| Product Number | 6H23-3-07 |
| Synonyms | 6-Fluoro-3-methylbenzo[b]thiophene-2-carboxylic acid methyl ester |
| Purity | 97 % |
| CAS | 863119-54-4 |
| MDL Number | MFCD22689242 |
| Molecular Formula | C11H9FO2S |
| Molecular Weight | 224.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-3-07
CAS: 863119-54-4
Molecule Weight: 224.25
Formula: C11H9FO2S
PN: 6H21-3-05
CAS: 863119-55-5
Molecule Weight: 210.22
Formula: C10H7FO2S
PN: 6H23-3-05
CAS: 550998-52-2
Molecule Weight: 210.22
Formula: C10H7FO2S
![Methyl 3-cyanobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H37-1-Y1
CAS: 1172720-85-2
Molecule Weight: 217.24
Formula: C11H7NO2S
![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
![Methyl 4-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-02
CAS: 220180-55-2
Molecule Weight: 210.22
Formula: C10H7FO2S
![6-Fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-X4
CAS: 142329-23-5
Molecule Weight: 196.2
Formula: C9H5FO2S
![Ethyl 3-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUuAAAVLgHzz6k8AAACeHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjfEBgx0lqapWlVZqtdK2lfZu5RCnRQpQAc3h7XcMaRpIFgRofPg/Y/OPzexmn21g68oqLfI54ZQRcHlSrNL8bU5eXx4mmtwsZgmKUJhXc/Je1x/TINjtdjR5d5ndFzlNioy0/dN9lXY0O0mL8i0QjPHgz9Pjc8NM0ryqbZ44pKp0WjWNj0Vi62YW/3lFkNlym+ZBKw+yctuO9lcwfzO6r1bkey132HeLKKzTjYN1UWa2hq1gFG/2A95c7kpbuxUsD9gsaYhrX8ye7ovkM3N5jUU/QprYzXNdfibYkBUbl3ziYFj4eT8nGUfA1kV2W5b2AL7kmy0HK8BKsCFYBTYCG4PVYA1YzvDBfo4CjgqOEo4ajiKOKq7x+2+cn8DL4cPhKuAOfh2fZ7jrXQ/+wo8o5mQiqTQmgomgkfARvdQ+Mir5WZ1TIVgIgnKhIpBUGSYgpEZIAxEVKo6+wrHxKDkCnEahiTHwWGpglGvFUcJ5GBI4tPMwMer9PGSkviOnkgmPMMnMqYrTYyoyPirZdAsZi1MVaRa3UYfdugp1DBN0jUsJE0XDWDPAtysZK98eaiPQn+Bk0GK2LPLVWRHS1ZwsOWmc++3WlTiaR6AoV67E/eAH8NJzQHQBb/UwILuAT4xhIOwCPo1OgLgGqAsgGn5D1AV8ip6A22tA3AV8Qg8Dugv49B8GTBdoNssw4fs71jWba4Tp291sxhGm53i7eUcYebH+UaRne3s+jDDqwshRpOd9ewQNpwvv2d8eWSOMvsLEI4y5wuhrTHC2l4OvgxmLF4d2cHaiB/gfW/wDysUATs6y+FUAADi9SURBVHhe7d0HuBTV3cdxoqJiwV6J+FoRYy8RNVGjvBp9o4ntUexdsRdUQGIXwYKS2NCINUaJYokFLKASFVRsoCIIFowdFQVBQM+7v7M5691zL3dn/7v37uzu9/M88yTeM7M7s8zOb2dOa+MAADBoE/8BAIAkCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECAAkMHfuXNerVy+38MILuy5duriPP/44XqXuECD14q23nOve3blOnZxbfHHnFlvMuXXXde6447JlAOZr+PDhrnPnzq5Nmza5Zckll3R9+/Z1s2fPjlevGwRIPejXz7kFF8z8a7dpelFZ//7xVkDdmzhxovvDH/6QC41FFlnE/fGPf3QdO3bM/W3NNdd0Q4cOjTetCwRIrbv66mxI/OIXzh15pHNjxjj33XfOzZzp3IsvOnfUUdkyrTNwYLw1UJemT5/uzjzzTP+4KgSFguPdd9/15bNmzXIXXHBB5mZ+8Vz5jjvu6N54443olWobAVLLPvzQZb4B2XAYPDgu/ZnKtI7WnTo1LkWFzZnzvRs+/PLMjWQXd8opS7nu3du6nj07ussv38498sjF7uOPeQRZLj/++KP729/+5lZcccVcMPzqV79yTz75ZLyqNzXzfTnwwANz6y600EKZf5/u7ssvv4xXrUkESC3r3TsbDPvsE5c0tvfe2XXPOScuQQV9++1n7vzzf+WOOaZNswtK9+yzz7rNNtssFwbLLrusu+aaa3zleSHPPfec22KLLXLbLrPMMpkb+oGJtq1mnHm1bMsts6EwfHhc0tiwYdl1t9oqLkEF3XLLoT4gzjqrQ+YidYv76qupmYvSbPf11x+5SZNGuQce6OPOO69zvBmK8MEHH7j9998/7y7ixBNPdNOmTYtXbdZPP/2U+fe6xa288sq511LFuyrgaxUBUssyv4J8KCT5InzxRXbd5ZaLS1BBp522rA+QyZNfiItQopkzZ2bC9zzXrl273AW/a9eu7s0334xXLcq3337revbs6Svcw+uqIl4V8rWGAKllmV9SPhSS3EbPmZNdV9sgNY4/fhEfIDNm1Mcz9dby97//3a222mq5C/zaa6/tHnzwwXi1kqjCXRXv4T1UId+jRw9fQV8rCJBaxh1I1VPFuQLk2mv/6D77bFJcjCK9/PLLbtttt81d1Nu3b+/69+/vfvjhh3jVslEFvCriw3uqgl4V9aqwr3YESC0LdSCPPx6XNKbntFr317+OS1BBEyc+6044YdFcZXnv3mu666/fyz300Lnu7befzFyE5sWboAmffvqpO+KII9wCCyzgL+L638MPP9z/vTWoMl0V8qqYD0GiCntV3FczAqSW9eqVDYV9941LGlNLLa2rlltIlU8+edsNHnywO/nkJRu1vjr77F+6sWPvjTfBf+nOQncYutMIF27dgehOpBJUMa8KelXUh/1RBb4q8qsRAVLLdFK2bZsNhttvj0t/dttt2XXUD0R9R5BKutuYOvU1N2bM390995zi+vRZx4fIscf+wr322gPx6nVPdRqq2wgXatV5qO4jDVRRrwr7sG+qyFeFvir2qwkBUuuuuCIbDuptfvTR2d7nOkm//965l15ymSvQzz3RBwyIt0aK/fTTj27o0J4+RC6+eLO8sgkTRvhOhnoEpual9aSaLs5pDrkkCJB6cPHFzi2wQDYkmlpUdskl8VaoAjNnfu0DRK21GurXb+vcY64zz1wlc1Hq7kOllutMqvXxUNoesxWDAKkX48dnR95dZ53sSLyZX2X+/x97bLYMVen991/yIXHaafmt58aPH5a5+dw+88+7QF6dyemnL+9uu+1IXz53bsu1PGpNoYJ6ueWWy12Aq7GCutIV/RYECJBiqudQfce4cY/4yvTvv//Gj431xRdT3MiR17qzzlrVB8PNNx8Ub+pNn/5p5kI6yF11VdfM74eF8sJE42oNHnyIrz+ZM2dWvGlVqMUmspVoamxFgKCwBx5wmStU/Fe0goYX/PktGspk+vRP4k0bmTFjmnvuucHuL3/ZLddBMSwnnbS4u+mm/d1LL93jZs+eEW+aOvXQSa81OjuWigBBYUsska0rSdnJWw8++2xi5lf2Vf6i/+c/d8pc6Jfwo/H26LGyGzBgJzdixF9Ndw+zZn3rRo++w/cpOeGEdnlhov++7ro/uRdeuD2zXrouyK05TMjXX3/tXnzxRXfnnXe6fv36ufPPP9+dffbZ7rDDDvP/q//W31Wu9bR+ubXUcCvlQoCgsP32ywZI5heQS+FtNErzww8z3csvD8ncgXTzAdUwTI4/fuFMeO3q/v3vmys6nEprDFSoi/Jf//pXt9dee+UN517Mou20vV6nnBf5cg34WG4ECApTKxZVvGdOXGYubHm6oFeK7mZef/0hPwrwqacunRcmqkM599yd3N13X+8++aTwI7Nyacmh0t955x3Xp08ft/rqqzcKAy2/+MUv3Lrrrut22GEHt/POO/u7j7Dov/V3lWu9eFstel29vt6nHEoZcr4lECBI5txzswHSvr2ai8SlKBM9rtLFetiwfnFRq5s3b07mV/Rwd/vtR7kzzljB79dOO6mvQvbCut1227mrr77afdhCnU9bcrIm1SVss802jS74nTp1ygTlcW7IkCFu/PjxmUCdE2/aJK2n9bWdttfrxK+t9ytHHUaxk161JAKk3um5bbduhTsRqhPWaqtlQ+SII+JSlIGa5OqRkS7UTzxR4N+jlan/yFtvjXCXXXa869x51UYXxy5duvj6gMmTJ8ebFq0lp4u955573IYbbpi37xtssIFv5VTuINTr6XX1+g3fT++v/SiVGgyo4cD8pt1tDQRIvVNvdIXCggs699