| Product Number | 6H21-3-04 |
| Synonyms | 5-Fluorobenzo[b]thiophene-3-carboxylic acid |
| Purity | 97 % |
| CAS | 40740-57-6 |
| MDL Number | MFCD08061832 |
| Molecular Formula | C9H5FO2S |
| Molecular Weight | 196.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-3-04
CAS: 40740-57-6
Molecule Weight: 196.2
Formula: C9H5FO2S
PN: 6H23-3-08
CAS: 1187931-42-5
Molecule Weight: 210.22
Formula: C10H7FO2S
![7-Fluorobenzo[b]thiophene-3-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-0Q
CAS: 1431309-15-7
Molecule Weight: 196.2
Formula: C9H5FO2S
![5-Fluorobenzo[b]thiophene-3-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-0E
CAS: 40740-56-5
Molecule Weight: 180.2
Formula: C9H5FOS
![Benzo[b]thiophene-3-carboxylic acid](data:image/png;base64,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)
PN: 6H21-1-21
CAS: 5381-25-9
Molecule Weight: 178.21
Formula: C9H6O2S
![5-Fluorobenzo[b]thiophene-4-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-0C
CAS: 1784488-65-8
Molecule Weight: 196.2
Formula: C9H5FO2S
![5-Fluorobenzo[b]thiophene-7-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-0A
CAS:
Molecule Weight: 196.2
Formula: C9H5FO2S
![5-Fluorobenzo[b]thiophene-6-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnvAAAZ7wE1IBEyAAACGXpUWHRtb2xTb3VyY2UAAHichZRZa+MwEID/yqDnjXX5DHFKaCkstCxsu7Bvi2IrqSGWiuxc/35HzrFx0nWwjTTHN7JmRpo87OoVbLRrKmtywgNGQJvClpVZ5uTX+/MoJQ/TSYFO6GianHy07eeY0u12GxQfulY7a4LC1uRgH++aquezlYF1SyoY4/T368tbx4wq07TKFBqppho3nfLFFqrt/uI/S9BauU1l6MGd1m5ziPZHMP+yYNeU5N9eHtE2QxQW1UrDwrpatbARLMCXfYOlNtqpVpcw36NaBiHufTp5fbLFutamxamPUBVq9da6dYGK2q50scZgOPn+lJOaI6BaW8+cU3vwM69WHJQAJUGFoCJQMagEVAoqA8UZfmjn6MAl5nql/WLv+0+dkx/wCP7zz9tx9M8zpknkJA4iySOIAp4l6WmQQRqHHATaWAgclXECI9xknGQwQjmR/CwfzUfnI3oIRGCPS4iAJSJFP8lw8JhMBPS1ZynK4gylNEQJk5emCYaMeSfJVKR9CVNFz7maTubWlBdTqMqczDnpkvhTLxpxzCMB60rtsDV9AO96CYg+4LN+BsRXgLwBwuEVwj7gK3oGZl8BUR/w9R8G4j7gu2UYSPqA761hIO0DvhOHgawPdH07THj71S7uItfV7o7GHeaq4IejdIeRNyW8i1xV/XRabxuFXvQxPd0POL25O+jFxULxOp3+BdYtnRCTLqHyAAA3s0lEQVR4Xu3dB9gU1fn+cYgaFY0djO1nS5CIEjEIJsbEFrEmqIm9F1QU0aAoYEERu4LGIIoxotg1idjAAooFe0MlYsGuWBCs2Dj/9579z2b2vG33eWdmZ2e/n+uaK9E9W2Zed+6dOec8p50DAMCgnf8vAAAoBwECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEABVdWnfdmVtyB7+KgCqyg+K5jZkD38VAFVFQNQu/moAqooAqV381QBUFQFSu/irAagqAqR28VcDUFUESO3irwagqvzRVk1tyCb+MsiNq6++2v34xz927du3d