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)
| Product Number | 7H37-5-X1 |
| Synonyms | 5-Chloro-3-(cyanomethyl)benzo[b]thiophene |
| CAS | 23799-60-2 |
| MDL Number | MFCD00052508 |
| Molecular Formula | C10H6ClNS |
| Molecular Weight | 207.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H37-5-X1
CAS: 23799-60-2
Molecule Weight: 207.68
Formula: C10H6ClNS
![(Benzo[b]thiophen-3-yl)acetonitrile](data:image/png;base64,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)
PN: 7H37-1-0M
CAS: 3216-48-6
Molecule Weight: 173.23
Formula: C10H7NS
![5-Chloro-3-methylbenzo[b]thiophene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB5SAAAeUgEC9+lnAAACAHpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnWafPIEkRtBgwoH1ZOmBvg2IrqQFbKmTn+vejkiaNkc6DD1EkP8oiKU8fDm0DO+O72tkZEZQTMLZ0VW03M/Lr9XuUk4f5tEQndLTdjLz1/fuEsf1+T8s30+qDs7R0LTnbJ4euHvjsFXV+wyTngv1+eV6emKi2Xa9taZDq6kl3Uj67Uvenr/jHEqzVfldbdnZnrd+do/2RPNycHrqKfO7lEW0LRGFdNwbWzre6h53kFG/+DTbGGq97U8HqiGpFY9z7fPry5Mpta2yPYohQl7pZ9n5boqJ1jSm3GAyFH08z0goEdO/ahff6CEEKai1AS9AKdAw6AZ2CzkDnoAvQguMjMMeNCYu8Ht8NfimEawmPl6sJL8yNDBVJ4yIDSYVMUhBUSh5fZoomBZcQ00KqAlIqkyy9DBnahLrYzp4Ejhgxwo0KpSCSNInzDCJBFZc5RJiWJC3CmCicY6JUJq9TdOfZeczj4Rj0mAl2TcV8unK2uhGhrmZkhfsOLj/NupMfaSLgfGU87jMECK63gBwCIalXYPEVoIZAKME4EA+BULBxIBkCobzjQDoEQjOMA9kQCK0zDuRDIDTaeFqLO0Dw8SWCfVC6jzYeZcRd9f6LyLvsfo2wm/5il2OJ4t2RZTfnmeFfbP4XHJJ34FmqahIAADy4SURBVHhe7d0HvBTVocdxokRBAoodxF6wgIYAYov6KPoiFkieiQlRMQF5ElEBUbFFI0jzGWssBJGADYgCKqBIwCgiqAQjikYFlF6ULhjE8/hPMpPZs3vv3T07s3dn9/f9fObzUXZmdubs3vnvzGk1DAAADmrY/wAAQDYIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUCAIrJlyxb7n4CiRYAARWDp0qWmRYsWpkaNGqZ27dpm/Pjx9ipA0SFAgGq0detW069fP/O9733PC4/wcs4555iPPvrI3gQoGgQIUE3Gjh1rDj300LTgCC+77LKL6dWrl1m3bp29OVDtCBCgwN59911z5plnpoVF/fr1zbXXXmtOOumktNf22WcfM3ToULN9+3Z7d0C1IUBismjRW+app640/fr9wPTsuaf53/+taa65pr655ZajzODBp3mvzZ79lPnyy8/tTVGiVq9ebbp162Z23nnnlHCoWbOmueKKK8yaNWuCdUeOHGkaNWqUFiTf//73zauvvhraK1B9CJCIbd260fzxj78wl19eI+sFpe2f//yn+f3vf+/dYdiB0Lp1a/Pee+/Zm3g2bdq04wfHLaZWrVpp2/30pz/d8SNlkb0JUFBcvSK0ffs35q67zkgLiKoWlK7Jkyebo48+Oi0ADjvsMPPss8/aq2ekoFBg2PtQsChgFDRAdeDqFaFXX30oJRjuuutM8847Y82XXy4227Z97d2drF79qfn00ze8dXWncv31B9q7QQlQ66n27dunXfTr1q1r7rzzTvP111/bm1RJj670CMvepx51jRo1yl4diB0BEqGBA08OwmPEiF+bb7/91l4FJU6tpXr37u21ngpf5L/zne+YSy+91CxbtszeJCeqRH/00Ue9SnU7SE455RQze/ZsexMgNgRIhK6+evcgQKgcLy+6sKuVVKYL+8knnxz5hV1Bpea93/3ud1Pea6eddjKdO3c2y5cvtzcBIkeARKh7912CAPnqK9rtlws9WmrWrFlacOjRklpTxUmPytTh0H5vPSobMGCA06MyIFsESIRuvvmIIED++tdH7ZdRYoqpcnvSpEkZK+sPP/xw89xzz9mrA5EgQCI0enTPIEB0NzJ27LVm8eJ37dWQcJs3bza33nqrN2aVfcG+8MILzcKFC+1NCsJvLrzHHnukHVebNm0qbC4MuCJAIrRhw0pz3XUHpLTE0tKz517m3nvP3vFL8MYdf8Qvmi1bNtibIiHU2qmiDn7Tp0+3V68WlXVY7N69u/niiy/sTQAnBEjE1Ex34MCT0kIkvPzmN7XN4493NmvW0BEsKVQJrlZOdnCo0lytoopxiJGKhkzZc889zX333We2bdtmbwLkhACJybx5k71+Hr1775sWIP7So8f3dtyRTLQ3RRFRaya1alLrpvBFWK2fkjLI4ZgxYzIO2njssceal19+2V4dyBoBUgArV35s3nrrGTN6dC9z221NrBCp472O4qLWS2rFpNZM9oU3icOsVzZs/HnnnWc+/pjvIHJHgFSD+fOn7rgz2ScIkZEju9qroBqp1ZJaL9kX2saNG3utnZJME1ddfPHFXsfG8Lmp4+N1111n1q9fb28CVIgAqSZz5jwbBMiNNx5qv4xqMG/ePK+1kh0catWk1k1q5VQqZs6caVq1apV2rvvtt58ZNmxYUdbpoPgQINVky5b1QYB0776r/bJnyZK/7wiXw7wh4PX46+OPX7NXQQTUKkmtk9RKKXwxVSumyy+/3GvVVIo01M6IESNMw4YN04KkefPm5rXX+L6hcgRINVmzZmEQINdcs4f9suepp3qkVbxfd11D8+ST3c2HH/7FG/0X7tQK6f777/daJdkXULVemjt3rr1JSdq4caO56aabzK677ppWDj//+c/N558zLA8yI0CqwbffbjfDhnUKQmHAgFb2Kp558yalDI9iL6pH0aCN77//kvnmm9J5vFIIU6ZM8Voh2RdMtVZSq6VytGDBAvOTn/wkrUx22203c9ttt5mvvvrK3gRljgCJkDoRPvzwT8xLLw32KsqXLp1n1q9f7g3lvm3bVrN69QLz5pujvMAIB8Err/ze3lVg7dolO16/xwwZcrrp1m2ntBDxF93FDB9+6Y5fzePNP/+5xd4N/k2tjc4///y0i6RaJ91xxx1ea6Vy95e//MUcf/zxaWV00EEH7bj7fdJeHWWMAImQfVHPZunfv3nWdw8Ko1dffdjcfXcbb4pce1/+ov4lQ4f+3Lz99mjz9deb7d2UJbUuUiujTMOsq1XSkiVL7E3K2jfffGMeeughs/fee6cFyWmnnbbju/W2vQnKEAESIftCXtXy0EM/Nps3r7V3k5VNm9aYGTMeM/fd9yOvEt7et7+o17ve5803R5blECpqTaRWRWpdZF8I1QpJrZFQsbVr15qrr74647Dxv/rVr8yKFSvsTVBGCJAI6XHTnDl/Nn/+8/Xm979v53UavPba/b16jN/8ptaO/97PDBnyQ2+QxUWLovsFpxZdM2f+aUdQdPQCww4Rf1HQ3HffOV7wbNpU+uMhvf76615rIjs41OpIrY+KccKvYh2nav78+ebss89OK8t69eqZwYMHM2x8mSJASszWrZu8Xu9Dh17kPcqyQ8Rf9AhMj8L++tdHzPr1pfUrUq2G1HrIvtipldGNN97otToqtJUrV3rzhjz88MPeECjq/a3h1w855JCMd0da9O96XetpfW2n7bUf7a86vPDCC+aoo45KO9YjjzzSTJgwwV4dJY4AKWGqTJ87d5x57LFLUmZLtBdVzt911xlm6tR7vfnbk0qthNRaSK2G7Avcj3/8Y6+VUaEsXrzYu8vROFoHH3xw2vFEsWi/2r/eR+9XKOpQedddd5ndd9897ZjatWtnPvjgA3sTlCgCpEyoJZgGeFSz31699k4LkfCiud3VkmzFisJdcPP11FNPea2E7Ata06ZNvVZFhaALZ9++fb1f4/ZxFGLR++r9C3UBX7VqlenSpUvGYeN79Oix48fIl/YmKDEEiCO1nPrkkxlm48bk9VJWB0R1RHziiStMnz4N0gJEy8UX1zCtW9cwHTs2M4MG3bFj/Q/t3RSFd955x2sVZF9M1XpIrYjUmihOepR07733mhYtWqQdg73oF3vLli1Np06dzJ133rmj/J8w06ZN8xZd9DURlb/o//3XtJ7W13baPtMvf3vR8ei4CvGoa86cOeb0009PO4a99trLPPjgg7F/Bqg+BIgDVb4++OAF3oVWw7W7tqQqBjoXDZGi2RRvuOGgIED+539qmFNO0WMSDV3+rwuCOt5pJj7NM1HddGH89a9/nXGYdbUaivvX76effupN2pSp97a/6I7o0ksvNY8//rj57LPP7F3kRfvTfrX/THde/qLj03HqeOP29NNPZ3xc16RJEzN16lR7dZQAAsTBlCl3p/xaL6VpaxcunGWeffYG07Xr4aZZM1Xkpl+UtGi02htuuMHMmjXL3kWs1NpHrX7U+sc+JrUSUmuhOOnOQP1G7HGzwhfLQYMGFXx4dL2f3lfvbx+TFh2vjjvux1tbtmwxt99+u6lTp07aMXTo0KEgQYbCIUBy9Nln76T0u9BUtaXqww/fNf3735pxyI/wol/APXv29Abfi7NprFr5ZKpfUKsgtQ6Kk573Z5pYSotaS+n89SinGOg4dDyZWnfp+HUeOp84qVJfj9zs99cdkeppNmwovz5JpYgAycHWrRu9kXH98FC/jlJrAlsR1YFoqI9mzZqlXRTCS4MGDcwVV1zhVVxH9exbv5rVusd+L9UFDBkyJNZh1tUR8Q9/+IOpX79+2vvrcc0DDzxQtMOf6Lh0fJkeK+l8dF5xD9s+Y8aMjPVD+p4MHz481h8ciB8BkgPNY+6Hh5q+qlVTOVJzWD1GOvnkk9MuDOFFFdmqp5g8ebJTRzPVY6g1T6Ze0Gr9E3cFsSroM138dMfz2GOPxRpcUdJx6ngz9d/Q+ek846SQUFjsv//+ae+vRgFvvPGGvQkSggDJ0uzZT6bUe6g3Of71qEKtfc4444yMj3f8RZMyXXLJJWbcuHHec/LK6M5Fv47Visfezw9/+MOCPCrSOdnjZml6W93xaBj4JNJx6/jtaXp1njrfuOmxlerNMjU8+OUvf1nQviyIBgGShdWrPzVXXVUvCI/+/Vt4/SqqUzEOeaFxkR555BFvVr+KKpm1aOTbiy66yDzzzDNm06ZNKftQa51MFcF6DKNWPnHT2E8dO3ZMe/8LL7ywZC5wOg+dj32OOm+df9w++eQTc8EFF6S9vyref/e731X5AwPFgwCpgvp7hIdfv+qqumblyn/Yq0VKF1VdSDXZkR7hqHWR5qnQc2P7j06L/l2vaz2tr+20vX1xLiQFnB6bnHPOORl/cfpL7dq1vQuX+jloXft19SpXq55CzEWhRzkaOiT8/qqITvo86BXRedkV7Tr/uB9p+V555RVz3HHHpX3mOoahQ4faq6MIESBVUJPW8KOrmTNH2KtEQi2Yfvvb33qPaOxHJ66L9qP9ab/VOT2pHl2MHDnSG05EgWEfZ0WLWvEU6lf/Sy+95N0Zhd+/devWZvny5faqJUXnp/MMn7fKQeVRCHqspor+TI8rVWeD4kaAVGL+/FdSJnEaNuyX9ip50a28OubZv3rjWvQ+ej+9b3XZvHmzGT16tDfYoX3B9hdV7Kr1TqFokqRwaGtoDoVuVK3Iip3OU+cbHpJE5VHIyaN0x3rllVemPfqklVZxI0AqsGHDqpRhPm666fDI5tNQE9e2bdumXTjDiy6up5xyiunatas3cJ36QGhYi3nz5qUMeaH/17/rda2n9bVdRRdnf9H7F2qMqIroWff48ePNgQceGByXhsQo5EXjnnvuSan81yOzuPuUFCudd3ggSpWLyqeQJk6cmPI9LZcQTyoCJANdwO6/v30QHprPY+HC2fZqOdMz51NPPTXtYq5FM+Pp4qlKRM1jkW8TUW2v/Wh/2q/2b7+nFh1PdT/j18RE/vFo1sBC0cUxXBZ77rln2Tcp1fmrHMLlUsgQ+cc//pHy3gRIcSNAMtAc5OF6j8mTB9mr5ETDN2SqINai57z9+vWLfKwkm/av98nUF0CLjq+6hpmojgDRAIXhO49GjRqZ999/316tLKkcVB5+2aicVF6FQIAkCwFi+fzzv6UMVaKZBV0fqajznO4AMlUcq3JbHeyqg95X728fk45Tx+vS6S8fhQ4QVRCH6zz0CC3uAE8alUf40aLKqxAV6wRIshAgIZrN75ZbGgfhoZF21693a4WjX/OZplPVhXv69On26tVCx5EpSHTchbwbKWSAvP322yn1Q3pcw51HZiqX8OMslZvKL04ESLIQICEjRvwqCI9u3b5j3ntvor1KVsaMGZM2Z8O+++7rDb9djHRcOr7w8er4dR6FUKgAUSc59Zfx30sVxuVe51EVlU+4Yl3lF2dnQwIkWQiQf3vrradT6j1Gj+5lr5KV66+/PuUPQMtll10W+/wU+dLx6TjtY9f5xK1QARLuYa4mq+Xa2ipXKqdwE1+VY1wIkGQhQIyGKlmQMmd4v34/yHmoEnWI0uQ+4S+/bvnVgS5JdLx2E2CdV5zjPxUiQDTWU/ic1O8B2VN5hcsvrrGzCJBkKfsA2b59mxk48KQgPHr0+J5ZseIje7VKaZiNc889N+WLrzk04p7cKC46bnsOEJ1fXMOJxB0gGpojPJyKel7HPYx5qVF5hXusqzzjGPKEAEmWsg+Q5567MeXR1YwZw+1VKqVf5u3bt0/50qsjX7E/sqqKjl/nET4vnWccdyJxBogufOEh2TX207Jly+zVkAWVW3jsLJVr1EFMgCRLWQfI/PlTU4Yq+eMff2GvUik179XsbuEvvH6pa7iOUqDzsO+sdL6uzZorEmeAaFj48PFXd6fJpFP5hctT5RslAiRZyjZA1q9fbXr3bhiEx403Hma2bFlvr1Ypu8I8rl/o1SnTHVbUFetxBYgmnArPJKghzJG/8FDwKt8oJ/YiQJKlbAOkT5/zdlwYNZFNDXPFFd81Cxa8aa9SqbFjx6Z80fW4J646guqm87IfZ+n8oxJXgITvDjWJUqFG9i11KsfwpFQq56gQIMlSlgHyyCP3mUMPVYc5DSpYwzz33AB7lUppNNtwPw9VOCe9zqMqOr9wxbrOP6pRfeMIEM2jHh6qRANNIjoqT79sVc4q7ygQIMlSdgEyd+5cU6tWLVO7dg3TsGEN06VL25wqAjXMR7iHuZq8JrW1Va50nuEmviqHKIY9iSNALr744mCfGv+r1B4tVjeVZ3hcNZV3FAiQZCmrAFGl8DHHHBN8Offbbx+zYkVuLXI0VlT4Cz5q1Ch7lZKm8w2fv8ojX1EHiIZhCc8rMXz4cHsVREDl6pexyjuK4W8IkGQpqwDp0qVL8MXU8Oa59kTWH0h4YET13C5H4R7rKo98LxxRB0i3bt2C/Wku9XyHxkdmKleVr1/WKvd8ESDJUjYBolnwwl/Ma665xl6lSuEh2TV2VKnXe1RE5x0eO0vlko8oA2TVqlUpnQYffPBBexVESOXrl7XKXeWfDwIkWcoiQBYtWmT22GOP4EvZrFkzs3XrVnu1Stnt30eMiGdu9KTQ+YfLI5/+FVEGSHjIEnV606yHiI/KN9y5MN8hTgiQZCn5AFFlX7gJap06dcyHH35or1al8EyCGgI96s50SaPzDw8Fr/JxFWWAhHud9+zZ034ZMVA5+2Wu8s8HAZIsJR8gN998c8oXctiwYfYqVdLc4eF9FMt8HtVN5RAuF9c51qMKEDUlDR/PnDlz7FUQA5VzuNzzadJLgCRLSQfItGnTUoahvuiii+xVstKmTZtgH/rVjf8I34WonFxEFSB9+/YN9tOkSRP7ZcRI5e2XvT4HVwRIspRsgKxZsyZlXmdNhLNu3Tp7tSp9/PHHXostfz+FmNYzSVQeftmonFReuYoqQML9EgYPHmy/jBipvP2y1+fgigBJlpINkAsuuCD4En73u981M2fOtFfJyq233hrsp3HjxvbL2EHl4peRyitXUQSIhtcIX3hcggzuVN7h8ncdNoYASZaSDJAHHngg5UvYv39/e5WsqKI4PAVqv3797FWwg8rFLyOVV64NDKIIkHCrsIMOOsh+GQWgcvc/A9dWigRIspRcgPz973/3hirxv4D5TB70+uuvB/vReD+fffaZvQp2ULmEx51SueUiigAJD5yoGRRReOEZOV0HWCRAkqWkAkSjxoYH/Nt7773N0qVL7dWyFp7Gk8rzyoUr03OdLjaKAAn3iH788cftl1EAKnf/M9Dn4YIASZaSCpDLL788+OKpQnfChAn2KjkJXxSjGPOplIXHCMs1bPMNkOXLl6dcdNRxFIWncg9/DvpcckWAJEvJBIg9P0ePHj3sVXKyadMms8suuwT7y/WxTLkJP+5Tuan8spVvgIT7o2jEAVSf8IgPLv2lCJBkKYkA0TP48MxzJ5xwQs5DldimTp0a7E9DmDMgX+VUPuGh3lV+2co3QB599NFg+xNPPNF+GQWk8vc/C30uuSJAkiXxAaIv2GmnnRZ84TRUSRTzc9x///3BPrV/VC38Oaj8spVvgPTu3TvYPqp5KeAmPA+LPpdcESDJkvgACffT0DJ06FB7FSdXXnllsM9f//rX9svIQOXkl5nKL1v5Bsi5554bbE9T6+oVbtKtzyVXBEiyJDpAXn311ZShSi688EJ7FWft2rUL9jtkyBD7ZWSgcvLLTOWXrXwDpGnTpsH2Tz/9tP0yCkjl738W+lxyRYAkS2ID5IsvvjAHHnhg8EU75JBDzNq1a+3VnB1++OHBvsePH2+/jAxUTn6ZqfyylW+A6LP3t588ebL9MgpI5R/+m8wVAZIsiQ2QDh06BF8yTac5Y8YMe5W8qA+Jv39aYGUn3BJL5ZetfANkr732CraP+nuA3Kj8/c9Cn0uuCJBkSWSA3HPPPSlfsjvuuMNeJW/hWe3effdd+2VkoHLyy0zll618AyTc3FojEaD6qPz9z0KfS64IkGRJXICobXl4dNwzzzzTeaiSinz99dcpX+KFCxfaqyADlVO43FSO2cgnQNRcm8+qeNjfgVyb0xMgyZK4AOnSpUvKF2zixIn2KnlTXUr4PVasWGGvggxUTuFyy7ZOKp8A4bMqLq7fAR8BkiyJCxANG63h2f0v2JFHHmk2btxor5YX7kDc2L8+uQMpP/Z3gDuQ0pa4ABFNYhQe/fWSSy6xV8kbdSC5ow4E1IGUl0QGiPTp0yflizZq1Ch7lbzQCit3tMICrbDKS2IDRGMvtWzZMvii1atXz3zyySf2as7oB5I7+oGAfiDlJbEBIqoPqVu3bvBl00BuUQ16SE/03NETHfRELy+JDhAZOXJkyhfu+uuvt1dxwlhYuWMsLDAWVnlJfIBIeARQVa5PmTLFXiVnjMabO0bjBaPxlpeSCJANGzaYI444IvjSNWjQwKxcudJeLSfMB5Ib5gOBMB9IeSmJAJG33norpTnnOeecY7799lt7tawxI2FumJEQwoyE5aVkAkTClbha7r77bnuVnDAnevaYEx3MiV5+SipAdMdx9tlnB18+dWabM2eOvVrWfvvb3zpfFMtNOGxVbrnIN0Dk4IMPDvbx+OOP2y+jAFTu/megz8MFAZIsJRUgorF49ttvv+AL2Lhx45wep4SFH8uocl5zryOdyiU8MkCuj/uiCJDOnTsH+7j00kvtl1EAKnf/M9Dn4YIASZaSCxCZNGlSygXtsssus1fJiu5oDj300GA/NBHNLNx0U+WVa91TFAEyYsSIYB8HHXSQ/TIKQOXufwb6PFwQIMlSkgEi4aadWp588kl7layE51zX3QzSqVz8MlJ55SqKAFm8eHHK561OpigclXe4/PV5uCBAkqVkA0QjwTZv3jz4Iu6+++5mwYIF9mpV0h9GeP4RDeSI/1B5+GWjcnK5cEcRIHLUUUcF+xk8eLD9MmKk8vbLXp+DKwIkWUo2QERfxvBQJyeddJLZtm2bvVqV2rRpE+yDyvRU4cpzlZOLqAKkb9++wX6aNGliv4wYqbz9stfn4IoASZaSDhAJPxt3/XL/5S9/SdmHS/v2UhTuf6FF5eQiqgD54IMPUo4nnxZ4yJ7KOVzu+hxcESDJUvIBIp06dQq+kKpcf+WVV+xVqnTqqacG+9Cv7lwrikuNzj9896HycRVVgEiLFi2CffXs2dN+GTFQOftlrvLPBwGSLGURIOvXr08Znr1hw4Zm1apV9mqVUsuu8BfbtZVJqbDv7FQ+rqIMkHvvvTfYl5pzb9myxV4FEVL5hpvNq/zzQYAkS1kEiMyaNStlKlyNFJrrXYSGR/G333fffc2XX35pr1IWdN46f78sVC75iDJA9MMgPJvkgw8+aK+CCKl8/bJWuef6w8xGgCRL2QSIDBo0KOXLec8999irVOrTTz81tWvXDrZ37V+SdDpvvwxUHiqXfEQZINKtW7dgf+oRzUCY8VC5hkcAULnniwBJlrIKEN1xhCeK0i+mv/3tb/ZqlQqP+aQl6ql0i53ON3z+UYwRFnWAKNBq1qwZ7HP48OH2KoiAytUvY5V3vj8khABJlrIKENEAb+HHL0cffXROQ53Y/Us0hPn8+fPt1UqSzjM8ZLvKQeWRr6gDRMLzUqhfgkvzbVRM5RnudxPVPCwESLKUXYDIxIkTUzoH5jrjoOZeV8dEf/tjjz225OtDdH46T/+cdf5RzUEfR4CoKWl4OJu77rrLXgV5UHn6ZatyzqfpbhgBkixlGSASbnqoJde5tMeOHZuy/SmnnGK++uore7WSoPPS+YXPV+cflTgCRMIDLKpDqevwGkilcgx30HUdODETAiRZyjZA9OjlBz/4QfBF1UQ4CxcutFerlOZfD3/Z27dvX3KPSnQ+Oq/weUY177wvrgDRrJT169cP9n3hhRfaq8CBytEvU5VvvrN/hhEgyVK2ASIfffRRyjP9k08+OacAUKV8+FeuFjUP3rx5s71qIuk8dD7h89P55tr8uSpxBYj84Q9/SDn+fPqrIL0/lMo3SgRIspR1gEi4JYmWm266yV6lUpl+oetxT9LrRHT89mOruO6w4gyQ7du3p/ROV6e3ZcuW2ashCyq3cKdBlavKN0oESLKUfYDIz3/+8+ALqwrBXMd0Uh2B/UtdFc5JbZ2l4w5XmGvR+cVVxxNngMg777yT0rmwdevWkV/4Sp3KS+Xml6HKU+UaNQIkWQgQ86+hTg477LDgS3vAAQeY1atX26tVSr/MwzOyadHjsZEjR9qrFjUdb/ixnhadVxx3Hr64A0TCQ5xoyXXa3XIXnt5ZS75DllSEAEkWAuTf3nzzzZShTs477zx7lazYFeta1HO72B9p6fjCPcz9JeoK80wKESDSsWPH4H123nln88ILL9irIAOVk8rLLzuVY1wIkGQhQEIGDBiQ8uW977777FWyMmbMmJR+IlrUefHxxx+3Vy0KOq5w50otOn6dRyEUKkDWrl2bMkXxbrvtZt544w17NYSofFROfpmp/FSOcSFAkoUACdFz3vDkUbVq1TLvvvuuvVpWNKxDuMe6v2gI9GKZT0THER6S3V903FEMS5GtQgWIvP322ymP6Pbcc0/z/vvv26thB5WLyscvK5Wbyi9OBEiyECAWtTTZZ599gi/wMccc49wsV31NNFZUeABGf9GFe/LkyfYmBaH3zRQcOk4dbxTDk+SikAEimoZ3l112Cd7zwAMPNJ999pm9WllTeahc/DJSeRViOmcCJFkIkAz0zDc81EnXrl3tVXKiX/PhoeDDi8YT6tevX+wXMO1f7xMevyi86PgKedcRVugAkSeeeCJlqJNGjRpxJ/JvKgeVh182KieVVyEQIMlCgFTg6quvTvkijx492l4lZ+qEFZ7ZMLwosE4//XTvDuD111/Pewhyba/9aH/abzgQw4uOp7o711VHgIiG8w+XhR7XlHudiM4//NhKS67THuSDAEkWAqQCW7duNd///veDL7KGOlm0aJG9mhP1M2nbtm3KH4q96HmzOvLp7kcD102YMMFMmzbNzJs3zxtyxV/0//p3va71tL62s5vi2oveP9f+LlH7+9//7jUPDR/rkUceab744gt71djo4hi+E1GFcbm2ztJ5hyvMVS6FDA8JD9Kopboe8yI7BEglPvzwQ1OnTp3gy6xf61H+ItJotrfeeqs55JBD0i7wcSx6H71fVKPoupg9e7bp27evOeKII9KOz1/0C/j++++Pte9J2JNPPplSJ6Imqwq2KD/rYqbz1PmGm+qqPFQuhfLWW29VeHeuJvUff/yxvQmKAAFShWHDhqV8mW+55RZ7lUi89tpr3h+xKrfDF7N8Fu1H+9N+tf/qovfu1atXyux12SzqDT9lyhR7d7FQBbF916ae15o/ppTp/MI9zLWoHApRYS56f/U/Ct8FZlr0Xe7Tp4/X6RfFgwDJws9+9rPgi6xfaXE3w9UEV1OnTvV+hffo0cOcffbZXvv7Bg0apP1hadG/63Wtp/W1nbbPZaKsKOkXrR6Pde/e3TRs2DDteMOLHhOqnmbu3LnmjjvuSLnj85fzzz+/IL9ANTSHfTeosZ+qu44oLjqv8NhWWnT+cQxRYlNLv4EDB5p69eqlfd4/+tGPzDPPPGNatWqV9pqOVz/qGIqmOBAgWVi3bl3KhUUtVNasWWOvVlCFrCfIhirt9atVk3OFm0FnWk466SRvfvpMrb6WLFnizW5nV/rrF6h6xcf9C1Sd5MI91v1FQ5iXynwiOo/wkOz+ovOOs5Ogb9y4cRkfYTZu3Nib7M2nUZ9HjBiR8UeI+ipV5101/oUAyZJap4Tn2b7gggvsVcrOli1bzPjx472xstTIwP4j9xc9nlBLMFXIfv755/ZuMpo5c6Y58cQT0/a1//77m8ceeyzyIeVtGuvJfpSoSZSGDBlSsLqZqOm4dfzhyaC06DzjGtsqTA0+MjUe0Xfn7rvvrrDl4caNG71RssMDYvqLBkKNuwk8KkaA5KB///4pX94HHnjAXqXkqVOlmjTrD9euMwgvClv16n/44Yed6xEUEhpmJdOjOw0lrmbKcdKjnPBQ8P6ivjQKsYoueMVGx6njzdQHSOcX9yMr3S3/5je/SfkBpkWPg9VqMNuBSxcsWGB+8pOfpJ2DWo7ddtttsY0WjYoRIDnQc9f/+q//Cr64GupETVFL3YYNG7xRen/84x9n7FXvL/qFqOfXulhF+YhPv0BvvPHGjL9Af/GLX2R9V+NCn7kmTQrPbOgvahSgHxFq8l2MdFw6vkyNF3Q+Oq846xJ0x6P3t/uVaDnjjDO8ei8XarZ+/PHHp+3zoIMOKmjLMRAgOVu6dKnZe++9gy+tWgqV4i8f/WpUEKiHeqYLt78oUPTs/E9/+lPs9ROqM1GI2cdQiF+gq1at8mZjzNRaSBW7PXv2NHPmzLE3qxY6Dh2PXUGuRcev89D5xEmt54477ri091ddYhSdctVQQ3e34b9FfznttNNiH7ML/0KAOFCnvXAlb7du3exVEmnFihXmkUce8R492Y8bwoseXV100UVeS5nqaOmlFl5NmzZNOy79An3qqafs1SP1wQcfeJX8FZVPkyZNvAYChWg1Fqb30/vq/e1j0qLj1XHr+OOkPkaqH7TfX63r1MpO9WZRUqW/Ro0IT8WgRUGpEQ70nUZ8CBBHai4b/sKOHTvWXiUR1CJHFah6pJDp17W/qKLzkksu8VrQRH0RcKFfoHoEs9dee6Udq/q+xP1cX3dD+uFQ2d2ZAk0NDFSPE3VFr/an/Wr/eh/7vf1Fx6fjzNTiLUp6zKlWcnbDA/3Q+uUvf+m1rouTZtFUM3b7/NVMePDgwQUfILRcECCO9Hz5hBNOCL6oeqYc9UUiLqqM1B/VySefnPYHF170eEDNcjWcRLH+AWoirKuuuirjL1Ad+8qVK+1NIqX9K4AzVbbbi+ZYadmypenUqZO58847vQEK9Txfi+4MwkPU6P/917Se1td22t6eaybTouPRccV9/mrooEedah1nH4Na0RV6bDENx5KpsYCaDevJAaJFgORBf+ThsYP07LVYh7/QsCx6hNCsWbO0P67wohZPV1xxhfeYqFjPJRN9FmeddVba+ehiq6arhWgxpWPQMC0az8s+jkIsel+9f9yPqXxqBZcpOPUd0t1R3E2tK6LPWmNqZQradu3aMepyhAiQPA0dOjTlC6phQ4qFJsPS2Feq6Lf/kMKLHoGo0lUds6rrjz4qzz//fMYLuP5NrxWKHg2qE5wqrDO1gopi0X61f71PITs5qtWbWr/Zx6PHZQowtZorBmoo0KVLl5QxvrSoPkiPoIt9mukkIEAiEO7Vqy/rq6++aq9SMLNmzTI33HCDOfzww9P+wMOLXtd6Wr/U6Beo7joy/QLVXUqhfqGH6VGSvhdqOaRxwTRA4NFHH+21SsrUWkqL/l2vaz2tr+20vfYT96OpTNTK7fbbb0+56/YXtcSLu57FlVqlqSOrfcx7Nd3LPDj+QfPN9uTcaRcbAiQCagkS/pWpmdwKNdSI7hh056A7iMoqU7XoTkR3JK7T9CaNLrKqB7EbB6i+RPUmxfgLtFDfm1w9/fTTGe+k1BpO464lgVoNBudQZ8fygx1LpxqmycNNzNSlyTiHYkOARGTGjBkpTTv1iywu/mCFqqvI1Es7vKjOQ3UfqgMpV2qRlWkKX7XgUkuuJNX1FJp+vZdS2akFoe6i6jSpY2qcs+Nceu1YHvnX0uGlDuaT9dU31UESESAR0oU6/Ef20EMP2as4UysotYbSL+pMnafCi1pXqZWVWlvhP9RHJNNdmn5FV/fkWsUmiXdvuVi8crHp9EgnU2PQfwJEy65/3NXcMOsGs+GfG+xNkAEBEiENC3HmmWcGf2zqpa0B5Fzp15L6Xaj/Rabn+f6iP3L141CzzUJWpiaRnuOr13rSnuMXSjHWH8VpxooZpuWzLVNCREuDkQ3M8I+Gm29NshuVxI0AiZg6TIU7t6lncC4d79SzW89q1dM7m8EK1XOc3ra5q6wlkcbdKpaWRIVULC3YCk0hobDYf+T+aUGicHljRWH7siQJARID3TWE/wBVV1EZjSGlsaT0C7iqwQo1NpU6bhVrZWvSFGtfhkJSL+6K+tCUUy9uPbbS4ys9xrKDpNPUTmbxJu7ubQRITDR8dfiP8bnnnkt5XaPVKgg0em1lw