| Product Number | 6H23-9-00 |
| CAS | 93103-82-3 |
| MDL Number | MFCD23699513 |
| Molecular Formula | C11H9BrO2S |
| Molecular Weight | 285.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-9-00
CAS: 93103-82-3
Molecule Weight: 285.16
Formula: C11H9BrO2S
![Methyl 4-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-9-04
CAS: 360575-29-7
Molecule Weight: 271.13
Formula: C10H7BrO2S
PN: 6H60-9-16
CAS: 105191-64-8
Molecule Weight: 285.16
Formula: C11H9BrO2S
![Ethyl 5-bromo-1-benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H60-9-00
CAS: 13771-68-1
Molecule Weight: 285.16
Formula: C11H9BrO2S
![Methyl 6-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABO5AAATuQGq8dqSAAACL3pUWHRtb2xTb3VyY2UAAHichZTri9swDMD/FeHPq+NHnqXp0e0YDO4YrDfYt+Embi/QxIeT6+O/n5z0lbZLSYJkSz/LkWRPnnblGjba1oWpUsIpI6CrzORFtUrJ77fvo5g8TScZOqFjVafkvWk+xp633W5p9q5LtTMVzUxJOvt4Vxc9n62kxq48wRj3/ry+zFtmVFR1o6pMI1UX47qdfDGZatpd/CeEVyq7KSqvc/dKu+lW+yuYexnd1Tk5/8s3tM0QhWWx1rA0tlQNbASj+LIvsNKVtqrROSz2OC2pj/8+nbw+m+yz1FWDqluhyNR63tjPDCdKs9bZJy6Gyo/nlJQcAdWYcmat2oPT3LTioAQoCcoHFYAKQUWgYlAJKM7wQztHB44e3Md8r7UL+Lb/0Lhr+Andd36+2lbMMVsiJSNBQ5GEMMJixU4yKvnFmFMhmA+CchGEIGmQMAE+TYRMIKQiiMKjiNCGmzjYDp4dR2CPoTBRkiVwEBhAMhGD24AMg/MY7UGYOBlIHGOGZSROQ3RnUSdjvy+P84EfR5hK75TL6WRhqvxChSJPyYKTNsm/9LIWhzwTMDbXFlvXLeBcLwHRB1xVhgHZB1wNT4C4B/g3QDAcIegDrj9OwOweEPYB103DQNQHXO8NA3EfcJ06DCR9oO3rYcLZe6Vrz8Fwpvh1uR0jHsS5qnh3zh4w8iZhD5Grsh+P8iBzW/n7iHfR+97xzkH15j7yLi4rD6/o6T+kirKBlsEKBgAAMBJJREFUeF7t3QeYVNX9xnFbIhJiIahRE2PUGFuMvRewQwwqYlcSKyhqbH+wggUVFUXsGkXsohgrKmKJRMUGWIgFLBEsKIKIoljPf94znnH3sHtn5jezu/fOfj/PMw+w587svcvsfefec87vzOcAADCYL/4CAAClIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAk6oFyHzzzecfjSnWDqB1GDNmjNtyyy3d8OHD4yZkTNXO6MUColh7kh9++MGNGDHCde3a1f361792P//5z93SSy/t1ltvPXfssce6F198MX5KuuT2391+u3Nduji31FLO/exn+T87d3buttvy7UCNmzFjhjviiCPcAgssUDgf7Lfffm7q1KnxpsgI2xm9AcUColh7Y2bPnu123HHHwvMbe6TW55/ng0P72NhDQaLtgBr07bffuksvvdS1b9/e/67OP//