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)
| Product Number | 6H01-3-0H |
| CAS | 1171926-60-5 |
| MDL Number | MFCD12032277 |
| Molecular Formula | C10H7F3OS |
| Molecular Weight | 232.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H01-3-0H
CAS: 1171926-60-5
Molecule Weight: 232.22
Formula: C10H7F3OS
![(6-(Trifluoromethyl)benzo[b]thiophen-2-yl)methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTWAAAU1gFx3jh+AAACPnpUWHRtb2xTb3VyY2UAAHichZRZa+MwEID/yqDnjU7LR4hTQkthoWVh28K+LYqtpIbYLrZz/fsdOWkSJ1kb28yh+SRrZqTJwy5fwcZWdVYWMRGUE7BFUqZZsYzJx/vzKCQP00mCQRhY1DH5bJqvMWPb7ZYmnzY3u7KgSZmTw/h4V2edmK2iZbVkknPB/ry+vLXMKCvqxhSJRarOxnXrfCkT07R/8Z8lWG6qTVawQzjLq81htr+Su5fTXZ2S814ecWyGKCyylYVFWeWmgY3kFF/+A5a2sJVpbArzPboV9XDv08nrU5msc1s0qLoZssSs3ppqnaAjL1c2WeNkqPx8ikkuEDBNmc+qyuzBac5tBBgJRoHxwGgwPpgATAgmAiM4fjguMEBghMAQoTHnK+sWfd9/2Zj8gseb5w2/Z/dgymRMRlipMPJhxKkSKAWVknsgqZDaB0V1xCV4NJIqAp9KHfjf4ug8hhyBAC38nRDHNMfIULaW8oUisMf1MGWKR4DLKi7Ds0S/9iMntUIbk6sCeTJHkvLgIEOva2svDM5+RX3hpEdF4Gs3veaRyy47pXc6mZdFeqFClsZkLkib9992Uctj6gmUVWor7GY3gQu9BGQXcIXqB1QXcGU9AbN7gNcFXBP0A7oLuJbpB/wu4BqsHwi6gGvHfiDsAq55+4GoC7St3k+48attDyLX1W5P0wAjb+o3iKib3YuBrhJXRT+c7wFG32G8Aca/w+h7DLs4Luz75kL15lZjF1cew4t++g8C98UVZb81UgAAMihJREFUeF7t3QmcndP9x/EoWo2kKClqjyWqCEVLNZZo7aolSlWpIiQIIbbas6EiCWLJIhVLKhHbP2JpEEsIsW8Re5BIUiFiDSnnP98zPbd3ztyZee7v3pm5z3M/79frebXmPHNn7s3c873Pc875nTYOAACDNvEXAABIggABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIESLEFCxa4Z599Nv4y0CLKHyBt2tQejWnqnBkznOvRw7lOnZxbfnnn2rZ1bqONnDvmmNo2oMp9++237tprr3XLLbdczVupjevatat766234tOAZtVIL27UVDhIY+dceKFzSy/9v3PiQ20XXRR/F1A1HnvsMffzn//cB0f+8b3vfc/97W9/c59++mn8LUCzaKAXL0Fj4RA0dM7QobVfX2op5444wrknnnBOb4bPP3du+nTnjjyytk3nXHpp/N1Aps2ePdsdcsghNW+BpXxgfPe733Unn3yymzRpkttiiy1yQfLjH//YjRkzxl+lAM2pQC9eoobCIV+hc95919W8I2q/Pnp03bZ8atM5Ove99+JWIHO+/PJL17dvX7f88svnQmKvvfZyr776au6cb775xo0YMcJ16NAhd84vfvELN23atLxHAsqriZ7eoFA4xAqdU3Pp7b/WrVvdrxey