcSNVVRj3G76ARFdwrCaI6MmiuJALF7NZfKwSPfdLtEw6qrV3Rlgz2qw+Z1110X6lWf5k/RLRP/+9CD+g8//NCuGmv6vPrc/u2g7RL2/DJTp07N6HvlL3r4rua6URpjC5WLfYCoTbz/i6qhPBA89QDWoHYaAt/uU6H72GG3dJs0aVLWc4COHTuG0iIpivS59fn920PbR9spTN6ouf7WWmoV+c4779hVUQRiHSCzZs3KOIio81VUhu2IMz2A9x+owhqzyaMh0e3hyDUJV6kPc6HPr+3g3y7aTtpeYdOUzd570C0rFKfYBojuoepBnfclVQuPsA9kpaqQAaJbav7w0HMY9TtBmraH//mUtpe2W5j8v00CpHjFNkDUgcp/ELv22mvtKsiTQgWI7un7W4nppGHMmDF2NSRou/ibzWq7hflMhACJh1gGiHoz+8+w1GS0lIYqKbRCBIgGjvQ/MNf+Jzwqpu3j/51o+2k7hoEAiYfYBYhacfgPJGpqGte2/lEVdoCoX4PdVJfbVlWj7eTfbtqOYfQTIUDiIVYBooeEGpbc/4OgM1L4wg4Qu5OgHhSj6uwH69qe+UaAxEOsAmTo0KEZPwSNn4PwhRkgGp7D/7fUVLXUW1tVl7aX3cQ338OeECDxEJsAUTty/2iyGlROM9whfGEFiIan8e9zdZbT30b1abv5Oxtqu2r75gsBEg+xCBDNRuYf/llDlWhkTxRGGAGijnEaFsX7Gxquo9R6mAdN288/7Im2b746XhIg8RCLANEgf/4D1ogRI+wqCFEYAWI302Z4mmBoO/q3q7ZzPhAg8VD0AaKmiP4v/CmnnGJXQcjyHSA6U/aP8KtRZxEc/yi+2s75uLIjQOKhqANEI4r6hyrZdtttQ2mCiIrlM0D0wNc/Da32P820g6Xt6f9daXsH3TCBAImHog0QzV6nKVa9L6EmJ9Jonyi8fAaIPTimJk9C8LRd/dtZ2z1IBEg8FG2A2G3XNb0qoiFfAaLxzfwj/aqlXVxmEowabVf/9Lja7kHO0UGAxENRBshLL72UMRz0EUccYVavXm1XQ4HkK0BGjhyZsd7JkyfbVRAgbV//9tb2DwoBEg9FFyDz58/PmLxI02HOnTvXroYCykeA6IzYP1xJq1at7CrIA21nb5tr+wd1xUeAxENRBYge5LVp0ybj4FSIuQxQsXwEyNixYzPW+corr9hVkAfazv7trv0QBAIkHooqQOyB3y688EK7CiIgHwGyxx57pNZ38MEH2y8jj7S9vW2v/RAEAiQeiiZA3n333YxhK5o3b85QJREVdIBoef/6nn32WbsK8kjbO8j9KQRIPBRFgGg4haZNm6a+cBpuYcaMGXY1RETQAdKjR4/UujQtcdB9ElAxbW9td28faH/UFAESD0URIF26dMk4IN199912FURIkAGycuVK06hRo9S6+vfvb1dBCLTdvX2g/aH9UhMESDxEPkDGjRuXcTBq3769XQURE2SAPP744xnrmjlzpl0FIdB29+8H7ZeaIEDiIdIBouk1/XNcb7PNNmbRokV2NURMkAGiEwZvPS1atLBfRoi0/b19UdMTOQIkHiIbIBqq5KCDDkp9yTRUyZQpU+xqiKCgAkSdQ/0nEMOGDbOrIETa/t6+0H6pSeddAiQeIhsgffv2zTgIDRo0yK6CiAoqQN56662M9XD7qrDs21jaP64IkHiIZIBMnDgxY6iSli1b1uhsB+EKKkCGDBmSWsdWW21lv4wC0H7w9on2jysCJB4iFyALFiwwW265ZerLpRYfc+bMsashwoIKkNatW6fW0alTJ/tlFID2g7dPtH9cESDxEKkAUXvzE044IePgU9PWHghfEAGikV81NbG3jtGjR9tVUADaD94+0f5xHaGXAImHSAXIbbfdlnHg6d69u10FRSCIANGc9v51zJo1y66CAtB+8O8X7ScXBEg8RCZApk2bZtZZZ53Ul0pj7ixfvtyuhiIQRIBokExveX0veAYWDdoP/t+p62CmBEg8RCJAdMDZddddU1+o+vXr52UeZoQjiAC54YYbUss3a9bMfhkFpP3h7RvtJxcESDxEIkC6du2accC566677CooIkEEyDnnnJNavkOHDvbLKCDtD2/faD+5IEDioeAB8vDDD2ccbE466SS7CopMEAFyyCGHpJa/8sor7ZdRQNof3r7RfnJBgMRDQQNk9uzZpmHDhqkvkuZd/vHHH+1qKDJBBIh/9Nd7773XfhkFpP3h7RvtJxcESDwULEA0NaZ/ohoNVcIc1/EQRIBoqmJv+UceecR+GQWk/eHtG+0nFwRIPBQsQPyXwSoDBgywq6BIBREgdevWTS3//PPP2y+jgLQ/vH2j/eSCAImHggTIv/71L1OrVq3UF+iwww6jmWaM1DRANNOkf/mpU6faVVBA2h/+/eMyMygBEg+hB4h6rtapUyf15dGonl9//bVdDUWspgHyww8/ZCz/wQcf2FVQQNof/v2j/VVdBEg8hB4gixcvzvjyaapaPQ9BfNQ0QHRC4V+eXujRYvdGdzkBJEDiIfQAETXV9X8B//73v9tVUMRqGiBcgUQbVyDwFCRAdMVx6KGHpr5AGrr91VdftauhSNU0QHgGEm08A4GnIAEiuuzdaKONUl+iJk2amIULF9rVUIRqGiBCK6zoohUWPAULEHn00UczDjR//etf7SooQkEECP1Aoot+IPAUNECkW7duGQebO+64w66CIhNEgNATPbroiQ5PwQNk2bJlZrfddkt9mTQSLw9Ni1sQAcJYWNHFWFjwFDxARIGh4PC+UAoUBQuKUxABwmi80cVovPBEIkBEt678Bx3d2kJxCiJAmA8kupgPBJ7IBIjoIbr/wMPD0+IURIAwI2E0MSMh/CIVIGrGq+a83hdLzXy/+uoruxoiLogAYU70aLJ7oTMnemmLVICIOhSqY6H35VKHQ4Y6KS5BBIjGTGvQoEFqHaNHj7aroAC0H7x9ov2j/eSCAImHyAWIaGgT/wHoqquusqsgwoIIEGndunVqHZ06dbJfRgFoP3j7RPvHFQESD5EMkFyTTb322mt2NURUUAEyZMiQ1Dq22mor+2UUgPaDt0+0f1wRIPEQyQARe7pbfXGZ7rY4BBUgb731VsZ6Zs6caVdBiLT9/ftD+8cVARIPkQ0QGT9+fMYX9sQTT7SrIIKCChC1+NF8Md56hg0bZldBiLT9vX2h/VKTlnEESDxEOkDk3HPPzTgY3XnnnXYVRExQASLt27dPradFixb2ywiRtr+3L7RfaoIAiYfIB4gORrvuumvqy6Ye69OnT7erIUKCDJDHH388Y13cxioM+/aV9ktNECDxEPkAkWnTpmV0Xtpjjz0Y6iTCggyQlStXmkaNGqXW1b9/f7sKQqDt7u0D7Q/tl5