8cee6z79ttv/SbIID8smtqQTfxlUPOeffZZt9lmm7l27dqVbJ07d3a333673xwZQ0jULv5qqFkfffSR69u3r1tooYWKoaGrj+g/a+vdu7ebMWOG/3RkBAFSu/iroebo1tQFF1zglllmmZKg2Hjjjd1jjz3m3njjDbfbbruVPLbIIou4AQMGuDlz5vgvhyojQGoXfzXUlDvvvNOts846JeGwyiqruKuuuspv6qZOneq6d+9e0naFFVZwl1xyifv+++/95qgSAqR28VdDTfjvf//rtt1225IwWGyxxdyJJ57ovvjiC7950Q8//ODGjh3rOnXqVPLcbt26ucmTJ/vNUQUESO3ir4ZM+/TTT91f//rX4BZUNAD+/Oc/u1mzZvnNmzV37lw3cODAYJRW9HV23nln9/rrr/vNEaM3n7vN3XnhNu6JW0/yHwoQILWLvxoySVcOl112mevYsWPJCf+Xv/ylmzJlit+8bC+//LLbfvvtS15z0UUXdUOGDHGff/653xxt8On7M9wdF/YuGY77zVdz/WYESA3jr4bMuf/++90GG2xQcpJX38Wll14aW9/FxIkTXZcuXUreY+WVV3bjxo1zCxYs8JujAvO/nOMevmGAG3v4IiXhMXX8oX7TAAFSu/irITN0S+ovf/lLyUldt66OOeaY4FZW3L777js3atQot+yyy5a8Z69evdy0adP85mjFgh++dy8+cIkb99cVSoLjluHd3fszp/rNiwiQ2sVfDVWnTvCTTjop6BSPnsjVaa7O86R9/PHH7rDDDms0n2SfffZx77zzjt8cTXj3v5PdTaeuXxIcVw3s5GY8OLbhiu4HvzlyggBBVan8iIbhRoNDw3Q1XDdtzz//vNt8881LPsuSSy7phg8f7ubPn+83R4PPPnrd3X3JziXBMbbfj920m49tsr8D+VK3AbLrrrsGcwQmTJhAzaQq0IS/X//61yUna00MPP/886v+97jlllvcmmuuWfLZ9M833XST37RufTv/c/f4v4e4y/stWhIed128g5s7e6bfHDlVlwFy5plnlpwcdA98v/32C8KEX5rJeu+994JjrVtE4fHXraNDDjkkKE2SFfrvYMSIEcEVSPS/FdXcUu2turVggXt52jh39aCVS4LjhpO7uLdfmOi3Rs7VXYDonvoSSyxRclKIbjph7LnnnsGvzS+//NJ/Ooy++eYbd8YZZ7if/OQnJcf797//vXvmmWf85pnx7rvvun333bdR4KkGV5YCLw2zX5vm/n1mr5LguPLoZd30e0e5H374zm+OOlBXAaJfldHSFgcccEAwwuf//u//GgWJtg4dOrhddtnFjR8/3n322Wf+y6FM//rXv9xaa61VcmzXWGMNd+ONN/pNM+vRRx8Nam1F90G33EaOHFn1W25J++LTd9zkK/Zxlx7avhgclx22kHtw/GHu6y8+9pujjtRVgBx99NHFL/+mm25aMqdA9+RPOOEEt/baazcKEm2abKYJaP/85z/dJ598EnlVNEed0ltssUXJcdTVnzqlv/76a795TVDNLb/TX/NJ7rrrLr9pzfv+u/nuqTuGuyv6L1ly1XHb+Zu7T9553m+OOlQ3AXLHHXcUb0Mst9xy7q233vKbFOke98knn+zWXXfdRkGiTXMTttpqq2Cm9AcffOA/ve5pWOzhhx/uFl544eIx07Hfe++9czEsVsOOVYPLH3a83XbbBTPd8+C1p25y1w5eoyQ4rhuylnv96Vv8pqhjdREg6riNlsTQLZVyqc9Ev5j9qq7h9qMf/Si4j3/RRRe5t99+2396XdHEvAsvvLDRxLyePXu6Rx55xG9e8zTxUTW5ovuqHxeq3aXaW7XojVeedeOGbVYSHLoCefrOEcEVCRCV+wBRTSVdLYRfcE0Ys1LRvbPPPrvR8NPo9pvf/Made+65FRX6y4NJkya5X/ziFyXHYqWVVnJXXnll7kuDqDaXanRF910/WHSFqv/+aoEGBAw8qq/bYv2FXL+t27mLD2wX9HlMuWJf9+Xc9/zmQCD3AXLWWWcVv9Rdu3Z1X331ld/ERFcb+rX9u9/9LrgK8YNE269+9St3+umn5+a2RlNmzpzpdthhh5L9Vn/R4MGD66o4ofrTxowZE9Tsih4L1fRSba+s8hfnWmfldm6nnu3cmBM2drNnPeY3B0rkOkDUMR6WAV988cXd9OnT/SaxUD+ITh5bbrllyX3/6KbwOuWUU4KO5TyYN2+eO+644xqVR99pp53ca6+95jevG6rZpcEafvl51fjK2lVpU4tzdfnZKu6u/zRenAtoSm4DRCe46NDR0aNH+00SoRFaV1xxRdChql/ifpBo+9nPfhb8Qn/88cf9p2eebslcfvnljRZoWn/99d19993nN0+Ebrc89NBDQXVerfGx//77B8dbk/x0e1FDhPW/+meNnNPjxx57bHBLSX0x6uRPmvrOttlmm5JjpE531fxqaQGsNOiKWMfL/2ytLc4F+HIbIJoMGH45+vTp4z+cCoWYaj3pV7mugPwg0bb66qsHna4PPvig//TM0WfccMMNSz7/8ssvH4RzXGXWm6LbZLrCU/kZ/xaRdVtxxRWD/0YUhkleGWj0X+fOnUvee9VVVw3+u0ibOvbjWJwLCOUyQNRxG345VltttUzM29Csdk2c22OPPRqVxwg3rUdxxBFHBJ2ySZ6QK/Xmm2+63XffveSz6iR01FFHuTlz5vjNY/HCCy+4QYMGNTvJs6lNv6J19RFu/jDbljZdFQ4bNiyRE6n6GVTjK+xnCDddJaVxFZrU4lxA7gJEl+fhCVolJx544AG/SdVpEt2tt94a1ITyTyrhpi/7wQcfHIxuqtZMZ4We+m38q6ett97avfTSS37zNlOnuwYmaPCBfzzCTRM9FcKqU6VyM88991yrAyO0H5rbowA/7bTTgjBUwPivHW4alq0Jg3Ef9w8//DCo+eWXjdctNg01T0Iai3OhfuUqQFRvKXqLRZMBs04nKYXEQQcd1OgXYrgpZMJij2nN4L7mmmuCq7fo5/j5z38efIa46Srm1FNPDSZ4NrXvWpdDFQB0JRSnV199NfhlvttuuwVla/z3Vsjo1pn+u4qTan8ppKLvpRphqhUW13ulvTgX6lOuAkT3d8Mvy29/+9ua+4Wlzzt58mTXr1+/4HaWf0LTpqsr/QLXr+kkij0++eSTbpNNNil5z6WXXtqdc845sZ3cQuqwHTp0qFtqqaUaneg0NFj7mFZ1ZH0WDX7wT+zaFKTqK4l7Pov2z78S0sCPSia6+ppbnEsd+mkszoX6kpsA0ZDEsFSJZkLH/Wu1GtRprVBUR7t/UtOmW0s777xz0CHb1mKPGop84IEHlsxp0f/XldHs2bP95m2mNTf8KxwFyfHHH1/18jDqtFehTb+zWZNE4x4KritK3VbzK0Srhlil79Xc4lzqyAeSkIsAef/990uGld58881+k5qnzlYN/VVnb/QEEW4aMqyhmfoVXcmgAV1VaHa9fxWgYpNPPfWU37zNdGtFS9VG30uBrw7spDrkrVR5QH0W0SDR/1fRzbivjDQxVbXCosdFc4p0NdrasOMsL86FfKv5ANFtBXXqhl8crdOQd+o4Vue2JidGTxrRE4/Kt6ijtKVf8+rI9wNJo56uu+46v2ksdNWh22Hhe+mKUVc9rZ0gq01XArr6iB4ndfS/8cYbftM20zyVjTbaqOS9FLCqtaZaY1G1sjgX8qvmA0T35sMvj6rntjYiJ2806kzlUvz5GeEWFnvU6Kaw2OOLL75YUh9MmzqRdRWQxPHTVU7//v1L3k9DSB9++GG/aWbph4oCOVooUp3+Sdwe0ntpKLpqiUWPmWqN3X333TW7OBfyp6YDRLd1wlIa6jRMqkyIbrvcdtttwS0BFWPULZimZj3r3+txtVP7JOYUtES3XBSo/q/l6KaTjl+7S53yLZW3bwv1n0R/UevXsmaF+7+ma4WOU69evYr7o2OpJZKToH4t3bb0Kxr4fTO1tjgX8qNmA0Rfrujtl4svvthvYqZhjvoFqNsDlUxka2rT8/U6er00h0/qakO3PfSr1A+McNNtGJUESYoCTUN/w/fTrHUFa61Tv8KRRx5ZcixVFywpqi2magb+308d7+qAT2toN+Cr2QCJdjj+6U9/8h+umIbQqk9AZR38IZBNbRoBFZ317E+2a2rT6+r19T5pDjFWP4huv0TDUKO7kiw1rol70Vsw3bp1S+wqp1o02TB6NaD+tySPqeYLhe+l22d5WJwLta0mA0Rf3PCLpLpCbemE1f3ksWPHNupMDjcNi1RY6de8li1t7baUHlc7tdfz/GGV4ab30/vGPbeiJRptFb5/klceCo/oDHuVvK/VBZZaoyuq6I8HDXtOiq58wvfR8G2g2mouQF555ZVi56FGnLSllo/GzSuA/JO7OuN1XzuuiVd6Hb1eU0vkpllYL40A0W2r6JWHbr3k/RaLyoVEO7Q1qz4JBAiypqYCRL/We/ToUfwSqfy0hUYhqdM7eiLX0FeVzEhi7kOUXl/v468bos+jz5WkpANEHebRKzlVQU7zVl01TZ06teTWp0qvxI0AQdbUVIBo9E74BdJII8tIHg1njS6CFI6b1y/nNIWT1KKF9fS59PmSkmSAKNy19nn4+uq8z/uVh++GG24oDlhQ34hCJU4ECLKmZgJk4sSJxS+n7q9XOolLI6D0izj8AmrTcMykrzhao/ePDgvVps+ZxIitJAMkOs9Dczzy2ufRmnPPPbd4HDRoIc7Z9QQIsqYmAkSjiLQAUPjlqXTMu+pidenSpfh8/dIfOXJk7MXxrPQ59HmiV0b6vHHX80oqQFQ6JnxdDdXN22irSmleTXg8NOouLgQIsibzAaKTa+/evYtfHK2RUQktTBQdCbXmmmu6J554wm+WCfpc+nzhZ9Xn1uePSxIBolFn4YgrTRLMwzyPttJKlNG/oyr5xoEAQdZkPkDOO++84pdGpRwqKWGuk290jQn1m1RSaLAa9PmiM8n1+eMKkSQCJFoYUX1UKFBNq3CghMqfxFGbigBB1mQ6QLQ2RbRUieYXlEu3f6JDdLW+RCXhU036nPq84WfXfsRxOyvuAFFxxPD11O9B5ddSKkMSHp9DDz3Uf7hiBAiyJrMBouVNo2UwNDGvXOqAjvZ5bL/99qYRW9Wkz6vPHe6D9qetHetxBogWLgrX89DghloqjJgWHaPwR4xG2z399NN+k4oQIMiazAbIvvvuW/yy7Ljjjv7DLYrWDdLtoFq58vDpc0dvZ2m/2iLOANFKguFrJTn7utZde+21xeOkuT5tQYAgazIZIOPHjy9+UbS0ayX3jzWPInyulgfNep9Ha/T5tR/hPrVlnkhcAaKhqeECVHHd38+z6BLB06ZN8x8uGwGCrMlcgLz66qvFk5Nujdx3331+k2ZpJndY+lp9Jyr3ngfRsvXaP+uM9bgCRKU6wtfRGiJomWqjhcerLVeRBAiyJlMBoi9IdDbzkCFD/CYtipYn0byKPNH+hPtmvRUSR4Cobyoc2aagj3OiXJ5pkIGOmX4UWWusESDImkwFyKBBg4pfkI033riiju/obS/N7E6yrHY1aH+iM9a1v5WKI0Citwi1NjjKE/3vU+ucWxAgyJrMBIiW6gxLlWjd7EpqU6kOUzgiSKNdql2eJCnar7B2lva30lLwcQSIFqHS81XrqaX11lFKP4bCKsUrrLBCRT+OQgQIsiYTAaIqrtES4Ndff73fpEVaVyN8rgoU5pn2L9xX7Xcl2hogmtAYPl/zVFCZo48+unj8LGupEyDImqoHiEqVRGczH3jggX6TFqlceFhCXDN/tfxnnmn/whnO2u9KyqW3NUCitxgrrUcG5x577LHi8dNiY5UiQJA1VQ+QCy64oPilWGeddYLJV5XQ8rDh87XORj3Qfob7rP0vV1sDJFwSV0N358+f7z+MMoQ/drQAVaUz9wkQZE1VA0T39MNht/rfZ555xm/SKlU7Db9UKn1SD7Sf4T5XUu21LQEyc+bM4nPrJaiTMHDgwOJxVL2sShAgyJqqBYiGg3bu3Ln4hRg1apTfpFUq7RGuAte1a1f/4VzT/mq/tf/lljhpS4CMGTOm+NwkVturFxMmTCgeRy1zXAkCBFlTtQDZf//9i18G1XyyrM0xbty44mucddZZ/sO5pv0N913HoRxtCZBdd921+Nw4CjvWK4V9ONpwm2228R9uEQGCrKlKgETrA2n01Ycffug3Kct+++1XfB3r5Kxapf0N913HoRxtCZBOnToFz1t77bX9h1Ch7t27B8dS/SCVzFciQJA1qQeIRhFpnoe+BPoldu+99/pNyhZ26mrhpXoULpSl41AOa4Ao4MPn7bXXXv7DqFDfvn2Lx7OSpZkJEGRNqgGiL0B0NnVbZjJromG9n9S03+ExKGfipTVApk6dWnze8OHD/YdRoei66ffcc4//cLMIEGRNqgGiwAi/AAqSSocxRmnp1PC1KlkrJE+03+ExKGcpWWuARCdqMv+j7f7zn/8Uj+fo0aP9h5tFgCBrUgsQ3aoKOw9VhK+tE/7OP//84pdp0qRJ/sN1QfsdHgMdj9ZYA0RL1YbPe+655/yHUaGXXnqpeDw1O71cBAiyJpUA0T10resR/sevTvS2it5HnjVrlv9wXdB+h8dAx6M11gCJ3iqbN2+e/zAqpMmy4fHcfffd/YebRYAgaxIPEA3PjS7NquG7cdAqhXo9XdVUMpIlT7Tf4VVdOas2WgPkj3/8Y/FYW4Zbo5SOYVgUs5KaYgQIsibxAImetDRxUBMI4xCu/aGhkPVM+6/jUM4aIdYA2XzzzTnWMQsXTSvn7xYiQJA1iQaI+j3C/+C1ol6cZdbDsuK6NVbPwluDOh6tsQZIjx49ONYxC4dgl/N3CxEgyJpEAyS69KlOPl9//bXfxGzdddcNXlfF6epZWJxPx6M11gDhWMevkr9biABB1iQaICo1Hq13deSRR/pNzLgCKeAKpDZxBYI8SDRA5J133nHLL7988