![5-Chlorobenzo[b]thiophene-3-carboxaldehyde](data:image/png;base64,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)
| Product Number | 6H15-5-X2 |
| Synonyms | 5-Chloro-3-formylbenzo[b]thiophene; 5-Chloro-1-benzothiophene-3-carboxaldehyde |
| CAS | 16296-68-7 |
| MDL Number | MFCD02677690 |
| Molecular Formula | C9H5ClOS |
| Molecular Weight | 196.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H15-5-X2
CAS: 16296-68-7
Molecule Weight: 196.65
Formula: C9H5ClOS
![5-Chlorobenzo[b]thiophene-3-carboxylic acid](data:image/png;base64,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)
PN: 6H66-5-21
CAS: 16361-24-3
Molecule Weight: 212.65
Formula: C9H5ClO2S
![5-Chloro-3-methylbenzo[b]thiophene](data:image/png;base64,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)
PN: 5H66-5-01
CAS: 19404-18-3
Molecule Weight: 182.67
Formula: C9H7ClS
![Benzo[b]thiophene-3-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-1-Y2
CAS: 5381-20-4
Molecule Weight: 162.21
Formula: C9H6OS
![2-Bromo-5-chlorobenzo[b]thiophene-3-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABmnAAAZpwHui1w+AAACJHpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIE6RtRgwoMWApQX2Nii2khqIrUJ2rn8/yjkaL5kHH6JIfqRM0Zo87Ks1bI1rSltnRFBOwNS5Lcp6lZG312+jhDxMJzk6oWPdZOS9bT/GjO12O5q/m0rvbU1zW5Gjfbxvyp7PTlHrVkxyLtivl+d5x4zKuml1nRukmnLcdMpnm+u2W8U/UrBKu21Zs6M7q9z2GO235P7mdN8U5PNbHtE2QxSW5drA0rpKt7CVnOLNv8DK1Mbp1hSwOKBa0QC/fTp5ebL5pjJ1i6KPUOZ6PW/dJkdFZdcm32AwFL4/ZaQSCOjWVjPn9AG85NVagJagFegAdAg6Ah2DTkCnoAXHB+0CHYTCWq+NT/Z6+DC44jU8nq45Pl9dJ/7wbyyUzEhMw1QoiKgM4+g8BDSVKgWFNi5BUiHDCASVkgcw4lSJNPrURkEa4yxK0PVEHHkCB0wQUJXIBC2RwEFSHuMgqOLXszCNUpwlQafsBqxdksQQ0jBUfn1RGl+iHGNipdilVNPJwtbFlQhlkZGFIF0Nf5plI09lJGBdYRx2pg/gXa8B2Qd80S/A7B6g+oDfomEg6AN+Q4eBsA/47R8Goj7gm2UYiPuAb63hKiU3QDqcIe0DXdsOp/D23tZ1bX5h5F1G3KaRwwsT8qa6/0X+2vLzjzfIBDd9dR9hV23MzqcDijcnB7s6VhgeptM/GtydP781wN4AADolSURBVHhe7d0J/FTz/sfx7BWyRHJV3MhSdupasmfJEuq69v0q2ZcSWaJcKlQuuqioLOlSSkTK1iK0cElEQqXQnlYt3//vfX7/czrz/S3NfOfM/GbOvJ73cR4X5zszv9/UnPec7/L5VjIAADioZP8HAACSQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIsm/GDGPuvtuYRo2MqVHDmC22MGbnnYv/vX17Y374wX4EgBxEgCB71q0z5q67igOjUqWyD52/887i9gByFgGC7Fi/3pgWLYoDYpNNjLnwQmOGDzfmt9+M+fNPY37/3Zi33zbmoouKz6ud2utxAHISAYLs+Ne/ikNhu+2MGTnSPpto1ChjqlUrbq/HAchJBAgyb948Y6pWLQ6EYcPss6VTO7XX4/R4ADmHAEHmde1aHAZNm9pnynfaacWP0+MB5BwCBJl36qnFQfDKK/aZ8g0YUPw4BQmAnEOAIPNq1SoOgp9+ss+U78cfix+nxwPIOQQIMq9y5eIgWLHCPlM+tdfjqlSxzwDIAQQIMo8AAWKJAEHm7bYbXVhADBEgyLxTTnEbRFd7PU6D8AByDgGCzOvSpTgITj/dPlM+TftlGi+QswgQZJ7KlGgcQyVKVL4kGW+9tWH8Q48HkHMIEGTHAw8UB8L22xvz/vv22UQffFDcTu07dbLPAsgRBAiyQ5V1zzmnOBQ23dSYiy825p13iu8uVExR5UpGjDDm0kuLz6ud2lORF8hZBAiyZ+1aY9q23Xg59803L26n9gByFgGC7Js+vXhfkIYNjdlpp+LA0P8ffnjxPiA6DyDnESAAACcECADACQGCaC1aZEzfvsbMnWufARAzBAiis3ixMQceWDwQfuyx9lkAMUOAIBqrVhlz3HEbZlKde67dAkDMECBIn9ZqtGixITzq1zdmwQK7FYCYIUCQvuuu2xAeqpw7c6bdAkAMESBIz4MPbgiPHXYw5quv7BYAYooAgbs+fTaEh4oejh5ttwAQYwQI3AwbVryCXOGx2WbGDB5stwAQcwQIUvfxx8ZUrbrh7uPpp+0W5dP+IDfdZMySJfYZAHmEAEFqvvnGmOrVN4THfffZLcqnWlf+Y3v2tM8CyCMECJI3e7Yxu+++IQCuucZuUb7HH9/w2G22MWbqVLsFgDxCgCA5KlFywAEbAuDss1Mrtz5w4IZ9PlTOXXuBAMhrBAg2buXKxFXmRx9tzIoVdquyvfeeMVttVfxYbWvbv7/dAkAeIkBQvtJWmS9caLcq2+efG1Ot2obHd+1qtwCQpwgQlK916w0X/9q1U1tlPmOGMbvuuuHxt95qtwCQxwgQlK1Tpw0Xf60ynzLFblE27XG+994bHn/hhcasX2+3ApDHCBCUrnfvDRd/rTIfM8ZuUbZly4xp1GjD45s0MWb1arsVgDxHgKCE7954w4wNrzJ//XW7SdnWrDGmadMN4XHoocYsXWq3AhADBAgSfDxunGlatarpUHTxH1V0rHvmGbtJ2dRFdfnlG8Kjbl1jfv3VbgUgJggQBKZOnWqqV69edO2vZI4uOkZ26GA3KV+7dhvCo0YNY77/3m4BIEYIEHhmz55t6tSp44WHjpYtW9pNytejx4bw0CrzCRPsFgBihgCBWbRokTnggAOC8DjnnHPM2lRWmb/ySuIq8xEj7BYAYogAKXArV640xx57bBAejRs3NivSWWX+wgt2CwAxRYAUsHXr1pnmzZsH4dGgQQOzMJ1V5o88YrcAEGMESAG79tprg/CoXbu2mTVrlt2kTKu1yrxmzQ3hcdttdhMAMUeAFKiOHTsG4bHjjjuar7/+2m5SpiW//26eq1fPfOaHx0UXscocKEAESAHq1atXEB5VqlQxY8eOtZuUadmyZea4hg1N06LHPlR0fHXyyawyBwoUAVJghg4dajbbbDMvPPT/Q4YMsZuU6c8//zSnnXaa99gtio5Whx5qVrHKHChYBEgBGTdunHfH4d99PPvss3aTMq1fv95cdtllwWP33HNP89tvv9nNABQQAqRAaIxDYx1+ANx///12k3LdcccdwWNr1Khhpk+fbjcBUGAIkAKg2VXhVeatWrWym5Sre/fuwWO33XZbM3HiRLsJgAJEgMSc1nXsv//+QQCce+65Ka0yHzBggNl00029x2655Zbm3XfftZsAKFAESIxplfkxxxwThIf+Wf8tWaNGjfJCQ49ViLz44ot2EwAFjACJKd1l6G7DDw/dhaSyynzy5MmmWrVqweMfffRRuwmAAkeAxJTGOfyLv8Y/Ulll/sMPP5iaNWsGj7/99tvtJgBAgMSRqun6F/9UV5n//vvvpl69esHjL774Ym8KLwDYCJAY8ge99f+prjI//PDDg/A45ZRTvMWDAFAaAiSG9ttvPy8ANtlkE/PLL7/Yp8sUvnM57LDDzB9//GE3AYAAARJDffr0CYLgySeftE+XyR80Z5U5gGQQIDE0f/58s/nmm3thcMIJJ9inyzRs2DDTunVr8/PPP9unAKAEAiSmmjRp4gWICiZqYBwAokaAxFTPnj2DbqxUiiYCQLIIkJiaO3duMBtLJdgBIGoESIz5ZUxUjiSVVegAkAwCJMZ69OgRdGP169fPPg0AaSFAYmzmzJneWhAFSLNmzezTAJAWAiTm/va3v3kBUrlyZbOU7WcBRIgAibkuXboE3Vja2wMAokKAxJy2nvUD5LzzzrNPA4AzAqQAHHzwwV6AbL311mbFihX2aQBwQoAUgE6dOgV3IYMHD7ZPA4ATAqQATJ06NQgQ7e8BAFEgQApE/fr1vQDZbrvtzKpVq+zTAJAyAqRA3HvvvcFdyJtvvmmfBoCUESAF4osvvggC5Morr7RPA0DKCJACstdee3kBUr16dbNmzRr7NACkhAApIHfccUdwFzJy5Ej7NACkhAApIJ9++mkQINdee619GgBSQoAUkPXr15s6dep4AVKzZk2zbt06uwkAJI0AKTC33HJLcBfy0Ucf2acBIGkESIEZM2ZMECA33XSTfRoAkkaAFBh1W+26665egNSuXdvr1gIAFwRIAWrdunVwFzJ+/Hj7NAAkhQApQKNGjQoCpG3btvZpAEgKAVKA1q5da3baaScvQOrWrWufBoCkECAF6uqrrw7uQiZPnmyfBoCNIkAK1PDhw4MAufvuu+3TALBRBEiBWr16tdl+++29ANl3333t0wCwUQRIAbv00kuDu5ApU6bYpwGgXARIAXv99deDAHnggQfs0wBQLgKkgK1YscJss802XoAcdNBB9mkAKBcBUuD+8Y9/BHch33//vX0aAMpEgBS4gQMHBgHSuXNn+zQAlIkAKXB//PGHqVKlihcgDRs2tE8DQJkIEJhzzjnHC5BNNtnE/PTTT/ZpACgVAQLTv3//oBurW7du9mkAeaTSM5W8Ixuy8yrIaYsWLTJbbrmlFyCNGze2TwOoAItXLzaPf/W4Oeuds8zuL+1utu6ztancu7Kp81Id0+LdFqbvtL5m1dpV9sMIEGRf06ZNvQDZdNNNzZw5c+zTALLo31/922z3/HZBGJR17PrCrua1Ga8lPJYAQdb17t076MZ66qmn7NMAsqTl6JZeAGz67KbmvJHnmUEzBplZy2Z5dxsLVy00E+dNNO0/a29q9K9RaliU9t8yJTuvgpw3b948s/nmm3sBcuKJJ9qnAWRB9y+7exf/nfrtZD6a85F9OoHC5LIPLisRFgQIKsRJJ53kBYiCRIECIHsWrFpgtn1uW+/O48M5H9qny3TXp3cl/DsBggrRs2fPoBurV69e9mkAGfTY/x7zLvwaIE8HAYIKocFzDaIrQE477TT7NIAMOm34ad6FX2Me6SBAUGE0jVcBomm9mt4LIDtqvVjLu/DP/GOmfSolBAgqTPfu3YNuLC0wRLysX7/edO3a1Wy22WZeCZvBgwfbTVBBqvSp4l34V65daZ9KCQGCCvPzzz97JU0UIGeffbZ9Gnls7Nix5vDDDw++IPiH1gB9++23dnNkGQGCWGjUqJF3YalcubJXbBH5bebMmeaiiy5KCA1/rMs/tthiC3PrrbfSbVmB6MJCLHTp0iW4sLzyyiv2aeQJbRimnSarVq2aEBZnnXWW+e6778z48ePN3/72t4RzO++8s3nmmWfM2rVr7adDhjGIjliYPn16cEE577zz7NPIAwr+3XffPSEc9ttvPzNixIiEdhoT6devn/nLX/6S0FY7VH744YcJbZFZTONFbOgCoguJtrzVN1nkh8mTJ5tjjjkmIQx22GEH8/jjj5s1a9bYzQPqqmzfvr3ZaqutEh6rLxA//vij3RwZ4LqQUGVNwggQVLiOHTsGF5HXX3/dPo0c89tvv5mrr746YWxDFQVat25t5s+fbzcv04wZM0zz5s0TQkRjYffcc49ZtmyZ3RwR8+9CVMpk9NzR9ukEi1YvMpd/cHmJsCBAUOG+/vrr4AJyySWX2KeRI/7880/zyCOPmO222y7hoq96Zl9++aXdPGnvv/++OeCAAxKec7fddjMvvPCC3RQRu+rDq7wA0J3IP0b+w7z+4+tm9rLZXjFFhcakeZPMvRPuNTVfqFlqWJT23zIlO6+CvKQ+c104dHFavXq1fRoVbNiwYaZevXoJF/m6detGtrZDA+n/+c9/zE477ZTwGkceeaT59NNP7eaIkIoqVnu+WhAGZR1/eeEvJQbdCRDkBHVb+BeNt956yz6NCvLNN9+YU045JeGivu2225qHHnooI0G/cOFCc/PNN3tTff3X01qhyy+/nL1jUjR/5XzTekxrb2Oom8fdbJ9OoGq7CpIz3j7D1H6ptqnap2qwoVTzd5ubftP6mdXrSv55EyDICZ9//nlwwbjqqqvs08gyXchvuummCruQK7hOPfXUUoNr1aqSO+NhgzXr1nibRO3Qd4fgAq8gyHcECMq15557eheK6tWrlzuLB5njdyXpzyB88a6oriR1ne29994JP0uUXWdx8+6sd81+A/dL6HpSeIyYlTilOh8RIChX27Ztg4tEqjN6kL5cHczO1OB9nHy3+DtvP/NwcKgb6v6J95sVa+IxNZ4AQbm0NiB8gdDUUG089fTTT5tff/3Vbo6I/PDDD6VOp7333ntzajqtpg//85//THv6cJwsWb3EtP2krdmy15YJ4XHRexelXaYk1xAgKJMuYtWqVUu4iIUPXTSOPfZYb5HarFmz7IfDQb4u6HNdwBgn69avM32+7WN26b9LQnAcPvhwM3buWLt5LBAgKJW6KMJ1ktq0aWOefPJJc/zxx3ulwO0w0aE+edXR0mI0pEYlRfr27VuipMjBBx+cVyVFki2hEjdj5o4xhw46NCE4tE7juW+fM+uL/hdXBAhKdeeddwYXAN1lrFu3Ljj3+++/e1veaippeEZQ+DjkkENMp06dKBOeBBU19Csg+4eKGj777LMJ73u+KKuI45lnnukVcYyTn//42Vww6oKE4FDXVbtP25mlfy61m8cOAYISRo0aFfRp77jjjuV2T6n8t745q8Kr+ujtINFRv359c99995kvvvjCfnhBmz17trn00kuD/Vd0KJBvu+02s3jxYrt53tHfm4svvjjh74J2utTd7JIlS+zmeWX5muWmw8QO3qB4ODyavdPMfL/ke7t5bBEgSKC7i1133TX4wKdSB0v99y+99