//615555ZtwCZMr48ePduuuumwuFjTfe2N1zzz3xaTkLFy50J510klt22WX9+bpa+fOf/+yvXoBya6KnNygUDrFC52yzTe3X7r237tcL0RtI59Z8wgKySDOrdtxxx1xwrLTSSm7IkCHu66+/jk8taObMmW6PPfbIfX+7du1c//793eLFi+NTAbMmenqDEA5Jjnw1bxD/tQ8/rPv1Qj74oPbclVeOW4BU+6Dmb/uoo45ySy+9tO/49b9HH320/7rFXXfd5Tp16pQLkvXWW8/dfPPN8WmASeUEyDLL1H5tyZK6Xy9En8J0rr4HyABdWVxyySVuxRVXzHX2O+20k3v++efjU4umxx48eHC9x37uuefiU4GiNF+ANKbQOVyBoEppFlV8lTBhwoT4tJLpKqZ79+5lu7oBmujpDQqFQ6zQOWEM5F//qvv1QjROonN//vO4Ba1As4Ruu+0297mmWyOx1hqn0JWHrkDCz9WVSTHjK0DQRE9vUCgcYoXOOeOM2q8dcEDdrxeimVo6VzO30Oq22mor3xFpXcJBBx3kxo0b5z777LP4NPyXZkr17t27zkypQw891M2ZMyc+tVlpLCSe4XX33XfHpwENaqKnNygUDrFC57zzjqt5R9V+/brr6rblGzOm9hytA9HaEbSqG264IdcB5R/f//733e9+97uaf8rr3KJFi+Jvq0r/+c9/3PDhw90qq6ySe520VuPxxx+PT20xunrs169fnTUme+65Z501JkBDmujpDQqFQ6yhcwYNqv26VpsfdVTt6nPdFvniC+eefNK57t3/txJ98OD4u9HC3njjDfeDH/zAdzpHHnmkv5d/+OGHu5VXXrlOmKjEhm7VjB492hf/q0ZTpkxxnTt3zr0mlbZaXOtEtF4krHLX1ZHWk3z88cfxqUBOgV68RA2FQ77Gzunf37nvfOd/58SH2gYMiL8LLUz3y0M9pp/+9Kc1Gf9Frm3JkiXuvvvu8wO0q622Wq7T1LHMMsu4XXbZxV111VVu7ty5eY+YTW+//bbr1q1b7vkrTM8888yKrVellev5dba0sl0r3LXSHYg10IuXoLFwCJo656WXaivvbrhhbSXe73+/9v/XdEi+Da3utNNO8x2MqsG+8MILcXOOOp6HHnrI9erVy6211lp1wuQ7NR8GdthhBzd06FD3bsZuR2oM6KyzzspVy9Wx//77p6Jibqj0q6uk8Lur1taDDz4Yn4oq10gvDhQ2efJk3/mrY7niiivi5kapkuypp57qp6rmh4mObbfd1l144YXuzTffjL8tVTTus8Yaa+Se1+abb+5vYaWNrpJU3VdXTeG5HHDAAf6qChACBEWZP3++W3311X1nsu+++8bNRXnmmWf8p/T8NRD5n3hVQPCVV16Jv61iPfHEEz4Ew3PQYPnVV1/tB8/TTIG+33775Z6XrqrOPvtsZtqBAEFyurWhGTrqRNZcc033YZJFnwm9/PLL7vzzz/ef1uMw+clPfuI7rEpdOf3++++7ww47rM4A9Iknnuin65aTZkxpZbqm31555ZXuvPPO84cWB4b/r6+rXbcVy72e5IEHHnCbbbZZ7t9FfwPXX399fBqqCAGCxFQOQx2HVjA35/1wze664IILCm6atP766/vxl9ac+hqogx4wYIBfABh+v913371sV00KJnXQf/nLX9xGG21U77VIcmhth2bI3XTTTWVZca6rKU2AyJ9pt91227npmjGJqkOAIBHdbgr3wnU10FLeeecdH1xdunTJfcIPx9prr+0/6T/88MMtPh32lltucR07dsz9Lurg77zzzvi0oumqTuNKhcJTh14DhYJWkusWosIlHPpvfb3QLcFwqMKvBshLrRrw0Ucf+YkR+Ysh9Tso9FA90hcgKrY4ebJzLE5rMbrXHTql7bffvtXu6atz0i0a7f8d6jmFQ+MyxxxzjLv//vub9ffTraGdd94593NXWGEFN2jQoJLLgOhx//jHP9YZsNaxzjrruL/+9a/uxhtvdC+++GLin/PVV1/5x9RaE61yz59RpUNXTccdd5x7r8RN2WbMmOF23XXX3OO2b9/eDRw40P98ZF/6AuTqq2unAP/2t3ELmokWB6pzUM2kWbNmxc2tQrdjRo0a5XbbbTdfQiW/c9TgtTpdleUoV0emBZAKqPxChLo19O9//zs+tSja9+P3v/99nasrTXfW7Kdy3QoLdBV5wgkn1FkJr8A69thjSy6jMnHiRLfhhhvmHldXZ7feemt8GjImfQGifdLDavRGdmZDeYwdOzbXKVTqPhJaLa1P2rqFk7/uQoeuELTCWsUeNQhdLC2K1DoVbegUHlNrV9Txl0ID7D169MhNh9ah20/abbC5b8cpVPXvuskmm+R+tioKXHbZZSUtGNTV0cUXX+xf8/C4ulrUlROyKX0BIgcfXBsgNW+ARPuHwESL3kJnoE2O0kC32/75z3+6P/zhD3XqO+nQfx944IF+QDnJFNR7773XzwAL36/bSSoUWSr9fquuumqdTlbjOC1NYaHXIn+AXrW5NCOuFJrqfcQRR+TCUdUHevbsWbVlbLIsnQGi+7Y1nYEPkUsvjVtRBvrkHdY0qBMtddC1Nai8iq48dAUSanaFQ8UedcWiRX9xvafXXnvN7b333nWCR2tSLFcw+fT7qGMNj6txiXIEUql0RXLOOefkbgVqfEQhVyrdMtPkh/B8f/jDH/qrHP1tIRvSGSBy/vm1AaKNqPhkU3ZnnHGGf9PrllA5dsWTefPm+UFuzTIK6xZ0ZZO/hkErtvUJttzUSWp7V42NxMUe1XFq+q1me+n3yR9T+dOf/lTyQLOoum3+GgrVCau0KsUaENcCzvA7arykHBMSdJWjq7fwuPpAoq8h/dIbICreV/NH6UOkR4+4FSVQIcRw++Hyyy+PmxPTfX5NGdUVQDwLqKlDA8kavNfso3Jf/TRW7DEc22yzjXv00UfjbzXRCvUwcK1ZSuX4dN9cdJWk6bjhdVD9rnJMRNDjaqFo27Ztc4+twXukW3oDRHT5X/OH6JZeWvMg41YYaFZR6Ox/a5zpps5ZYw3xgLYOzeTSfXbtFRKvYdDah/wB2HDolopu/eiWSLlpwFrFHvVpO/w83c4p10C2BsXDQkONNaRln41hw4blPkTo6qxcIa6imWETK20+hnRLd4DIDjvUhkjXrnELiqROM9z7VzHAYgc9tR+IwiG/89fjqNSGblkkLd+uvSm0UZWCJX/KqQ4FTbluqcXCVNpyzRpSeITbYVtvvXXJU35bmmZqaQBcv7/WepRr7EK3BfWYmqqMdEt/gOhTadg/hHnnJdF0Vb2xtcZBdY+SUukRrccInby+X7OgNIuplGmhotsnEyZM8HuI5D++toRNMpOqGOUMEN22CrPAND23Uvf/aMrtt9+eW22u8aNyIECyI/0BIppiqgDp2FEFiuJWJKB1DWEVtDY8SmrIkCG5W1W65aGigs11m+aRRx7xpThCkOhWSDlrMJUrQPT8w5WTrjzSGh6BdpIMr3l/bfhWIgIkO7IRIJq1s8IKtSEycGDciibok7zqK+lNrcJ4SW5VaOqrxjFCx7Llllu2WIHDf/zjH35KqH6uQm/kyJHxKSblCBANFofZVlqZnbbbVg3RuJCeUzkKaRIg2ZGNAJGwn3r79iqaFLeiEWFtgga4k2wWpDEKbWOr79FVh/b0KMd0z2KoLpbqcoUAUwdXqnIESHgtNduqua7EWksYH1MZdxVTtCJAsiM7AaIicxttVBsihx0Wt6IBGtwOnXCSRW3qFFUFNwSOxjlai0pnaCpu+P379OkTn1KUUgNE