![Methyl 7-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 6H23-3-15 |
| CAS | 550998-55-5 |
| MDL Number | MFCD09027108 |
| Molecular Formula | C11H7F3O2S |
| Molecular Weight | 260.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-3-15
CAS: 550998-55-5
Molecule Weight: 260.23
Formula: C11H7F3O2S
PN: 6H23-3-0A
CAS: 1002355-89-6
Molecule Weight: 274.26
Formula: C12H9F3O2S
![7-(Trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-10
CAS: 550998-66-8
Molecule Weight: 246.2
Formula: C10H5F3O2S
![Methyl 5-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-X3
CAS: 146137-92-0
Molecule Weight: 260.23
Formula: C11H7F3O2S
PN: 8H30-3-09
CAS: 2379918-54-2
Molecule Weight: 275.25
Formula: C11H8F3NO2S
PN: 6H23-3-04
CAS: 863118-41-6
Molecule Weight: 260.23
Formula: C11H7F3O2S
![Ethyl 3-amino-7-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABSdAAAUnQEHzFQfAAACf3pUWHRtb2xTb3VyY2UAAHichZXbjpswEIZfZcR1Y3wAg6MkqyirlSrttlKzlXpXOeBkkQKsgJzevmNIsiGkIEDjw3xmzD9jJk/HdAt7U5RJnk0dRqgDJovyOMk2U+f3+8sodJ5mkwid0DErp85HVX2OXfdwOJDow6T6mGckylOnmR8fy6TlcxAkLzYup5S5f95elzUzSrKy0llkkCqTcVkPvuaRruoo/vMKN9XFPsncxt1Ni32z2l9O7U3JsYydr70scG6OKKyTrYF1XqS6gj2nBG/6DTYmM4WuTAyrEw4L4uHeZ5O35zzapSarsGlXSCK9XVbFLsKBNN+aaIeLYeP789RJGQK6ytN5UegT2JYd1gw0By1Ae6B90BJ0ADoErUAzig/OM3Rg6MHQhaEPQyeGXgzdmEINtsYG8X76NLgTWMDP87OERev6gc+LvfBT8qkzEkQoJWHEieTWoqKhtZQIdtNnhHPqASeM+xIE8RXl4BHFhQJJuB/IizkPnl3OACPSU8Fl7sp5svYUocAtnJpwVICYDUdI/8syIigPAZUQVF27GCX1pbLWF/U0FwG/dpGmQWNDr933vTCAEUrIhMDoggAxDIShOfcag4K5V8Vmk1WexTdNSOKps2JOLeUvsy75WU0H8iI2BRaIXcC63gK8DVjt+wHRBmym9ANeG7B5dQX4I8DvALL/DbIN2Jy9AvNHQNAGbIb3A2EbsPXQD6g2UFdPP2HnW9LV1TbA3MtdV+cAc6d4U80DjOjsfxC5k705MAYYvyPkIHKnfXMm9acLC7riDGQYu0uA5sgbYNQDJhyoxvskkM2R2mXcm/J3L4c7NjsHv3vzV3DxXzj7B6uVEwtb7zDsAAA3gUlEQVR4Xu3dCdyVY8LH8WZkGFtGzIxlsoxk7513KttQQlmboXrHFtNIyFCJVxShZbJF1iIUsozlk0JIGlvKmkHZQknpjUhKWbre87/OuU7nuZ7tvq9znrP+vp/P/ame6zrLfTrP/b/v+9oaGQAAAjTyfwAAQBQECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIAAq3uiejercUDM+GQAVzw8Mf0PN+GQAVDyCIgyfGICKR4CE4RMDUPEIkDB8YgAqHgEShk8MQMXzG81pQI+GTwdAxfNDgwCJhk8HQMUjLMLwiQGoeARIGD4xABWPAAnDJwag4hEgYfjEAFQ8AiQMnxiAikeAhOETA1DxCJAwfGIAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAOGvWmG+/WuD/FLUgQAAg5ZWJF9vuvHNfud8vQg0IEABIefrWY22AvPbYYL8INSBAACCFAImHAAGAFAIkHgIEAFIIkHgIEABIIUDiIUAAIIUAiYcAAYAUAiQeAgQAUgiQeAgQAEghQOIhQAAghQCJhwABgBQCJB4CBABSCJB4CBAASCFA4iFAACCFAImHAAGAFAIkHgIEAFIIkHgIEABIIUDiIUAAIGXyqGPNyO6NzMsTCZAoCBAASLnywmNNp1aNzP1jCJAoCBAASDm527Fmg/UameHDCJAoCBAASDn22GNNo0aNzODBBEgUBAgApBAg8RAgAJBCgMRDgABACgESDwECACkESDwECACkECDxECAAkEKAxEOAAEAKARIPAQIAKQRIPAQIAKQQIPEQIABi04y1dW2lqhwCxP+/8Ldcyu2zAagI/kHJ30oVARJPbp8NQEVoiINRMSinAMmH/LwKgLKSz4NUPhEg8eTnVQCUlXwepPKJAIknP68CoKzk8yCVTwRIPPl5FQBlxR2katp833/3jXnvpXHmveljc7a98/xYM+3Rseb+e8aasWNzt7Vs2dIGyFFHHVWtLNvtwfvGmucmV9+XbLYPX77XrPnpxyqft///Udf/TbZy/4wAyp5/YKrrIPXqxEHV6mS7jTipkTlmr0bmN00a2QN+KWzb/7qROfGARmbUqdX3J5tt7qv/qvJ5++WZW67l/hkBlL04B6QvP33TTL7+CDPpqnY52/41rJ256Ix25ugj2pl27XK3bbzxxvZgv+WWW1Yry3Y77i/tzNCz25mJNexP6DZlVBezYtmiKp93nP+bbOXnVQCUlXwepPKJNpB48vMqAMpKPg9S+USAxJOfVwFQVvJ5kMonAiSe/LwKgLKSz4NUPhEg8eTnVQCUlXwepPKJAIknP68CoKzk8yCVTwRIPPl5FQAoAeUQIPlEgABACgESDwECACkESDwECACkECDxECAAkEKAxEOAAEAKARIPAQIAKQRIPAQIAKQQIPEQIACQQoDEQ4AAQAoBEg8BAgApBEg8BAgApBAg8RAgAJBCgMRDgABACgESDwECACkESDwECACkECDxECAAkEKAxEOAAEAKARIPAQIAKQRIPAQIAKQQIPEQIACQQoDEQ4AAQAoBEg8BAgApBEg8BAgApBAg8RAgAJBCgMRDgABACgESDwECACkESDwECACkECDxECAAkEKAxEOAAEAKARIPAQIAKQRIPAQIAKQQIPEQIACQQoDEQ4AAQAoBEg8BAgApBEg8BAgApBAg8RAgAJBCgMRDgABACgESDwECACkESDwECACkECDxECAAkEKAxEOAAEAKARIPAQIAKQRIPARIuZs925gzzjCmRQtjNtzQmA02MGannYw5/fRkGQBr9erV5ve//70NkA4dOvjFqAEBUs6GDzdmnXUS/8uNat5Udvnl/qOAijNx4kTTvHlzGx5u22effczMmTP9qshAgJSra69NhsTPfmbMKacYo1+E5cuNWbHCmJdfNqZHj2SZ6owc6T8aqAizE1fhhxxySDo0NtlkE/OHP/zB/OIXv7D//lnid+Tkk082Cxcu9B8KQ4CUp/nzTeI3IBkOt9/ul66lMtVR3U8/9UuRZ8uWfW7uu+9sM3DgjqZXr1+Yvn2bmqFD/2geeuh/zYIF//GrIwtLly41Z511lmncuLENinUSV+OnnXaaWbJkiS3/4IMPTKdOndLBsvHGG5thw4bZ21xYiwApRxdemAyGLl38kuo6d07WHTDAL0EeLVnykTn33N+anj0b1bohez/++KO58cYbTdOmTdPh0K5dO/Pmm2/6Va0pU6aYXXfdNV13hx12MA8//LBfrWLxrSxHrVsnQ+HJJ/2S6p54Ill3r738EuTR6NFdbUgMHNg8cTCbZL799guzatXyxIXhrMRBbIS57LKW/kMQ09SpU83uu++eDoPtt9/ePPDAA361an744Qdz/fXXm8022yz92Pbt25v//IerQgKkHP3qV8lQ+PJLv6Q6XbKrbuKMDIXTp8+mNkDmzXvNL0KW5s6da44++uj0wX+jjTYyQ4YMSQT0Kr9qnb5M/D6deeaZ6dte+vOMM84wX3zxhV+1YhAg5SjxxbahkDhzqtf33yfr6jEomLPP3tgGyIoVX/lFCPTNN9+YCy64wKy33nr2gK8G8W7dupnPPvvMrxrL22+/bQ466KB0IP0qccI2cuRIe6VSaQiQcsQVSMm54oo/2QAZO7a7Wb482ZCLMGvWrEl8jmPNlltumT7I77XXXuall17yq2ZlwoQJ6XEj2nbZZRfzZJTbxmWEAClHrg3kqaf8kur0hVfdNm38EuTR++8/Z04/vbENkdNPX8cMG9ba3HNPLzNjxt1m5cqv/eqoxfTp0xNf/9bpg/pWW21lxo0bZ0OlIahX1vDhw20vLfeaRx55ZOL/832/alkiQMpR4rLdhkLXrn5JdeqppbrquYWC+vjjmea66w5LB4nbzjprQzNlytV+dWT49NNPzYknnpg+iOu21YABAxJXc8v9qg1i0aJFpnv37ubnP/+5fX2NIznvvPPMsmXL/KplhQApR/PmGbPuuslguPNOv3StxJmZraNxIBo7gqLw3XffmDlzpprJk/9pLr98v3SQvPDCbX7Vivfdd9+Zyy67zGy44Ybp8OjcubP56KOP/Kp58corr5h99903/V5+/etfmzFjxpiffvrJr1oWCJByddVVyXDQaPNTT02OPtco9JUr9S03iSPS2pHoI0b4j0YRefLJK2yAXHrpHn5RRfvXv/5ltttuu/TBes899zTPPPOMX60g7r77bvO73/0u/d7++7//2zz33HN+tZJHgJSzIUNM4po6GRI1bSobOtR/FIqM2kAUIBqd7nvvvWnmuusON5MmXWo+++xtv7gsvfHGG6Zt27bpg/Pmm29ubr75ZjtIsJisSJywXXzxxeaXv/xl+r1qtt95ukNQJgiQcvf228mZd5s3T87Em/gy27+fdlqyDEXvo49m2ADp0+dXfpGZMGFglfaSiy7ayf6sHMeT/N///V/iYvpUO+2IDsbrrruu6d27t/nqq+Lu+vzJJ5+Yv/71r+kQUaAMGjTIBkypI0CAIjBo0C7mkUcusr2xli6db374YbVZtmyRefnle0z//s1sOIwaVX1qGo1Wnzp1pLnyygMS5wQ/rxImF164vXnwwfPMhx++6D+spHz//ffm6quvNptuumn6INyxY0czZ84cv2pR0y0sTdTo9kG3uMaPH+9XKykECFAEMg/8NW3/+79bmSVL5voPq0KB8+yzo8yIEQdV68l1/vnbmHvvPcu8996/zZo1pdOg+9hjj5kWLVqkD7o77bSTefTRR/1qJUON6bfeeqttXHf7tN9++5lXX33Vr1oSCBDU7KGHjDnnHJ3i+iVoAAsXzjaPPz7UXHVV28TB/nfmjDPWtaPTBw/+g5kwYYCdGysO1X/xxdtt+0ivXutVCZNzz/2Nueuunmb27CmJA1pxjp5+9913zaGHHpo+yDZp0iTx2Vxlr0ZyRT24NJ/Vgw8+aG655RZzySWX2K1fv37pv+vnKlc91c+Vr7/+2r6OmzZe3X///ve/m88//9yvWtQIENTMDUZUQzxK2nffLTMzZtxlbr75aHPmmb+sEiZ9+25mxo79W+IA+aj54YfCnyyoPaNPnz62fUMHVrV39OjRw7Z/ZEtjRTSo8G9/+1u1xaOibnqcHq/n0fNl67333jNHHHFE+vm1Hsnll19eMtPGEyCo2U03JQNko42MWbDAL0WJWr16hXnllfvNrbceZ846a6MqYaIrnttuO9G8/vpDiXor/Yc2KPWgGj16tO1R5Q6mBxxwQOK9vO5XjUXBc91111UZnZ65Kah22203O6X7cccdZ8PBbfq3fq5yF2j+pufV82cbcE888YTZeeed08+74447mkceecSvVnQIENRMXSL32CMZIiee6JciB+bOnV7Qrrfff/+dmTXrEXP77SelZwPW1r27pivfIPFnF9vI29CjuadNm2ZatmyZPnhuu+225r777vOrxaL1PdTzyT/w6yCtGXQ1jbvO/uNQfT1Oj8882Lsg0uvVtq5IFJqM8dprr7WTM7rnPfjgg80777zjVy0aBAhqN3VqMkA04DDHE9FVug8+eN7OedW7dxO/qCB+/PF78/bbT5hx404xf//7FolzB03HkTyIrb/++uaoo46yExTmssvsxx9/bLp06ZI+WGo0+aWXXmpWarBrII0RyVxJUJsa3gcPHmy70+aSnk/Pq+fPfD29vt5HKE0Pf/rpp6e7K2va+H/84x92OvliQ4BUqsTludlqq/pvTx19dDJENNliA01IV2lWrFhqG8p1tj9qVGe/uOB++ulHM336M6ZXr152MkL/TLtDhw62J1HobZtvv/3WDBw40AaTe94TTjghqzYFNUrrIOsOutrUCP/ss8/6VRuEXiez0V/vQ+9H7yuUrmYOPPDA9HNqFcUbbrihqKaNJ0AqVdu2yWA4/ni/pKq5c41Zb71kXc2dhazdfPMxqa65W8fuXVUIzz//vOnbt6+9tZQZJjpIqo1AB7Woa2zceeedZuutt04/R6tWrcyLL2Y3TkXTqv/mN79JP6fGiLz2WmEGUup19fruveh96f1l46GHHrKrJ7rnVJvM008/7VcrCAKkUk2btvb2VH2/wG52X12xNPD98HKncRoKD92+evfd4pi3KY6XX37ZLtKkRt7MMNGm8QzqalvTraIZM2aYvffeO133t7/9rbnjjjuymmZdXXrVY8s9Z7NmzezBthjofej9uPem95lNF2Stnjh06FC7mqJ7zj//+c/mww8/9KvmFQFSyTp3TgaDuuzW9Yus0Nhyy2RdhQmCqMHcdaPV2I5c0Jm/zkZHjRpV4zgG/VxrgS9cuNB/aNZ0i0VzPe26667VwkRXFjrg6eripJNOsqsB6ueaZv