JL5+9//XuLbp39oWrDubipi+mmuWLlypXd3pkKV4ffm9NNPj+Ud27hx40psZFWjRg3Tu3fvvLzDevn7l71puOHgqP/f+mbk7JF209gjQBBQP/wZZ5wRfMg1k8aVujEGDRrk1dHSYjM7SHTUqVPH28Ro9OjR3msXgldffdXsscceCe/DPvvsY4YPH243jRX9+T733HOmZs2aCb/7oYce6v3554OJ8yaaxkMbJwTHjn13NE9MecJbKFiICBAEevToEXyw999/f++bchS0SvnNN980V1xxhdclZgeJDt31KLC07iGOmxmp+04TEMK/8/bbb2+6devmTVgoFEuXLjXt2rXzurLC78UFF1zgbaeci35d8qtX4FDFDf3g2LzX5ub6sdd7JdgLGQECj8qW+FNHq1SpYqZMmWI3iYSmdI4cOdK0bNnS7LLLLiWCRIeK96k0+TvvvJOR2k7ZNG/ePO93Dc9c0z/rv+lcodKmZWeffXbCn7v+3nXo0MEsX77cbl4h9HevS88uptr51Uyle4uDQ8dJb55kpizMzOcj3xAg8BamqRvF/yCrbEY2qP9bU1RvvPFGU6tWrRJBokMrnS+77DIzZMiQyO6IskF3Fbq70F1G+PfRXUg2JhMonD7++GNvnOGOO+7w7v7OPfdc7/V17LXXXsE/67/rvNppdp3GLDQWlg2asNGgQYOE96h27dreWFpFGjp0qPceVdq06Gc6pOi4spLZs++eZsiPQ+ymBY0AgVco0f/w6mJSUXThUumUv/71ryWCRMfWW2/tdXUMHDgwp1Zj2zSeEQ5kHRr30PhHpkybNs2rDqD3p6w7u1QP3QlqQoTW/2TqjlR0V6rXsLs3jz76aDNx4kS7eUZpH5yTTz454efYtu62pvPAzmb12vy+G84EAqTAaeGX/0HRNz9VfM0FkyZN8srJ20X7/EPdHeecc47p379/zkwJ1QwqzaQK/5yaaaUZV5m4e9LFTjPaNBnBfn/KOlSQUWHmH3aBxvIOjVOprHumZtAtWLDA3HDDDV4pFP81NZ38yiuvzHjZHP29151waa89d+5cuzn+HwFSwLRi3C+Gp375XJ0No2+/Wph24IEHlrio6dCAbNOmTU2fPn0qpP6S1mxo7YZdZl1rPLTWI0oaH/j3v//tzV6y3wf/0Mpv3VV27drVm4atoNnYQL3Oq526ClUkUfWt7CKO4UPdOwrGTIzj6Odo0qRJwuuppI6qHEQ9JqYJG0899VSJID3qqKPMhAkT7OawECAFSt0GRxxxRPCB0eBlPvj++++9/ScaNmxY4qKmwy/2qHGcTH9z1BiOVotr1Xj4Z9Cqcq0uj5IWbD744IMlXkuHupp0wR8wYEDkv7MC+bXXXjPXXXedVwXYfm3dCeqb+08//WQ/NG0KM28cIvR6+neNT0RB4y+abRh+ft2Fv/jii3ZTlIEAKVDhKrsqgpePU2d10XrsscdM48aNE1Zz+4f+m8qwaHryzJnRVkHV4L/qVIVfT3WstCo/yjUtmgKtuy+7bLpW/avAoi6mG7u7iIp+r/fee8/r1rF/Ht19aSA+6gDTHUfnzp1LFPXUHYruVFxoBpi6P8PPpyBUtYRcmQGWLwiQAqSLgF+qRBVTo764VoRffvnF64o44YQTyiz2qDsuXYxUZdiVKuLqwh1+Xk1/ViBrJX6UNBjvb+jlH5rVpbGhTHQdpUILRVVp1y6cqAu9usCiDjWNgSi47LLxGjPR2EkytAZFY0Z2pePzzz8/I3dQhYAAKTC68IQrvmq1eNxoCqqmr6rYo71gzT9099CxY0dvm9ZkaNaX9uKw631pz450Aqk02mNDs+HCr6Ogf/jhh3NmwoBPXaGayGDPOtO/jxkzxm6eNo1LaHZW+LU0e0uzuMoqG687p+eff77EKngV/MzVcb98QYAUGBU99D9ArVq1sk/HjsYO+vXrZ5o1a1bi4u8fGnRWOGgxZWm0+5/d/68BZq2aj9oHH3yQEPDqhtM374q+49gY3XFo0D5ctkZ3ghpby0T3qNaJaLwi/Gei9SQa1wjT1HB7vEx1uLTeJR/rcOUaAqSAaPZO+MOmboio6du/9n544oknvMFVrSPwF6zVq1cv+Gf9d51Xu3fffTcrs6d0F/Hyyy97XVBaUxK+qPiH9vZWqY1PPvnEm66qPU7C5zVbRwP0UV8UdTHTWEe4+00hpQtgPpkzZ06JCrwao8pEmRKNVyigNH4Rfj2tcB87dmyJn0N3o7fffnssKh3nCgKkQGj1s/8NXP//1Vdf2U2caH2Dpopqls6+++6b8IFN9VCoaZ3B22+/HXkfuk3hOXjwYK/Yoz1AW9qhQeKbbropI+tk9B7a29dee+21GVk7ki1a7BkeaNfsMYVyJiicNI5h/5mFDxUJjdteJLmAACkA+qambhr/w6TB5nTpG94111xTYjZOaYf678OL1+zyHqUd6mZQpd6ogq48munz1ltveV1F9noAHRpLSXasJFX6NnzccccFr6Uw08U3DjQwrfUU/u