B99+/btKyo/3hL6QAroA6lN9IEgDxIPEFFoKDz0H76W81SotBWjsBiFVasYhYW8SCVARLevwv/49Yu2rSd95oEwD6RWMQ8EeZFagKgDvVu3bsUvwOmnn+43qQgz0ZmJXquYiY68SC1ARF+cDh06BF8Aretd6YpsUdTCohZWraIWFvIi1QCRyy67rPglWGONNdzcuXP9JmWhGi/VeGsV1XiRF6kHiETXMddKd1asB8J6ILWI9UCQF1UJEC3rufrqqxe/DJdffrnfpCz7sSJhsOk4lMMaIMKKhPFhRULkRVUCRHQCUz+IvgxLLLGEmzFjht+kVayJXth31kSvHayJjjypWoDIaaedVvxCbLDBBm7+/Pl+kxbpy7jYYosFz+/atav/cK5pf7Xf2n8dh3K0JUDGjBlTfO4///lP/2GUacKECcXjeOaZZ/oPt4gAQdZUNUB0+f773/+++KU46qij/CativanPPnkk/7DuaT9DPdZ+1+utgTIzJkzi8/dZ599/IdRpoEDBxaPY6WjEAkQZE1VA0Tefvttt9xyywVfCs1WL2c4apRmudfbiU37Ge5zJaVh2hIgEg5aWHbZZSu+WkRBWERR/R8KhEoQIMiaqgeI/Pvf/y5+MTp27Ojeffddv0mzVLAx/FKqT6WtS+VmnfYv7DvSfmv/y9XWABk0aFDx+cwHqdxjjz1WPH577723/3CrCBBkTSYCRPr161f8cmy55ZYVjU6JTnQ75JBD/IdzRfsX7qv2uxJtDZAXXnih+PxKajihQLPOw+N3xx13+A+3igBB1mQmQFTqZL311it+Qc444wy/SbO++eYbt9pqqwXPU5G6OBeuyhLtV1iET/ur/a5EWwNEwjL6iyyyiPvggw/8h9GM7777zq200krBsVNBUf1zpQgQZE1mAkT0C3fxxRcvnqCmTZvmN2nW+PHji1+uXr16VXQFUwu0P9qvcB+1v5WKI0AuvPDC4muccMIJ/sNoRvS/T11tWxAgyJpMBYhccsklwRdkoYXauZ4913Sff15+qZNwjRBtI0eO9B+uadqfcN8qWUMiKo4A0Zr24aAHrWkxZ84cvwma8Mtf/jI4ZpoDYp30SoAgazIXILLHHju71Vdv53r00Fj58stdv/jii27RRRcNvmBag/3xxx/3m9Qk7Yf2R/ul/dN+WsQRIBJdqnjYsGH+w/DcddddxeO10047+Q+XjQBB1mQyQObNm9PwRVvN9enTzh18cDv38MNX+E2aFb3FstZaa7lPPvnEb1JT9Pm1H+E+af+s4goQXXWEK+ppSO9HH33kN0HEJptsUjzuldyW9REgyJpMBojMmDHVHXbYQq5v33auf/8l3QcflH/Zr1954RftN7/5jfvyyy/9JjVBn1ufP9yXtvx6lbgCRIYOHVp8rYMOOsh/GP/ftddeWzxO1luPIQIEWZPZAJHbbhsWBIi24cO7u+++K2/ymkp7dOnSpfhl23777U2jXqpJn1efO9wH7U+5JUuaE2eAaFW9cOSb7us//PDDfpO6p2O06qqrBsdIo+eefvppv0lFCBBkTaYD5IcfvnfnnrtpMURuuKH81dtU8C/88mrTvIVauRLR59TnDT+79iOOAoZxBojccsstxddTJ3GlM6vzbvDgwcXjc+ihh/oPV4wAQdZkOkBkzpy33NFHLxsEyKGHtnfTp5c/AUvDgsMRQ9p0OyjrfSL6fNHbVvr82o84xB0gsu222xZfU0vfokB1rsKKAXH1ExEgNUqLvQ0d6lzPnloXwblFFnGuY8fCPw8ZovIS/jMaa/ibB1u5Km1vlPw7xODpp28pXoUMHNjJzZ37nt+kWTr5hgsvaVtzzTXdE0884TfLBH0ufb7ws+pzxxUekkSAzJo1yy2zzDLBa1pqmeXRvHnzSv6O1vVufARIjdFctIar0CAwwhN6U5se15yqluauhW3LVWl7o+TfISbjxx9WDJGRI7dyCxa0cLA9uv0T7RPRkFjNq1iwYIHftCr0OfR5wqG62vR547htFZVEgMjNN99cfN3ll1/evfXWW36TurLHHnsUj0cl1ZJbQ4DUEJ1bdtmlcBJv+GHV8B+Fc3fe6dzs2fpDaplPje92bs89C4+rndo3d06qNBAqbW+U/DvE5Ntvv3LDhnUthsjEiZUtIKUO6D59+hS/gNo0s7vaZU/0/tEZ5tr0OdvaYd6UpAJE+vfvX3xt9YdY17qvddH1zlW9OM6JlgRIDRkxonACX3pp51pb9/7ee51baqlCez2vKXpMW7kqbW+U/DvE6N13p7sjjlg8CJDDD1/EzZr1mN+kVZpHEf2lr9ExKlD4uu5Tpkjvp/cNa