3888+3qwVmQ+Ml2rRpk349jaHQrbFiovej9+Xeo95vtuM89P/tf579+/fP+vMMRYBUMk15vf76yWBInA3WaezYZD3VL9BU2aVMPZ40m67CY/jwfYIH8OkActNNN9nG5y222KLagbuuTWf96pqq9otcr+OtHkpqUNass/7rui1XZ8x6DrcSoM7IdVusmOn9uSsHve9cfAb+FZ0a2rUmSb4RIJVOC0klvoD2CqOusxhdoaghXXWPOcYvRT20uqDCQ91lv/jiY7+4Trr1oe607du3Ty9YlLnpPvuf/vQn2xCdOY5B/9ZtpcxpM9ymEdDqLaSpQnJNa3FcccUV6anW1VaSq3v2s2bNSrd3aMnabLrN5pPep1tiV+9f+5ELCid3NTJz5ky/uMERIJVOt6e23joZDOef75dWNX362jVEimTdhVIwa9aE9BgLDeKLSqORNS4gc10JbXvssYe9DfT4449HXvFOvYEmTpxozjnnnCrreGv7r//6L/Pwww/7D8maxnLo+f/4xz/6RUF05u7CQ11n1Q24lOj9ui6/2o9cXImI682m6VbyjQBBctVChYJ6W9X3pdagQtXVIMMiW3+hGC1d+qnp27epDQ+NsYhKo5AzG6o1E62WSH3rrbf8qkG0dvgpp5ySnotJmwatxR1cV5dcBojaDnbYYYd0eCxevNivUhL0vl2IaH+ybRMRAgSFpdtTe+2VDIa//MUvrUrjRjbcMFlX052gVpr1VpMjKjwuvnhns2pV/Y28Gqj3P//zP+mD+mabbWauvPLKBmskXZD4/zzzzDPtPXS9ng5GN954o18tSK4CRFdirsFc41JK7crDp/fvxtdov7Kd94oAQeHNmLF29cL67lcPHpyst/nmOsX2S5Hy6KOX2fDQbLjz59c/MllXBe52ldo6NGVGrhu7a6N79JlreXft2jXrBY9yFSCuq64aokulzaM+2g/XsK79ywYBguJw0knJYNh997pvT2la6+22S9Y9+2y/FEZ3Al9Ir8mhBZ/qo/W93dKn22yzje16m2+a0PCiiy5Kj+ZWoGQzfUYuAkSD8FwjcbH3topL+6P90v5lM9iQAEFx0Ghizb6rYLjhBr+0qgcesPXmrLuu+Wr2bL+0oq1Y8ZW54IJtbXjccMORfnE16pbreldpZHc2B+1cUOO85qXS+1GDfej7yTZA1PCvrsd6Do2nKEdunIj2M3TaEwIExWPo0GSANG1qTD0HjmfbtjX9EnX7duzoF1U0LT2bnKpkK7N8+RK/uAqNxnbh0a1bt6zvh+eKxhlo7iW9r3322Sfodla2AaK5pPR4jegutkGCuaL9ciPWtb8hCBAUD92e2n77ZIicdZZfWsXcWbNM09TtjkmTJvnFFempp26x4aH1yefMqfs2lM703e2ik08+OatpPRqCxhW4KxG1icSVTYBoNlv32RTL9CQNRfun/dT+hsziS4CguOgXVgHSuLExb9e9XkXPnj3tl1ddE4vl7LlQ3ntvtmnTZgPTsWMj8+CDdU/5Mnfu3PS6D8ccc4xtfyhGCjl3hRS3d1Y2AaLp4/VYzXBbCdxMvtrvuAgQFJ8DD0yGyCGH+CVVaEpvjVHQF1jdTSuV1svec889zQYbNDJduuydCITapyrRdNw6qOoz23333Yv+9owa1vVedaDSWuVRhQaIeiipYVnbq6++6heXJe2n2+e4Pc0IEBSfxJd4ceKSekLii/lOPUtrjhgxwn6BmzRpUrIDvLLl7tfrM9BUHnXRmteqq9tD77//vl9cdHR15Lr4HlLPCUWm0ADRyn6VdPXhuKsQ7X8cBAiK0uTTTzdHJb6YrXfcsc7bU5qrqUWLFvZL3KNHD7+47GnUuOtqeu+99/rFVWgQmeuuq+AtFTordoMNo057EhIguqJ1y9DmazGoYqH91X5r/+Ms1kWAoCgtXbIkfZ9ek+PVRZPyqZ7ul7/++ut+cdnSSO7NN9/c7nv37t394mo0fYjqatban376yS8uau4q6w9/+INfVKOQALnuuuvsY9SmVoncNCf6HKIiQFC0NJmfvpybbLJJvfP2HHbYYbbu/vvv7xeVJQWAW3JUV2D1tWVo8jx3dj158mS/uOgpLN3cWWpcr09IgLRu3do+RlPDVyLtt/Zfn0NUBAiKlm5P7bLLLvYLWt9gLjWwugOkDh7lbsiQIXZftahPlKsuzYSr+lrHoVS5KyhNBV+fuAGiNdFVX7cDS32+q1Dab3c7NOoa8QQIiprOlvUF1e2p+nrFaO1s1dX62StXrvSLy4bmrXJtAtdcc41fXI3akNwCUHfddZdfXDK039oHXYnUN09X3AAZN26crb/zzjv7RRVF+6/PQZ9HFAQIit4RRxxhv6RauKgumk3WHSgvvfRSv7gsaMoJt1jS4YcfHmkAoNbiUH11eS71YHXTzGtlw7rEDRAtgqX6mkSykmn/9Tno84iCAEHR0zoR7v53fT2NRo8ebettsMEGZv78+X5xyXPTrWuFuai9ZXr16mUfc6LWUylx7laclsetS9wAcQtdPaB51iqY9l+fgz6PKAgQlIR+/frZL6qmHK9rbiQ1Lrds2TLSQabUjBkzxu6XbudNmTLFL65V8+bN7ePKYUZZdzWlAK1LnADRQEw34v2DDz7wiyuK9t99x/S51IcAQUnQrRu3vvagQYP84ir+/e9/23pqEHzhhRf84pI0Z86c9NxQWlI2qqVLl9rHaIvaMFrMMvdHPbNqEydAdPBTXV3lFuu0Lvmi/XdX+1FCgQBBybjlllvsl1W3p+bNm+cXV9GlSxdbt1WrViU35sG3atUqu3a49keryKl3WlQKUD1O7R/lwq1N/swzz/hFaXECxN222XXXXf2iiqTPQZ9HlNt5BAhKhoJAA8n0hT322GP94ioyR13ffvvtfnFJOfvss+1+aDyMJkKM47bbbrOP1bTo5UJjfbRPau+qTZwAueGGG2zdjiwNYOlz0Oehz6U+BAhKiqZccBO/Pf/8835xFQMHDrRfbi2Y01Drejc0TVXv+uaPHz/eL66Xm/tKs+6WC3d1OWzYML8oLU6A/POf/7R19bxY+/nqc6kPAYKS43oi1TQlh0LlySefNNOmTbNjSNxUH7pi0c9KadNSs262Ya3ZEWLAgAH28VG7ZZYCTduifbrwwgv9orQ4AaLnKbfPKBuuS3Ndn69DgKDkfPLJJ+nbU+qZ5Liz7XLbNCfY8uXLMz6B6NzgSnXlLReuW3KfPn38orQ4AVKOn1E23Oerz6U+BAhKklsnQg2qy5Ytsw3N6uKrn6mtQIPt3KbeS/qia4R65s+LfXMhqfeuXlghuAKpP0C4AqmKKxCUPY0F2WabbeyX99xzz03fx95ss83qneaiVKi3lXpdab/UC0shGdfw4cPt42kDqR1tIFXRBoKKoEZlfXk1iaIbIxFnKupSoFl0dUWlfVNvrLjc4EMtylQuDjjgALtP9MJqGPTCQkXQPFButTptu+22m12ytdzcfffddv/UG0u9suJw40DUjlIu1KtO+zR16lS/KC1OgDAOpCrGgaBiuFlUtUVZJ6JUqReW9lGTRX722Wd+ca10O899PnEeV6w0I0GUKcfjBAgj0ddiJDoqhq5ANEBOX+CoK9WVKvXCcnNaHXTQQdW6L9dlhx12sI+75557/KKSo5ME7YumtalrJuI4AcJcWGsxFxYqhru1ozOmSvjF13oo7uywrgZkX8+ePe1j6luUqxRoHjDtS30N3nECRJiNN4nZeFERtISr64V13nnn+cVl66qrrrL7rI4DM2bM8Itr5A4K6vJc6m1Ee+yxh92XG2+80S+qIm6AsB5IEuuBoCJkjgMp1WlKQui2zaGHHmr3XbemNAamPlpEqkmTJvYxjzzyiF9cMt566y27D+uss0697TlxA4QVCZNYkRBlL3MkuiYLrDSff/55uidS1DVPTj31VFv/yCOP9ItKhq40tQ/t27f3i6qJGyCsic6a6KgQXbt2TR8c4jQmlxPN9+UafqPMNqz2EzcJ5RtvvOEXFz1dZbp5wdT2VZ+4ASKtW7e2jxk8eLBfVBG039p/fQ5RESAoKZqN150p1jcbb7lzZ+QbbbSRXfa3PlpDXfWPPvpov6joXXnllfa9N2vWLNJ6KCEBokGoesxOO+3kF1UE7bf2P85gXAIEJUNXG25hpfrWA6kEOpC6s2bNTLx69Wq/ShVqdHe3KJ566im/uGhpLIumqNH7vvbaa/3iGoUEiNaYV+cEPU4nKpXEnZhp//U5REWAoGRkrkg4f/58v7giqfvyxhtvbD+XKLOnugGJO+64Y6R+/sXA9QzSe64vJJ2QAJG//vWv9nHqqFBJXMcM7X8cBAhKwoqvvzatU2uiX3LJJX5xRbvzzjvt56Kri8cee8wvrkJnl+5sXuNDip2mK3FtPXF6kIUGyJtvvpluK1K7USXIbB/T/sdBgKAkfHDOOWZI4ov6t2bNzMoVK/ziitetWzf7i6wR2gsXLvSLq3DjQrRFaZAulC+//DI91keLiMURGiBy1FFHVdRViLv60H7HRYCg+L37rjG/+IVZmPiifnrvvX4pTLKXkm7x6Jf5kEMOqbd32j/+8Q9bV92hi/F+v25VtWvXzr5HrfOydOlSv0qdsgkQ9VLTWBM9/qGHHvKLy4r2T/up/Q3pnUeAoPgdfnji25L4uvzpT34JMrzyyivpqU60DkhddIA+8MADbV11j3399df9KgWjwZLuikoBN336dL9KvbIJEHEBq15fmvWgHGm/tH/aT+1vCAIExU0z7Co