+mEv+ampspGs+w18foS41qqiEzCJACoDUC/gdKt/fpeOONNxK2ug0fKqFx4YUXerNzdBexsW4LXWA000jTbNWtZJey8A/tZJetRV0aiFWY+K+t3zVTNLPooIMOCl5LffpTp061m+U1vZ/hv3/qouvZs6fdLDLqCvRLuWg8pqyBdUSDAIm5//73v8GHVwULk53yaCtt3YMO1a26//77I7tTUFCoHlZ4Uyv/0EB4NvZbV/eW/5paTZ4JuvMIh4d2bSxv58d8pxlv/u+qiQHPPPOM3SQy/uZV+ruJzCJAYkzf8P3uIn3zUwikSlNKVQ3XvpjrTuajjz6ym0dG3xy1SC68Wl6HukE02yeT3ywzHSAa2wh3W+kuxzXY84mm0vqTBLSeQxMaMoEAyR4CJKZ0gQ33P2uaaqqGDRtWolupRYsW5ssvv7SbZpT6sA877LCEn0PBkqlv7JkMEHWxhNd46M6jEMLDp10J/aoBmpigjcaiRoBkDwESU1qt7F+ktPAqlWmnCp82bdoklAdRVVxtBFVR9PNrrCS8zkAze+x5/1HIZIBoqq7/3BrziEMVgFR17949eA/05xn1BAUCJHsIkBjSYjS/q0BdWKmUaVC5BxUj9D/gChFtNBR1FVRXuuCG76z0e6prJEqZCpDwn4tmW7nWcoqDu+++O3iPdRcW5f4uBEj2ECAxowV54VXTqWxipPGOcFeRqrxqRlKu0RoRLUIMh5wWJEYlEwGi9za8wjwuU3VdqSsvvHeKZu9FhQDJHgIkZjRTyf9Qap1GsrSCPLx5k2oZqXBgLtOK8HBxPa20j0ImAiQ87qFFgijeQErrgvz3RZWMo0CAZA8BEiMqKOd/GLVwMNnS1Oq2Ct95qHZQtvbETpfqVPm7yKl7SKvi0xV1gGiti/98Kk+SzyvMo6Yta/2Cl7rjjaLmFwGSPQRITGhmVLhUyf/+9z+7SanUHRQe81B4RF2WPNMUIv6Av6b5fvbZZ3aTlEQZIAoLvyS77pbyrbZVNoTHQzRlPF0ESPYQIDGgC54GIv0PYSrjAZpt5T9OXVhRfAOsCNpe1f89dOFIp+x5lAESXkCnUikoSSHr7zyoLwLaryYdBEj2ECAx0LJly+AipTGQZGmdh//NXd0HuT7msTHh6qsqkugqqgBRKXm/VpjW0+RLt2BF0HRs/++itgROBwGSPQRIntN+1f7FTrOvki2LrllBfuFAda3k4myrVGksR+XY/fdD742LqAJEe5j7z6PNoFC+8AQQjRu5IkCyhwDJYypWqEq3+rBoADmVDY50YfQ/rFrnERfjx48PBtW13arLnidRBIgmMGiho55Da3HS6VIrFJMmTQruQtIpYkmAZA8Bkqe0Mlsb9fgXOg1EJks1sfwPqsY9cmWRYFSuv/764H3Ryu9URREg4c27VBUAyQnvmKmNxlwQINlDgOSp++67L/igade8ZIsLan/ocFXdiixPkilaX+DX8NLOg6lODIgiQPx9KTQjLtXXL2SaQee/9yrx74IAyR4CJA+pCm64VEkqg98aOPc/oCqMGFfdunULfk+Vm09FugEyZcqUtC+CheyQQw7x3rutttrKqdAkAZI9BEie0QdKRfj8C1SqJTH8zaDUhZXsWpF8pNpK/l2IxiJSGQtJN0DuvPPO4PEqSY/UaEMy//1LZUq6jwDJHgIkz5xzzjnBh+vqq6+2T5dL29D6j013Z8J8EK5IrDLiyUo3QDR4r8dqanSm93aPI80k1N2H3kOXKb0ESPYQIHlEW4H6Fzbt9ZxqBVPVxvIfr/2j427OnDlBV9/JJ59sny5TOgEybdq04LHayhVu/MF0TTFPdQyJAMkeAiRPaMvYKlWqeB8MfTv7/PPP7Sbl0mpff3dCrZXQYHohOPHEE73fWUGiPciTkU6APP3008FjBwwYYJ9GktR15b+P2pY5FQRI9hAgeUAXtAYNGgQfKPURp2rw4MHB41MdVM5nvXr1Cn5vXdyTkU6AXHDBBd7jNMY0d+5c+zSSNHXq1ODPQJUWUkGAZA8BkgdU/tv/MJ155pn26aSE10bobqZQaMW9v+ZFF/dkpBMgNWvW9B6nashIT61atbz3UsUoU0GAZE9WAqTlYYeVelzbqJG57aSTzKNF3zDeHzjQrInZgrYohO8ctCFRqv3BPo2Z6Dl0gSuU7iufLub++5cM1wBRrSv/cVdddZV9Gik6//zzvfdSXwBSqRBNgGRPhQaIfXQs+ob4x6JF9sMLlrZv9aeiajDRtUqpulL8b+FR7vyWL1q1ahVc2KdPn26fLsE1QMKz3Lp06WKfRorU1eq/n9o3JFkESPZkNUBs69auNQuKLm5jXn/d3HrCCV6bfg6lJ+JIpUqOOeaY4AN011132U2SptXm/vNEtWtfPundu3fw+7/xxhv26RJcA0RThf3HRbGxVaHTGif//dSeL8kiQLKnQgMk7Ktx47w26tJC4revI444IulSJaUJz2gZMWKEfTr2tHLf//0fe+wx+3QJrgHSrl274HEaBEZ6tNDVfz9TqfVGgGRPzgTIymXLvDbXH3WUfcoTfo5vJ0wwz955p2nXtKm5rujiem3Dhlbr/DZmzJhg/YL2k5gxY4bdJCU33HBD8EFUBd9Co/Ug/u+fzH7krgESrnCcysp3lE7jHv77ecUVV9iny0SAZE/OBMiUjz/22jxw/vn2KY//HEN69gz+2T9aFf2FiYuFCxeaOnXqBB+cKNYSNG/e3HsulTkvtAF03xZbbOG9B8mswHcNEL9KgF4L0fC/SOnvcLIIkOyp0ADRGMjC334z44YONbeeeKLX5qNBg+xmnnBgPHz55WbqJ5+YlcuX283ynn+x1xHVFqhNmjTxnk8LCQuVPxlB+79vjGuA+O+z9mhBNPzFr6lUEiBAsierAVLecXfRN8PRgwfbDw347TpddNFGp/vOmjbNPH7jjd704KiPOy+5xFzSrJk54fjjzfERH9pR0L9w7bPPPimXKimLxlD0nCrCWKj8u7pkNipyDRC/UKVeC9HwC4fq73CyCJDsyZkA0VhGr/btzdKFC+2He/x2k5PYda/v/feXeP6ojjPq1TN7V69uNvn/C0ymDpVdj8qBBx7oPadCqVD562D0XmyMa4DwPkdP72Wyf24+AiR7shogtvXr1pllS5YUD4rfdZfX5t7mzc2KUhYN+c9RVsCE6fnua9HC3HXWWZEfVxXdKZxwyCHmr3vsYfaI+KhatWpw4dK32agquXIHwh1IvuIOJLdVaIDYBnTp4rV7o5SaRf5zKHTial3R73bssccGFy/tKxEFxkAYA8lXjIHktpwKkHmzZ3vt7v/HP+xTST9Hvps1a1bC6vNRo0bZTVLGLCxmYeUrZmHltpwKkDV//um1u+Hoo+1TST9HHGgVs38BU/0m1VhKB+tAWAeSj1gHkvtyKkD8O5BbTjjBPpX0c8RF69atgw/PGWeckdadAyvRWYmej1iJnvtyKkBe7tzZa9fj+uvtU0k/R1xoA6j9998/+AD16NHDbpI0amFRCysfUQsr91VogGhAfLk1C0vH1+PH203LfI44mzJlSlq7EPqoxks13nxENd7cl9UA2dih/UHeK6N0RyEGiPznP/8JPkQu+6D72A+E/UDyDfuB5L4KDRDVsLrpmGO8fUAGPvqomVNO0cBCDRA599xz074wsSMhOxLmG3YkzH1ZCRCkRwUW/QVVOl555RW7yUaxJzp7oucT9kTPDwRInhg9enRCifcff/zRblIuDcr7i7Lq1q1bMN1YJ554ovc767379ddf7dOlSidAFFL+Y6OopFyowjMH//vf/9qny0WAZA8Bkkc6dOgQfKiOPPLIlDeZuuaaa4LHK5DiTus//NBNZSVzOgEybdq04LH//Oc/7dNI0llnneW9h1pMO2/ePPt0uQiQ7CFA8oi2uW3cuHFwgWrfvr3dpFzhWULJrMjOd/fcc0/w+2qKbbLSCRDZfffdvcfutNNOkdUzKyTz58/3Zh3qPWzUqJF9eqMIkOwhQPLMzJkzvVpL/rez95OoThzmF/xTH70WasWVZqv5JWF23nnnlFaGpxsgqmHmP37o0KH2aWzE448/Hrx/6spKFQGSPQRIHho0aFDwAdMeIqnc4qtMvP/YFi1a2Kdjo1u3bsHvmeqkgXQDROt3/Mefd9559mlsxCGHHOK9d7oLWbBggX16owiQ7CFA8lR4cZz6i5OlwfODDz44eKxWqceNLjr+3cfWW2+dUsBKugEihx56qPf4ypUrp/z6heyzzz5LO3wJkOwhQPKULnINGjQIPmyplCj58MMPg7URe++9t1m9kR0e8014zcsDDzxgn96oKAJEfx7+c2gsBsnxB891vPvuu/bppBAg2UOA5LEvv/zS+4arD0uNGpXN1Klf2E3KFK4ce8cdd9in89b48eO9svX6vTSYncrYhy+KAFm+fLk39qLn0PTpJUuW2E1gmTRpUvDFJpmNv8pCgGQPAZLnnnrqqaLwqGTq169kLrtsP7Nq1XK7Sam0Qrt69ereB02D8W+99ZbdJO8sXbrUW+PiX/xfe+01u0lSoggQefDBB4Pnefjhh+3TsDRr1ix4v4YPH26fThoBkj0ESAzcdtvZ5tRTK5lLLqlk+vdPfu2BBtT9b3yacprq4sRcc/HFFwcXoEsuucQ+nbSoAmTRokXeok89j8Zk0t3XJc60cZr/d9Fl6m4YAZI9BEgM/PHHAtO2bS3TsqXKPqhyafIrd9u0aRNcLDUekq8Dvp06dQp+D1040ukyiipApGPHjsFzXXnllfZpmOIqCXvttZf3HilE3nvvPbtJSgiQ7CFAYmLatA/Ntddu5gXILbdsb+bP/8luUiotdNM+4f5FrmHDhilVPs0F2ivC//ZatWpVbyZPOqIMEF0cVQxQz6WuwnHjxtlNCp42i/Lf78suu8w+nTICJHsIkBgZOvTe4C6kS5ejzLp1yZU60djBYYcdlhAi+dLdovDwB81VtiSKjZyiDBBRf77/fAcccIAXKiimfT623HJL771RN2oUd8AESPYQIDGybt3aouA4OgiRIUOSnz6qwFAXln+h22effXJ+TER7pehbvf8zpzKVuTxRB4iES/Insy97IdB6nT322CN4X/r27Ws3cUKAZA8BEjPqulIXlgJEXVrTpn1gNymTZmaF70T0jTAXZ2ep2+3GG28Mfk51X7mUvChLJgJE7602tPKfV9u1FrJ169aZ008/PXg/otwpkwDJHgIkhiZNejW4C2nXrpZZtmy+3aRM6s4Kj4no4qx1Irmy2FC1wI466qjg51O31fPPP283S0smAkQ++OCDoDpwtWrVzNdff203KRjhcY/69es777RZGgIkewiQmHrhhWuCEHnqqdQq76pMvGZn+QPTOtS9VZFlT1SJuEePHmbbbbcNfiYt1NP0z6hlKkBEK+P959YmYQrEQtO9e/fgPdCf5zfffGM3SQsBkj0ESEytXr3cdOiwXxAiH3zwpN1ko7ROxK8p5R8qwKgV8Nn0zjvvJHSt6TjiiCPMrFmz7KaRyGSAqOsmPB6ib98uBQPzlcrq+19MtthiC/Pmm2/aTdJGgGQPARJjs2b9z1x/fWUvQPT/s2enfuFX372mVoYv3jq0n8hHH31kN4+M7oJUCl1BEX5dTdPt2rVryptppSKTASKahXXccccFr6GyHYUQIupq9LvwNPnh5ZdftptEggDJHgIk5t5//4ngLqRDh/rmzz9Trw0lKsAYruLrH/qQqlz6V199ZT/EyYQJE0zbtm3NrrvuWuK1VOpixowZ9kMil+kAkcWLF5uDDjooeB3diWTqjioXhBdU6g7kmWeesZtEhgDJHgKkADz55FlBiLzwQkv7dEreeOONYFMq+9hll1282TTaEOjtt982P//8s/3wBD/99JO3RkJjGyrdbXeX+ceZZ57pBUu2hPfz0ISCTNEe7eEQ0ZjI1KlT7WZ5TXeK2trX/x11B9KzZ0+7WaT86ej6EoLMIkAKgGZh3XHHbkGITJrkVmQwTNvjao91v9ZTeYd2UNR8f/9QdVq7jX3UqFHD3HrrrZHd2WyMZkRpgPvAAw8s8bO0bNkykgVupdGdSLg7S7Oz4jLFV18QwjPm1P04ZMgQu1lkpk+f7nWt+q+nDamQWQRIgfj22/dNq1abegFyyy07mAULyr87SJb687X6+7rrrjP77rtviYtvKof2N7n55pu9u5ds7CWu8uHaqyO8gLKsQ6GnXQ4z8XPpPWzevHnC62mxYT6vWFcIhr9caMbcJ598YjeLhKaet2vXLljR7h8nnnii3RQRI0AKyJAhdwd3IV27NvZWrkdNK9pHjBjhLezTYr+///3v5vjjj/eOevXqBf+s/67zaqeNg+bPT36tSjo+/vhjb4xF/eN2SOjQDoYXXHCBdwF88cUXE1ZK69AK/XRKjZdFs7N0B+QPMutQ2ZN8q501Z86chKrIOho3brzR7kwX2l1Ts7pq1qyZ8HraDXLMmDF2c2QAAVJAVBurc+cjgxB544377CaxowuzJgAorGrVqlUiMHTom7Jmmql7xf7Wv2rVKq/S7zbbbJPwmKZNmxbd1X2b0DYKWmwYXrGuAWdV8c1UF1pUdGem2XHhdToKww4dOnhreKKmLlR/sNw/1O3Zu3dv788c2UGAFJj5839MKHXy3XeZm4pbUTRwq0WPGrvQwL4dGDpUpuXqq6/2usuSWWU/e/Zsb0ZWeHGl1jFonEb7fkRJU6fDa0V0aBxJm1KlU6Y+E/Re9+/f37szC/+8+vdM3AVo4eVFF12U8FrqutJdZa69N4WAAClAEyYMDO5C2rWrbZYty/81CLpT0KI0fVsvazaXZuW0bt3a22/C9Vuxtsy1Z6Gpf//ZZ591fs6yqKvMLwXvHxqL0bhNRd+RaKqzZttp2+Dwz6dJAI888kjkY0V6PXXxaSA+/Hqaoffdd9/ZzZElBEiB6tfv6iBEnn66hX06L+iiMmjQIG/3wXDXSfioU6dO0R3XLWb06NFen3kU9Dz9+vVL6GrSoXUy6i6LkoJRF057tlvlypW9qc9abBn1xbos+r0Vvgpp++fR3dgVV1xh5s6daz8sba+88kqJoNpvv/28sTZULAKkQK1atczcd9++QYgsX77QbpKTVq36o+gi9pK58cbzir7tJn4b9Q99a7/zzjvNp59+aj88Utp4q3379t500fDr68IedSl8dZNpj3Xd7di/r7rjtNZiwIABkV/ANblBe8trlt1uu+1W4rWrVKnijS9pym7UJk+ebI455piE11NXnu58MlmJAMkjQArYL79MMf/61+FFF54b7VM5ZfnyRebjj/t6CyJVkqVZs0rmoIM0+J34jfS+++4zX3zxhf3wjNPqeHsaru4Q1NUUZZVZWb58ubfviWYa2Rfz8Htx1VVXeYPammKtNS4bu0vRebXTRAJ1QSmQNAvMfm7/0Ba0mlyQia40jQFpfCq814s2DVP3Y7Zm6yE5BAhy0tKlv5sxY3qZHj1OKbpwbBHcKem48MJK5sgjK5mTTz7Eu4hlYjaUi/fff7/ERVff