prcWm+u+7KrquOh1XQyamaqFK7T5+1fXj07bul//WfZqNGjXKnn356k49+NtlkE3fhhRe6t99+O96soLvvvjvvNddcc003dOjQeLWijRs3zv32t7/Nve6CmfNddQqt1VlP76P30/uGfdD+aL9KpQYEakgQXlcNDFTJrwYHLY0AqXca5kIj8CoYdtghLs2ndbfdNruu/hdlo8ESFR4nn9zeff556/2CLAe1QOrVq1fekBxhUUX3n//8Z/fqq6/Gm+V55ZVX/COxsN2SSy6ZCdK+bvbs2fGqRVHfiTPPPNO1bdvWv64656n+oiVabSWh99X7h86C2i/tXzn6eKhBgT7v8BmqwYEaHrTkUDYECJx74YWfx8O6t8DIrvrFFoZF0R0JSqbmsqGievToO+PiqqLHTGp22rBzX1h0N6FfxqNHj86t//nnn7ujjjoq98tcdSuHHnqo+/jjjxu8qo0ep22++ea599f/HzNmTLxaRWg/4n0rx+M/VaargYEaGoTXVgMENURoCQQIsg46KBsKa6yh5ylxab7DD8+uqzqRFA5QV000SVQYpl29wstl0qRJ7pFHHnFXXXVVk/0X9HeVa72WopZHF198cV6robB07NjRrb/++nn1HFtvvXXZLvD333+/W2qppfzr6pGOjnfevHSNA6b90X6FPi3aX+13OaihgRocNBwXTJX45WxaLAQIsj766OcOgxp8sTlqwqnWWFo382sTNqrnUH2HwkNDlsye/V28SmKqsNUvzz322CN34Uy6aH1tp+3LXZEcvPfee+7yyy9vsuVThw4d3B133BFvYnbttdfm7mh019Na9RxW2j/tp/ZX+639LxfdEaoBQvis1eS4nAgQ/EzBkTnJfJAoUJqj/iBaV/1DUj7aaVrde++Zuc56779f/EVOTUfVC/p3v/tdk/0Qll56abflllu6XXbZJa//gv5bf1d5vI1eR6+n103ahLVYap7brVs3/35LZM61GTPKN3TKueeemzsWHWe1DG2i/dT+hn3XcZTTvvvu619XAV5OBAh+pkdX//M/2WA4+OC4NJ8q/dQzXeuqpzqKov4VYaTcxx+/Ii5uli7s1113Xeaf6n/yLv5rrLGGO+GEEzLBdG/iEVy1ntbXdtq+4evp9fU+LREkd911l3+Pcv4ibhge6j/SEvvdkrS/Dfu9lDNE1JBBr6lmvuVEgCDfP/+ZDQVVqqtyvTnqFBXWHTUqLsV8aIRcjWWl8Bg4cJeiWsmMHDkyr6XNoosu6o4++mj373//O17VRK+j19PrhvfQ++l9y6ncAaLHPmF/FYbFfKZpov3W/odjKdfjLAIErUfNeRUMW22VbbrbnK5ds+tutpl6m8WliOgCMXDg73149Oixkg+TJL7//nt/YW8YHGeccUaLDSmi19XrNwwSvb/2oxzKGSCqeA51HvoFX63hEWj/w52IjqscFesECFqPOhSqY6GCQfOlN0eTUS20UHbdv/0tLkVEj6sUHnp8pUmdkpgwYUJe7+ldd9211Xob6330fuG9tR/an1KVK0C0f6HRgOoQqu2x1fzoOEKdiI6v1H9vAgStSzMVKhRWXdW57wq0DjrxxOy6K63kfqqSSstKUEV5GKrk3nt7xMVNUvt9DZinL/9iiy3mbrrppniVVqH31ftrP7Q/pfYrKEeAqPNdGGRxrbXWct988028SlXT8ei4dHw6zlI6GxIgaF2ff+7c0ktng6F377g037RpbtZyy7mRmXVH9Eh2Yaw3aqKrproKj0su2SLRdLLDhg3LXbRVwV2OsaBKofcPFe3aL+2fVTkCRD249RrqR5H2prpWOq7QT0THa0WAoPVpgEUFyKKLOjdlSlyaZ9w117hDM+tuuPDCFRsmIs00PHp2qJIlfefBQp5//vlceGy88cZl6ZldDtoP7U8IEe2nRakBojGkwvAk6oxXy3R8Ok4dr3XsLAIErU/Pk9dbLxsie+0Vl+aZN3dubtTR3XffPS6ua08+eac76KDsUCUatqQQ1TGEx1a6WLfETHel0P6EENF+WupESgkQVTKHcbM0BEg1z3+ehI4vDHui47Y0EiBAUBmPPpoNEC0jRsSleZ544gl/kmop50xx1Wzy5Hfdhhu2d9tsoya7B8XFjaiVU6gw1+OitNx5xLRf4XGW9rfY1lmlBIiGQte2GpCwXEOfpJ2OMwzAaBkKngBB5ey2mw+QuRtt5H4qMJ6QTlCdqBrnqFKzpKWFWtL8+te/9p9Hly5ruxkzCg+vHZrqag5s6+OK1qL9C3N1a7+LYQ0Q/freKHMealv1qq8nOl4dt46/2LsQAgSVM2GCG9e2rbsxcwKOvP76uDSPmhuGSj+NrVTPNHChPgdN+KMhzwsZkbnDC0OSVKq1VbG0n9pf7bf2PylrgGhGP22n/hH1Vtem4w39XYqd2ZAAQUU9cNppbtvMCbjS8su7r776Ki7OEy6cGlK6HNOPViM9zguPHC677LK4uBHdreiuTeur30U1Cf1EtP9J+2FYAyQMxqjJmeqRjlvHX+yYVgQIKmr6N9+4FVZYwZ+Ep5xySlycRzOhaTIbrXv88cfHxTXvs88+c6ussoo//p133jnR4waNOaX11fO71E5jrU37G3qs6ziSsASIhocPd2i12my3EB23jl+fgz6PpAgQVNygQYP8SajmhG+99VZcnGfw4MF+Xc1HUOn+C61JYbHbbrv5Y19xxRUTDTWiX+1hYEQNH1KNtN/afx1HkrsQS4D06dPHb6PWfvUstHbU55EUAYKKU3NCzXetE1HDLDRHF9LQS1jzEdSLAQMG5H4hPqoWbAncfvvtfhv9ik9rq6tCtN/hLkTHU4glQELI9tdUAnVMxx/COikCBKnw9NNP+xNRy8MPPxwX59FwF+GRw9ChQ+PimqN5vUMDgtNPPz0uni/Nv6FtNLVrNdP+6zh0PIUUGyCaSS+cdy016VW10PGHzyLpDIMECFJjn332yX35C43Pc8ABB/h1NePa7Nmz4+KaoUmROnXq5I9VU7gW+lyCDz74IFfZXq4h2StF+6/j0PHouJpTbID89a9/9evrM4bLnWv6XJIgQJAamp40tP+/4ormJ0PSr6Uw7/Wll14aF9eMww8/3B+jZtgrpnLz6quvzgVsksr2NNP+h6lZdVzNKTZA9txzT7/+cccdFxfVJX0O+jz0uSRBgCBVQoWmhppWq6PmXHDBBX7dJZdcsmqf8TcnXAy13HrrrXFxs0LHS00iVAvCZEiFLlTFBkho1WfphV2LQm98fS5JECBIFT2y+eUvf+lPykLP7jXMxeqrr+7XPfTQQ+PiqjZlypTcfBR6XFcMNUoI85Lfd999cXFV0nHoeHRczY1RVUyAaOytENCFWv/VC30O4TNJMlYaAYLUueOOO/xJqWfeqkBuTi2OX6ShWrp06eKPS49uphc5F8rkyZNzF4EkzX2rgY4jHJOOb36KCZDRo0f7ddUkPGndUq3T56DPQ5+LPp9CCBCkjp55b7311v7E1CihhYQRVLVNtT/vl169evnjUb8YSyiqma+216/1WhLuqpprxlxMgIRmzmuvvXZcVNf0eehzSdJsmgBBKhUzSqjuUsK6d955Z1xcVZ588sncsfTr1y8uTkRjhWl7DbhYS8IAks2NhVZMgKihhtbdfvvt46K6ps9Dn0uhhixCgCC1VK+hk1P1HIWG9Q59BVR/onqUavT555+7VVdd1R9H165dm33W35zzzjvPv8Yf/vCHuKiq6Xh0XDq++SkmQM4///ya/JxKFT5nfT6FECBILbWsUgsrnaBqcdXQOuus43sod+zY0fecXW211XK/3DXYov5WbUuYCU+TKZXSqiwM/9GtW7e4qKrpeHRczQ3LUkyA1OrnVKokn3NAgCDV+vbt609Q9fmYOnWq/1tokVOrS+fOnc13H9K9e3f/OkceeWRcVNV0PDouHd/8FBMgtfo5lSrJ5xwQIEg19TIPncjUnFX/HWas02OekSNH5hbNG3HDDTe4YcOG5f29WpaLLrooN0SLtf5DavWXdZJfxsUESK1+TqVK8jkHBAhST+Nd6STVxTX0lG14R1JLevbs6Y/P2gJLqANJFiDUgTSNOhDUHI28qxM11HNceOGF8So1QUOWb7XVVv4Y11prraL7gAitsJIFCK2wmkYrLNQczf0RHu9oPoxCrbKqmTrKWXuhC/1AkgUI/UCaRj8Q1Bw9zgkBopO21pUyDhY90ZMFCD3RG6MnOmqOepeHoT2S9EyvFYcddpg/Zo3EO3HixLh4vhgLK1mAMBZWY4yFhZoTHjWo/uPVV1+Ni2vWd9995y+EOvbNN9+8qF/JjMZbOECE0XjzMRovaop6lXfo0MGfpEcffXRcXPPGjh1rmo2Q+UCSBQjzgeRjPhDUlHPOOcefoKpU1lAf9ajhfOiPPfZYXNwkZiRMFiDMSJiPGQlRMzRDoYYr0Ql65ZVXxsV1Q7/Ad9ttN/85rLTSSokrxpkTvTDmRP8Zc6Kjpuy99965X4fqH1HPNDvjKqus4j+PnXfeOdFjqVB3pBAuZWytStJ+hx8RSZqVFhsgonHItE3//v3jorqi49fnoM8jKQIEqaShPcKvoYcffjgurkuPP/547rHUZZddFhc3otANF8ckw1KkURhuRMeR5EeEJUDCNMobbLBBXFRXdPz6HPR5JEWAIHXmzZvnNt54Y39i/v73v4+L69pZZ53lP5eFF17Yvfjii3FxI9ddd51fX7/i33333bg41bS/4e5Dx5GEJUDeeeedXB+jl19+OS6uCzpuHb8+B30eSREgSB0NiKiTUuNBvf3223FxXdOv8DCkh3oMf/vtt/EqebT++uuv79ffdddd4+JU0/5qv7X/Se4+xBIgss022/jt9t9//7ioLui4dfz6HIpBgCBVvv/6a7fLCiv4k/LUU0+Ni+Gyv8zbt2/vP6ODDjooLm5EoxSHX9g33XRTXJxK2s/wi1j7n5Q1QB588EG/3YILLlhUp81aoOPVcev49TkUgwBBqnyYCY1rMyfkCZkQmZ6gJ2y90tS9+uJqSVK5rD40Wrddu3Zu3LhxcXGqaP+0n9rfYvv+WANEjRI22mgjv61GAKgnYcQDHX+SxhkNESBIDz2uatvWzcickB/dcENcisghhxziv7yatXHSpElxcR4NPrnhhhv69TWfSlpbZWm/wnwv2t9iB820BoiEXthqqGAdSr/a6DhDwwxLb3wCBOmhZ/SZk9FtvLFq0uNSRDTUiab21Rd4iy22KDjUyYQJE/x0uVpfjRSSjHXUmrQ/ofGE9lP7W6xSAkS/vjXWmrbX0DHNjblVC3R8Ok4dr4672LsPIUCQDo88kg0PLSNHxqWYD7WeUYssfYl79OgRFzfy/PPPu8UWWywXImm5E9F+hPDQ/mk/LUoJENHjszA3/VVXXRUX1xQdn45Tx2t9rEmAoPLUwkZDSSg89t47LkUBYWIkPYrQdL6FaJ0QInpcpLlWKknvHx5bab+SHMP8lBogcuaZZ/rX0BhktdqsV8cVxljT8VoRIKg8DVOi8Fh0UeemTIlLUYAePai/jL7IGkX1008/jVdp5Lnnnss9ztJFu1Kts/S+Icy0P9qvUpQjQPQoUI8E9TqaFfKbb76JV6lqOh4dl44vyaPP5hAgqCwNkLjUUtkAOeecuBQJKTTC0OQKkyTPs1XHECrWtajfRWt1NtT7hH4eWrQfljqPWDkCRLR/YVbIXXbZJXE/lLTTceh4dFw6vlL/vQkQVNYxx2TDo0MH1QrHpSjC8OHDcy1qksxnLWrlFJr4alHPbw0fknTAxmLpdfX6oYe5Fr1/sa2t5qdcASL3339/rn/EgQcemCiU00z7r+PQ8ei4dHylIkBQOZocKnMi+wBJ0JcBhakiXV9oVawX8/xeY4917tw5L0h0YS/XUPB6Hb1ew+DQ++l9y6mcASLXXnttbn81qVW1hoj2O0zKpUXHVQ4ECCpn++2z4dGli87wuBQGDZ/fq4mvmvompccbGnMqDMAYFlVw6+Jz7733JqpfEa2n9bVdqCAPi15f79MSj4VCD/bVVlstLjI799xzc/uuX/Atsd8tSfsb7jy06HjKpWfPnv41yz1MDgGC5g0Zkg2PBRZwbvTouBQlUKdCdS7UF1udDYulC456umv+jTAESsNF85JvueWW/lm6ejGHRf+tv4f52Bsueh29nl633BdgDXV/4403uv/93//NPcLToqFwytXXpWGI6DinT58er5JK2s9Q51Hu8NAICOE804yR5USAYP5mzdIkDNkAMVzgUFiYC0SLLtpWmmRo4MCBbo899shVKiddtL620/blnqzpo48+8rPm7bDDDnmhoaVh6C2//PJ+cE6N8FwqPfYJdSK6YBbziLAStH9hKmDtd7keW43O/ODr0qVL7jNeaKGFyhpMQoBg/i66KBseSyzh3H/+E5eiTDTQor7gGnix1NY2ge5uHnnkEd8J7fzzz3dnn322v/vQ/+q/9XeVFxpaxUIzVF5++eW5kXMbLmqBpvm8n3rqKTd79mwfGgqPUK5OiuWob1HFcwhS9aPQ8ZYjnMpJ+6P9Cv08tL/lqDD/T+a7qjvaENAKJdVrtcRU0wQImjZ1qnOLL54NkEsuiUtRRhrqXUO+68uuIeDL/eioNWik2Isvvjg35EbDRfUcp5xyinvmmWearNzW4ys9xgo9y7Xss88+PohKMXny5Lz90f9Py9hZ2o9437S/pVAgX5L5ri6R+cEXXldDn7yqRjAthABB0w48MBsea6yhMzMuRZlp0qkw1Ikmo6oG6pl+3nnn5WbIa7jokYyO44UXXog3my/1LwkdLbWoJZhm3ZsxY0a8amJqrKAe3CGc9BhNd2KVGgpe76v3D4/ztF/av1I6Ccp9992XewymRQ0gLIMuFosAQWMa3yhz++sDJHNionVo+ttwkdO0uGn00ksvud69e+fumBou6623nm8uWuovXj1aU/Pe8LodOnRINBR+czSG1G9/+9vca+qxjiZnaq36Eb2P3i/UzWjR/ljHtgoU4mr0EF5z8cUXdxdeeKGbpfrLVkCAIJ8eMWy5ZTY8MicmWo8e7+y8887+QrDKKqv4VktpoL4h6lQYNxvWsskmm/gL1ltvvRVvVhI9xrvyyivzWoqpQlgVw6XQr/KGvfq16A6qf//+ZW9AoNfT68Z3aHr/Uu8OvvzyS1+X1DCQVJc2VY+eWxEBgnyav1vhoY6Dr78el6KFqQf4Siut5C8IarPfVJ1BS9Pw4arIVt8Q/fqPQ2OrrbZy/fr1K/mZfRKq+FUFcLhQqmJYFcSqKC6FZvRrqpK/U6dO/sI8ZMgQN378+MT1UVpP62s7ba/XiV9b71fsTIKxuXPnuquvvtots8wyuddVk2zrqMilIkCQT+3x99tPY0jHJWgljz32WK4FzYABA+LiFqELoB6bHXXUUW7FFVfMu/BpX/S4RS2GPvjgg3jTVqHHYttvv31un1RRrApjVRyX4p133vH1LKuvvnqjC344dj1OUzNk3R027E+j/9bfVd5UPxwtel29vt6nVBr9WI8Jw2vrLvWWW26pyI+MgAABUuj000/3Fwk18Rw7dmxcXBa6+D700EPu0EMPzftFq0V9BnbccUd3/fXXp2YuEtGjn4aP0tR7XhXI5fDmm2/6Pit77bVXoxBNumg7ba/X0euVgyre/+///i/3HjonevXq5VvvVRoBAqSQWuWEZp76hVvMUCfNmTlzpvvnP//pDjjggLzmnlrUCkytoG6++Wb3xRdfxJumhiqIVe+iCuOw76pIfr3Mj1zVvFit49TBU4/smupPo7+rXOuVqzd9oOHcVfcUWudp+dOf/tQqjw6TIkCAlNIvz3CR10XLSr9UdZHTL+Mwp0dY2rVr5y9KauVUbfNpqMI4dMLUonoS1T+ogrmaqQ5KY4U1vAtSRbw6X6YNAQKk2K233pq7iGgE26SmTZvmn4/r0Ufo6RwW/XLfb7/93N13311SH4u0UAWyKpLD8elxnCqaVeFcbZ599lm36aab5o5lueWW80ObpK0XfUCA1As1s+zePTslrXqYZ36JOg2lnfnF5suQWnrcpIuJhrpo7vGFRtYdNGiQ69q1a16v7rDtwQcf7IfKaK0+Aq1JFckKTFUsh2NWhXMp0+62pvfff9+Heth31UGddNJJ7quvvopXTRUCpB706/fzfB5NLSrr3z/eCimhkVrD1KZqQtuwaake4/zlL3/xLZTiwQo1xtQRRxzhW3WV2tO5WuhxnSqYG9516S6sHK2gWoLqpDTAoR4lhv3VaMXl7lfTUgiQWpe5lfchoZ7lRx6pQXiyMwpmTlzf5+Ooo37udT5wYLw1UkJjJ4W7Cj3nV6/1pvox6Bd498ydpp6Xp/WxR2vQndqee+6Z+1xUEa0K6TTV86heSuOEhX3UvDBqFVdNCJBapp61mS+OD4fBg+PSn6lM62jdVu7JiuTU4icODC0dO3b0gxHq+Xkl+wSkkYK0YU9wVUyrgloV1ZWi4WAahr9GYdYPgmq8SyRAalnv3tlg2GefuKSxvffOrnvOOXEJUkLzkYcOa8suu6xvSlrq0B71QHdiqohWhXS4aKuiWoHbmjTKwOGHH5571Kj/1SPGpLNHphEBUsvCmFbDh8cljamyUetutVVcgpR4+OGH/YVHz/fT0Ims2qhCWhXTqqAOQaKKa1VgtyTdWejuMcwKqOU3v/lNqw3k2JIIkAL69u0732EKSlnaZpYTM8sbbf5bkV2ORdNVNmy1scwy2b9Pm/bz3+ZHHce0buZXGtJJv1517mj2QNipgloV1eG7qApsVWSrQrvcHnjggVwDCC163FhMc+y0axP/AT9Tc8cVVlgh949fzqVFAiTzy9TXewSZX1r+70naw6tlj9bVNkgd9WnQYyudO7fddltcDANVWKviOnwnf/nLX5Y0rXBDGlhxp512yr22OnCq57oeQ9aSNvEf8DPNsBb+8TX8g0YoLdfydGaZmFlmZBZXriWuAOcOpGZooEOdi2pNlPa+AdVEj5dUga2K7HCxVwW3Krot1IFToxg3fEzWrVu3sg8VnxYEyHx89NFHuWEkFCRVKdSBJJmcSPUkWvfXv45LkALHHnusPxc1VhXKT3OvqEK7YQW3Hhmq4jsJ3SFqAMVwl6hFY5mNGjUqXrWmECDzoV67Ogk08mfV9tzt1SsbCvvuG5c0ppZaWlctt5AqanIa5gi58cYb42KUkSq2VcEdQkAV36oAb66J7RNPPOHWX3/93Db6t9KAlJVsKtxaCJAmaB7nUHGuR1dVS3M3tG2bDYbmpgTVM3Wto34gNXqrXc2efvppfy5qsEBNsISWp4puVXiHUFBFuCrEG5o0aZJv0BDW0eNFzW+ukQPqBQESUUcsDRehE0KTxVS9K67IhoN6mx99dLb3uVqbqDJPz3mPOebnnuitNHkRiqOmpzofNWQ5Wo8qvFXx3XAEY1WMq++N+uA0HGZ9991394FSbwiQiFq4hF97r732WlxcnVSHs8AC2ZBoalHZJZfEWyEF9INGrYN0Tl5zzTVxMVqBKsBVER7CouGiR1dq4FCvCJAGNGnPqquu6k