8fv5zY157zS+F54orrrC/0OpNM3PmTL+4Co1i1ySUqq+R6sVwJaLZYF1Dv9o+tC58iGwDRLP+usGa5TCHWE20X9o/7af2NwQBguKl/v6aWkIBcsopfilqoLP3Dh062F9qTYhX31QnixcvToeIzvYL2SaiM2KtnOjC46abbvKrRJZtgMiECRPS3Z7VUaGcZHa80H6GIkBQvK65Jhkem2yi+Tv8UtRi0aJFdo4w/WKfcMIJfnE1Chl3O0ubemflu4vv+++/b3bffXf7+roff8cdd/hVYslFgEifPn3s82iwZtweSsVK+6H90X5p/7JBgKA4LVlizKabJgPkiiv8UtRj8uTJ6bPnsWPH+sXVqE3E3ffXpgb5fAw21C2rESNGpJck1sqJuVgYLFcBos/FrUu/1VZblfw8WXr/2g/tj/Yr6ria2hAgKE6nnZYMj+bN9VvslyKCfv362V9uDTTUGX4U6uLrxolo+8tf/mJmzZrlV8sJhZxG0LvX0sF+7ty5frUguQoQ0eSVblEuTfeh236lSO/bTVei/dF+ZYsAQfHRrYJ11kkGyMSJfiki0tmlDqDuQBr1bHNJ4urPNWS7TWMENJAv2/VEdGtM7Sx77713+rnV9nL55Zdn/dyZchkg8uGHH6ZvC+ogXGpXInq/Ljy0H9qfXCBAUHzatUuGR4cOfgli0pWHm+pEVyRxaO4sNwGj23TwUe8dLY9b35ocjqad0foS6prrZtTVpp5ip5xyip2eP9dGjx5tX6NFixZ+UTBdibkQ2XLLLUumTUTvU+/X/f/l8ooyzvrpuUaAoLoHH0yGR+LgYt55xy9FALWB6JdcbSK6bRSXprrQeiKbbLJJlTDRpjaLvfbay06xr1Xs3KZ/6+eZgeG2LbbYwpxzzjk5Owt2FixYYG644QY7ANFNf6JNDcVfffWVXz2I3rNb/lYN0cXeO0vvzzWY633n6jOfN2+endDUfcYvvviiX6XBESCoSj1/tt8+GSBnneWXIgvqjaVfdJ2BqpdWCK1sqDYS9dJybQJRt+bNm5tevXqZSZMmRb6VFoVuzWiZ3/3226/aa7rR5No233xze1WiRvtsqe3ANaxr0xVZsQ021Ptx4zy06f3mos1jxYoVZtCgQekF3bTp1lgu/0+jIkBQ1ZAhyfBo2tSYmFNXoG7qquvOnDVORONFsqW5qjRKXAtaaYJLbeeee2767+qK+9JLL8WehqQ+ui03dOhQ06pVq2qhsdtuu9kDnLuloraQbbfdNl3esmVLM23atKpPGEBT6bsuvto0ortYpj3R+3AjzLXpfUZZQ6U+um2paWXc82r8UCEHnxIgWEv30xOX2jZAbrzRL0UOaGS6W+9CI9ZLidZDVyi5sSKZm3pyDUmcfNS2qJaunC699FK7DIB7TJcuXXLSEK5BeK5dRFvHjh3NawWaMUGvq9d370XvK5tBgo5uYWZe4ekW5K233lrvfGsNjQDBWt26JcNjjz00OMAvRY5ojiwdBNT4qbmzipkOXAMGDLC3v/zQ2Hfffe0qhR999JH/sFppnW93K0+behANHDgw69tPmgZEY2gyb5lphtt8nZ3rddyMutr0PvR+QqcncXTLS7fBXHuSvjPqiJHt8+YKAYKkl14y5mc/SwbI1Kl+KXJIZ42arVcHBA0W1Cy+xeSFF16wB6ntttuuSmDoINa2bVu73KqCIBtq8M28/bX11lvnpDFcs9l26tSpyvtW+4DWGs91TzM9n57Xdc11m14/ZFbdTGrPULfqzE4TRxxxRK1XeIVCgCApcXlsw6ME1+ouRVovROuG6MCgrrWFpEBTm4TOmHUgzzwY6nbbwQcfbFeizEUDcCa1AamNxk2YqE1jU9R1OVvqNquV/dztQrftvPPOdnVFdUSIezBWfT1Oj9fz+J+TXi8X3Yo11sctC+De8xNPPOFXKwoECJI239yYX/7SmByNQkb9tHJhoSYKVIOupknp0aNHOsjctt5669mzXR3c1Ujf0HQFdv7556fHM+gzOemkkyKPcamLVn/UFZNbt97fdOBXo7+6HR933HFVukHr3/q5yv0gcpueV88fZw3z2rzzzjs2rN1zq3u21p/P5eDOXCNAkLRggRb39n+KBqY11HWw0EBDra3ekFatWmW78OrgqINT5oFQjduahVcj1At1S03jI/785z+n35PGTqinl953Lui2mwZTav9ratOJsulxeryeJ9vbeI5CWld/jRs3tq+h9pPTTz/dfPHFF37VokOAAAWke91uLiqdzeaiq2cmjRnQbRc1XLvBbG7Tv48//nhbrnrF4umnn7Zn/e59arxLQ3TP1ZQu6mr84IMP2lt0ruuz2n/c3/VzlatermdH1pWFBl02bdo0va+akTkXt8HyhQABCkz31t3B/bzzzvOLY1u+fLm9kujcuXOVbrPadOWhObYmTpyYszP7huAOrpmTSurgWojpOhqCH5Lbb7+9DapSQ4AARUADAXUgUU+nJ5980i+ulwYKqs3iyCOPtG0YmaGhNg61dajNI9dXOA2tlG/v1ES36TS7svu/0YmDxs8Uc5jXhQApd7NnG3PGGcZoQrsNNzSJU1JjdtrJJH4Lk2UoGmq01UFFvZKi9HjS1OC6xaKGV7+RV72pzjzzTNu7qtCDzXKhFBuYM6ldqX///ulwz2VHgUIiQMrZ8OFrp2SvaVPZ5Zf7j0KBaKoT3crQAUaD0mqa6kSTFV5//fXVJivUpnEbun+vcRzlqpS6uEpDdlUuBgRIuUqcndmQ0OBArWU+c6ZujqtV1ZiXXzamR4+1AwdHjvQfjQLRvFXuakITFIqm+9CIb438zgwMbeoVdOGFFxb9iPZcqm2QXdQFu/JFgyUzuw/narBkMSFAytH8+VokIBkOt9/ul66lMtVR3Rx1SUT2hg0bZg84usLIPNt2m+ai0mSFmpuqkuk2X/fu3atM86GJJAs9zUdN07VoOphsp2spRgRIOUqckdpg6NLFL6muc+dk3cQXHMVBbRZu8SG3aVU/NbYW21l2MfAnGlSngUJMNKhuvpow0q0tr00TRsaZK6zUECDlKHHZbEMhSm8e3T9W3b328ktQQJqmWwcgLQiVixlrK8H48eOrTXX+3HPP+dUaxP33319lyvo999wzJ1PWFzsCpA4avKTlRDVbqBtYlIttUmL7PLGZXGyJM55qt59+9atkKESZhmLJkmRdrf+BoqCeOe62zGx6ysVS02JLmqMq1xMpOq+//ro54IAD0q+lRbNGjRqVk0WzSkEj/wdIUr9sfxBWrraeiW1WYjO52vr0qfrmGzdO/jxKF0eNC1BdPQZFQQPo9D3Zdddd/SJE5C/3qkC5+OKLczbiXnNfaWyNmz5eHR9yuWxvqWjk/wBJriFT/bb9Sday3cYmtvmJzeRi69lTQ5mrvnmuQEpa+/bt7Xfvoosu8osQk25hualitOkWl251hdJATPWOa9KkSfo51eX63Xff9atWhEb+D5CcattNLaGzwZLj2kCeesovqU7tJKrbpo1fggLQma0bdT1r1iy/GAHUmD5mzJgqsw6rS3Tcrs+PPvpolbU/9HfNqFzJCJAaaISoviDqLlkqI12ruOCCZCh07eqXVKeeWqqrnlsoOPUe0ndP3XeRWxqoqW6+btp4tTOpG/CiRYv8qlXMmTOnyjK1m266qbn66qtLblqYhkCAeLRmtWvAnDJlil9cGubNM2bddZPBUNfApXHjknU0DkRjR1BwbllUrY+BhqGu0JozzAWCBiRqmWENUMyk9ozevXunB3aqvePUU0/Nydof5YIAyaBpBzTNgL4sWpegpGkUs8JBo80TX3o7+lwNiCtXGqNLd7WduJHoI0b4j0YB6IDlzo51IoOGpUkrd9lll3SQ/P73vzcTJkywPajUk0o9qlyZelplu0xtOSJAMtx11132y6KGc82aWfKGDDGJy6lkSNS0qWzoUP9RKBAtUqTvX7NmzWqcBwu5p1vUI0eOrLLAVua6KZpfTGM8UDMCJEXTDLj1oMvq9sHbbydn3m3ePDkTr5at1d9POy1ZhqLRqVMn+/1Td1Dkl6aH11rn7va1TiIvu+yynC8iVW4IkBTNVaMvjmbNLNSSnqhcWgRKcybpO/j888/7xcgT3dbSeh2aPh71I0BMcrZT98urhX2AfLvvvvvs909zYOV7DicgFAFi1JO1i/3lbdWqFfeeURBdu3a138FevXr5RUDRqvgA0YRn+sXVCmGavx/It5UrV6ZncJ06dapfDBStig4Q3Spo2bKl/cU9/vjj/WIgLx5++GH7HVS30UqZhA/loaIDRH299Yurs7/5DKRDgbjFh07RypFACanYANGgrS222ML+4moRGKAQNPrZTcz3+OOP+8VAUavYAOnbt6/9pdUiMLoHDRTC5MlT7PdQ8yv5U2kAxa4iA0STo7n5bRhlikLq1++mxJVwW9OzZ3+/CCh6FRkghx12mA2P/fff3y8C8ubHH38y7dqNMbvuOshMmfKmXwwUvYoLEM3fr/DQlAVajhIolJkzF5g//nF04kTmdrN6Nb2vUHoqKkA0f3+LFi1sgGg5SqCQhg173gZI//4lumwAKl5FBciIESNseKjXy+LFi/1iIG9++mmN6dDhLhsgTz011y8GSkLFBIgWgVFPFwWI1jQGCum11xba8Nh339vMihWsbIfSVDEB0rNnTxseWseY7pIotKuuetEGSL9+T/pFQMmoiADRSmJajlIBMmnSJL8YyCvN13n44eNtgDz22Pt+MVAyKiJA2rZta