2rVrYibogq87LXXT2Rf4so7q1asnLOrUv9ttyjo0hqR1Opm6s1OIKbzs7jGt58h2AU8khwBBzli06BevavCjjx4f7O9uH507H2HefruLmTs38zWxXGggXTslqlspfBE88sgjM3bhlWnTppmnn37aW8NS1syzVA/9Dlqv8+STT3rlXTJJlZ+1Tij8+nXr1jWDBw+2myKHECCoUNpBceTIx7yFjXZY6NDq+UceOda8997jZuHC/Nk7Y+HChd63dQ0u+xdETQG+/PLLvcV2maauJS2a1LoIbQimAW5NDfYXcqoLyv9n/XedV7tevXp5ixe1IDQbtBfIKaeckhAcmhDx0EMPJTW9GhWLAEGpND4ycODNplOnQ4ouhNsV3RFsbm6/vYbp2PHAom+6fzcfffR00UXqB/thSfntt+/N8OH/8sZf7MDQodfq1u0k7zWWLIl2UDjbdIE89dRTuUBaKjpgEQ0CBCUMG/ZAmV1I9pEsBdKwYfebBx44oMRz6Ljuuq3Mv/99etG33+dS2oI3X9BFU8zv4rPHXjLdxYfMSP4KgIIwfny/4C7gpZdam++/H+PdBaxZs9r7/5kzJ5vPPhtg+vf/p2nfvvz9Fn76aaJXf+uee+qVCAwd119fpehicq755JMXzMqV8V9FXOiDxNmeZIDMI0CQoFOng72L+/jx/e1TSVu0aHbCdrrh48YbtzG9el3orYbXtruFSNNUNU22UKapljXN+d577418mjOyiwBBAnUl6ULvunOhfPLJiwmhodpbzz13mfniC62azt8S5VGL+0K5bC60RMUgQJBAe4Xooq+uKlda5a5SKS++eK2ZMuUds3Zt+YvYCl3cSnVks9QLKhYBggS9el3gBcj99zco+pbIoGa2xKVYoIpNNmrUKOF38ItNUmY9fggQJNBOharQ63c/3XXXHqZPn4vN228/bCZPHuQt9kPmzJo1q9Ry5W3atMnpcuVllbu/7bbbIi93j9xBgKAElXd/7bU25vbbdy4xCK5D6zc0zoHM0WK+fNgwKdsbbiG3ECAok7a8/fnnSV5Nqldfvd10797E3HBD1SBInnnmvIxsi4ti5W3ZqvL0Fe3VV1/N2pa/yE0ECFKi2VkfftgzCJIRIx6xmyBiS5cuNe3atfO6ssIXa9W9ysRe4xujiscqgRL+WbTRVbdu3TZa9RfxQoDAydixfbwA6dChvn0KGTJ9+nRz9tlnJ1y4tR+H9h1XmfdMU30tbROsvc7919c/679loqw7ch8BAicaJ1GAaN0IsmvUqFGmQYMGCUFSu3Zt89JLL9lNI6G7Ct1d6C4j/Jq6C6mI/VeQOwgQOFm8eI4XILfeuqN9ClmghYYqs27v/3700UebiRMn2s2daTxD4xrh19C4h8Y/AAIECbp3PzmpRYTaxVABogKIqDgLFiwwN9xwg1cKxb/Aq0SK9i3/9ddf7eZJ0/4ip59+ekJwbL311t6Mq5UrqSaAYgQIEvgzrLp0Odrb3GnWrP+ZFSsWe7Otli79zXz11XDzxBNneG1atdqk6ELDyuJcoA2fmjRpknDBr1atWtGfY5eUysYvXrzYW7thl1nXGg+t9QDCCBAksNd8lHVoFpb2KUdu0Z7m2iwqHCT696FDh9pNE2htiVaLa9V4+LFaVa7V5UBpCBAk0A6BKumuWlYPPdTI3HXX7ub66yt7g+Vt2tT0tpt9661OXsVd5CbdcXTu3Nm7AwmHge5QtI+6TfWpVKcq3FZ1rPr27eutRQHKQoAAMaUxEI2F2GXjNWaisRNVxFVl3HBwqHKuKuiqki6wMQQIEHMTJkzwZmeFg0LrR8LjHDq0Z8cPP7htU4zCRIAABULrRLReJBwaOrRLoHYLBFJFgAAFRCvWtfOhgkNdW48++qi3TzngggABCtCcOXMos460ESAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACc/B8fpTmf5wRA/gAAAABJRU5ErkJggg==)
PN: 6H15-D-X0
CAS: 680212-97-9
Molecule Weight: 275.54
Formula: C9H4BrClOS
![3-(Aminomethyl)-5-chlorobenzo[b]thiophene hydrochloride](data:image/png;base64,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)
PN: 7H30-5-23
CAS: 71625-90-6
Molecule Weight: 234.14
Formula: C9H9Cl2NS
PN: 6H01-5-01
CAS: 306934-93-0
Molecule Weight: 198.66
Formula: C9H7ClOS
PN: 7H37-5-X3
CAS: 16296-79-0
Molecule Weight: 193.65
Formula: C9H4ClNS
Melting Point: 119-121 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900