8btVVV819jvqZ//cvfvELd8YZZ7ivvvoqfipSrmpn3mIn8mLtjdFVh563xBJLuEGDBrnJkye7r7/+2k2fPt2NHz/eXXTRRe7Pf/5z/LT02G23fEgsvrjL7axzU6Y49803zulT15AhLndg+XZtB9SYRx55xK2xxhqF3/+NNtrIjR071re9+uqrbrvttiu0rbDCCtzWypjyz+iNKBYQxdob8uCDD/rnLLbYYu61116Lm9Nv9Oh8OOQ+YblXXolb8/R1tWu73C8bUAvefPNNt/POOxd+75dddll3/fXX+9vRsXvvvdf94Q9/KGyr/pEJEybEmyGFyjujJygWEMXaG7LXXnv555x99tlxUzbss08+GE47LW6pT+3abt994xYgU3TLuW/fvm7hhRf2v7v686STTnKfF7lFq7sK5513nlt00UX98xZccEF3yCGHuI8//jjeFClS3hk9QQiIYo9y/O53v/PPyeTVh+QuyX0wTJwYt9SnqxBtt+KKcQuQCbqyuO666/wgl/C73q1bN/f222/Hmyb66KOP3EEHHVToaF988cXdBRdc4L7RbV+kTnln9ARxUDT2KEebNm38c8rtXFO/iD7BxN+71MeB+p65hyv3sfvu9Xckt//+68X2/8sv89stskjcAqTeU0895dZff/3C78+f/vQn99hjj8WblWXcuHFu8803L7zmKqus4kaOHBlvhhZW3hk9QfiPbkyx9oZYA2TAgAGF72d5mANk++3r70i5AdK2bdwCpJaG3+67776F35sOHTq4K664wn333Xfxpma33nqrW3755QvfQyMyX3/99XgztJDyzugJwn9wY4q1N4RbWGhub7zxhvvss8/iL6OOL3MfeE4//XQ//Fa/nxqO+49//MPNnDkz3rQq9P1OO+203OertoXvd/TRR7tPP/003hTNrLwzeoJiARG3P/30027PPfd0v/nNb/wbQ5eoJ554ops1a1Zhm9CJfs455xS+lil7750PhtwvWyI60VPh0Ucf9e833X/fZZdd3A033FDv/QjNe72t8MFOjx122KHZPuBNmTIl9yu1d+F764rnyiuvrOoVD8rT+Bm/THFAxOL2TTfd1A0bNsx/4ps7d6575513XK9evdzWW29d2CYM41VHmrbLnFGj8sHQrh3DeFNOo4RWXnnlwvs0PFT1QLdNrr32Wj/3qLXSnCsNrw0/Fw27ve++++LNmsWTTz7pq1CEfdE8sMcffzzeDM2g8TN+meKAiBVrF12SLhJ1JIeJhJrFeuGFF7q33nrLD/n75JNP/FjxIUOGuLXXXrvec1Jl553z4aAJg5o4qAmEGlHy3nvOXXwxEwlTokePHoUT48svv+yHjm+wwQb1wmShhRbyH3B0n/+DDz6IX6ImaRjtwQcfXBiUojlZ559/fouPivr+++99qKukUfj/6d69u/8giuaTfEYvQ7GASGrXm0GXp0cddZR/E9SV+VImuf3PXefnQ6KxR+74KGXScm666Sb/HtLVxgsvvFCv7X//+5//4KIRQSrBEd5v+vsWW2zhBg8e7N599916z6kFCghVflBg6Hh1W09BomG2aaL+qj59+vj/O+2nBt6cfPLJ7osvvog3RRNo8TNv3RBQfRwVXItpjPkdd9zh/vrXv/px5upEW2qppfxl7HHHHedeeuml+Cnpotm3KpqooFhySZf7KJv/U/++9VaKKbYgzZgOk9d0wkzy/vvvu8suu8x16tRpnmHiKtExcOBAf4Wcdffff7/vkwzHpqDULaw0U4mjcLdCj+WWW873YaFptXiAiD7tvPLKK74uzv777x83A01C77sNN9zQn3DUGdxQmY3G6NbONddc458XPv2Gh+7Jqzigaj1liTrDdTzhONRZrk7zLBk9erRbffXVC8ew8cYbu2eeeSbeDFWSigAJdF/5l7/8ZfxloEmo5IZOMrqPPm3atLi5ZOq7U50nfQIOc5fCQ1fVp556aqprO2n/NQw3VMfVqEgN09Xw2SxS9d9LLrmkXvVf9XHpChLVlaoAUQfYr371q/jLQNXpk6ru6+vx0EMPxc1muvd+yy23uD322KMwTyI8VlxxRX+/PlSjbWka/qoBARoOG/Zxn332qfr6HLqtpxGVGnWpW4Ca0xEe+re+rvZq3/7T7fDDDz/cD37QsbVr185PMtaoT1RHiwXItttu63+JNTRSQyg1L0RDe0844YR4U6Cq1BG8zDLL+JPK8ccfHzdXjT7B/+tf//KLJoV+lvD47W9/6z/1P/HEE2XdOqsWlRpZa621CvujUiQaHlspjY688847/YAYjY6Mb+8Ve2h7PU/P1+vo9So1ceJEt8022xS+x+9//3v/2qhciwWIJm1tv/32fo6HLjV1L1r3lFvilyk1Xn4537lebOIhzPT+6tKlS+GkqSHhzUHfR7WcDjjgAH+VXfekqYEhPXv29Gtn6PZLU1JxQxU5rPu9hw4dWtHvnUZCqZCi+jDjwQV66HdcP2tNAvz73//u53vp6kN/6t/6utq1XfxcvZ5eV69faYWAu+66y6200kqF19ZgiNQPwEm5FgsQNEBv5vnnd7mPYaqpEbeiCjQkVycP9bVp5E5LUEgoLBQadavX6qFwOfDAA90DDzxQ1XDTVb6Gt4Yy6/qkrz4gDZO30i0nLVGruVth/3VLUCPSdKtOo7nKLceu7fU8PV+vU3f5W30ffb9KbnXpZ6rKFvr/DwGlIKvGlU5rRICkzR575OeG/OUvcQsqpKGo4QSaliGe+uSv21i6ZaPbWnXDRLe9NCpRn5ytHdp6fXXwa0Gn8Lpa6EnDl63UV6m+krpXG5p0qTkx1Z5gqdfT69ad1Knvq+9fyaTBDz/80F/9hIDSiqeq4t3UV4C1hgBJm//9L1/WXSHy4INxK4zUuf3HP/7RnyzUJ5FW6mDXp291uNcNE3XIq2Ne1WlLnSSn19Kn+PAaWlpWVz5Wc+bMcf369StccehEvttuu7nnnnsu3rRJ6Pvo+4Xg0n5of7RfVnpN9b2Gn5FGzVVzUEWtI0DSKPdL4QNktdXyZU9QMfU96ASheleV3LZpTrpi0hBgndTqhomGCusqQlcWDRV71HBVXbmEmfPqY7z00ksr+nStuRR1+w80qbel6tPp++r7h33RflU610PVCFTYNbzmX/7ylxY7viwhQNJIn6hyb2YfIrnLd1RGw2p1UtB9/0o/LasvQSf24cOH+yGwdYekXn755X7inRZDqnZIaVKi5mZokmLdMNExafKfBqAoODRMVcNV1abhq+ozaKi6Q6lUZkivGYbCqlbYKBUJTQHtR1hLXfun/dT+WsVXWPrZqtJFQyGNPAIkrW6+OR8gKrbYiqvAVkqjjkI9J625XS7NldCJSkNu6w57LeWhW0a9e/d299xzT1XnHqj/Qh3BYRZ9Qw8Nk9fw1UrohKqy9uE1Dz300IpuFzUF7Y/2K+yj9rfSfVT9M90uDK+pcKLab8MIkLTSsMpNN82HSK9ecStKoFs2KmWhk4CGjJczVFUnkWOOOWaeUVJ6qMSHPvWrE1YjqXT1oT/1bxX+1DyD+Dkaoqq1vl988cX4W1VEhRzVyayw0vdRp/Ddd98db1Y2zZUJ/Se6ohkxYkS8Sapo/8KVl/a7GkUfNbghzN8599xz42Y4AiTdnn/e5c4Izi24YH6IL8qiBcr0y6/Cmxp1UwqdkBUEoayHHhodpTDR8NJSb03pVpc6Y7UP4TZLeCh8NHG2mjQJUK+t9cgrpaG0q622mn89TbjULbks0H6GCaLa/3KHEDdEfSF6PQ1ewLwIkLQ74ID8VUjHjnELEmi0kT6NqyNZcyqKUWFFrQESyo/oeeqo1oTXcq5cGvN87sPAIYccUhhGrIdGg1WrPlO1AkR1sdZZZx3/WhpwkLVS9drfsDCYjqPSZW8JkGQESNrpk7MKTCpEUn4bIS30yTPMezj22GPj5nloPkHdeQadO3f21aGbgq6ENOcjXOFo/sHtt98eb1a2agSIQlSl2/U6yy+/vL+Nl0Xab+2/jkPHU8niVwRIMgIkCwYOzAfI73/v3Fdfxa2oQ1cLO+20k/+lX3fddYvO5lYHeSihof4O1a5qDiqdvtVWWxVCS4s1VXKiq0aAHHnkkf41llxySTdp0qS4OVO0/zoOHY+Oy4oASUaAZIFOgiutlA+Rs86KW1GHZhPrF14dqsXG8d98882FKwGNWqqkpLuFhpyqczbsg5bLtd5yqTRA9LPQ8zVJT7ftaoGOI0w61PFZECDJCJCs0MgaBUjuxOiqdN+81mjNjdDHoBLhSXRCCWUsNAxUw3Vbikb7hLUrdNVkCZFKAkTlQsJQZw0PriU6Hh2Xjs9SZoUASUaAZEnuU7IPEVZtnIfKe4QZ26qTlES3rUKZcRUUTIPXX3+9cN9eQ481iqsclQRI9+7d/XM7duxYlQEDaaLj0XHp+HSc5SJAkhEgWaKOXa2nroq9FZZuqDWaY6FfdNWQSir7rYmFoc9Do6LSRPftw7yTXXfdtayTuTVANDRZz9OVW7Fbflml4wpXpjrechAgyQiQrOnd21+FfLzRRvnJhvDlQ/RLrr6EZ599Nm4uqLsGuvo8WvK2VWO0PkUYSnxWGf1dlgBRQGnxJj2vf//+cXNN0fHpOHW85QQzAZKMAMmYH2bMcI+2b+9Oyb2pR6WkJHlL0hDccEUxUKPVEmieh7bTp/zm7jAvh05W2k+V0Ch1Ep8lQDTiTM/RGiSlTpDMKh1fWMirnJF2BEgyAiSDRl5yiVsy96bWXIdy75XXEpUq2WSTTQpXFEmF9DTBLHyyL+cE0lK0qJT2VZPhSqmiawkQddjrOQrW1iB8gNBxl4oASUaAZJBOKKH20UknnRQ3txpaYU8/A433LzbCRuVJtK0mCWbBzJkzC2U5VPW3mHIDRFc22l4r89X61Ueg4wwrEZZ6ZUeAJCNAMurhhx/2b2ytDaGO4dbmscceK5Qq0VrjSTQzWf0j2rapZpg3hWuvvdb/H2udiq+KTCAtN0BU5l3ba52U1iSsC6PjLwUBkowAybCuXbv6N7dWaWtNpk+f7pZbbjl/7EcffXTcPA+VM9G2qm2VJbrSDIUYr7zyyri5nnICRK8b+gPGjBkTN9c0Ha+OW8dfyq1BAiQZAZJhkydPLgxPbE3rFYTV6NQ/UGydDY20CkNjddWSNQoO7ft6660XN9VTToA89dRTfltd2bRGYeVB/RyKIUCSESAZp/Wz9QbXYkdpHJZabRdffLE/XnWIa/JdMQ8++KDfXiXZkzrZ00pzWkLnf9JaIuUEiFY21LZ/+9vf4qZWQcet49fPoRgCJBkBknHqGAyfsEvpbM0yzZFQn4+OdejQoXFzg7SSoLbXeh5ZpZn1OoYzzzwzbiooJ0C23HJLv+2NN94YN7UKOm4dv34OxRAgyQiQGhA6Wzt06GCqo5QFWqY0LHK01157xc2NCmuIlzsDOU1uuOEGfwwqTd6YcgIk1L1666234qZWQcet49fPoRgCJBkBUgN0a0b3yPVG15KqtUhlR3R8Wi521qxZcXODNEdGI7X0SCpvknYaoqxjV/2uxkq+lxog4bUWWWSRTN7SqwYdt45fP4diw78JkGQESI0IfSEaqqq1JmqJFlzSsWko7tixY+PmRo0fP94/T2uYZ93SSy/tj+W///1v3OSVGiAqca7tdGXWmoUr02Kl6wmQZARIDdAncq37rTd6rV2FaA5HKFVS7ozpUCNr++23j5syp1OnTv5YRjSyKmWpAXL99df77XbZZZe4qVXR8evnoJ9HEgIkGQFSA8I8B81Ob