8OjY8eOfhGQd2+9tdiGx95732qWL+dqGKWr7APkgQcesOGhgYOzZ8/2i4G8Gzlyhg2Qs8+e7BcBJaWsA0TLUWpNYwVI7969/WKgIDp1utcGyIQJc/wioKSUdYAMHjzYhoemyV66dKlfDOTdu+8useHRps2t5uuvWW8bpa1sA2TBggXpRXpuuukmvxgoiBtvfNkGyBlnPOoXASWnbAPErbGw5557skgPikbnzvfbAHnggXf8IqDklGWATJ8+3S5RqwB55pln/GKgIObOXWrDo3XrW8wXX6zwi4GSU3YBsmbNGtOmTRsbHsccc4xfDBTMrbe+ZgOkR49H/CKgJJVdgNx99902PNZff33z0Ucf+cVAwRx33IM2QMaP/49fBJSksguQc8891wbIgAED/CKgYL75ZrUNj1atRptFi5b7xUBJKrsA+eabb8yzzz5rfvjhB78IKBjNvjto0DQzevSrfhFQssouQAAA+UGAAACC5DRA1PagrS5R6tRm7ty5pm/fvnZsh9b2WG+99cy2225r9t13X3PxxRebt99+238IAKCBhB3JaxElHKLUqcnVV19tGjdunH58bRsAID9yesSNchCPUsd3zTXX2MdocODJJ59sG8m/+uors2rVKvPJJ5/YgYOXXXaZ2W233fyHAtWoN5S2ukSpk8nVb99+nPn225qnaI/7nECxi3ckr0eUcIhSJ9O8efPsVOx6jMZ4ANmKciCPUieTq69t1KhX/GIr7nMCxS76kTyCKOEQpU6m/v372/qa2wrIhSgH8ih1MmUGyP773564Qq4+027c5wSKXfQjeQRRwiFKnUytW7e29adOneoXAUGiHMij1Mnk6vfpM9n+efXV0/0qsZ8TKHbRj+QRuHCIskW12Wab2fpffvmlXwQEiXIgj1Ink6v/3ntf2NHm++wzxixe/G2NdYByEf1IHoEfEnVtUbmeV4wsR65EOZBHqZMps37//lPs3wcPfrbWOkA5iH4kjyBKOESpk4krEOSaO5BH2aLKrP/JJ1/ZKdu16uC8eV/XWAcoB9GP5BFECYcodTLRBoJc80Oiri0qv/4ll0yz/77ggqdrrQOUuuhH8giihENmnQkTJpjOnTubbbbZxmy00UamZcuW5vrrr6+ygqDrhXXiiSemfwZkI8qBPEqdTH79hQuXm733vtW2h6hdpKY6QKmr+2gfU9wAOfzww824ceMSv2DvmZUrV5q33nrLHHzwwaZ3797p+m4ciAYR3nvvvemfA6GiHMij1MlUU/3LL3/B/uzssyfXWgcoZXUf7WOKGyA1+fTTT80mm2xS5WdXXXWVfYxCpHv37ua5554zy5YtM6tXr7YBo5HogwcPNrvvvnuVxwE1iXIgz6zz1luLzcCBUxMnPOPtGI8TTnjIPPLIu2bNmprrO0uWrDD77nub/fkbbyyqsQ5Qymo/kgeoLxykvjqLFi2yDee+4cOHm3XWWSf9+No2oD5RDuSZdfTnaadNMrNmLTKrVv1gb0l17z7B3HLLazXWzzRy5Az7cy1jW1sdoFTl9Igb5SBeWx21e+hW1pFHHmn69evnF1sffPCB6dOnj9ljjz3sVYpm423WrJnZb7/9zKBBg8w777zjPwSoJsqBPLPOtde+VOVqQz777BtzyCF3pv9d23N+/fV35oAD7kiX11QHKFXVj+QFkHkFoXDQ7SmgoUQ5kNdXZ+nS7xInLrel/11Xfa1CSICgHBVFgMj3339vG9EPOeQQ061bN78YyJkoB/L66lx33Uw7YNCpq75m59UsvXXVAUpR0QSIs3DhQrPxxhv7PwaKxuTJH5iOHe+qNlUJUGmKLkA+/vhj07RpU//HQFFQeBx66F3mww+ZGQEoaIBozMeUKVPMkiVLzPLly213XC1Pq8GDQLF5+OE55ogjxtupSgAUOEA0PUmHDh3s+ubqutumTRszZswYs8bv8gIU2Pjx/zGdOt1re18BSCpogACl4LbbXjdHH32f+fzz5X4RUNEIEKAemV1w/e2bb1b71YGKQYAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAI8v/Zvi1UDBRvNgAAAABJRU5ErkJggg==)
PN: 8H58-3-X1
CAS: 1396503-80-2
Molecule Weight: 289.27
Formula: C12H10F3NO2S
![Methyl 5-methylbenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-1-1B
CAS: 82787-69-7
Molecule Weight: 206.26
Formula: C11H10O2S
Melting Point: 71-74 ℃
TSCA: Not listed on TSCA inventory