8MVVrWlPHjsyPvrrNOdiTedu2y/1/HqTKkkh6n6nxUpW6p84CjNKoQX3vttf2/hzpzahDLahwyvpwIkAZ69+7tT46ll16aZ81IhR49evhzctttt42LUAFhsqdKzQ2fNgTIf02ZMsUtuuii/ss6gLoApITm/OacRFoRIP+l6T71RdUkNA3nWwAqZezYsf6cVIvAlh6vCbAgQDJGjBiRqxR79NFH42KgIsIj1S222CIuAlKh7gNEQz1vtNFG/ou62267xcVAxXTq1Mmfl5deemlcBKRC3QfI9ddf77+kmu1twoQJcTFQERqML9wVT5w4MS4GUqGuA0SD0mneaH1JTzvttLgYqJgLLrjAn5e6OwbSqq4D5JRTTvFfUg3Znqa5koHwWFVBAqRV3QaIJpXRYyt9SQcNGhQXAxWjR1bh8ZUeZQFpVbcBsssuu/gv6CabbFIXo2aieqjSXOemKtGBNKvLAAlzS2vRSKdAmqjZrs5NNeMF0qzuAkTj+q+77rr+C7qP5sAAUkQdBsNUAupICKRZ3QXIFVdc4b+c7dq1c++9915cDFSUhizR+akhTIC0q6sA0bSVSy21lP+C9unTJy4GKk6DJur81CCKQNrVVYAcddRR/sup+RVmzJgRFwMVpeHaw5zcGsYdSLu6CZBXXnkl9+W844474mKg4jRhVPiBo4mkgLSrmwDZbrvt/Jdz66235stZJQYd06bgUks0Za3OUU1hC1SD2voGzsc999zjv5i6AxkzZkxcjJSKw6KppVZoAjNNo0zTclST2vkGzsf333/vVl99df/FPPTQQ+NipFithURzbrzxRn+OrrTSSnRsRdWo+W9nGJRuySWXdB9//HFcjBSrpwD5/e9/78/TYzVHPVAlavrbOXXqVLf44ov7L2bfvn3jYqRcvQSIRoVeeOGF/Xn6+OOPx8VAatX0t/OAAw7wX8o111zTzZ49Oy5GytVLgNx2223+PF122WXd3Llz42IgtWr22/ncc8/lhoQYOnRoXIwqEFeYx0ut2GOPPfx5ethhh8VFQKrVzrewATXTDQPS7bjjjnExqkQcGPFSC7799lu36KKL+nP1X//6V1wMpFptfAsjgwcP9l/IhRZayL3xxhtxMapELQXF/PzjH//w52r79u15zIqqU5Pfzo4dO/ov5fHHHx8XoYoUEyBvPHmVX/eBflu714Zf5r79Ykq8Sirtu+++/lxVfR1QbZJ9O6vMhhtu6EPkyy+/jItQRYoJEIVG/Ijrvos3c2Mfuch98+k78eqpoD5KoZXgfffdFxcDqZfs2wlUQDEBIp+9N8aNGdrT/eOctRqFyZDz1ncvPXSumzb19XizilHjDoWHQmTmzJlxMZB6yb+dQCsrNkAa+nLqaz4w7jmvc6Mw+Ueftd2Y+3u5z997Md6sVR144IE+QJjYDNXK9u0EWkEpAdLQ15+87R9l3XfRpo3C5O+9VnfPDznNfTJpVLxZi9LMmGFuGlWkA9Wo9G9nA/oyaCkk6Xqob+UKkIamfzHZvTasv7u/X5dGYXLHWau6UXcd7/4zYYT76cd58aZl9fDDD/vvgJrwqikvUI3K+u1MGgxJ14tNnjzZnXbaaW6jjTZySy+9tFtkkUX8QInbbLONO/fcc9348ePjTYD5+u6rD924pwa6hy7fzt147AJ5YXLbGSu4odce6V56bpibM2dOvGnJDj/8cP8d2H333eMioGoUfxVvRtJgSLpeQ1deeaXv1xG2nd8CWMyc/ol765kb3MMDdnI3HbeQD5HuO7dxm67Rxv9YOeSQQ9yDDz7oZs2aFW9aNA1Xstxyy/nz9dZbb42LgapR1itu0ot40vWCq666yq+voUk0JPszzzzjvv76a9/x6v3333fPP/+8u/DCC92vfvWreFOgaLNmfOnGPzvYXXr6rm6dDovk/UBZYoklXLdu3fwcM9aWU0888YR/rbZt2/qBFIFqlfwqnkDSYEi6nnzwwQf+i6b177zzzrgYaFHfTp/up0Dec889Xbt27fLCRP+tv6t8ema9pI477ji//S677BIXAVUl2VU8oaTBkHQ96dmzp19XTR6BStIdh+489t9/f38n0jBMVB+32267+WF0muvAqsmiVl55Zb+NJpECqlmyq3hCDb9QSZYkttxyS7/uU089FRcBFaO6ENWJqG5EdSQNz2vV1e20007uhhtucJ988knednr8qnU0fe1nn32WVwZUm2RX8YTigCi0JKE5ErTutGnT4iIgFdRKa9iwYe7II490K6ywQt45vsACC7jtttvODRw40H344Yfu5JNP9n/fYYcd4pcBqk6yq3hCSYMh6XoSWl4x0Q6qwbx589yIESP8QJ6rrrpqox9NChT97/nnnx9vClSdZFfxhJIGQ9L1hDsQVLNRo0b5vkvqrxSHyaabbuouuugiN2HChHgzoCoku4onlDQYGq43duxY1717d9e5c2ffqmWVVVbxz4/vvfdeX04dCGrFwQcf7M9l1X/EYaLzX51hX3vttXgzILUKX+2LYAkQBcQ111zjvzgzZszwdxrDhw93G2+8sf9ChVZYBx10UPQqQHVZc801/bmsTrGvv/66P7/XX3/9RmGy1lpr+fN+zJgx8UsAqVL4al8ES4DMz7vvvutbt4R+IOpEyKBzqFavvPKKP+d1Hr/33nt5ZXqEpUdZm222WaMw0bw2p556qnv22Wf9VM1AmjR/FS9SkmCQJOspODTcg1xxxRW5L5/GENKXSR23NKKp1lNPdH0BN9hgg+hVgHQ455xz/Dm8+eabx0V5pkyZ4i677DK39dZbNwoTPd7V4149zlVlPVBpzV/Fi5QkGKS59b755hvfVr5Lly6uT58+ub/369evyWfH8QKk0XrrrefPz759+8ZF8zV16lTf/Hf77bfPtd4Ky/LLL++bDT/22GP+hxRQCam54sZB0LVr10a/siZNmuRv5zVlbfv27X3vX93ib7vttu68885zb775Zt76QBpolOhwXr/zjm163U8//dQNGjTIfy/iQUU1r8gJxxziRo98wM2dU/pgj0BSqQmQQL1z77rrLt+G/oILLoiLgaqj81gXev3wKQc1NNGQKRo6RT+i9NrrrtLGHbJdG3fjCYu7J2/a301+6R43d/aMeFOgrFIXIIE6Y6222mrxn4GqoxaFusi3ROdBTUalwRx7nriXO/NP7fLmNLn5hHZu+HV/chNfuN39MCv5YI9AUqkNEH0x9OsKqGZ67BoeNY0bNy4uLqs5s2e6yS8PcU/d1M0NPmmJvDC56fiF3aN/2dVN+PfNfrh6i3gGx6YW1JfU/otrbCH9cgOqmRp/KDw6deoUF7WoeXNmufdff8iNvOVQd8upS+eHyXELuX8N2NG9+cz1fiKtpOKwaGpBfan4v7imox0yZIifrlYTRH300Uf++W6HDh3co48+Gq8OVJUwkkLv3r3jolbz47w5buqbw90ztx/lp+rNu+gf+ws/pe+4J6/2U/w2h5BArOJng/pw7Lfffr6+Q61L1NZ97733dqNHj45XBaqK+iip75IC5OWXX46LK+KnH+e5/7wz0v37rhPcHWet2ugO4v5Lt3KvDuvnpn8xOd6UAEEjnA1ACxkwYIAPjzXWWCMuSo1PJo1yLww53f291+qN7kzee2Vo3roECGKcDUAL+c1vfuMD5IwzzoiLUunz9150L97f2/2jz9o+QKaMzQ5oGhAgiHE2AC3g448/zvUe12PaWhA/7ooX1B/+1YEWcO211/rwUGOQWhkEMQ6MeEH94V8daAE77rijD5CTTjopLqpaBAVinA1AmX3xxRe58apGjhwZF1ctAgQxzgagzO658ya39OJt3IorrthoQNBqRoAgxtkAlNmAs3d1u2/RxvX/8zFxUVUjQBDjbADK6IeZX/txpy4/qI2b+OrwuLiqESCIcTYAZaSRb3WRvfW0Zf0QIrWEAEGMswEoo+HX/tFfZEfeelhcVPUIEMQ4G4AymTP7O/e3Exb1F9kPXv9XXAzUHAIEKJN3X7rbh8ctJ7d38+bOjouBmkOAAGXyxKB9fYBoQiegHhAgQBnMnfN9bhbAeBBCoFYRIEAZvPfq/T48bj5xMTf3h5lxMVCTCBCgDEbcfJAPkMdv2DsuAmoWAQKU6Me5P7hbTlnKB8ikF++Ki4GaRYAAJfpg3CM+PP52/CLuh1nT42KgZhEgQImevu0IHyCPXfOHuAioaQQIUIIff5zrbjttOR8g7zx3S1wM1DQCBCjBR28/6cPjpu5t3ewZ0+JioKYRIEAJRv29uw+QR67eOS4Cah4BAhj99NOP7o4eK/sAeevZQXExUPMIEMDok4nP+vC48bgF3ffffhYXAzWPAAGMJo/9pw+Qh6/qGhcBdYEAAYx++nGe+3Dco9x9oG4RIAAAEwIEAGBCgAAATAgQoABVlBdagHrEmQ8UEIdFUwtQjzjzgQIICaBpfCuAAggQoGl8K4ACCBCgaXwrgAIIEKBpfCuAAuIK83gB6hVnP1BAHBjxAtQrzn6gAIICaBrfCqAAAgRoGt8KoAACBGga3wqgAAIEaBrfCqAAAgRoGt8KoAACBGga3wqgAAIEaBrfCgCACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/wciXHdyW4JchwAAAABJRU5ErkJggg==)
PN: 6H23-3-13
CAS: 1031929-14-2
Molecule Weight: 274.26
Formula: C12H9F3O2S
TSCA: Not listed on TSCA inventory