1tp0+dqyzyP1iQZIKrL1bNnz+Lra50X1TerJzfccENxtUGV4pk6darfpE0IkBqh/q4OHQon8HJv6aqd2ut5TfWXVRoIlbY3Sv4dYjZlyt+LVyFDh67dcJKa5zdplWZyR8ueaFOHp9bZSPqKRK+v9wk7WMNNn8c6w7xcSQaIzG64PA9L62vTlVQl5eZrmcIiXB1TWxKrNhIgNeKccwon72239R9pmZY41vP0fJ/+vbZyVdreKPl3SMDo0X2KIXL55Xv6D5ft6quvLhnqG27rrrtusNyotWaRT6+j19Pr+u+l99fnSEPSASK6sgqrzmrT5Me8X4ncf//9wQJR4T6r1EsSCJAa0bt34eR9/fX+Iy277rrC8xQkPv17beWqtL1R8u+QgC+++MQdf/yqxRB55JEr/SZl060XrasR/eUc3TQSSov/XHTRRUFNI406aokeVzu11/OiI8Cim95P71tpSXYrvc++++5bfP97dd81Ic8++2xxZJa23/3ud7ntE9Gos7CCtLYkZ+VrFcjwfX7961/7DyMrGn4UNvyRnHvjDf+Rluncoufp+T79e8uWsOTfISEzZz5QUupk9uyZfpOK6FaLlofVqJnorYjmNp001lhjjeIWPYk0t+l19fp6nzRu7eiXv1Z71C2zpZdeuuSzaG7CVVdd5T8lNgqR6JVIt27dcjc6S8dPfR3hPvbt2zexZQQeeOABt8EGG5T8Dffff3/3/vvv+01RbQ3f84Y/kHNffeU/0jK11/MaziWN6N9btoQl/w4JmjDh5OJVyIgRv3LffRfPr3mNgLryyivdfvvtV1wH3Lrp+XodvV4SI6t8Kp9xfcOl82677eaWWGKJRp/H3zbeeGP36KOP+i8TC93O+vnPf158Lw3xzcM8Ed1KOvLII0uO43HHHec3i8UbDb9id91110Z/t3DTrTPdHk3rShZlSDJAylVpe6Pk3yFBKnVy9tmbFEPkxhv/6jeJhW5L6cR3/vnnN1z1HBbMvlant24j6OpD/6t/1r/X42qn9q3d7oqLbg/p17A6rZu7EtLn1ExxLaWqshrR0V+aAKjbW5WsRV8udaxvtNFGJe+lz1FrtclCuoqKDrvWqCudwOOmcjYnnXRSo79n79693QUXXOBWX331kn+/9tprB1ebyIBVVimcvJO4hVWuStsbJf8OCfvkkzdLSp288MJdfpNcUmmMf/zjH26bbbYpGZYc3fTrX1Vzn3zySf/p7rnnnms0Em3JJZd0p59+enCvPU76dRydJ6JNc0VqqQCjJnteeumlwa2/cB9UZsaytnlrtHqhP7ijc+fO7vbbby+20e1Jddb7V5lbbrllrNULYLD11oWTd6Wd6Gqv56kT3qd/r61clbY3Sv4dUvDUUzcVr0KOPXZFN29ePu8Lv/fee8GKjVtssUWjYcDhtv766weLPE2fPt1/epNuuummkrIb2vTPml0eNxVfjPbF6GrkwAMPdB9//LHfNFN0LKP1ybRpbXjdXoqTFg7z30fH67zzzmu2UOXbb7/t9tprr5Ln6L+NI444IvN133Lr7LMLJ+/ttvMfaZmG/ep5DONN39VX9y2GyKhRW2emTElb6ZaJypxsuummwQk3eqIItx49ergRI0a4V155xX96WXTFoSsPXYFEX3fzzTcPrlTipNt60QKM2vSrXqEX56ztOISTPaMd5fr/Wgs+zqs0dYSrQzychKhNtxgPPvhg96FKXpRBV3PRW4XadIX0t7/9rWZvF9Ys/c3Uj6ESJSpfUg5dyTb8zYLnNfU312PaylVpe6Pk3yEl33zzpTvllHWLITJpUhMpXiNee+01d9ZZZzUqcRLdtMqdfpnG+StYfSAasRUNKp3I1K8T91WCrkbC9UTCTascHn/88e6DDz7wm6dq5syZ7oADDigJDm26Oij3yq4curWn/pPoHBJtGvZsWTtEP5o0gfGnP/1pyetp/tE9rZXTQLw0F6jh2LtllnFu8mT/0VJTphTaqf3w4f6jBXpMW7kqbW+U/Duk6O23n2u4dF8sCJCjjlrKfzjT3nrrJTdmzGkNJ6nSoZrhphO5+iwuvvjiRDq7o7Tsqh9eukoYNWpUrL9mNWJMfTTh8rjhphO31kO58cYbY/2l3xJ9liuuuCIoweIfewWdKurGeVWrDm91fEffRx3jKofSVp999llwlbTooouWvP4f//hH81UqPPoOavDExIn+IwUazt2nT+Ek3nBl6fbaq9BWVxe6HalyJZMmuYZfbIXH1U7tmxsGrse1lavS9kbJv0PKtH56v36LtmmGelreeusZd+utJ7mTT+7i/vKXdq5nz3auU6fSE+nWW28dTDgs91ZGXHSyHDdunFt55ZVLTkKqEjyxuS+NkW5dqUM4unZLuGlCoq6K9Ms67urEr776qrvsssuCIc8dOnRo9N4auTZmzJhYh8jqCkYd3dH3UUf4aaedFvuMfe2fX0BUAy4GDRoUlJyHgX7QnH66c0suWThBNxxP19xCdZrrpeHdrZVzX3jhQruW5oaFbctVaXuj5N8BJV57bZq75ZZBbsiQtYq327Ttt5/qYekEvVjDL8UdU5s30prPP/88uErwf81qud2XX37Zb94mei8Vk1QHtX8yDzf9ale5dPX5aACA+mi+amW8vYbEamKjrmh0ot59992DcPBfO9x0FaJh0c11XFuoQ7tfv36NBj+oA1wd4UlS1YGuXbuWvO+KK64YjOJLauJjLmlgyZprlp78N9yw+auGUEOQB+uCbLSRcyusUAgM/W+PHoV1QPR4a8L3K1el7Y2Sf4c6p1/ymjV/ww0D3PHHr1YSGuF25JEdGn7p/tlNmXJNw8nuc/8lMkEdyqq/FD0J6dfswIEDEylToqGo+qVcyUROzfSPVgcop6JAuKm0jDry4567o1t+KmvjX12pwzvNYcz6HLr9qcmc0c+hsE6qLlpuaCDJZpuVBoeuQHQlktIt1qwiQBLwww/fuRkz7gsWwTr22J82CoxCH81PGn4B7h2stqi1TmrF5MmTg7Ik0ZNQx44dg9tsSf2aVae2biVpRvYKDb/c/JO/ZdMv8D333DPo24g7NELquPYLaKqDW7fj4uxPqYSuhDSL3r8S0lVd3krNtJn6KbSW/UIL/S84NLJK/RYJ90PWiroKkHfffSG4Ehg+vLsbMGBpd9hhCwdL5J52WrfgCuCBB8Y0/DdTxvrETVAZlenT73Tjxh3ojjlm+UaBoe2YY5ZzV165v3v++dsb2tfuLxfV8dJ8FP9k3r1796BmU9I0iVK/mjWxT1dAGgK73XbbNVkdQLfa9Lhmv6u/Q2uVxz2izKeOanVYR4+NbgGqY1sd3FmgpQO22mqrks+ofiBdhbV2SzD3NFBk1Cjnll229KqjVy/nEir7U6vqJkBuu+3UYvHF1rZy6crhmWf+7a64Yp9g1Jf/Oto0sVFzVF566Z7gyiRP1EczYMCARsNd1Skd5/DiWqGOad128ysDqCNbHdpZpMKefiVq3Ta8TqXF65EGiHTpUhocK6/sGn4ZNr/cbB0r/2xZw6ZNGxeczHXFcc01hzf8QnwwmK2uqwb971tvPe0ef/w6d9VVB7shQ9b0n15i/vwvgraXXbar699/iUaBoU2l5q+7rr97+eX7XSVrt9eqGTNmBDWaoich1XA6+eSTgw7svNOtO3VI67ZY9Bist956iZbNj4tGmWmtGH849W9/+9vEF1jLDA0IabhaLQmOhqtGN3SoRnf4rfH/1UWADB++QXBinzbNXr78yy/nuEsv/Utxnom/KXhuvvm4hl+a6XWMZo1qNalmU/QkpJpOqu2UV7qV5o8aU0f13//+91RK9sdJEzhVWiY6I17/X2ucqChmLmkAyMCBheG40fDYZReNHPFbw1MXAaJ5ITrJt6WzWv0jfmicdFJn95//nOjefLNOfqWVQUNfNUPeX39Es7ifeOIJv3nNUoezOp6j+6iOaXVQ13oNKhXfVKWD6L7p73nOOefEOiemqjTgY+xY5zp2LA2Obt0KM8NRlroIkLBar25VWalzfdiw9dzpp28Y9KeoQx7N08RH1XKKlo3Xr9laXwRJHczqaPYnHqpDOuk17dN2zTXXNCo3owrPEyZM8JvWFg306N69NDg0L+OSS1qezIdG6iJAxo7dPQiQYcO6ulmzHvMfRoJU00m1naInoVpdBEkdy/68FHVAqyM6r9SHdcoppzRal0QVEl566SW/ebZpYMeuu5YGh2aJDxigESF+a5ShLgJEa4ZEJ/ENHryG+8c/9nJ33XVmMA/j008Z0500rZJYq4sgqSNZHcrRz64OZ3U811oIWqmMjGbwR4+BRt8dddRRmaui7Pu+IQS/P/nkQqXbaHho3Y0ZM/zmqEBdBIh88cUn7uabj3UDB3Zs1JehbcSIHu7RR/Pb2ZsFuv1TS4sgqeNYHch+p7I6mqtdMbhaHnzwQbfhhhuW/P00aGD06NGZHDQwcfx4N2rVVd3T0eDo3FkjPvymMKibAAlpGVx1ej/44Fh3000D3ciRWwWlRMIg0UgrtUFysr4Ikq4q1GHc1LDWplZ3rDcatqwZ/J06dSo5PlrM7L777vObV0W4ONcSDZ9rt4btqobt06WXdu688wrVcBGLuguQpmh01v33jy4GyaRJ5/pNkADVgtJiWNGTULUXQVIHsTqKo59