2EoUDSAoEbD1XARiF5Vvak1N0kpqu5e/MVKFemqULdDpM6wOuZ37/zObPkm+ycKpY4AiYkeW4UH/NOQ1mrRoor1bAYr1HwbGrVU82+gMKp7PKdCUcspfQ+raxyxpHhlySvmuNHHpQXJIU8eYp759Bl79bJEgMRIQyZkqqzNtGiwQg2Mpxn+cqkzQfQ0sm0hR5QtpOocyTiJtm3fZh6Y94DZa8ReaUFy+oTTzd/W/M3epKwQIDFTJbf9x+ovmjtcQy1oLvFCjNWE3MQ9p0UhVedcKqXgi61fmCtfv9LUHFozJUR2fnRn0/XVrmbVlnjnVylWBEjM1Non/AerR1ndu3dP3GCF5Uqz6t1///2Rz6pXKNU5m2Mpev/L903bF9qm3Y3sPnx383/v/p/55/by+iFIgMTsnnvuCf5g1QEQyVTZvN6XX3551vN6F4o/n3zDhg3TgqN58+axzydf6sYvGm+OeOqItCA56umjzIufvWivHrvwMRRSYd+tDIWHgdBgeEg2dQxVIwj7oqw6rLvvvrsoHkWq1Zhaj9nHqMEZ1dosznnQy8nX2782g+YOMvWG10sLkv+e+N9m+ebl9iYZqR/K5MWTTa+ZvcyJz51oGo1qZGr9sZbZbdhu5oBRB5jWz7c2fWf1Ne+srrhxAwFSgpYvX54yFAS/+kqH+vpkGvG4cePGZuLEifbqBaFWYpq2Njzdsha1Krvuuutin7O+XK34aoX51fRfmZ0e3SnlQt55Wmd71TTPf/a8aTKmSVoAVbQ0/3Nz8/Lil+3dECClSIPN+X/EepRQDp3Syok62A0cONCbNtUOEvXvKdQAlmoVptZhaiVmH8f5559f8PnZy9Xbq982p44/NbiQ93yjp71KYPu32727Cjsgsl1slb0Wp8K+W5lp27Zt8Ies5+coTbrTvOyyyzIOPKhh9jXcf1zGjBnjtQqzg0ND96sVGQpvwqIJ5pEPHjFbv9lqvxRQj/fwRb/uY3XNVTOu8upPlmxa4nVW/GrbV2bZ5mVm2tJpZuDfBpoWz7aoMCQIkBKjnubhCldGey19b731ljnllFPSLuZqrq3m3FG2ulPrr/DAnf6i1mJqNabWYyhOL3z2QsoF/9xJ53rNhLMxZ/Uc0+7FdvY/EyClZtiwYSkXkCgvHihuTzzxhDepmH1xP+GEE8z06dPt1XOi1l5q9ZVpmlbd5TJGWnFThfnxY44PLvbnTT4vkhF/CZASo0EP/T/url272i+jxGkIGs3+mGlwTE2BvHDhQnuTSql1l1p5qbWXvT+1Cstn2gAUzpQlU4ILvR5bfbk1mnlVCJASsm7dupTxlDQRFMrTokWLzM9+9rO0i36tWrXMzTff7A3fXxW16lLrLnsfagVmD9KJ4tZ7Zu/gQn/1jKvtl50RICVEI+f6f+T169cvir4BqF5//etfvemF7RA44IADvO9LJmrFpdZc9jZ169Y1AwYMKJth1ktJq+daBRf6iZ9H19ybACkhHTp0CP7YNZsgIOrAN3ToULPvvvumhYKmIZ41a5a3nlptqdNppmHWO3fu7LX6QjKpk6B/oV+6ean9sjMCpETokUT4ubdG1wXC9Ijz2muvzThsvIIk0zDrat2lVl5IttrDagcX+ijnFSFASoRGafX/6PWoIclDfyNe//jHP0z79u3TwiK8NGrUyIwaNcreFAmlIUoIEFQoXGGqec2BqqiRxdFHH50SHBo9V624mFCstGhsKx5hISPdbWg2Qf8ioF7CQDbU8U/9OxQcRx11lFmwYIG9CkqABkv0L/RUoiOFBtjzw0MT9WTTRBNA+aAZLyqkkVD9AOnYsaP9MoAyp5F0/Qu9hoFf+3U046QRIAmnNvnhXsJUfAKwadiSpmOaBhf7Di91YCgTGDNp0qSUClA11QQAm0brDV/wFSLZ3oloMMWzXjzL/mcCJOm6dOkSBIiaZgJARfq82Sfloq/HWde8cY2Z9Pkkr3WWmvhq0XDu05dN92Y+bPlsywpDggBJMI20qxF3/QDRtKEAUBFNKHXtzGtTLvy5LLbKXotTYd+tRE2dOjUIDw2rrblAAKAq4xaOM8eOPjYtICpaNKmURvS1ESAJ1r179yBA2rVLn+wFACqiSnQ9utIjLAVEw5ENza5/3NUb9kQdD9u80MbcNPsmr/6jIgRIQmmAvAYNGgQB8tBDD9mrAEBJIkDy9NprrwXhoVniVqxYYa8CACWJAMlTz549gwA5/fTT7ZcBoGQRIHn49ttvzcEHHxwEyL333muvAgAliwDJw+zZs4Pw0FwOixcvtlcBgJJFgOTh+uuvDwLkpJNOsl8GgJJGgOThiCOOCAJk8ODB9ssAUNIIEEdz584NwkPLp59+aq8CACWNAHGk2eL88GjWrJn9MgCUPALE0XHHHRcESL9+/eyXAaDkESAO5s+fn/L4Sv8PAOWGAHGgOw4/PHQnAgDliABxoDoPP0BUFwIA5YgAyZFaW4UfX6k1FgCUIwIkR+rv4YeH+oEAQLkiQHLUqlWrIEDUEx0AyhUBkoPPP//cG/PKDxCNhQUA5YoAyYFG2/XDQ6PwajReAChXBEgONN+HHyCaBwQAyhkBkiXNNKgZB/0