| Product Number | 6H16-7-X0 |
| CAS | 34576-83-5 |
| MDL Number | MFCD02090808 |
| Molecular Formula | C9H3Cl2FOS |
| Molecular Weight | 249.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H16-7-X0
CAS: 34576-83-5
Molecule Weight: 249.08
Formula: C9H3Cl2FOS
![3-Chlorobenzo[b]thiophene-2-carbonyl chloride](data:image/png;base64,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)
PN: 6H16-5-06
CAS: 21815-91-8
Molecule Weight: 231.09
Formula: C9H4Cl2OS
![3-Chloro-6-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABd4AAAXeAFR4n1DAAACN3pUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi179GuKU0FIYtAzWDvZtKLaSGmyr2M7bv9/JcbI47hIsoZPuHp11d9LsYV8WsDV1k9sqIYJyAqZKbZZX64T8en+eRORhPkvRCA2rJiEfbfs5ZWy329H0w5R6byua2pIc9dN9kw9sdoraes0k54L9fn1565hJXjWtrlKDVJNPm27xxaa67f7iPy5YqettXrGjOSvr7XG3P5K7xum+yci/szyiboEorPLCwMrWpW5hKznFxr/B2lSm1q3JYHnAZUU9PPt89vpk001pqhZFt0Oe6uKtrTcpLpS2MOkGN0Ph+1NCSoGAbm25qGt9ACe5ZS1AS9AKtAfaBx2ADkFHoGPQgmNHvUADgRbCw3gXxjl8P3yahPyAR3D9Dbv7nvsRvwKjJRMywSRFcQATTpVwYz8XVErugaRC+gEo6sdcgkdjqWIIqPTDAEJcRK/9rNf1lj0naODFIYGD8yRpoALfeVBcRoBxUzw+T/EHuB/EbvRVp5YqlKOppDx01pJG3nE8zX0vCmGCcRdKYSTZOZTz2dJW2YUIeZaQpSBdjH+aVSP7MBOwdWZqrFy3gTO9BOQQcEk5A/IrQI0A77YHbwi4hJ+BxVeAPwRcedwGgiHgiuk2EA4BV3q3gWgIuEK9feh4BAh+24XTD1LXXYM7zHW6u2tzh5GjaN1FrnJ+vJl3mHHa7yJXiT9d/nGc2UXts9OTg+LoOWIXbxXDF3r+F2CaskWk35+yAAA3zElEQVR4Xu3dB5xU1d3/cUKwEjSKNZooqJGogH9FHmtQYywxBoNdiZrog6hgRIgNo2ChxK7Ehl1UDER9BAuKJVhQRAWxYkExIIpiAUGwnP9873guM2dnd2Z+e2d3yued131F9t6ZnZmdud+553dKCwcAgEGL8AcAABSCAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAVLBre7UoaCuF0twrAKBJhEFR31YKpblXAECTKGVA5NM8vxUAkAgCBABgQoAAAEwIEACACQECADAJe1vl2kqldPechPvvd65nT+fat3eudWvnVl01/d/6mfYBaBbz5s1z2223nevcubN79913w91oQmFY5NpKpXT33BipN6fr1i316Fo0vO26q3MffxzeGkCJLFu2zF144YWuTZs2qY9gi2hbeeWV3eDBg93ixYvDw9EESh0SDWme39qQ+fOda9cuHRBrrunc+ec79/LLzi1a5NxXXzn3yivODRniXNu26WM22cS5Tz8N7wVAwsaNG+c222yzODi0/ehHP4r/e6ONNnKjR48Ob4YSI0Ay7btvOhg6dnRuzpxw73IffuhS18/pY7t3D/cCSMjrr7/u9txzz6zg2H777d2zzz7rpk+f7nbbbbesfbvssot78cUXw7tBiRAgXuoNGQVC6vLYzZoV7q3rvffSx+o2U6aEe1FBXn99orvuukPcGWds5E48cWV30klt3N//vrm74op93MSJl7mPPpoZ3gQltmDBAvfXv/7VrbDCCnE4/OxnP3O33nqr+/7777OOHTt2rGvXrl18XMuWLd2xxx6b+rt9lHUckkeAeCeemA6D/v3DPfUbMCB9m759wz2oAN9//50bNeo41yv1Aci3oWl8++237uqrr3ZrrbVWHAgrrbSSGzhwoFu4cGF4eOzrr792559/vvvJT34S32711VePaiaqnaA0CBCvU6d0GDz5ZLinfpMmpW+z9dbhHlSAxx8fEYXDiSeu4u655wz3wQfT3VdffZY6GS108+a94WbMuN+NHn2SO+usTcObogQee+wx17FjxzgAtB1wwAFF9bSaM2eOO/LII7PqI6qdqIaC4ulL1utPXe/uHLiJGzNoq+jfmQgQb4010mFQTFFcx+o2Kqqj4gwe3DEKkKlT/xXuQhNSQPTo0SMrODqlvtA9/vjj4aEFU41EtZLM+1QtRTUVFObDmZPcv8/fJg6Jkb1buaWLP886hgDxWrVKh8E334R76qdLY91Gt0XFOeGElaIAWbZsSbgLTUBNUmeeeWbUROVP8mq6uuaaa6KmrMZSrUQ1E9VO/P2rpqLaimosyG3hp++7iSMPjcNB27/O2cLNefPx8FACJMYVSM05+eSfRgEyd+5r4S6UkE7st9xyS50T+8knn+w+++yz8PBGU1CphhIGlWotSQRVtfhm6Vdu6n3nuBtOXCUOhpv7relmPHaF++67Ir5YN5HyChBfA1Fdo1DUQCra1Vf3iAJk+PAd3ccfvx3uRglMnjzZde3aNT6Ra9t7772bpGlJTWWqqWT+btVcVHupdW89d7u7/bSfZzVXPXnHCe7rRUV8oW5i5RUgvhfWKaeEe+qnHlu6Db2wKpK6555yylpRiBx33I/cBRds6+68s6978smRbvbsl+oUDGH33//+1/3pT3/KKm7/8pe/dPc3w7RAqq2oxpIZJKrBFFOsrxbz35vq/m/4TlnNVeMv+Y37dM6M8NCyU14B8swz6TBgHEhNWbDgA3fzzX92ffqsWqfr7oAB67l77z3LLVnyZXgzFEjda88777w63WsvvvjiZu1eq6Yr1VrC7sKqyTTUXbhaLP5innsi9b6/7riWcXCop9Wsl+4JDy1b5RUgss8+6UAoZCS6mq10LCPRq8LSpV9FAwofemi4u+GGnlHXXR8kZ5/dwX35JfOeFWvMmDFu4403jk/QP/7xj93//u//uo/LaA451VxUewkHLKpGEw5YrAbffbPUTUu9x286abU4OG48qY176cGh0b5KUn4BopGrG22UDgY/F9aMGel5sPxcWEOHutTXlvQxmgvrk0/Ce0GVmDVrSjQiXSFy663HhrtRj2nTprldd901PiFr+/Wvf+1eeuml8NCyoRqMajGZj/l//ud/oppNtXhv2v+5O1NfjHxw6Orj8ZuPdl998WF4aEUovwCRuXOd23nndEA0tGk2XqZKqHrvvTc1CpD+/dfJ+vmUKXe4c87Zwt12Wy/32muPlGUvlaY2f/781GvVK7rS8CdhTXJ41113hYeWLdVkVJvxj181G9VuVMOpVAvmvurGX7pHVp3jXnUcmVXZTe/lGSCeRq4efnh6dl6tBaJN/33EEc6NHx8ejSq1bNniH0arr5z18xEjfp9VL+nXb013c+rb3Msvj3fffPN11rHVTrWMSy65xP30pz+NT7ytW7d25557rluypPLG2Oj5qEajWo1/PqrhqJajmk6lWLzwU/fUnX2iHlU+OEadtqF769lR4aEVqbwDBHDpKw0FxKBBW2X9XFOdqFaiiRfD4rt+dsMNR7gXXhgbBVA1e+CBB9zmm28en2i1HZH6kvXBBx+Eh1Yc1WpUs8m8olJNR7WdcvbNN9+4f98+wv3twDXj4NDYjuf/7+/RWI9qQYCgWZ15ZruotqGQmD37RffZZ3NSH76lbtGiT9x77z2fOlH0j0era1beXHS1oTmz1JNLVyFhmKh31zXXHOiee+72aI6tavHmm2+63/3ud1nBoVUCn1Fvxiqj2o1qOJnPVTUe1XrKzcSJE92WW27p2q3TwnXfroU7+8AW7pHrDnYLP3kvPLTiVXeAVHCbaa0IT/b1bQqH777LP2JZdRD15FJdZMCAdevcj5rBRozYL3WSvdl99VVlTqXx+eefu1NOOSWr19L666/vbrrppqrstZRJtRzVdPzz1pWJaj6q/TS3t99+23Xv3j1+bCu2auF67vf/3JvT/xMeWjWqN0D69UsX2s86K9yDMjJ//jtu0qRro7VAzj23c1Qo7927VdQEpQL5Lbf8JfVN+4nwZgXRIETdVrP5nnbahnXC5PjjV3CXXvrbaNDil1+Wf2eM7777LvU6XefWXnvt+CSlcROnn3566vGXbpyMutk+99xzUbfaQYMGub59+7qjjz46aibTVYD+X//Wz7Vfc19NmTIlCrpSUE1HtR3VePzroNqPakDNMa5Fr/1pp53mVlxxxfjx6G80cuTI6G9Wzao3QI48Mh0gqT+qm8liRHDunXeecWPH/i1qNgvDpHfvH7uLLto1ml7+s8/K78r1iSeecFtvvXV8gtK2//77R996k6b7VFAdeuih0ZVN5u8sdttwww2jgLnxxhvd+++/H/6qRlGNR/ed+