9u2rf97lu/5BxpVttlmm/nj0WJL5d5yCSO2NAs963r06OGP5bLLLoubvFID5NJLL/XbtdYRWEEYiaWfRxICJBkBknEayqp747p1pUlSp512mn/Da22J0aNH+/kh4XHLLbf4S/a6X0vzI6xTocEB7xsW0Qq1j0qddZxmvXv39sfS2IJPpQZILf1MKhFm4he7qiVAkhEgGdelSxf/Bt9zzz39v7/88svCLZ9aedx5553RUZfmlFNO8c9X/1DWhT6uU089NW7ySg2QWvqZVCL8PPXzSEKAJCNAMixMktOIElWbDbTOtiafqVrvCius4CfRheVb1Veir6X9oSsoXVVpn3v16lXnqEtXS5+2uQKpLq5AqoMAySgN5wxLuPbr1y9urkdrfmu7zTffPG5KNZ0UtSaG9t1Sgp0+kHnRB5JHH0h1ECAZNXjwYP/G1tWFJtk1ZsKECW7BBRf0VyAvvPBC3Jx6Z5xxhj/O9u3buylTpsTNiRiFNS9GYeUxCqs6CJAMUjXa0M+hjvEkW221ld9OCxRlkUZehWPQTOxy6n0xD2ReYR6IlnZtzcJSvswDqQwBkkE9e/b0b2oNcU1a3/mOO+7w2y266KKpXsK1mKlTpxbKj2uUWamYiT4vjWbTdhruXe6w6Fqh4w7D3YuN7iNAkhEgGaOCguGW1PPPPx83F2gBInVG681/3nnnxc2Zc/fdd/tj0bH/5z//iZsbRS2seekDhbbVevKtkY47fLAqhgBJRoBkTMeOHf0buthKcqrcqu1WXnll9/XXX8fNmXT44Yf7Y9IILS35Wgqq8c5Lgyla80lRx63jL2VQCQGSjADJEHWg6s2sdZ0//PDDuLngvffeK6whce+998bNmaWrKp0gdVzdunWLmxvEeiDz0lwSbXvwwQfHTa2CjlvH39icmroIkGQESEbo5KlKtHoza55Hkv32289vt91228VNmadO5FBJtdgyr8KKhPP697//7bfV+6k1Cr9H+jkUQ4AkI0AyYsCAAf6NvNJKKyXeknr66af9BDzNn2hsxE7WhZOqgqSUY2RN9Pr0/tFVrLYfN25c3FzTdLw6bh1/0u9RQIAkI0AyQCNF2rVr59/I6kxujEZkbbjhhn67I488Mm6uKbqFFU6YujpLooq+KgWvYH3llVfi5tQKC4VpDe9ix1hOgIiGdWv7o446Km6qaTpeHXepw9oJkGQESAbsv//+/k287bbbxk31DBs2zG+nIa8zZsyIm2uKOtHVma7jVed6MZqNrm07d+4cN6WSjm+ZZZbx+1zKUsXlBki4jbXkkkuW9Em8Fug4dbw67lJuXwkBkowASblxY8cWbklNnDgxbi7QnIdwwmms3EWt0XBeDevVMSddmYlqhYXOaEtZlOYWrhDWWWcdfyurmHIDRFeruh2q51xzzTVxc03Scep4ddxJ86fqIkCSESBplnuTX7vRRm6H3Bv4uCLF70444QT/Rl9zzTXLmq2ddaF8va66NOEwSSgkqE71NE+sDMNM9aGh1D6KcgNEQl+ShnrX+ntGx6fj1PEW60+qiwBJRoCk2fXXu49yb97727d3cxJuSb311ltu4YUX9m/0Rx55JG6uaToxaIKdjl0lT5KG6moWd+gj0u3ANJ40NVE0XCmdddZZcXOjLAGiWzrqX9HzitWEyrpQA0zHW84tOwIkGQGSVp9/7tyyy+b+h3L/RZdcErfWs+uuu/o3eWstkKcii7/+dXu34orzueuuOyNuruftt98u1BE75JBD4uYWNWnSpMKQY/2flnqbRSwBIqE6r25/ZrncSxIdV7i9W6z6bowASUaApNVJJ+XDY801NZ4zbi0IxfF0BaIrkdbqkUf+5bbfXpPjFnJvvvlk3FzPqFGjfF0p/dz69u0bN7cIrSwZBgVsvPHGvk+rHNYAUf9KKPdSqyOywsgrHWcp/Ul1ESDJCJA0yn1Kdm3a5ANk9Oi4teD7775zB+dOGG1y26kPpLW76aZe7tBD53Mnnvg7N2fOp3FzPTfffHNhkS2tl9KSt7OeeOIJX65e+7Luuuu6Tz9N3veGWANEnnrqKf+z0IAEvU4t0fGE2nE6znIRIMkIkDRSmQ6FR5GJb19cdpm7PbfdKbnL8zmzZ8fNrc4333zpTjttDR8iV17ZPW6eh0JE80N0glCfSHN3rKu/RlUFwj5svfXWpvCQSgJEQp0xlXz55JNP4uZM0nHoeHRcpQz1bggBkowASRuV21B4LLywc2++Gbf+RMUEO3Tw23563XVxa6v1/vuvuN69F/EhMmbM1XHzPHQ7K/SJqP+huYb4vvbaa4V1TvRQfabGSrWXotIA0UTFcCtLc2WSBiNkgfZfx6Hj0XEVm4jZGAIkGQGSJrqNstZa+QDp0ydurU/3q7XdBhv44b74yb//fbkPkCOOaOs++ODVuHkeKu+9Qe7nGE7mOvE01Yx1FcHUPflw1bHEEku422+/Pd6sbJUGiKgTP5R6P+yww+LmTNH+6zh0PDouKwIkGQGSJppxrFDIfRJ2SbekVP8pdwJy88+vG9hxK3Iuv3wXHyJnnLFW7pN98U+f+vSveSJhCK0mb6p2lgYplDMaqjFau0WjvsJwaz1U9LLYgkalqkaAyMiRIwvhVs7iXWkS5gbpOHQ8lSBAkhEgaaF73z/eknJDh8at9WmNb223775xC370xRczXN++v/UhcuutyZMw69KMdZU9CSdRPXQfXeuJaFGq2UnBXodGUT300EPuxBNPLBREDI8ddtjBF72spmoFiGgBKwVoFkMkhIf2X8dRKQIkGQGSFv/4Rz4U1l9fN3Dj1p9ofQ9tl/uk7IrMvG7tJk16wvXqtaDr2XN+99JL5a2LogKMCo0wL6PuQ2usKwQUNFpeWCct/al/77jjjoVy4XUf6mc56KCDEtf0qESYKLfccsvFTSZDhgwphIhuB6W9T0T7F25bab+1/9WgUjJ6zdZSHqhcBEgavPrqT7ekkoZRagZt7tOsD5AzkifMIe/ee/v5q5Bjj+2Qu8h7L24uSsN71dGulQ3XWmuteYIh6bHGGmu43r17u3vuucfNnTs3fumKqczJySef7FZZZZV631chpnklldIneJVT0WuqXyito7O0X6HDXPtbjSsPlcXZN3eFH36mbdq0cYMHD65ooEMtIkDSIPcLn3uXOrf33nFLfeefn98u9wnYffll3IoGfP/9d+688zb3IXLBBZ3cDz9U9klat6bGjx/vhg8f7qvk6uojPC6//HJ32223+RN7qbe6yqW5DMcff/w8Vznqu9HVR+hj0S24o48+2jwsOFAfQlg7RLfy0jZPRPsThupqPyvt8/gy93t1+umnu7Zt2xYCKQws0GPVVVf1q1wijwBpafff/9MtqSlT4taffPSRy72T89tWYdROazJjxru5k+kSPkRGjhwQN6eabs2o9LjWdwl1q8JjscUWcz169PCViMMwVZV12Tv3QSRs06FDB188sJKJkhrFtPbaa/vX06Q8jSJr6bIn+v7aj1CNWftXyWgrUfjr9mT42ek2pYZbi+YMhaDSo0uXLu6NN96IXqH1IUBaki6HV1klHwq5Tz2JDjoov92WW8YtKMG4cSN8gPTqtZB7663qdmBXm8ptjB492o/aWnrppeuFhgJBfSnqoE8qCqhP5loGNzxPcyEef/zxeLOSKaA0GS/0i6i2lPpdKgkmC30/fd9Q20r7o/2yzvMQXVFumfu9Cj8rDXq477774s3cnDlzXP/+/QtLKusqT6tdzpo1K9601SBAWlKYNFjslpRKei+wQP4xYULcihLdeOOhP5Y6WSH3407XL736SDTKSx3xoaxJeOhkqQ5irelezglbVy9a1bBuCHXv3t0XlLTSLbQw4VAPlUjXOhtN3Teg19f3CSXZQyhaypMEH3/8sZ/AGa5idEV3/vnnFz0WjdTbc889C/uhRaquvvrq1A80aAoESEtSwbx+/Zx75pm4pb4ttsgHTcqqx2aNSp307796am5lff31l7krjRGuR499C/0M4aHCihoFNmbMmIrnoeh2T58+fQoFJNUhrM73L774It60JLpCUlVb9bnUPYnqllKp65eUSq+n1w0rCeqh76vvX25hxEABMWjQIB8Yej3VyVKQfKTbxGXQ/41ql4X90m001TVrTQiQtLvttnx45N7suY9McSvKNG3a6+6qq3Z377zzbNzULObO/dw9++zNvlZX795t3WabzZe74sifgLRSnopiPvts0+zb5MmTXdeuXeudiCsZsaRbaOpfCSsbhoc6+HVCvuWWW/ws/3Joez1Pz48HCuj76Psl3borRld5dUetaS0Z3cKy0lWHroyWWmqpwmvuvvvufhh4a0CApJlua+U+ifoAueCCuBUZMWfOTPf008Nyn5r/mguNNv4KKDx69lzdXXhhvyabH9IQ9a+svvrqhROeysc/U+wquAh19GsZ3nbt2tU76euhEU36dK7bZ7pFp+rHGrWmP/VvfV3tYeRT3YdeT69b6hrmjVFnuDrFw+uqs1yd5tWifhCNjqt7lXfqqaear/KyggBJM4WGwuOPf8x3uKNJfPLJO75/5KSTVnSHH/5zd8wxv3JnnbWeu/POPu69916ONy/J7Nkfuf/8559u8ODt3GGH/axeaJx55jpu5Mgz/dVQS9Htn0suuaTQ36LOaI3oqrS0iq4OdLLv169f7upqs3pDYEt5aHs9T8/X61RytSEzZ870c3hCZQGFlIbparhuU9BIsJ122qlwPBo5d/fw4fFmNYMASbPBg13uI41zDz8ct6BKpkyZkDvBLFbvBB8/SqWJio8/fqkbNKijnwFf9zUGDtzEPfTQuW76dHsHdlOYMWOGH8UUJgzqE/+AAQOqOvFRBSR11TNs2DB31VVX1Zs7o3/r62rXdtWiwQaap6NRa+Fkvs8++/gJgs1Bk09XW201t0TuSmTz5Zd3Aw84wL2jGnY1pvTfDqAGXXjh1v4Er6KL//3vKF9DS/0UU6e+mDupXZj7+p/jp9Sjq5eHHx7kzj13s3qB0bPnAu7887d0jz46JPcpuHlOWpWYOHGi22abbQonW/U/jBgxIt4sEzRarW7VgPXXX7+i0VpWusq78eqr3d832cQdut56rmduP4blQnPW9OnxpplFgDQHjaLR5L8uXZxbaql82RL92blzvpO8wlE2sAtrh3z0UemT0DS7fdSo891ZZ61fLzQ0x+TCC7dxTzxxpfvss+p9mm5Od911V71O8U6dOrmXXnop3iyVNDy5W7duhX1XHbOhQ4dWPIqtUl/MmuVuOvts12vDDX2QHLXFFu6B3H59WwO3pQmQpqahugqO3Bu60YeCpMw1sFEdffos60/+U6eWfpIcN+6OQmgcfvjC7uKLu+Q+4Q7NXb2ks1ZUudTvcM455xSGFmueRK9evVJbC0vlZTQsOZRxUUe21rpvqnIyVu9Nnuwu6NnTh4geJ3Xt6sZrLliGESBNbbfd8iGx+OLOXXRRvlyJPnnoXqwqhi6xRL5d26HZ3XzzYT4IjjyynRs27AA/Wkod57rKaMzcuV/4TvBnnrnRffVVy5b0aErqk9AoqbB2vBa/uij3HrbOv6g2XVloVvqyyy5buOrQGi5vJq3kmQLjH33Uh0cIkgtz4fx+yve5MQRIUxo9Oh8OqnPV2Ap3+rratd0jj8StaGLq7wiLT9V9HHXUorlA+bvv42jtnnvuObfpppsWTtIqKKhSKi1p7NixbqONNirskyofP5Kh359vc1d5D1x7rTtyiy18iOj21i0DB/rbXVlCgDSlffbJB0OxRXnUru1YIKrFvP/+xNxJcaC74opuvtRJCJKjj17cPJS31tx00031CjpqsaXmLiioYcb7779/oSaXhiFXMiu9palD/br+/X0Hu4LkmE6d3GO33ea+L6NkTUsiQJrSCivkg2HixLilPl2FaLsVV4xb0EKmTXvDDR68rQ+RIUN2jJtbLRUU1ByNUFBQ/Q3HHXdckxcU1LBiDS8OExU17PiII47ww5BrwTu5c8RATbL88bZW/+7dMzHslwBpSm3a5IOhWKVQTWrSdrlfSqSHRlLl+0d+ETe1eirVscceexSuRlSr6p///GeTFBS844476pU12Xbbbf2w41o0duRI16dzZx8i/zzxxLg5dQiQplRugLRtG7egBX3wwas+QI44gv+Xxqh4YFj2VQ/9vVoFBVXepWPHjoXXViVerX1S6+bmzgdj77/fTXv33XpfD1cn4dFzgw1c31zYXHzUUe7NZiyFUxcB0pS4hZV6/fuv5u6551Q3adIYN3PmFPftt1+72bM/dhMm3OX69VvVB4hWMkTjdNWhq4+6FXNV7txaUHD69Ol+jflQZl3lTQYOHFhxWZOsiwOkXpisv74b9+ij8VOaHAHSlLRErYKh2GJRdKK3mHj0VfxQJ/qUKfZqra2J+kHUHxIKCqqfRP0l6jcphcqsa93xxRdf3D9fw4cPOOAAN23atHjTVimERaDg/njqVHfF//2f//rpudBubgRIUxo1Kh8M7doxjDeldJvqgQfOcoMGbeX69v2tL3yoPo/TT/+Tu/32Y/xVCcqjkVkaoRWuRjRySyO4kmidcQ0PDs9RQcXnn38+3qxViwMk+GzGDP/1wzfeOG5qcgRIU9t553w4aMKgJg5qAqEmEr73nnMXX8xEQtQszRWpGwqaSxKHgsJG64uHbbTuuNYfx7waC5DZPwZInx3nHS0YnvPN3Lnu1nPPdcdtt52fc1ItBEhTUzmFHXbIh0RjD/3HU8oENUi3pTR7XbPYw20pzW5XcGg98VBmXbe7tN54qbe7WqM4QHQLa/r777ur+vb1Xx8+aFCdrfPCc6788TaXHuovqRYCpDmomJuKJioollzSuYUWyv+pf996K8UUUfPijvEwETB0uGudcSQLARA/VJzxziFDGizOGLbR0OBXnnzSj/CqJgIEQLNRZd8111zTB4f6RrSuOEoTB0fdx6ndurlnH3wwfkqhvamKNhIgAJqdallp0SeULoRBXXM++8xNGjfOnXvggb7tyWieTHiOtmsKBAgAZEBDARLM+PBD33bKrrvW+3rSc6qBAAGADEgKgxAgvTfZpN7Xk55TDQQIAGRAQ2EwZ/ZsN2n8+MItrLN79KjX3tBzqokAAYAMCGHQ2KP3ppu6yRMmNPicpkKAAEAGxIHhQ2OTTdwpu+zibhwwwE1roPYYAQIASCUCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMDk/wFlalry50DuQgAAAABJRU5ErkJggg==)
PN: 6H66-9-Y0
CAS: 360576-01-8
Molecule Weight: 271.13
Formula: C10H7BrO2S
![4-Bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-9-00
CAS: 5194-37-6
Molecule Weight: 257.1
Formula: C9H5BrO2S
![Ethyl benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-1-1C
CAS: 17890-55-0
Molecule Weight: 206.26
Formula: C11H10O2S
PN: 6H23-9-03
CAS: 7312-11-0
Molecule Weight: 271.13
Formula: C10H7BrO2S
TSCA: Not listed on TSCA inventory