ogQOKhKAJEbr/99oyD0gUXXGBXQUQEGSDSo0eP1Lo0+usff/xhV0EeaXv7R0fW/qgpAiQeiiZA9CVu27ZtxoHpscces6shAoIOEC3vX9+zzz5rV0EeaXsHuT+FAImHogkQ0dzLW265ZfJLVztRWiYupRfOmWNXQ4EFHSCi25be+tRHCOHx98nSfggCARIPRRUgMnHiRNO4dm1zROKLd2GiPHnYYeaPGjQnRPDyESBjx47NWOcrr7xiV0EeaDv7t7v2QxAIkHgougCRB/v1M39PfPEeSpTpibJm4EC7CgooHwGi0Ql22mmn1DpbtWplV0EeaDt721zbP6hx6QiQeCjKAFmzapV5o0ULMyfx5TMqa69tzJQpdjUUSD4CREaOHJmx3smTJ9tVECBtX//21vYPCgESD0UZILLmyy+N2XDDsgBR2XprYxYtsquhAPIVIBr5devEfvbWu+eeewZ2RoxM2q7avt621nZ3HXk3FwIkHoo2QJIeeigdIConn2zXQAHkK0DkgQceyFj3rbfealdBALRd/dtZ2z1IBEg8FHeAiOZk9ofI8OF2DYQsnwGi5tyHH354at0bbLCB+fbbb+1qqAFtT21Xbxtrewfd94YAiYfiD5ClS43ZZZd0gKy7rjEffWTXQojyGSDy4Ycfmrp166bWf+qpp9pVUAPant621XbW9g4aARIPxR8g8t57xqyzTjpEmjUzZvlyuxZCku8Akcsvvzzjb9x77712FTjQdvRvV23nfCBA4iEeASK6F+4FiEoAwy3ATRgBsjRx5bnDDjuk/sa6iSvPfJwplxJtP21Hb5tq+2o75wMBEg/xCRDdoz3++MwQeeIJuxZCEEaAyP/+9z9Tr1691N/Zbbfdkn8b1aftpu3nbUttV23ffCFA4iE+ASILFhizxRbpAGnUyJi5c+1ayLOwAkTsQTY7duwY+APfuNP20nbzb0dt13wiQOIhXgEiL79sTO3a6RA5/HBNbWfXQh6FGSBy0kknZfy9Pn362FVQAW0v//bT9sw3AiQe4hcgcsUVmbeyBg+2ayCPwg6Qn376KWOYE5VbbrnFroYctJ38203bUdsz3wiQeIhngKxaZcyBB6YDREOdvP66XQt5EnaAyBdffGE233zz1N+sVauWGTNmjF0NPto+2k7eNtP203YMAwESD/EMENEPwT/UyTbb6FTVroU8KESAyHvvvZfY5Rum/m6dOnUIkXJou2j7eNtK203bLywESDzEN0BEQ097AaLSoYNdA3lQqACRV199NWP6Y51hczsrk7aH/8pD20vbLUwESDzEO0Ckc+fMEBkxwq6BAL399ttZD2XDHq/qySefzAgRFb2nUm+dpc9v7xttJ22vMGliuE033TT1Hvr27WtXQZGIf4AsWWJM06bpANFQJzNm2LVQA1OnTjWXXXZZxrzZdmnXrp35/PPP7UXzZtKkSRnjOamoqWq+OsZFnT633VRX20fbKSyrVq1KXv00bNgw43104M5A0Yp/gMg77xhTr146RJo3N2bFCrsWqmj16tXmtddeMz179jRNmjTJCovyijqn6Qz4l19+sVeZF7qn73+wrqLOcqXWY12f199JUEXbJcxnHhMmTDC77LJL1neidu3aoYYYglUaASI335x5K+uii+waqIDOHl966SXTrVs307hx46wDgb8oVC5KbN9LL73UbLvttlmv6+A1atQos2bNGvvPBE5XPXYTXw3XUSpjZ+lz+ocnUdH2COtq8NNPPzXHHXdc1ndg7bXXNl27djXz5s2zF0ERKZ0A0f3vxBc58e1Nl6eesmvBZ0XiKu2ZZ54xXbp0MRtttFHWQcBfdPuqd+/eydtZfsuXLzeDBw82DRo0yFpGD1Lt+vmgfg12Z0MVjTob16Hg9bn8o+p6RdshjH4e+hs6gfCPmuwVTZNbaleBcVU6ASLz55vE6W86QDbe2JhvvrFrlbRly5aZRx99NHm/fP3118/68fuLzmSvvPLKKo2ZNHfu3Kx78F7Rv8+ZM8deJHAansM+oOk5gB7yx2VmQ30OfR77+Y8+d76HJxHd3rznnnsyHpJ7ZccddzRPMD5drJRWgMiLL2YOdXLkkcaEcCslypYsWWLGjh2bfJhp3+6wyx577GEGDhxopk+fbq+mSnTF4W/C6RVdoQwaNCh5xZJPaiW2/fbbZ/19Td86ZcoUu3pR0fv3T0PrFX1efe5807OMvfbaK+vv60Tk+uuvNytXrrQXQZErvQCRv/0t81bWtdfaNWJv0aJF5v777zdt27bNavJql/322y+xia41M2fOtFfjRM8+9AzEfsCtomcmDz/8sL1IoNQiSfNc2FcjKrq98sorr9iLRJrer963/Vn0+fQ5893ybPbs2cmTD/vvq69J586dzXfffWcvgpgozQD57TdjDjggHSDqsV4C5s+fb/75z3+a1q1b5zx4+sshhxxihg4dmjw45ItaY11xxRUZQ7J7pWXLlubdd9+1FwnURx99lDE9rr8cfPDByec/Uab3p/dpv3cVfS59vnxSMPXv3z/nCYje11tvvWUvgpgpzQCRWbPKhntPfNnNYYfZr8bGym++Mf+94w7T/cgjk00m7R+6V/TakYk6dyTqfhPycyG1CDrxxBNzvqdzzz03GXz59MADD5itt9466++rqHGADpKfffaZvVhB6H3o/ZTX50afQ58nn9Qh8cEHH8zZhHurrbZi+JgSUroBInpwq9slIfVLCI2uGhJXD4nLCPNB4kd9W6K0TZT61o9dYyHpakRXJfk+SFfFyy+/nHzGYh+UNE7TTTfdlLhw/M1eJDBa98iRI7Oa/PpLixYtzLBhwwK7lVdV+nv6u/r79nvyit633n8+t5G8+eabOd9H/fr1zVVXXcWEXiWmtAMkTnSGrGc5++2X8XxnXqKMTZSuibLtWmVDV5xwwglm9OjRyecgUaNWRDpYbrzxxlkHqZ133jnvt5X099WgIFeQ+YvOtDt16pTcjurrECStT+vV+vV37L/tL3qfer/5bkWm5xhnn312xhhaXlFz4a+++speBCWAAClmagk1cKBJHEUyGwX4yupEmbjuumZMhw7m+cSBRi2uioHCTZ0R/SPGeuXYY481H3/8sb1I4DQIZI8ePUyjRo2y3oNd9BynefPmyYfJGttJjQR0K0k99lXUak0HWf3X+ze9rnqqr+W0fK7nQXbR+9H7CmOQSrWcuu6663I26d57772TnwOliwCpjJr4TphgEr9YY/bay5jNNjOmbl1jGjc2Zs89jeneXU8zw2sKrOaYV15pEqfjWWGRURI/eNOxozGPPmrWLFtmr6Vo6EHwMccck3XwUrBcfPHFoXSK00H08ccfTx7k7f4VYRX9Xf19vY+wmsM+9thjZocddsh6L+rjodue6vOB0kaAVGTixLKQWCvHAdouGl9L0+nmg3pr9+5tzHbbZf9df9loI2O6dCkLtJiN9fXUU0/lfD6xySabmOHDh4d2MNPfUeuiIUOGJJ8f5ephH0TRerV+/R39vbA+n3zwwQfmqKOOynpParnXq1cvs3jxYnsRlKi17H/An9Rr19/hsCpF9YPo7auDhQaY03hdTZpk/x1/0ZVQt27GvPRS2UyMMaYHxDfccEPOqwDd/gl7TgvRGGEzZsxIDomuB/3nnHNOsgmrOu/l6o3tL3pd9VRfy2l5rUfr03rDtnDhwsQFdffkOFX2e23Tpk3ojQcQfWvZ/4CExBlt8uDslfr1jbn44rKDulor6ce9YIExkyebxCmZSZwuZta/+257jZXTOtVL/rzzykLBvz67KFR69jRG959DPDONiu+//z55wM3VLPnkk08ObVrW6tBQLnoGov9GjcJKw5zkGu9s1113Nc8995y9CJBEgNj0YHqdddIHa7VqqmycJvWb8HdMVOBUZagP3WZ6+umySa90+8kOCn/R7avLLiu7nYUkDc9x6KGHZh301NKsX79+RdNgoJBeeOGFrKHeVRQmGlOrEFdCKB4EiK1t2/RBe/fdyyakqgoNF9GsWXrZdu3sGmkaBfjMM8sedNtB4S96UK4H5iGMY1TMxo0bl7Mj4JZbbpkcrqXUZyLMRR0S1Zzb3ma6fXX++ecnZw0EKkOA+Kk9f61aZQdv/be6E+5Mm5a5fK7+AXfckR0U/qIQGjRIswDZS6ICGkV4wIABOQeDPPDAA80bb7xhL1KSfv755+TskbmGstFIBO+//769CFAuAsTvppvSB/I2bexXq+b449Pr0CRWtgsuyA6N/fc35rrryjoDoka+/vprc/rpp2cdHFXOOuus0IdpiQoNYKme6rkmA9ODfA3hD1QXAeLnv301apT9atXcd196HbluY+kB7xFHlA0jr4ChB29eaGjzfffdN+tgud5665lrrrkmOVlWqdC22GeffdgWCBwB4ufvnOfa03nGjPQ6mja1X0WIdNatKV1znXVrMMJHHnnEXiRWdDV22mmnZX12DUeiYVLiOhsjwkOA+Hmj86q4dpbS+FLeOjTjIQpO9/01L0auYUKOSFwNxu2+vwY01PMgDXBof96DDjqI50EIDAHiV6dO+uDvOjidlvPWofUhMtTySBNo2QfVOLU80sCK5bVI09hbtEhDkAgQP39fDK5AYqu8vg8NGzYs2r4P6hOjScDsz6Q+MZq3nj4xyAcCxG+nndIHf56BxJrX+zrXSLu77LJL0fS+njdvXrJXfq5h1tu3b2++/PJLexEgMASI3wknpA/++WqFhUipbPynoOf6CIrGBdNAi1EaFwylhwDxu/HG9MFf/TlcVNYPBJGkeTqKZQRaDbi44447Zr3XsEcmBggQv08+yexJrp7l1aHWPJX1REekab6N8ubAGDFiREEPzpob5eijj856b2HOjQL4ESA2/xVEdcfC0pwg3rLcvipaFc3Ct9dee4U+C9+PP/5Y4eyMn+jEBygAAsSmq4h69dJBoNF4KxuCWx2yDjwwvYxG863KaLyINM0D3rlz55wPqE855RQze/Zse5FAVTQ/fNOmTfM+PzxQGQIkl8SPNhUGKuuua8wll5TNv6F5QNTMU30GpkwpmykwiPlAEFmaEbBFixZZB3E1ke3fv3/i4nOpvUiNvfzyy4kL4N2z/uaGG25ohg4dmnyIDhQaAVIePQD3nmdUtQQ1IyEiRx3wHnzwQdOkSZOsg7r+bcyYMYF00vv8889Nu3btsv6GJs8677zzEucvC+xFgIIhQCqiGQL9c3xUVPI5JzoiQ1cbuurQ1Yd9kNfUtLpacfHLL7+YPn365BxupWXLlua96k4tAISAAKnMmjXG6F6zhmFXSGi62bp1jdl007L/r3/X66qHkqHnH3oOYh/s9bxEz030/KQqNODjqFGjzOabb561rm233daMHz/eXgSIDAIEqAG1yFLLLPvgrxZcasmlFl3lmTp1qtl///2zlm3QoIEZPHiwWb58ub0IECkECFBD6huiPiLqK2KHgfqUqG+J35w5c0zHjh2z6qro3+dW1uoPiAgCBAiIequr13qu6WJbtWqVHPBw0KBBySsM+3VdieiKBCgmBAgQMI2fddxxx2WFRK6iZx96BqJnIUCxIUCAPJkwYUJyZF87NFTU2uqKK65Itr4CihUBAuSRho2/5ZZbMoYh0e0s9fcAih0BAoRg1qxZ5vTTTzcjR460XwKKFgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAn/w/QVwyJ0dHsSQAAAABJRU5ErkJggg==)
PN: 2H17-9-27
CAS: 54450-20-3
Molecule Weight: 213.03
Formula: C8H5BrO2
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)
PN: 3H17-9-01
CAS: 519018-52-1
Molecule Weight: 213.03
Formula: C8H5BrO2
![6-Hydroxybenzo[b]furan-3(2H)-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB4gAAAeIAFZFF7ZAAAB/3pUWHRtb2xTb3VyY2UAAHicfZTra9swEMD/lUOfVz39DHFKSBkMWgprB/s2FFtJDbZVZOf13++U1+wmM5bQ+e5+J9/p5Onjvq5ga1xb2iYjgnICpsltUTbrjPx6//6QkMfZNEcndGzajHx03eeEsd1uR/MPU+u9bWhua3KyT/ZtOfDZKWrdmknOBfv98vx2ZB7Kpu10kxuk2nLSHpXPNtfd8Sv+swWrtduWDTu5s9ptT9H+SO4Hp/u2IP9yWaBtjiisysrAyrpad7CVnOLg32BtGuN0ZwpYHlCtaIC5z6YvTzbf1KbpUPQRylxXb53b5KiobWXyDQZD4cdTRmqBgO5sPXdOH8BLXq0FaAlagQ5Ah6Aj0DHoBHQKWnCcAmtcGb/J++HTZOQVFtfn9TwXWBqZkZiGqVAQURnG0WUJaCpVCgptXIKkQoYRCBoFaYyLlDy4KM8uJ4DAASMGVCUyQUskcJGUx7gIqnj/LUyjFDgVSipUJgEqsTxJEl+4UxRMn13zn02Xtil6IpRFRpaYrHf5aVatPNeGgHWFcdhuPoB37QNyCPhKXoH5PUANAV/3cSAYAv6UxoFwCPgzHc8hGgK+A66AvAfEN0AyvkMyBHx3jQPpEDj24jjh7V/S7iF3CyW+nva53UeZ2wO/j7Bef7HLXUTx5p6y3iVm+Oua/QVM93WfF4bsMAAANnFJREFUeF7t3Qn8HPP9x/FUHBGRkIgjQUhC