JHcnXXnut37TuaeLkcccd12ji5E477RSsaVMNTS3Otf5CC7mbDz7YfZtyRet6QIBEPPTQP4IA0cJUSEdWFkFSh/Af/vCHks+gjmN1INfDZMi2UK2yHXfcseTYqXTL4MGDgwrLaYh7cS6UhwCJUD+JAkTzRpAu1YjSaoR+2fikF0FSB3D//v0bFRdUh3Hc64/k3aRJk9wvfvGLkuO40korBUsTJFk8MsnFudAyAiRi7tz3ggBR0UNUh2pG/elPfyo5GSSxCJI6fDVb3C9vrg5idRTDRrcetaaLVrCMHteePXsGhSzjpIEXTS3OpYEacS/OhabVRYCMHPmHsiYRqn6VAuSii7bzH0LKmlsEScvOtrVsvDp6VafKf211DLf1tVGgiseHH354yZVd+/bt3d577+3eeecdv3lFNNBCAy78q8Y0FudCqboIkHCE1dlnb+KmTLk4WDv9q6/mBqOtPvtsdlCG/W9/2z5oc+ih7YMiiKi+cBEkfzEm6yJI6thVB2/0tXR1o47gOK9u8D/PP/+822KLLUqOuXUJX/33oAEW/n8PaS/Ohf+pqwBpbdMorEceudJ/OqqsuUWQtCBUOYsgqX9FHbp+/4o6ftUBjOT961//cmuttVbJ8dd69yeeeKLftEla1dFff6bai3OhTgLk44/fCEq6jxt3kDvjjJ4NJ5PVg6q66izXioHnnbeZu+OO4e7TT9t2aY1kVboIkk4s6sBVR270Oerovfvuu/3mSJhGSp1xxhlNjpR65pln/OaBWlicq57VRYAgX8pZBEkdtuq4jbZRx646eKs1xwQF7733XqOrERXdPOSQQ4LVJqW5xbl0FZLVxbnqEQGCmtTcIki9evUKlrdVh23473TrSx26SS9li/KpMz36dws33dbSipb+4lzhxMDNN9/cfylUEQGCmqaaVAcccEDJzOPopg7c6dOn+09DlUUDRGvbr7LKKo3+dto0zFoDKZZcckkCJIMIEOSCalRFi/ypTpM6bpFN0QCZO3eu++KLL9xJJ51U/CGgK8jo4lwESDYRIMgVjerZd999Kx4iinT5ARJSEcQddtghmNUeRYBkEwECIHXNBUhzCJBsIkAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqCJB8IEAApI4AyQcCBEDqTmkIkF4NgaDt8zICZLOGAFHbfgRIphAgAFI3qSFALmwIBG3flBEgoxsCRG1vIUAyhQABkLrPGgLko4ZA0LagjAD5uCFA1HYuAZIpBAiA9DUEiGsIhGArI0BcQ4AEbQmQTCFAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+giQXCBAAKSPAMkFAgRA+g44oBAI7ds79+WX/qONLbtsof3WW/uPoIoIEADpe+gh57p0cW7AAP+Rpp1xhnM/+5lzt97qP4IqIkAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQKgul5/3bmhQ53r2dO5Tp2cW2QR5zp2LPzzkCHOvfaa/wxkBAECoDp++MG5wYMLgRGWNWlq0+MnnFBoj0whQACkb8EC53bZpRAQKmeyxx7O3Xmnc7NnO/ftt859+KFzd93l3J57Fh5XO7XX85AZBAiA9I0YUQiFpZd27p57/EdL3Xuvc0stVWiv5yEzCBAA6froI+c6dCgEwm23+Y82Te3UXs/T85EJBAiAdJ1zTiEMtt3Wf6Rl22xTeJ6ej0wgQACkq3fvQhBcf73/SMuuu67wPAUJMoEAAZCuVVctBMEbb/iPtGzWrMLz9HxkAgECIF2LLVYIgq++8h9pmdrreYsv7j+CKiFAAKSLAMkNAgRAulZZhVtYOUGAAEiX1jW3dKKrvZ6nTnhkAgECIF1nn10Igu228x9pmYb9Mow3UwgQAOlSmRL1Y6hEicqXlOOOO/7X/6HnIxMIEADpO/XUQiAss4xzkyf7j5aaMqXQTu2HD/cfRRURIADSp8q6ffoUQuFHP3Jur72cmzixcHWhYooqVzJpknP77FN4XO3Unoq8mUKAAKiO77937rjjWi/nvvDChXZqj0whQABU16uvFtYF2Wgj51ZYoRAY+t8ePQrrgOhxZBIBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/D/+iRNtNbS3mAAAAAElFTkSuQmCC)
PN: 6H21-3-0E
CAS: 1896925-02-2
Molecule Weight: 196.2
Formula: C9H5FO2S
TSCA: Not listed on TSCA inventory