ftUC1JNqCnoak/Pa7311ot/v0Kkf//+JQvPclO9AfLWWy719SwdIr//fbgXNe7991+IRrj7MSbhNnz4Tu7BBy9y8+Y1b7v1rFmz3EEHHZR1ktxqq63co48+Gh7aKO+8807qiu8c1759+zohkLmpV5SK2L/61a+iqw+/6d/6eWavqVybagPDhw93c9VVPyGq+aj2k/l7VBtSjahUnn76adelS5cm/Z3lqHoDRE49dfmYkYceCveiianmMHnyrWVXe5g791U3btxgd+65nbJC5KCDWrhtt23hdtuti7vgggtS30neCm9aMosWLUqF29/dyiuvHJ+g2rZt6/75z38mNnut7ueOO+5wO++8c50TvbZNNtkk6gGlGXM1d9W8efPCu8hJx2lyRD3Wv/zlL1k1C7+pdqET7sMPPxze3ERXA6oBZV4xqUakWlGSVwO5rno6dOiQ+rLxYHhoTajuAFG78LrrpgMk9Q2pqHVGkCgVt4cN2z46MWusRrnSjMAPPDDEDRnSNXWC08lBJ6LlJwvNHKt2/hmaHaFEbrvtNrfBBhvEv7NVq1ZRfSGp9TNUJ1DTi1YJzDwRah3z3/72t9G+9zTPXIIUvldddZXbaaedsn6nth122CH1/S6ZL3iqR6gmlDltvOoRapJrTD1i8eLFbvDgwW7VVVeN73eNNdZwl156abPUXcpFZQaIpjLR1O+FTMtwww3Lr0Iuy90NFKWn5Wr9N/sJEy4Md5elefPeT514Lom+oWfOYOs3nYC1xsXUqVPDm5qoUK2Taebv0An91VdfDQ81u++++1y7du2yfoeuNIYNG9ZkI71nzpwZTZiY2RlA2y677JLYc1UdRzWizPtXDUm1pGKNHj26Ts+v4447rix6fjW3ygyQTTdNB8J22+naNdybTd86tt02fbwWrOKP3uRef/3R1AeuZRQeF13UrSKnaFebvZpkdtttt6xBbX5T+7+Kp0899VR407x030cddVRWSG2aeo/rZJ8UXVH84Q9/yHrMW2yxhRs1alRiTWLF+uqrr1Lvh4vcuuuuGz8mFaEVLkmNnletSDWjzOetmpJqS/m8+OKLOceeTJ8+PTy0ZlVmgFxyyfKriptuCvfWpQ916sMZHX/88eFelNDChfPdqaf+LAqPfv3aRlO3Vzp987z++uvdXnvtldV1029qfurTp09UN2io2WTp0qVuyJAhrk2bNvFtV1tttajIrH1JUfNNZtOLekbdeeedZTNmRM1DmqIks96jubBefvnl8FATBaTCXzUkf//6XaoxqdYU0uj3Y489NuuLgq7axo4dGx5a8yozQNTm2KFDOhDWXz9d68jnsMPSx6feFC6hNybyy5yvatq0e8PdFU8FWo2P0Lf7zBOg39ZZZ52oEP3II49ktZXffffdWT2eVH9QwbnQQnUhtKZGZsFXtRQVlUs5ZqQxVCfZY4894ser0NNrmxTVkFRL0uvgf4fCXjUn0d9HV0Th/Fvnn39+Rc2/1ZQqM0BEfb0VCNpOPz3cW9fs2enJGHX8bruFe1ECjz56eRwed9xxQri7UdQEof7+l112WfRtP9fANv1c+3VcIU0WjaVvs/pmf/DBB2cNcvObiq6qaah5KvPnqrEkVUfx3njjjaz5sfSNXk0ylUCLTGWG8QknnJBoM5vqLPo7ZP4N1ASZ2YNLzYlHHnmkm9PQmkSo4ACR3/0uHQga7/HOO+HeugYNWh46//53uBcJ0nK0fg6rwYM7pr7dNa5N+5NPPomajRQO1sFtup1ur/vR/ZWSmmV0laFpyNUsFT4Wbb/4xS+ibrRJ0yjwzAL1Yamr73K96qiPAjVzISzVLZLu7aQaUxjm2rQGybPPPhsejhwqO0BS37KikeapP7rbf/9wb12pD3XqU5s+vn17rfUZHoEEfP31omgFQYXHiSeuEo2zsFD94J577ol60+SqNfjt5z//eVQQzhzYpn/r5+GxftP96X51/w3VKZKgeoaugg4//PD496upRiGTtAkTJsRL16oN/8orrwwPqRhqcurWrVv8mu2zzz6Jv2b622jEvf8dQ4cOLZvaUCWo7ACRU05ZflUxcWK4t67Ro5cfP2RIuBcJuOWWY+Kmq//855pwd16aCvvmm2+uM0W5NhUzVStQ7yHNxJrvhKL9Ok7H63ZhF1Zt+j36ffq9pfTpp5/GvzPJtn1P4eGDVk1A1VD01d8vc8ZhdVxI+u80bty4+P6bcrBoNaj8ANEo09TlehQIW22lLhfhEXXtskv6+NQ3tWj1QyTm+efvisPj6qt7hLvzUrE5czU6bVof+29/+1tivXJ0P7o/3W/m79Hv1e8vlVIGiJqt/JWHmszUA6xaqOkqczoXfRFIEgFiV