3ClNos6EaoIKom6hqAYpcaurrhD3HSpU41ZF/ioRRBUlos7WGUedQZw5ELfvf9/7M7uz391f/PazO/Ob2Xk9H495iN9+Z4/vzs57ju/RxgEAYNDG/wMAAC1BgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAGDx4YfOjR3r3NZbO7fyys4ttphz7ds3/XurrZy75BLnPvjAX6t5bdoUl2pY16uD+F8RANLsu++cO+MM5zp2LN15V1pUZsyYpnV+jDUIrOvVQfyvCABp9cUXzg0bVh4UP7ZoHa07P9YgsK5XB/G/IgCk1W67le6we/Z07qKLnHvhBec+/dS5zz5zbvr0pstXvXuXlt1jD//ZSlmDwLpeHcT/igCQRtdeW7qzHjHCua++8ksV6bH99y9d57rr/FJF1iCwrlcH8b8iAKSN7mH06lXcUetMpKXCZy06K2nufog1CKzr1UH8rwgAaTNxYnEn3amTc7Nn+yWaN2tW0zrB+pMm+SWaWIPAul4dxP+KAJA2hxxS3Enr39UKr3/oof6jTaxBYF2vDuJ/RQBIm/79izvpyZP9R3/cnXcW1x8wwH+0iTUIrOvVQfyvCABp061bcSf9zjv+oz9uxozi+t27+482CQeBdYlZ/K8INJAPP/zQ9evXz7Vv396NGDHCffPNN34RNIJ27Yo76R/rz1HJvHnF9Rdd1H+0iR8GliVm8b8i0AC+/vprd/7557uOHTvmfrdtCsvqq6/u7rnnHr840q7WANE6wfoECJBdkydPdn369HHh4PCXoUOHupdfftlfFWm13HLFnXQcl7CqYV2vDuJ/RSClpk+f7rbaaquysOjUqZNbf/313QILLFDy94UXXtgdddRRbs6cOf5TIW369SvupLmJXhD/KyZdvUfYROrNmjXLHXbYYW6hhRYqCYi2bdvm73voPog8+eSTbpNNNikpo2XppZd2f/7zn913zXUgQ/KNGlXcSTfXDHd+aMbb4KIaYROp9e2337px48a5rl27Oj8UBg0a5P7zn//4q+TddNNNbsUVVyxbZ7311nMPPfSQXxxpcMcdxd//Eks4V81ZpTodhjsSqlNiJeF9TDWs69VB/K+YRFGOsIlUeuCBB1zfvn2dHwIrrbSSu+WWW/ziZebNm+dOPvnkfOss/zl23XVX9+abb/qrIMlyBxP5qxDBb3/4cL9E8zSIYrCehkNp7sAzvG+phnW9Ooj/FZMoyhE2kSqvv/6622mnnZy/0+/QoYMbPXp07nihugOGt956y+2+++5lz7fooou6k046yX3++ef+Kkiq8eNLf/sHHqjmeH6pIj02cmTpOhqQsTnhctWwrlcH8b9i0kQ9wiZS4bPcQcIJJ5zg2rVr58I7+p/85Cduzz33dDPUiqYGDz/8cL6/iB8kK6ywgrvhhhv84kiqnXcu/e3rgFIHljrA1IGmDgheesm5Sy91bpVVSsvusov/bKXCZathXa8O4n/FJIljhE0k3nW5A4Du3bs7f+c+YMAAN23aNL+42ffff+/+8pe/uGWXXbbstTbaaCP3xBNP+KsgTh9/7NyFFzp3333+I0UKiG23Ld1pt2TROj92thkuXw3renUQ/ysmSRwjbCKx/v3vf7sNNtjA+Tvzbt26uWuuuSa/w4/C3Llz3R/+8Id8M9/w66oZ8L777utmzpzpr4IoafQAnUV07tz0W27b1rlnn/VLFel+yGmnObf44uVB4S8qM3p00zo/JrxeNazr1UH8r5gkcYywicR599133W9+85v85anwDnyRRRZxxx13nPtU971i8Morr7jtttuu5D1oUe/2s846y301v0upqI9773VujTXKd/wtOfNUc/6LL3Zuyy2dW2mlpub+Wnr0cG7IkKb7qO+/76/VvPDrV8O6Xh3E/4pJEscIm0iML7/80p1++um5g8LFCzvrYNlhhx3ca6+95q8Si3tzO7E111yz7D317t3b/f3vf/eLox5y4V3xUpSa6CsU0CLZDpA4RthEIkyYMMH17NmzbCe99tpru3/+859+8dhpEMZLLrnEde7cuew9brHFFu7555/3V4GF+m8cfbRzCy9cGhwLLODcvvs6x+XDqmQ7QGodIK0lI2yiVT3zzDNu8803L9spd+nSxf3pT3/KdxZMko8//tj9/ve/dwsuuGDJ+9X/H3TQQfnHYaBGLldd5dwyy5QGh5aNN3aOBgwmBEgtAdKSETbRKj766CN34IEHlu2INRzJIYcc4j755BN/lUR57rnn3C9+8YuS9x4E39ixYxk2vhoPP+zcz35WHhwrrujcjTf6pVGFbAdIHCNsIlbasV500UVuySWXLNv5Dh482L344ov+Kol2++23u169epV9Ft0z+cc//uEXR9hbb5V3EtaiG90nndR0BQE1yXaAxDHCJmKjeTg0H4e/s11llVXcxObGH0oBtcY688wzy+Ye0bL99tu7V1991V8l2xQMJ5/cFBR+eChQGEambrIdIHGMsInIad6NbbbZpmznqmHWzznnnPzkT43gvffec/vss0/ZsPFqfnzMMcfk+5dk3k03NV2a8oNDl7AYyLLush0gcYywichono0jjzyyYoe83/72t+79atrgp8jjjz/uNtxww5LPrEU93MePHx9ZB8hEe/LJppvhfnDoprlunjNSRCSyHSBxjLCpjkrqjapernvv3dRj/csv/VKogubV0PwammfD34lqPo6nnnrKX6UhaQwtjaXl10H//v3d1KlT/eKNSQcJuYOFfDPccHCome5RR1V3UIiqZTtAJOoRNvfaq7SsFgWKAujWW7mRV6V//etf+Xk1/J1mjx493F//+le/eMPTaL4nnnhifnRfv072yG1jb7/9tr9KY1Av/bPPLr0KECxDhzZ1FETkCBCJcoTNe+6Z/5g5utG34446nGwaOh4Vaf4MzaPh7yQ138Ypp5ySn38jy954443cprhLWf0stthi+fqpdhj6RNOlZ/93qGX11Z2bMsUvjQi18f+QSVGOsCkKBgWEgqJSy5BgUb8UHT1dfbVzCe+nEBcdYWvejEpH2JpnQ/NtoEhnaOuuu25ZXekM7eabb/aLp8pXmp9n8ODy340uD2v4EfrGxK6N/4fMimqETZ+OlG+7rel+y/xea6GFnPvlL5278srqBmRrIM1d49e8GppfA5XpHtGVue2m0j2iTTfdNHX3iObkDqZuHzXKTc79JuaFfyMLLth0Ofmjj/xVEJM2/h8yr94jbM6PbqbrprpurgdDSVdaNLz0oEHOjR3b1HmxwamVkebH8Hd+amWk+TSS2MooiU2FZ8+eXbGVWtvc9rTffvvlNvUP/FUSRcPMXHbZZW6lLl3cdrn3fWFu+W/wm9h88/kPuY5YECBJodNvtdjSjIiVxusJL7mdqzv3XM2/6j9LqmkejEr9HLQD1PwZrdHPQUOePProo/nmsUcffbQbNmyY++lPf5qfG12XhfyQ06K/63GVU3mtp/X1PK0xhIr6yfzqV78qe5/qJ3NubjtKYvjdd999+YEug/e6em4ZmVvu6tXLfTVhgl8crYQASSI1CX7gAecOPti55ZcvD5Dwot70p5+e6lYn6mmt+S8q9bTWfBlx9rTWYIW33HJLfhytPn36lL2feix6Xj2/XifOwRHvvvtut9pqq5W9n1VXXTV3IpyMCdH+97//5UPXf49LLr64u2nMGPctc6QkCgGSBmrTrzbt4T4rlZa11moawiFFp/aa70LzXvg7DI31pHky4qAb8WNyO6dKzYPjWPS6ev04GgRorLALL7yw4lhhQ4YMabWxwjSJ17HHHpvvVR9+T5r0a++9985PAobkIUDSRj1uTzjB5Q4bywMktExfZRX30PHHu5cTOky15rfQPBf+TkzzYcQx2uxnn33mrr766vxQ7/7MhP6iSz3qnKd+FdrR/+1vf3P3339/ftGsgq+//nph0f8Hj6mcyms9ra/n8Z87vOh96P3ofen9RUmjFR9wwAH5+yHh9xCMVjxLUzbHQPez9HmXW265svrQdMOPPfaYvwoShABJs+eeazrjWGedsgCZkluOyi19c4uuxx9xxBGJaLmkSzaa18IfZj2u+S4+/PDD/LS189uZa2emnf5VV12VD4V60vPpefX8lXaawaL3p/ep9xslzZey2Wablb3+UkstFfl8KY888ogbMGBA2Wsvv/zy7rrrrvOLI4GyFSC6t3Dmmc4ddljjNf3TPZDc0a6m6X0/9yO8PrfslVuW9X6c3bt3z++odYSs5p5x0RmFziyam3FP819ESZdADst97+p46L++Fl1GU4e7F9TXIEZ6Pb1upct4WvR+9b6jvoRz2223VZyxcZ3cwYm2lXqaMWOGGz58eNmZX7t27dwf//jHyM++UD/ZChBd+mnzw1G62o83qK/feMM9cd557vCNN3Zt53N5Rv0Efve737kpU6ZE2hJH81Y0N+e35ruIkjoiVrq2rmWJJZZw+++/f2LGjdL70PvR+/Lfq96/Poc+T1SCOeM7dOhQ9vq//vWva54zXr3hTz311HzveP/5d95553xveqRLdgJER1HqT9HmhwDJ/Riz4J133nGXXnpp/jKFf707vOimqm5Wat4M7UjqQa2n1IrKfy21ttL8Fmp9FSWFU6Wmtl27dnVnnHFGfjTfJNL70vvT+/Tfuz5P1KGrbWavvfYqO0NQiB1//PH5G97V0v0gXUr1P4+aOj/44IN+caRENgJEl6vCzWE1jk4r9Clobeo4plFsNTOf37ksvOgIVNfob731VtMRr/prqN+G/xrq36F+HprXIkoaN2vo0KFln6tbt27uggsuSM24WXqfer963/5n0efT54yS+q38/Oc/L3ttvZ9rrrmmRR06n376aTdw4MCy51A4XnHFFbFeRkX9ZSNAckfBua22adEwz48/7pfIHLWy0U5g2223zV979n/gwaJr8Lp8cf311//okad2KOoprh7j/vOoZ7l6mEdNR+d+E1UFWdSXf6IUXIbzA1mfM+qzEbn22mvz987873T99dd306ZN84vn6ea/Lo/6Z71q5XX44Yfne8kj/Ro/QDT8R5sfwkPLOef4JTJPNy1vvPFGt9NOO1W8Ph0suoShmf/Uq9rvUa3r9xqjyl9HY1lpTKuo6R7OoYceWvb6gwYNarW+DfWmz6HP439Gfe4o72GJtpETTjih7GBDl7n23HPP/GUv0fs477zzKt7H2Xrrrd1LGtUaDaOxA+SZZ5pGuG3zQ3hoLKsWnHZnmS6bTJgwId9KplLP8GDRkaRaT40ePbrifQ6Nnqt5KuI46telHPWzCL/+4osvnu9f0Ij0ufT5wp9Xnz/qS1qiZsg77rhj2fety546AFGvdv8x9X6/6667/KdCA2jcANF17jXWKIaHxpeaOdMvhfnQTe4777wzf9+iS5cuZTuG5hbNSxHHzkzUj8G/R9C3b9+GP9LV59PnDH9u1YPqIw5q2uu/vr/oLET3cKI+O0LradwA0aCEbX4ID013effdfglUQf041BxXzUwr3ePQoiE5NB9FXPRa/qWSEbnvvaEmT5oPfU59Xn+nHdd3oE6G48aNy3c6DL8HNZbQdhJ1J0i0vsYMEE0VG4SHliOP9EugBmo5o6aX6mQWDo84W9RoDK3wJFO6Was5MLJInzt8s1r1ovqJixpkhPvZqCEFsqHxAkSXTpZcshgeGq024v4GWaU+AcFO47e//a3/cGS0cwwPhaIdZhytkZJMnz8cqKqfOEMkPCxLEobMQTwaK0A0bs/GGxfDQzP+vfyyXwp10hoBossz4R1lnJdsks6/pKd6iqtuCJBsaqwAOfHE0ktX11zjl0AdxR0gukEc7uOhnaU6qqFI9REOEdVXHDfWCZBsapwA0XAI4aFKNOc4IhVngKhVV7i1VZxH12njn6Wp3qJuFUeAZFNjBIiGAF9hhWJ49OqVyaFK4hZXgKg5cXjYb90wzvo9jx+j+gnfWFf9RTn2GAGSTY0RIMOGFcNDQ5UwCU0s4goQv4d5VltbVUv1FK431WNUCJBsSn+AXHZZ6X2Ps87ySyAicQSIjqTDo8Kq3wNaLtxPRPUY1ZkbAZJN6Q4Qzf296KLF8PjlLxmqJEZRB4iu24dvmqvnc1Y6CdaL6ivcY1z1GcX9EAIkm9IbIBqqZM01i+Gx9NLORTxMOEpFHSDhIdk19lOjD08SFdVbeOws1Wu9ESDZlN4AOeCAYnjkTs3d5Ml+CUQsygBRJ7jgubU06sCIcVH9heuz3p0MCZBsSmeATJhQet/j8MP9EohBVAGiEXzDs9dpNkXUTvUY1Knqt54jJRMg2ZS6APnirbfce507F8NjvfUYqqSVRBUgmjwpeF5NovTCCy/4RWCgegxPSqV6rhcCJJtSFSDfafTPTTZxN+Y20ucUHh066AKvXwwxiSJANDFReNKiY445xi+CGqg+g7pVPQcTQdWKAMmmVAXImJNPdhvmNtD9c8uluWXm+PF+EcQoigDRdKfBc2oa1XpeZkHT5cHw9LSq73ogQLIpNQHy0EMPFXrWrp5bLt59d78IYlbvANH8EeEpdTUZEepP9RrUseq7HvN2ECDZlIoA0fzbK664YmED7dmzp5s7Z45fDDGrd4Acd9xxhedbeumlOfuIiOpV9RvUteq9VgRINqUiQHbYYYfCxqm5uB999FG/CFpBPQPk008/dZ06dSo83xlnnOEXQR2pfoO6Vr2r/mtBgGRT4gPk8ssvL2yY7FiSpZ4BEu6noOHI53CGGSnVb3jY91r72RAg2ZToAHn++edLhqXeYostYp02FfNXzwDZfPPNC8+l+bQRPdVzUOeq/1oQINmU2ADRGD5rr712YaPs2rWre/fdd/1iaEX1CpC33nrLLbDAAoXnmjp1ql8EEVA9B3Wu+tf3YEWAZFNiA2TkyJGFDVKjiE6aNMkvglZWrwAZM2ZM4Xl69+7tP4wIqb6Dutf3YEWAZFMiA0RDTgcbo5Yo5zGAXb0CZN111y08z6mnnuo/jAipvoO61/dgRYBkU+IC5O2333ZdunQp2ai//PJLvxgSoB4Boj4I4ctXuu+F+Ki+g7rX92DtE0KAZFOiAkQ3yAcOHFjYENXJafr06X4xJEQ9AuSWW24pPId2QohfeOev78OCAMmmRAVI+HRay1VXXeUXQYLUI0AOPPDAwnPsscce/sOIgeo9+A70fVgQINmUmADRRrfgggsWNsJdd93VL4KEqUeA9OnThwOGVqZ6D74DfR8WBEg2JSJAZs2a5Xr06FHYAFdeeWU3e/ZsvxgSptYA0RA1wfpaXnvtNb8IYqB6D38P+l6qRYBkUyICZMcddyxsfBqqZNq0aX4RJFCtAfLII48U1tdwGmg94WFk9L1UiwDJplYPkCuuuKLk6Of000/3iyChag2Q8ePHF9YfMGCA/zBipPoPvgt9L9UiQLKpVQNEM6S1b9++sOFpOAWGKkmPWgMkPLnRnnvu6T+MGKn+g+/CMokXAZJNrRYgGqpknXXWKWx0Sy21VN1mR0M8ag2QYcOGFdY/7bTT/IcRI9V/8F3oe6kWAZJNrRYgBx10UGGD01AlEydO9Isg4WoNkHAP9Jtvvtl/GDFS/QffhaVHOgGSTa0SIHfccUc+NIINbtSoUX4RpECtAdKrV6/C+lOmTPEfRoxU/8F3oe+lWgRINsUeIDNmzMhfrgo2tr59+zJUSUrVGiDhWfFoede6VP/Bd6HvpVoESDbFGiC6QR6+76GhSl588UW/GFKi1gAJz/Xy3HPP+Q8jRqr/4LvQ91ItAiSbYg2Qfffdt7CRabnyyiv9IkiRWgLkm2++KdkW3nzzTb8IYqT6D38f+n6qQYBkU6wBMmTIkMJGppE/uWyRbrUEyNy5c0t2WNZRYFEfqv/w96HvpxoESDbFGiBqptuxY8fChsaQJelWS4BwBpIsnIHAItYAEQZNbBy1BIhwDyQ5uAcCi9gDRBi2vTHUGiC0wkoOWmHBolUChImjGkOtAUI/kOSgHwgsWiVAhKlr06/WAKEnenLQEx0WrRYgcvvttxc2Oi2HHnqoXwQJVmuAhMfCGj16tP8wYqT6D74LxsJCS7VqgMjIkSMLG56GN5k0aZJfBAlVa4Ace+yxhfWHDx/uP4wYqf6D70LfS7UIkGxq9QDRqLxrr712YePr2rWre/fdd/1iSKBaA+Tqq68urN+/f3//YcRI9R98F/peqkWAZFOrB4g8//zzJU06t9hiC+YFSYFaA+TRRx8trL/44ov7DyNGqv/gu9D3Ui0CJJsSESBy+eWXFzZALWeccYZfBAlTa4DMmjWrZFTmV155xS+CGKjeg+9A34e+l2oRINmUmACRHXbYobARam50y5EQ4lNrgMgaa6xReI5x48b5DyMGqvfgO9D3YUGAZFOiAuSTTz5xK664YmFD7Nmzp5szZ45fDAlRjwA5+OCDC8+x8847+w8jBqr34DvQ92FBgGRTogJEHnroIde2bdvCxrj77rv7RZAQ9QiQcFNuNaD4/vvv/SKIkOpb9R58B/o+LAiQbEpcgMjJJ59c2Bi1WFqFIHr1CBBdbw8fMDz99NN+EURI9R3Uvb4Hy/0PIUCyKZEB8u2337pNNtmksEF26NDBvfTSS34xtLJ6BIisv/76hec55phj/IcRIdV3UPf6HqwIkGxKZIDIW2+95Tp37lzYKNdbbz331Vdf+cXQiuoVIBdccEHhebp3754/gED0VM+q76Du9T1YESDZlNgAkQkTJhQ2Si2HH364XwStqF4B8v777+db3QXPdc899/hFEAHVc1Dnqn99D1YESDYlOkDkgAMOKGyYaqM+efJkvwhaSb0CRLbbbrvCc+22227+w4iA6jmoc9V/LQiQbEp8gMybN8+tueaahY1TcxW89957fjG0gnoGSPhss127dvnZKxEd1a/qOahz1X8tCJBsSnyAyLPPPlsy1MngwYNp7pkA9QwQ3d/q1q1b4fkYmTlaqt+grlXvtd5fJECyKRUBIpdddllhA9Vy9tln+0UQs3oGiIRvprdv397NnDnTL4I6UL2qfoO6ruXmeYAAyabUBIhsv/32hY104YUXdo899phfBDGqd4DocuUyyyxTeM4jjzzSL4I6UL0Gdaz6Vr3XigDJplQFyMcff+xWWGGFwobau3dvN3fuXL8YYlLvAJFzzjmn8Jya6ljNuVE/qk/Va1DHqu96IECyKVUBIg8++GBJz2UmImo9UQTIZ599lm8oETyvzjpRP+GzeNWz6rseCJBsSl2AyIknnljYWLVce+21fhHEIIoAkb/85S8l3691fCaU8qeQVj3XCwGSTakMEPWg3XjjjQsbrCbDYS6J+EUVIGphN3DgwMJza4TmTz/91C+GKqj+wiNdq37r2ZKRAMmmVAaIvPnmm27JJZcsbLT9+vWruSkiqhNVgMgLL7yQbygRPP+IESP8IqiC6i+oS9Wr6reeCJBsSm2AyK233lrYaLXQaideUQaInHDCCSXfL5cqbVRv4XpUvdYbAZJNqQ4QCR9ZLbDAAu7uu+/2iyAiUQeIzigHDBhQeA31XVCnUrSc6ivc50P1GcWZOgGSTakPELVhD0+LqnbtdECLR9QBIrpU2aVLl8Lr9OnTh1kqW0j1pPoK6k71qPqMAgGSTakPEHnmmWdKxvUZMmRIXW8QorI4AkQ0gKbOLoPX2myzzdwXX3zhF0OI6kf1FNSZ6i/KgUgJkGxqiACRsWPHFjZgLeeee65fBHUWV4DIH//4x5Lvd9ttt3XffPONXww5qhfVT7i+VH9RIkCyqWECRMJDgqulyRNPPOEXQR3FGSA6o9xrr71Kdop77rknZ5oe1YfqJVxPqreo64kAyaaGCpCPPvrILb/88oUNeZVVVqH/QITiDBBR/5/wQYKW3/zmN5yJ/ED1oPoI14/qK44ZHgmQbGqoAJH777+/ZKgTHX0hGnEHiHz55Zdu8803L9lJ6p5X1g8U9PlVD+F6UT2pvuJAgGRTwwWI+P0Hrr/+er8IaqSbtDvssEOhjnXNPS7aWW666aYl3/G6666b2YnG9Ln1+cP1ofqJM1Q7d+5MgGRQQwaITuU33HDDwgbdsWNH9+qrr/rFUCUNvHfzzTe7XXfd1XXo0KFkh6Xphg877DA3a9Ysf7VI6Mh6l112KXkPGqpj6tSpftGGps8bHqJEi+olrjMP9WjXBG/h1//rX//qF0ODasgAkTfeeMMtscQShY26f//+7uuvv/aL4UeoL8F1113nhg0bVjIrZHNL165d3RVXXBHLdXfdGD7iiCNKXn/BBRd0o0ePdt99951fvKHo8+lz6vOGP7/qI+ob5vLJJ5+4UaNGuYUWWqjk9XUg8dJLL/nF0aAaNkDkb3/7W8nGffTRR/tFUIEaI2ik1q222sotssgiZSERLJpXYu211y4J6mD56U9/6h544AH/qSNx8cUXl+3IBg0a5N5++22/aEPQ59LnC39efX7VQ9R0YKDZQcOdO4NlzTXXZCSIjGnoAJH99tuvsIGrM9WUKVP8InBN19Evv/xy94tf/KLsqDa8dOrUKd8wQUODB5359F8dDYcnKgqWnXbayb3++uulLxaBRx991K288solr61Ll+oP1Chnnvoc+jz6XOHPqc+tzx+1++67L3/A4H/HPXv2dBMmTPCLIwMaPkA+//xzt/rqqxc29mWXXda9//77frFM0ux0F154Yf6Ga7int78stdRS+VZWOrqc3zhKM2bMyPdB0GWM8PoaJUANG+o1eVFzdLlN92f897/aaqul/sBB71+fw/9s+rxRD+3yv//9L38J039tTaMwZsyY+W4TaGwNHyDyn//8p2SoE12aieM6cRJpZ3DWWWe5n//852U7hPCiZpkHHnig++c//1n1/Yxp06aVDIIYLN27d8/fT4na1VdfXfESy69+9Sv3yCOP+MUTTe9X79v/LPp8+pxRUiuuY489tuwypg4Q1N/k3Xff9VdBxmQiQETXh8M/gvPPP98v0rBefPFFd+qpp5Y19fQXteZRS6p//etfNQes1tcOrlu3bmWvs8EGG7h///vf/ip19fHHH+cDMNwnKFh0xjVp0iR/lUTR+/ObKmvR59Hn0ueLSvDdhft2xPndIT0yEyAydOjQwg9BR1VPPvmkX6Rh6KxLU/+GL99VWnr16uWOOeaYyHYKOoo97rjjWu0o9umnny6ZvTK8rLXWWvl7Crr0lgR6H3o/el/+e9Wiz6HPEyWd8VQ6e9QID3GcPSJdMhUgH374Yf4ySvCjWHXVVWPtbBU13Uj9wx/+kA8FfwcQXjT8vcJFIRMXXToLdzwMlriuo+uIfpNNNil7fS26/6ORa6+66qp8C7Q46fX0unr95u5D6X1Hfcak8Bo+fHjF+1caiDHq+1dIp0wFiOiafviHuvfee/tFUkOXGnS56dBDDy3rTOYvunylllLTp0/3nyZWqv/WbMmjI2yND+XvKMOL3t9BBx3kbrnllvxBRz3p+fS8ev5K9RAsen96n1Hfs0lCCzqkV+YCRHRJJfxDufHGG/0iiaUb2mpOqevgla5Rhxddr9YN89dee81/mlY1v74EGr9J87tETZ3ddGTtN/2ttGiSMl0++t3vfufOPvts93//93/5Mde0aAfrL8FjKqfyWk/r63n85/YXvR+9rzg646mf1EorrVT2HuLsw4N0y2SAaKgT7VyDH4za1esSS1Lp8s5dd93l9t1333yTWv8HHyw6s9KN14suuigVneia682sfigKyLguJ+koX2cElW74x7HodfX6UZ9tBHTpcuDAgWXvIxhFoNF78aN+MhkgoiNFdYoLfjzrr79+ojqc6dKCjmDVryL8Pv1FO1t1/lMnwLQOJlhpPCUtSy65ZD4M4xyuXUf+2onuvvvuJffL6rnoefX8ep04zjQCunw2YsSIspZpCvDDDz/czZ49218FmK/MBoho0LfwD0mtkVqTblTqPWkwvErXpINFLZq23nrr/HAjcR2lx2HixIn5OVz8z6uWZPfcc49fPBbvvPOO+8c//uH+9Kc/5Xeyasmn96NLP80FjP6ux1VO5bWe1tfz6PnipgMjNVuvNOSMtqM4QwyNJdMBIrosFPyYdAlIP/I46ajv2muvddtvv/18ByvUY+oNrKaUUfc8bk3a2Z1zzjkVz7q22WYb9/LLL/urJELUrcisNA96nz59yupSf9NlUaAWmQ8QHfWHh4jQdeAPPvjAL1ZXupSgpptbbrllfupd/8cdLBoyfbfddsvf7NSQLFmi4WY0fIrftFX1deSRRzZ0iNaDWttpxAV/m9JZiM5GknS5FumV+QARdc4Kd3RTp6lae2L71GFOlzHUymh+gxXqB67BCv/+978XBivMMnX2rNR/Y+mll3Z//vOfueHr0XwsGk3Ab5ig+x66/1HvZsnINgLkB2pqGf7BaZDBWr355pvuggsuyO8A59fvQGc9wWCFHBlWpntDPXr0KKu79dZbL98XJuvUNHrcuHEVW+lp6Pc4O40iOwiQH2hYjfCPTmcklmEj1Bz4zDPPzLfq8n/I4UVNN0eOHGkarDCr5s2b50455RTXvn37svrUqLQK7CxSn42+ffuW1Ylu5KvTIhAVAsQ13bgNz+kcLLrR2JIhHNQMVYMVqgOW/xzhRUfQapHz0EMP+U+BKmgYejWD9etXDQ1OOumkzNwvUlP0HXfcsawedO9MvcvjmtYW2UWA5KiJaPDj003a8I1btdKqRGcnxx9//Hyb22rp3bt3fkjsxx57zH8K1Ojhhx92/fr1K6vzFVZYwd1www1+8YahgxrNrxKeokCLLpOq31BSBodE4yNAcnRzMfgRavwh9QcJ/zB1/V00z4WmxdW4Tf5OK7xoak8dCf/3v//1Xgn1psYO6g+jicL872GjjTZyTzzxhL9KqqkZd6X+J7pkqu0TiFPmA0T3H9SiJ/ghXnPNNflLWuF7GLof8mPjTukSmC4b0CmrdcydOzc/ErHfLFpnk/vss4+bOXOmv0qqaLj9SpOA6V6attl6txoEWiLzAaJB74Ifo3Y+agYpuhnuzz3tL+EhITTsCFrfq6++mj+L9L8rfZcaWDKpHf6ao+bfauDht+LTQY0GBW2k6QiQPpkPEA1iF/wo1bEv7Lzzziv50epoVoPQaXZDXTYJ/q6blmohhOS4995785cS/SDRPSn1sUk63QA//fTT8/Ol+J9B86okbYRlZFOmA0Sn/eHryVdeeaVfxO2xxx75CZp00zJ8GSTc7FfzJiB5NAjjJZdcUrGF3RZbbOGef/55f5VEuO222yreZ9P8IWr2DSRFpgNk6tSphR+neoe3dAgT3SPRSLHBusFNdiST5g///e9/XzYCgP5fZ6BRzi9eDc2DopkJ/eBQ50CNYkB/ISRNpgPkiCOOKPxINcRIS6nHeLCemlJyHTodnnvuufyZh7+D1hnK2LFjYx02PkwjKmv+Ez/gNBzJIYcckp83BUiiTAdIeDY27UBaKjzsiW7YIl1uv/32ivPG655JnKMxK7A030n4bDZYhgwZ4l588UV/FSBRMhsg6h8Q/Fh1c1ytXVrCb/arodiRPmqNpSFnKrW000GBWnNFSZ1XNV