Aef311+1VAKCsECBZ0lznfng0bNjQmwsdAMoZAZKltm3bBgHSvXt3+2UAKDsESBbWrFljatasGQTI1KlT7VUAoOwQIFl47LHHgvDYZ599zDfffGOvAgBlhwDJQvv27YMA6dKli/0yAJQlAqQK69atM7vuumsQIJMmTbJXAYCyRIBUYdSoUUF47LHHHubrr7+2VwGAskSAVKFjx45BgFxyySX2ywBQtgiQSqiyfLfddgsCZNy4cfYqAFC2CJBKKEDUaVDhsd9++5ktW7bYqwBA2SJAqvDRRx95U9gy7zkApCJAAABOCBAAgBMCBADghAABADghQAAATgoaIH5/Ci25cN0uG5qWdvLkyaZXr17mxBNPNI0aNTK1atXy+n8ccMABpnXr1qZv377mnXfesTcFgLIW/RW5Eq5B4LpdVZ5//nnTpEmTlP1XtjRv3ty8/PLL9m4AoCxFe0WugmsQuG5XEc0mqLsKOyCyXQAAZRogN9xwQ8o+69ata6666irz4osvmiVLlng9zr/66iuzbNkyM23aNDNw4EDTokWLSI8BAJKuoFdD1yBw3S6TF154IWV/5557rvniiy/s1TKaM2eOadeunf3PAFCW8r8i58A1CFy3s6nC/Pjjjw/2dd5553n/BgDIXX5X5By5BoHrdrYpU6YE+9Fjqy+//NJeBQCQpfyuyDlyDQLX7Wy9e/cO9nP11VfbLwMAcpDfFTlHrkHgup2tVatWwX4mTpxovwwAyEF+V+QchYPAdcmHOgn6+1m6dKn9MgAgB/ldkXNkh4HLko/atWsH+2FyKADIT35X5BzZYeCy5ENDlPj7IUAAID/5XZFz5BoErtvZNLaVvx8eYQFAfvK7IufINQhct7NpsER/P1SiA0B+8rsi58g1CCra7r333vPGtNIwI3vuuaf3iOqYY47xhipZu3ZtyrpCM14AiE5uV/I8VRQEValou/C/28thhx1mli9fnrK+RtL1X69Xr17GkAEAZCe3K3meKgqCqlS0XcuWLc0DDzxg5s6dazZu3GhWrlxpnn766aCuo3Pnzinra9iSpk2bBvvq0KEDQ5kAgKPcruR5qigIqpLrdq+88oq37j777GO/ZCZMmJCyP4VItnciGkzxrLPOsv8ZAMpSdlfkiOQaBL5ct9PdiNbVrIKZ9OnTJ2Wfepx1zTXXmEmTJnmts9TEV4uGc58+fboZNGiQd7eTyzEAQKkr6NUw1yDw5brda6+95q2rVleZaEKpa6+9NmW/uSwAgBILEM3roUdUqkDfaaedvP+uzLhx48yxxx6bFhAVLWrtpRF9AQAlEiD2hV6hMH78eHu1jFSJrkdXeoSlgGjYsKHZddddvWFPVBnfpk0bc9NNN3n1HwCA/8h8RU4YO0BU9/HTn/7ULFq0yF4VABCRkggQ36pVq8wbb7xhLrvsMvOd73zH1K9f33z00Uf2agCACJRUgIQNGTLEuxu54IIL7JcAABEo2QBZt26dFyB77723/RIAIAIlGyBr1qzxAkRznwMAoleyAdK/f38vQH74wx/aLwEAIpDYANGYVuohPnv2bK/3+LZt28z69evNjBkzTNeuXb1KdAXIs88+a28KAIhAYgPEbrprLzvvvLMZMGCAvRkAICKJDZD333/f3H777ea0007zOvzVrFnTG9PqhBNOMD169PDmCgEAxCexAQIAqF4ECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJz8PyFFRq47StZ/AAAAAElFTkSuQmCC)
PN: 5H66-5-01
CAS: 19404-18-3
Molecule Weight: 182.67
Formula: C9H7ClS
PN: 7H37-5-X3
CAS: 16296-79-0
Molecule Weight: 193.65
Formula: C9H4ClNS
![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
![2-(5-Chlorobenzo[b]thiophen-3-yl)acetic acid](data:image/png;base64,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)
PN: 6H21-5-05
CAS: 17266-30-7
Molecule Weight: 226.67
Formula: C10H7ClO2S
![3-(Bromomethyl)-5-chlorobenzo[b]thiophene](data:image/png;base64,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)
PN: 5H70-D-X0
CAS: 1198-51-2
Molecule Weight: 261.56
Formula: C9H6BrClS
![5-Chlorobenzo[b]thiophene-3-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-5-X2
CAS: 16296-68-7
Molecule Weight: 196.65
Formula: C9H5ClOS
Melting Point: 133-135 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090