/kBItdeu/yq4p//DPfW9cILzrVsmT5eky4iEZ98MsudfPJPo/A4/fRfFDVlibpOHnLIIVkndE0RoRNt0t84Pd2v7l+/J/P36nHo8SStVAGi+ZfWWmut6H515VFN4eEpRDIL35qNNykEiF11BIjasLfeOh0IbdvqkxoeUdcxx6SPV5A891y4F0VKT1WyQxQemtn2rbeeDA+p13/+85+sqTvU9VUn2FLXJjz9Hv0+/V7/GPR49LiSVIoAUVdd39Snmkc1NFvV54svvnCdO3eOnqt6SWnt9CQQIHbVESCiKQoUCNr69g331vXRRy51rZ8+fvvt849oR4PuvXdg3HQ1btygcHe9tO51Zr/83r17R+tPNAf9Xv1+/1j0uPT4klKKAMkc51HJBfNCaboVP326Aj+JcTMEiF31BIgcdFA6EFIffFfInDoXXhiHzrc/DCZC8d5447F4qpILL9yloJUD1dNFU3/4D64WBFK313Kgx6HH4x+bHmcSPXOSDhAtWOTvT111a4UmXvTTvqio3ti/DQFiV10BosFiq6ySDoXf/jbcW5emi9hsMzc9dfxdG2zgluaY1gAN09rlp566wQ9TlazpFiyYHR5Shz7wf/7zn+MPrZpgtB5FOdHjyewFpsfb2BNVkgGiua389CQq/lfaOI/G6tevX/xaalxPYxAgdtUVIKIlbBUg2gqYjG5u6pgzU8fuldqGDBwY7kYeWl/cN129+GJhVxCZVx5du3Yt21lN9bj0+Pxj1eNujCQDxE+MqGa2ShlhniRNLaLFqfQaqCmrMWt+ECB21RcguorYcMN0gGjW3gImpTtqzz2jN496sDTFlBfV4oEHrozDY9So3uHunFRT8B9WrSKnInA50+PLXO2uMTWRpAJEI6j9/Whuq1o1ceLE+HXQFYkVAWJXfQEio0Ytvwr5xz/CvXVobhytXqY30IEHHhjuRg6vvTbdbb/9ym6ffVq4gQO3dMuWNTygT9Sryc9wquahcr3yCOlxZvZ0svbOSiJA1J3VD4bUrLq11nQV6tGjR/Ra6PNrXR+eALGrzgBRW/UOO6QDRD2tCuipcdJJJ8VvomrsR58kreOgNbDbtm3httlmFffuu/lX59O4Ct9VVwXqcqt55KPH6wvreh6WcSJJBIhWC/T3oYkba927774bf/k73rhUAwFiV50BIhrb0bKlm516U7xYwMhVzbvjB2Opr3lTjUGoRJqe3H/grrvuqnB3Tpqh1t/m3xU6kaUet38Oej7FamyAaEZavwyt5vpqbFG/WmjWXL0mq6yyivtI3fOLRIDYVW+ApLx21FHuwtSb4rBUkLxSwHTZWnTGv5E0pTTqGjNmTPwaaTLCQjz88MPxbbQUaCXT4/fPRc+rGI0NEM3c62+vub2QpvXpfbfes9SJpkgEiF1VB8jnc+e6X7dp437UIr3mQj76htexY8fojaTpsJtrQFu5UtdR34yjmW51QsxH04X4ua20dGmlv6Z6/H4JVj2vYqZZaWyA6D2s22oN8yTXx6gGfsJFzW9WbOsBAWJX1QEimp7ZvzkKaTPWGsr++Mb07Kg2OmHttNNO0etSTCFZs9z611P/XQ2sz6kxAaICsf+WPWzYsHB3zctsXtRnuBgEiF3VB4j6i/ulQ7WAjwrA+fzxj3+Mjldx7vXXXw931yStH+0/ZGeffXa4Oyd9E/S9lzRhYbHfDMuVnoefgFHPr9Dn1ZgAOeecc6LbKbw1nQey6XPul6I9RvPcFYEAsav6ABFNTeHfIPog5qMeNyuttFJ0vBaxqXVPPPFE3P1WzSiFNp9osSbrCbPc6fn456bnWYjGBIhfOU8z0iI3P7uBlg4uZvVCAsSuJgJEdt999+gNoukf3n///XB3Haeffnr8pkpq1s9KpJOexhv4D2Yhr52nIrtup3bpYmoFlUDPx68nUmhnAmuAqPnK3+6GG24Id+MH48ePj1+nyZMnh7vrRYDY1UyAaBEhP+urlrDMRyOQ/drbaqYo5htNNenevXv84SpmqnCtOe5Xx9PiTdVIz0vPT8+zkDXWrQFy3XXXxbdTRwbkpune/ZXy8OHDw931IkDsaiZA5IQTTojeJCpGPvlk/vUqMoull1xySbi76mV2a+7Vq1e4u0H6puxvm9RKguVGz8s/x0KuDKwB4tfsVu8rNKxLly7Ra6VeWYUiQOxqKkD0LVHNMHqjbLvttnmLnxqo5SfTU/dVy+jjSqWTo+YG03PXoLV8a4+HDj/88Oi2mnajmvlpRfR887EGiG8q0wBONExzg+m1UkG9UASIXU0FiFx++eXxm6WQaaCfeeaZuPtksd/CK5XCws90qhCxXEH45r+k168uN3p+ep56vvlYAkTjTvxtGNya36233hq/XnPnzg1350SA2NVcgKj4qW/UerNoQJjaTfPp2bNndLzaV1966aVwd9XJHG09YsSIcHdemp/I3/62Kl+oS8/PP1c974ZYAuTZZ5+Nb8McbfmpeO5fr0LHKhEgdjUXIDJhwoT4DVNIgVf97lu3bh0d361bt3B3VckckKUCusWDDz4Y38e0adPC3VVFz88/Vz3vhlgCJLMO9+GHH4a7EVAztX+9CmlhEALEriYDRPbbb7/oDaMeNIW8ac4777z4Tab5oKrR7Nmz4xqRuu4W0rMol8suuyy6j5YtWxZdO6k0en56nnq+et4NsQSIBm3q+NU0qzQK4t/DAwtcII4AsavZAJk5c2bczVRhks+SJUvcxhtvHB2v/9e/q4kGB/q5ltRU15jmkr/+9a/R/Wi+rFqg56nnq+fdEEuA+GUG9J5DYdRbTa9Znz59wl05ESB2NRsgMmDAgPiNo2atfDJnotUVSTXxU2Vos8xomsmPCO7UqVO4qyrpeer56nk3xBIg/rXUJJ8ojJZj0Gt29NFHh7tyIkDsajpAVED3M6uqsJ45WlrNOVpfwL+xamXbcccdGz1qXKs66r40+WIt8JNM5lvN0hIg/rXU3wWFKfTv4REgdjUdIKJCm3/zXHHFFfHPfc+rWtsGDRqU8erY+Km199hjj3BXVdLz1PPNN3jNEiD77rtvTb2WSSj07+ERIHY1HyAaTLjNNttEb54111wzKhy/8sor8bQnGg+hk2rmpkvjAw44oM7PK3U744wzXJs2baLnq3Efje05xRVIbpYA4QqkeIX+PTwCxK7mA0Q0rYkfLKjpTjTjqf5bTVi1MveQQtM32Wm980Kmva8PNZDcLAFCDaR41ECaDgHyg0MOOSR6A/nJ2LRpDYxacvXVV8fP/dhjjw13F4xeWLlZAoReWMWjF1bTIUB+oGnKNdW7fyNpHMSiRYvCw6qeX0xL27/+9a9wd0EYB5KbJUAYB1I8xoE0HQIkg2+60qaZaGvRggUL4m/UmkDS0oTHSPTcLAHCSPTiMBK9aREgP5g3b170LU9vIs1+qpl4a9WkSZPipjxLt17mwsrNEiDMhVUc5sJqWgTID/ysqmqOmDJlSri75jR2YCGz8dZlCRBm4y0Os/E2LQIkZerUqXE7dqE9N6pdY6c2YT2QuiwBIqwHUjjWA2laBIhb3m9cYyEK/dZSC9SxwDq5IisS1mUNEFYkLBwrEjatmg+QO+64I37zDB06NNxd86zTu7Mmel3WAGFN9MKwJnrTq+kA0WA53+Ooffv27uuvvw4PgbMvMLX//vtHt1ETTLGF+HKn5+OblvQ8C2ENkLfffju+XSFXOrVq/Pjx8eukYnqhCBC7mg6QzELxPffcE+7GDzTWwa/iWMwSt3pNLSfMSqDnU+x7xxogsummm0a3U1dz5OZH7avZddmyZeHuehEgdjUbIJkDB3/zm9+EuxFQaCg89HopTAoZIKh5xjbffPPoNh06dIj+XQ30PPR89Lz0/Ap9Xo0JEP9lR000WiET2dR6oMK5XqNjjjkm3N0gAsSuZgPET12iSRML/UZd6zS40n/QevXqFe7OKXMgnP67GlifU2MCRM1Yfr62YcOGhbtrXmat7tFHHw13N4gAsavJAAknT0ThVEj3H7axY8eGu+tQreCXv/xldLzWXtG4hkqmx+/XkNHzKqa205gAEd+tWr2x1M0ay/klBFSXKvSK0CNA7GouQL5Pvbn6brONW6fF8unbUTidBNWlVx82tTWrKTCfhx9+OP6AqiBfyTI7FOh5FaOxAZLZY3DUqFHh7po1Y8aM+AuhZdArAWJXcwHy2fXXu1GpN8rJqW1sxgJSKNwTTzwRd5fUt+JCvg0ffPDB8YdUzQ2VKLOZRM+nWI0NEL3Om222WXR71aFqebqdTEceeWT0mmg5go8++ijcnRcBYldbAfLFF86tu677LvVGmZH6AH5XRPMDsmmqe/+h04yx+Xz88cdugw02iI7XJI3vvPNOeEhZ0+PV49bj1/PQ8ylWYwNEbrzxxvg+7rzzznB3zdH8YyussEL0ehx//PHh7oIQIHa1FSADBqSecYv0NmFCuBdF0LdhP4JfVyOFTFynY/yVi3ovzZ8/PzykLOlx+t5khT7XXJIIEHVP9dOnqCnxyy+/DA+pKT169IheC4WIOhpYECB2tRMgM2c6t+KK6fDYb79wLww0Ktp/K9eATJ0g87n44ovjD+t2223nFi5cGB5SVvT49Dj9Y9bjt0oiQOS+++6L70dzP9WqiRMnxq9Dv379wt0FI0DsaidAFBoKD4UIb5LEjBkzJv7waTGqQvTv3z++TdeuXcv2SkSPS4/PP1Y97sZIKkDkD3/4Q3Q/6ob+4osvhrurnsZ9bLnlltFrsM4667jPP/88PKRgBIhdbQSImqsUHtqqdF6m5qRZYv0H8Kqrrgp316Hirx81rE3NQ+VWE9Hj8c1W2vR4G1u0TjJAdPXnB8KqO3GtNWXpisO/loUuHFUfAsSu+gNEhfIttkiHx7rrpgvpSJTmFPvVr34VfQDVE0bdKvPRyTjzSkRNYXfffXd4WLPQ4/BNc9r0OBsbHpJkgMjIkSPj+zvssMPC3VXroYceirvt7rXXXo3+2xAgdtUfIJdfvvzqo5HfVFC/6dOnx1OdqGmhkKlORDUFNcP4D3Dv3r2bbbChfq9+v38selyNqXmEkg4QOeKII+L7vPLKK8PdVUfTuKy33nrR81XTlVYSbSwCxK66A0SDBNdYIx0e226rSYzCI5AgncAyg6BQ6tXku/j6E4NOsMWOKLbS79Hv0+/1j0GPx9rbqj6lCBAV+TN7iBUyO0Cl0nTtnTt3jp6rrkDuv//+8BATAsSuugNE05QoPFJvNvfkk+FelMB+++0XfxiLaZLSuAo/P5nfNGGhTrTFTBdSDN2v7t9PjOg3PQ7LOI98ShEg8uabb7q11lorul9dBRa7emQlUPdlzUTsX79zzz03PMSMALGr3gDRBImtWqUD5NBDw70oEU0N468mNFXM7Nmzw0Ma9Mgjj8RzZ/lN8xtp8aakJr3U/ej+/HoeftPv1e8vlVIFiEyZMsX95Cc/ie57tdVWq6oQUXgcdNBB8WundeiTRIDYVW+A7L57OjxWXVVzt4d7UUKPPfZYvMb8LrvsUtBUJ5l0ZaBZbjN7QflNg+h0AtFcUNOmTctba9F+HafjdTs/CC9z0+/R7yvVlY6nx+F/5xUlmEZnwoQJ8SqQuhKphuYs/f38RInaVDRP+u901113xfdPgBSnOgNETSctfiicn3NOuBdNYODAgfGHctCgQeHugqg2ocWatOKfPzHm2jSIUXND7brrrvGmf/vVJnNtuj/dr+6/lLUWnZCGDBmSNRhRm07wCpGkT4YKEX8loppIJRfWFyxY4Lp16xa/Zvvss0/eLwzF0N9dKzxm9rh79dVXw8PQgOoLEC1L2759Ojx+8Qv1MQ2PQBPQiXGHHXaIT2SaQr8x1DSm/v7qdbT++uvXCYRCNt1Ot9f9lHIW5ldeeSUKzY4dO9Z5DOGmoCt2Vt981Jy19tprx79DXXwrbZzI1KlT3cYbbxw/BzVhFbPKYD56P2677bZZfwtdnZbyy0Q1qr4AGTp0+dUHk801q1mzZsXf7n6RCnN9o0yK7vuBBx5wl112mevTp487+uijo3DQ1Yf+X//Wz7Vfx+n4UnrhhReiq66wfqNNPYY0a7G6BGsA4KRJk9w222yTdYw6HyTZfPLGG29kNQHqcVXKiPVrrrkm7hKuTWv2FNsMWh/V5BSoma+9xjDpyg3Fq64AmTvXuTZt0uGR+sCi+Y0ePTr+oGriu2ry9NNPuwEDBuSsq+iqa7fddotWcZwzZ0540+ibrq6EMrsOq1nt1FNPjbqrJkFdfDPHiWhci+bOKterEQXoHnvsET9ejbRPqrOBmr50VehH72vTejaXX3554s2ItaS6AuSoo9Lh0bKlroHDvWgmWqPaf2j17bJS6aSvtVD69u0bL6qVuSkA9txzzygYCu0GrLBQCGXWeLTiodrmk2pOue6667JOnHrsmgq+sSO4k6KT+3nnnZd11aErpqR63WkhLl0B+/tWkGrq91I2Y9aK6gmQ555LB4cCJOFufmicRYsWxWMtNNVJJRUq9e1UXXs135dfyjZz00lPExuqF1djRtDPnDnT/f73v8+6b7XRN7Z25KnpzE/A6DfVX9Q7LanmoWJpCpyLLroo63VVkJ555pluyZIl4eFFU7OiXwbYb7vvvntiwYRqCpDUpXrqHeLcaqs5l8D0BkjWSy+95FZaaaXoQ6zichIniFLRTK/jx4+P6igayxKGRuvWraOirr7ZJj0dvdri/bxiflObfbHjaeqjqeDDJjetsT5s2LBompCmoLBUSGQW+rWpy3cSXy60KqG6bPuu5Nrat29f1MBWFKZ6AiT1YY56XyXUZorkqaDtP9AqjJYTNaNo3IRqBm3atMk6sWnT4LyePXtGy9om2ZU0F131qG1ebfT+96sJSm34Sfxu9WbSyoZ+eVy/6YSr0d7apyuWJKm+oZma/SJkmZt662mCxMZaunSp+8c//hH9rfx962+pbtTah+RVT4Cg7KnNPbOZ5t577w0PaVK6erj99tvdgQcemFUj8JuuPjSNu+Zc0lVJU1MbvdrqMyebVFu+rnySoKYr3VfYzOM3XZmo6e7qq6+ORrYXOnGhjtNgUnUg0JXARhttVOe+1clAAwST6sKsK6vMQFTPt6OOOsrNVccalAwBgial4rKfQqRt27bugw8+CA8pKXUlVr1C3WYzi7Z+U3t8r169otXuyqV3jtrs1Xaf+Th10lcbf1K0/sk555wTNfWEr0nmtvrqq0fjM9TMljlwU//Wz7U/vE3mppmahw8fntiJ/bXXXsuaI0ubrmieU00UJUeAoMnp5OzbpzXSOKneRvVRm7jWztCJRmtnhyc19Uo66aSTotl3S/1YGkNt+JkneL2G+oav55ckrS2unluHHnqoedCm3/TaqllQzWLvJzilkL4IqDdc5tWZ5mC77bbbwkNRQgQImsUZZ5wRf/CTnFnVU0F4xIgR0bdjNZeEJzYVkjWh4jPPPBPetKypLV9t+pl1GrX5q+2/VO386l2mb/Qak6E6jE7cuQZu6ufaf+utt0aj4RuzzGx91OympjFdvfrnryvJs846K+rth6ZFgKBZqHlo++23j04A+hb51FNPhYcUTaPN1S00V6FWm0Zm60RTKSOyG6ImILXx+5X5tKkGoFpAtXr00UfdVlttlfU3VW+4Us8ygPqVLkBSf9xoK0Qhx2rxmJ490z2tWrdOz7Kr/9bPElpYBk3r3XffjdvMVWi1jKNQ754LLrjAdenSpU5gaOvUqZMbPHhwIt1Dy5GuDPycY35TU51qA9VC9Zk//vGPWc9x6623jgZ1onnlOWs3QiGh4DV0rHp+dOu2/Jj6ttSltCtw9C/Kh3oB+ZOCekMVQmuuq6kk/Dbqt65du7qhQ4dGbfm1Qm3/mas66qpOTUpJzj/W1DTlipo6/fghbRo7ovpMcw1+RLZ6ztoJ8Cf2QtR37Pz5zrVrl9635prOnX9+eqEotXVqlt1XXnFuyBDn2rZNH7PJJlq1J7wXlDl1lfUnCJ0cctHsrJqsMBy7oE3NOBqEdskllyRaqK00qgGoiS6zd5lqBaoZVNIJV929b7rppqwCvjo/9OvXz3SVitLJcdZOSH2hkEt9x+67b/rnHTs6l2NCutiHHzrXuXP62O7dw70oczrx+ZljNR7DN7+oLtK/f/+sab395icr1OC0pLqEVgvVBDJX8NOmqzXVEMqdOjWEa6doHRDNLozyk+OsnZD6QiGXXMc++2z6Z5pdt5AimUbO+pl4p0wJ96LMqbDtmyq0IFK43Kw2zZOkFek0WeF8XZ2iQaoRqFaQ+RqqlqCaQrnReCCN9M98rPpSoan4Ub4KPMMb5AqF+uQ69sQT0z9LfQMt2IAB6dv07RvuQQXQehlhaKg5pnvqqlJdSEvRLbTaqenq2muvzZp3SkGt2kI5TOuuOdHUjVvzi/nHpzVk1ByZ5AJSKI0Cz/AGuUKhPrmO7dQp/bNiZiOdNCl9m9S3LlQefWP2JxH1ntKU4/TtT4ZqB6ohZA6kVI1BtYbmmtZda5FnNk+qWVKzAHB1WTkKPMMb+FAoZsu0xhrpnxVTFNexuo2K6qg4Gg2uE4m+jWqqbyRPtQTVFDKv8lRzaMoBlZqZOXOtc23697Rp08JDUebKN0BatUr/rJj5iHTJq9votqgo+hbsF2kqtDsv7FRbyFzyVptqEKWcm0zzoGlyxsyZAXQFMmbMmPBQVIjSB0ghch3LFUhNmTx5cnxSUdMVSk81BtUa/Lr1/upPNYkk12vR71F9K/w9WoUwyd+DplfgGd4gVyjUJ9exvgaiukahqIFULC3rqhOLiublUNytJao5qPYQXhmoRtFYmgpfy9P6+9WYnT/96U9NtngVSqvAM7xBrlCoT65jfS+sU07J/nlD1GNLt6EXVsXxs8xqmnU0D9UgctUmVLMolmote++9d9Z9aYYAXWmiehR4hjfIFQr1yXWsinr6GeNAqp7GgPiTjNbqQPNSTSLsHaXahWoY+ai318knn1ynt5f+rs3V2wulU+AZ3iBXKNSnvmP32Sf980JGoqvZSscyEr3iaIoSnWh00qnkuZuqiWoTqlGE4zNUy8g1PkPjTa655hq31lprxcdrvInWPk963XiUjxxn7YTUFwq51HesFsrZaKP0Pj8X1owZ6Xmw/FxYQ4e61Ls2fYzmwvrkk/BeUOY6dOgQnXA0yhzlRbUK1Swyp41XTUO1DU/L3Xbu3Dner61Hjx5lOeIdycpx1k5IfaGQS0PHap6jnXdefkx9m2bjTXhlNpTeK6kvAf6kU99Eimh+ql2ohpEZEqqPKPQzf9axY8doPXTUhnrO2gnwJ/ZCFHLsuHHOHX54enZerQWiTf99xBHOjR8fHo0KobU6dOJRO3vSS7MiWaphqJaRa5lbzfqriS0radZfNF6eszZQWpqyRCcgLY2KyqCaxqmnnhqHh6bjp3ZVmwgQNButJuhPQldeeWW4G2VOXXWnT58e/hg1hABBsxk2bFgUHi1btnRzGuplB6AsESBoNn7hoB133DHcBaACECBoFu+9917cNVRjCwBUHgIEzUKT+Ck8FCJaghVA5SFA0Cx22mmnKEC6dOkS7gJQIQgQNLm5c+dGhXMFyJAhQ8LdACoEAYImN+LGEa5Fq3T33TfffDPcDaBCECBocrufvbtr8esWruP+HcNdACoIAYIm9fGSj12ri1u5Fqe3cIPuGxTuBlBBCBA0qZGvj3Qtrm0RbTM+nRHuBlBBCBA0qb0f2DsKj83v2jzcBaDCECBoMp8t/cytOHLFKEDOnHJmuBtAhSFA0GRuefOWuPlq6vyp4W4AFYYAQZPpPqF7FB7t7mgX7gJQgQgQNImFyxa6la9fOQqQ/pP7h7sBVCACBE1i9Nuj4+arZ+Y9E+4GUIEIEDSJgx45KAqPDUZt4L5P/Q9A5SNAUHKLv1nsWt/QOgqQvk/3DXcDqFAECEru7ll3x81Xj895PNwNoEIRICi5no/1jMJjnVvXcd9+/224G0CFIkBQUku/W+pWv2n1KEB6TeoV7gZQwQgQlNT9798fN19N+GBCuBtABSNAUFJ/eeIvUXisefOabtl3y8LdACoYAYKS+ea7b1zbW9pGAXL040eHuwFUOAIEJfPIfx+Jm6/GvT8u3A2gwhEgKJneT/aOwmO1m1ZzX3/7dbgbQIUjQFAyXe7uEgXI4Y8eHu4CUAUIEJTMA7MfcEc+fqR7+4u3w10AqgABAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgKBoUz6e4k56+iS39dito6lKVhi5glv7lrXd7uN2d5e+fKn7ctmX4U3iEekAqgefaBTs86WfuwMePiAOg/q2NW5ew93x1h1ZtyVAgOrDJxoFUXhs8a8tohDQzLpnP3+2e+6j59yCrxdEs+zOWzzPPfTBQ+7Ep06Ml6/NRIAA1YdPNArS4+EeUQBsd/d2UVg0ZP6S+e6QiYdk/YwAAaoPn2jk9fzHz8dXHh9+9WG4uyAECFB9+EQjr75P941O/gOnDAx3FYwAAaoPn2jk1Xls5+jkP/mjyeGughEgQPXhE4281HSlk78K5lYECFB9+EQjr1YjW0Unfy1Ra0WAANWHTzTy4goEQC58opEXNRAAufCJRl70wgKQC59o5KW5r3TyZxwIgEx8olGQ/SfsHwVA13u65h2J/smST9yhEw/N+hkBAlQfPtEoyGdLP3Md7uoQhYBm4NVcWLoy0RxZ6p310eKP3IQPJrg+T/VhLiygRvCJRsEUIv5KpKFNAXPn23dm3ZYAAaoPn2gUTbPw6kqj05hOUV0kcz2Qy2Zc5hYuWxjehAABqhCfaACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAm/x8PcwpJJljniwAAAABJRU5ErkJggg==)
PN: 6H21-7-04
CAS: 34576-92-6
Molecule Weight: 230.64
Formula: C9H4ClFO2S
PN: 6H15-5-07
CAS: 14006-54-3
Molecule Weight: 196.65
Formula: C9H5ClOS
![Methyl 3-chloro-6-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-7-X0
CAS: 21211-20-1
Molecule Weight: 244.66
Formula: C10H6ClFO2S
![7-Fluorobenzo[b]thiophene-2-carbonyl chloride](data:image/png;base64,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)
PN: 6H16-7-00
CAS: 2035458-56-9
Molecule Weight: 214.64
Formula: C9H4ClFOS
![6-Fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-0D
CAS: 212078-71-2
Molecule Weight: 180.2
Formula: C9H5FOS
![Benzo[b]thiophene-2-carbonyl chloride](data:image/png;base64,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)
PN: 6H16-5-X1
CAS: 39827-11-7
Molecule Weight: 196.65
Formula: C9H5ClOS
Melting Point: 108-112 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900