+I/9qrrrpqfl4UIA0yGyDqHR78aNXhrKWaa/aLdNIsjuon4g8br2ay6lCq/iX1pPlMNK+JHxya/0TzoDCYJtIkswGiI73gx6v5EVpqfs1+kV6PP/54/kDC37Grh/v48eNr7qin+Us0j0mljo777bdffv4TIG0yGSBq7RL8gNVB64033vCLVNSSZr9IN42hpbG0/CDRmFtqtVctzVeieUvClz2DRcP8P/XUU/4qQGpkMkA0TlXwI+7fv7//cLP8Zr9MztOYNJrviSeeWHGKYfULevvtt/1VKtI8JZqvxH8OjcpM0280gkwGiDpkBT9m3UhtKQ3FHqxXTbNfpJPOTHfZZZeyANAIzJqXpLnRBzQvieYn8dfTPCbzWw9Im8wFiAY7DP+odVOzpcLNfi+99FL/YTQonUmsu+66ZYHgn0nozEVnt7WeuQBpkbkAGTNmTOFHvc466/gPN0s3WYP1qmn2i8Ywv3sZm266aX7cqnreOwHSIHMB8rOf/azw49blhJYKN/vdeOON/YeREbNnz67Ymspf1HpLA27W2noLSLJMBYimAA0Pi62hLVrK2uwXjam5/hwKFs1LUu/+I0ASZSpAzj333MIPfbXVVvMfbpbf7Fc3SQG58847C/c8tE1F3YMdSJJMBcgGG2xQCALNZ95S1ma/yI5qGmMAjSIzATJjxoyS4Sqq6cC11lprFdarptkvADSyzASIJhYKQkCT9bTU9OnTC+tpeeWVV/wiAJBJmQmQQYMGFUJArWhaSs0zg/X69u3rPwwAmZWJANFAdW3bti0EwbRp0/wizbI2+wWARpeJABk3blwhBJZffvkWt81/7bXXzM1+AaDRZSJABg8eXAiBUaNG+Q83y9rsFwCyoOEDZNYnn+Tnlg6C4MEHH/SLNMva7BcAsqDhA+T+q692G+UCoFduWXmZZfJjGrWEmv2GL19V0+wXALKg4QNkytCh7rRcAByUW67Yf3//4WZdfPHFhfCoptkvAGRFYwfI3LnuvXbt3FO5EJicW96ZMsUv0ayBAwcWAuSoo47yHwaAzGvsALnxxtwnbNO0dOni3Dff+CUqqqXZLwBkRWMHyK9/XQyQffbxH23WxHHj3Bq5dbrkFs3x0NJmvwCQJY0bIJ9/7txiixUDZNIkv0Szbh082B2ZW2d4brm0ima/AJAljRsgt91WDI9OnZz78ku/REXff/yxe2Ghhdx9ufVuyC0zqmj2CwBZ0rgBsvvuxQDZYw//0eaNH19Yb86yy2ouU78EAMA1aoDobKNjx2KA6GykpbbZprjeAQf4jwIAftCYATJxYjEEdB9E90NaYs4c5xZZpLjuvff6JQAAP2jMANl772II7Lij/2jzjM1+ASCLGi9Avv7auc6di0Fw001+ieYZm/0CQBY1XoDcc08xBNq1y/dGbxFd5mrfvrhuFc1+ASCLGi9ARowohsC22/qPNu/WW4vrVdHsFwCyqrEC5NtvnVtmmWIQXHONX6J5u+1WXK+aZr8AkFGNFSAPPFAMgYUWcu6TT/wSlfnNfidM8EsAADyNFSAHH1wMgSFD/Eeb5zf7nTfPLwEA8DROgGjAw+7di0FwxRV+ieaFm/3utJP/KACggsYJkEceKYZA27bOffCBX6KyWpr9AkCGNU6AHHFEMQQ228x/tHnWZr8AkHGNEyArr1wMgrFj/UebZ232CwAZ1xgB8uSTxRBYYAHn3nnHL1GZmv0uvXRx3Wqa/QJAxjVGgBx3XDEENtzQf7R5999fXG/hhVve7BcA0CAB0qdPMQjOO89/tHnhZr9bbuk/CgCYj/QHyLPPFkPgJz9x7vXX/RKV1dLsFwDQAAFy8snFEOjXz3+0edZmvwCAvPQHSHgMqzPO8B9tnrXZLwAgL/0BMnVq0z2QTTet7ia4tdkvACAv/QFi8cQTxfCoptkvAKAgmwFy7LHFANloI/9RAEALZDNABg0qBsj55/uPAgBaIJsBonseunS14orOffih/ygAoAWyGSAyc6ZzX33l/xUA0ELZDRAAQE0IEACACQECADBJZ4DoxrduhG+9dVOHQM1j3r5907+32sq5Sy5haBIAiFi6AuS775qGK+nYsdgMt7lFZcaMaVoHAFB36QmQL75wbtiw8qD4sUXraF0AQF2lJ0DCgyZq6dnTuYsucu6FF5z79FPnPvvMuenTmy5f9e5dWnaPPfxnAwDUKB0Bcu21pYGgeczn14dDj+2/f+k6113nlwIA1CD5AaJ7GL16FYNAZyItFT5r0VkJ90MAoG6SHyATJxZDoFMn52bP9ks0b9aspnWC9SdN8ksAAIySHyCHHFIMAP27WuH1Dz3UfxQAYJT8AOnfvxgAkyf7j/64O+8srj9ggP8oAMAo+QHSrVsxACwTP82YUVy/e3f/UQCAUfIDpF27YgBY+nPMm1dcf9FF/UcBAEaNHyBahwABgLpLfoAstxyXsAAggZIfIP36FQOAm+gAkBjJD5BRo4oBYGmGSzNeAIhE8gPkjjuKAbDEEs7NmeOXaJ46HYY7EqpTIgCgLpIfIN9+2zTPRxACw4f7JZqnQRSD9TQcCkOZAEDdJD9AZPz4YhBoOfBA577+2i9VpMdGjixdRwMyAgDqJh0BIjvvXBoIGhxRQ7drCHcN5f7558699JJzl17q3CqrlJbdZRf/2QAANUpPgCggtt22NBhasmgdrQsAqKv0BIjofshppzm3+OLlQeEvKjN6dNM6AIC6S1eABD74wLmLL3Zuyy2dW2kl59q3b1p69HBuyJCmmQrff99fCwBQR+kMEABAqyNAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/D74ZnlLVvQmIAAAAAElFTkSuQmCC)
PN: 2H20-1-X7
CAS: 6272-26-0
Molecule Weight: 150.133
Formula: C8H6O3
![5-Bromo-6-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-B-18
CAS: 1260007-95-1
Molecule Weight: 231.02
Formula: C8H4BrFO2
PN: 2H17-5-06
CAS: 113500-08-6
Molecule Weight: 226.66
Formula: C11H11ClO3
PN: 2H17-B-21
CAS: 1344893-60-2
Molecule Weight: 231.02
Formula: C8H4BrFO2
![5-Bromo-7-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-B-14
CAS: 1156601-36-3
Molecule Weight: 231.02
Formula: C8H4BrFO2
TSCA: Not listed on TSCA inventory