03PD71LJU3WtdDUVNhPTLDsrAiQ7shMgonLaChANqqtmFhqlqw2FgN7M+uTcFC2oC+Ghqb6N7YXekrRFbui4VYvJqpQA0ZqXUJ5Es86ySh8YwuukRaEWBEh2ZCtAZPfda0Nku+00LzVuxX9pnEPjHXoja/yjqRlN6iDDbSuFR6XtW66rD/1uuqVmrQJbSoCoMGJ4bSpthXm56epDz3XTTTdNNF4WI0CyI3sBMmOGc8suWxsibLfZIM200ptYg9BJKsuGAXNdsVTKlUc+rWHp1q2b/x21GNFSdt4aIFrgGBbdJbkNmHZaDBhWlKv8TLEIkOzIXoDICSf4AJm7xhpuSROfrKuR1niEDu/SBMUoNVU3fLrX4rhKpRlQYTaZivgVuwbFGiDaz0Pfp6q61SLMylpvvfWKvgohQLIjkwHy7UcfuQdWWcWdU/NHOvqss+LmqqaNmLQ6XG9gzappihYJhnUemm1V6Z5++unc6u/hw4fHzY2yBIiuxkIYt0ZJ9taiKgVhoaTqlRWDAMmOTAaI3HvVVW61NrVlu5NMTa0W++yzj3/z6l69wqQpqoOk87XOo6Wn6lqF23M/+tGP6pVqb4wlQLQNrb5Hq82rTagfpr+NYhAg2ZHZAFFnt/nmm/s/VN0bh/OVdfV66BNzkhk0d955Z+58leZIC638DgUhi7lqKjZAPvzww9zq/Uq+tddc9MEsXH0VU5+MAMmOzAaI6F6//lB1lLp6Nu30Bg+3orTXRxKhMKLKk6TN1Vdf7X93rVhvaoZZUGyAaF8Tna/S88WOt2SFtvfVa3DaaafFTQ0iQLIj0wEi++23n/9j7dy5c9W+yVWKO2zNql0Gkwx6qiS7zlfpijSuqNbugbqFpeeQdE+TYgNE5ed1fjG1w7ImBLXWByUtgU+AZEfmA0T7eodP3sUOqmaFdtnT89f0Vr0eSYS5/qqqm1ZhppAKGiZRTIColEo4Xzv5VSsNputDhl6HpLexCJDsyHyAiP5Q9QfboUMHvyCumtx8883+uetIWl5Dr1EI3dYsVVIq7W0envvrr78eN9dTTIBovxKdq61aq91WW23lXwvtd54EAZIdVREg+YOq2keiWmgxXShVou1hk9I2tPoeTfdN+22/0Ln9/e9/j5vqKSZAwrav5dojI81OOukk/1po+9skCJDsqIoAkTFjxvg/Wm2OM3PmzLg5czQLLVSr7dSpU+KBZNEe5vq+LNR0Clefe+21V9xUTzEBssEGG/hzdSVS7e644w7/WqjQYhIESHZUTYBogC/MKtpzzz3j5sw5++yz/XPVNNNi9xIPV2tZKMuh6bV6LroSa+pqKmmAaIA+3Pd/6aWX4uaqo7poei10JKkDRoBkR9UEiEybNi3XSdx1111xc2ZoynLo4FSGpBgaHA6dgf5/2mkhYfg3b6oAZNIA0WCxztN+4dpyt9rpajesh3nyySfj5noIkOyoqgCRcHtGt3W0n0TWaHGbNvzRc9SVVtKplUFYO7PSSivFTam12mqr+efU1GK/pAGiKzOdt5H2n4G3ySab+Ndk7NixcVM9BEh2VF2AzJkzx7Vr187/AQ8ePDhuTr19993XPzfdj7Zspxrm9Wu9SFb86le/8s9p2LBhcVMdSQNEs410XjUVT2zKb37zG/+aDB06NG6qhwDJjqoLEOnfv7//A9Z9cUsnW6nCymiVl5g8eXLcnMiAAQP8Y6h8e1aExaT9+vWLm+pIGiBZfI1KFSoSN/UaCwGSHVUZIBoEDVtzZvHQDn1Wp59+un8M3erLikMPPdQ/p6bKbSQNkCy+RqVK+hoLAVLf8O5tGj0qVeX+Zs1Mn5Tijjcrh2ZgWfXq1cs/hvYaz4qwb/rxxx8fN9WRNECy+BqVKulrLARIfXFgxEelqtzfrAWonLkqimblUJFEvTE1A+uRRx6Jn24iWfx0nfTTcdIAyeJrVKqkr7EQIPVVelA0JH2/MRqkGVe77babf3OqQuxHH30Un9KkLN7fZwyk+TEGUhoCBBVh3rx5btVVV/VvUHWcxQqzsLToMivCLCxNMmhM0gAJ+6owC+t/mIVVGgIEFUPrHcJGPwqEYkyZMsV/nyr3ZkUI1KYKQyYNkPHjx/vzNtxww7ipaoXtAlgHYkOAoKL06dPHv0m1pW8x5TZ0BaPv0/Hee+/Fzamj23jh+TRVyj5pgGgfdJ2nsabFixfHzVVHK9HDPvRPPfVU3FwPAVJfPGiehgF0qezfDmYqsaF9MPRG3XTTTf3U5aQ0fqLvy0KhwEmTJvnnop0Jy1ULS6ERSsU0dW41eOONN/xrodfvk08+iZvrIUDqi0ODAEGr0x4Y7du392/Wnj17xs0NUul3fY9KlqfdKaec4p+LVug3JWmAiG5f6VxVea52t956q38tVP4/CQKkvjSERSHp+41RlOuuu86/WXXcdtttcXNB2nhK56+yyiqpLxYY7s0nGdwtJkCOPPJIf66mr1a7sC4m6e6VBEh9BAgq1iGHHOLfsLqNk2RcQ3uHhCuXCRMmxM2poTL2eg6aUJDkeRcTIDfddJM/V6Xvq91mm23mX4urrroqbiqIAKmPAEHF0n3psAHSjjvu2ORYgBxxxBH+/F122SVuSg2titZz2GmnneKmgooJEC1CDTPdit1vJUvy94Z/5ZVX4uaCCJD6CBBUtOnTp+dmyvTt2zdurkedYugYrKvaW5M6+OWXX97//jfeeGPcXFAxASIKY51/wgknxE1V45JLLvGvQTGl7QmQ+ggQVDztC643rjZCmjp1atxcTygNr44ybdQ56Xdfb7313JIlS+LmgooNkLB3fBbGiqy23HJL/xqcf/75cVODCJD6CBBUPJU62XXXXf2bd5111nELFy6MT6njueeey01X/cc//hE3VyztPLjccsv533v48OFxc4OKDZD8saIkC+iy5tlnn/XPXa9bU7s95iNA6iNAkApz5851P/rRj/wbuFu3bnFzPb179/bnrrzyyqnZ4lY7Mep33mKLLfwit6SKDRA59thj/ff89Kc/TTS2lCUHHXSQf+7FlnQhQLKDAKlC2g8+dJajRo2Im+vQp+x1113Xn7v99ttX/DbAYbdADXA/+uijcXOjLAGi2V1hP3DNzKoWWmMUrk6L3byMAMkOAqRKnXTSSa59+zauc+e2btasGXFzHRqAD51kJe+B8fjjj+d+T5W2L5YlQCRchWgguVpKm6iUvZ7zNttsEzc1iQDJDgKkSn399Vfuj3/8mdtzzzbu3HM3r/nvxkudjBw50r/pdSTZ86GlzZw50w9mhyulpAPn+awBMmfOnNxYyDnnnBM3Z87DDz+ce610NVssAsS5x8b3dtcc19bNe/OxuClVCJAqNmfOq+7449u57t3buH/+87i4uR51jiFEVKxRg/KVQOGx9tpr+99LJUas+9xbA0TCrTNNlZ4xo/ErujRTMG+++eb+uSYpD1NItQfIB+8+40Yc/R0/aP7+qw/GzalCgFS5xx671gfI0Ucv5Z577o64uZ5QW0qHBuE///zz+JQWpdtW4cpDq8KbqrjbmFICRAPo2kNF36/B+y+++CI+JRO0XbKeY9u2bf0umBbVHiB3XNzFh8fEwcVNPqhEBAjcqFEH+xDp3Xtlt3Dh7Li5nosvvji3CnvjjTdutZXY+tQfxjx05VFKeEgpASIvv/yya9eunX+MLBSijN133325gfPBgwfHzYlVc4C8+eQ4Hx4jj1nGfTj7hbg5dQgQuC+/XFTzZu7oQ2TQoJ3ct982PR1VFVi16VS4bXPmmWe6Tz/9ND6tWWjNQZiqq0NjHvPnz49PK1qpASKhEKWOYcOGxc2pNXv2bLfaaqv557XPPvuUdPuyWgNkyddfuBvPWMcHyCNjk1fHrmQECLy3337C9eixrA+RSZP6x80FzZo1y3Xp0iXXYeoWknZALGbvkWKoPImCKiwS1FWQZltZBswLKUeAiEqbhN8vaRmVSqZNubSnjJ6Txpo+/PDD+JSiVGuAPD3xfB8e1564kvvyswVxcyoRIMi5554LfYAcU3N5/WbC2SFaqDdixAjXoUOHXJBooaIG3LVWoBx0i0wlw3XfPfwMjTMUu86jKeUKEL0m2o9ej6WyMbfffnt8SmpojEtXeHouK664onv++efjU4pWjQHy6UfvumuOX94HyIv3Xxo3pxYBghzduhoy5Nc+RM44Y133xRcfx6c06OOPP3ZnnXWWLxkfOnkdW221le8otE97kt3qRI915513+gH7sJ9HOFTbSuVJillhnlS5AkRUG2v33Xf3j7fsssu60aNHx6dUPF15hPDQ1sgPPfRQfIpJNQbI/aMO9uEx/txN3DfflOeKuRIQIKjj44/fdyef3MGHyIgRyTYIyqdPrBrc1gKz/I4/HKuuuqrvlA444AA/0BwO/fcvf/nLXJmV/EMdu0qyq95UuW5X5dMVjsIv/LwLL7wwPsVEM7FC7TEdaVojojEPlWcJ4TFx4sT4FBNNsdbfgB5Xj5/0Q0WazXvjUTf86KV8gLz38r1xc6oRIKjnxRcn+Wm9CpGpU0fFzYlpr2xVAN57771zA+5JD90u+d3vfucuvfTSRJtBFWvatGnu1FNPdR07dqz3s3UosFRMslQKvL/+9a+5x9VrYV2n0lI02yoMmOvfoRxXHiqBo9Lverz811k/R4U6SxmUr2g1z+vWAVv78Lhn2D5xa+oRICho3LgTfYAcf/zybu7cZBsFNUVjInfffbe7/PLL3XnnnecPbVwV/r++rltdxVR2TUodlDpCjaWstdZadToxXeHssMMO/gpBV0Jhqqr+t3v37n7wvlT9+vXLPe7qq6/u7r238j6JKuy0ziP8nnqdXnih9KmmkyZN8mVewuut25DaCjj/alNXrOUe06oEMx8dXTttt+d33cfzX4ubU48AQUFLliyu6fS29CHSr98W/r/TRh2iPk2rflf4RB0ODW5rt0Vtw6oKxfl05aErkHCuPjVr3UOphSQffPDBOuF14IEHunfffTc+rVVo07CwNa0OTdUtdbaVKgSEcSAdWiMzYMCAXL0wjXWpokHY6EyHxkea44qzNXz95Sfu+j6r+QCZNqFP3JwJBAgaNG/eTH8FohC56aZecXNF0uC1PvEefvjhvgR9fmioo9pjjz3cNddc4xYsaHoa5c033+w/LYfv79Spk6n2Uz4NTCs4wmNqZpmufJL8Ps1BV4WhMGL4fUpZJCjaZ+bEE0/0kwf0mLrC0xWHaoYV8tprr/lbe+F30E6S2qCquaaDt5QnbjnNh8d1fVZ1X325KG7OBAIEjZo69ZpcqZPnny/PQGq5abBaCxsPOeQQ94Mf/KBOaGgAWGMp1113nVu0qPg3sT4t9+/fP7fCXIdCSJ+uS3H//ffnBqlDp6n1I9byIMXSVZb28wi3q3SotlUpP18z47QOKJSW0bHtttv6cjNJ6LZe/qw7bXo2bty4+LRUWPTvN9yont/zAfJKCeOIlY4AQZNGjjwodyurUixe/Jm7556xNZ9sD8jtfZ7fGatzVOej/UzKQbOS9Ek9TPXVp2uVxG9qV8fG6BbblVdemdtvJRwaj1FHXO6rEm0IpoHssA1tODT+oLGpUkyZMsV17tw595hrrLGGD+1i6TXRxImVVlqpzuvRWuVyrO69Yl8fHrf0/1miyg5pRYCgSVoPMnz4AW7y5NJubZTq888XumnTxrgrrvitO/bY5VzXruqoajsZzfLSbRIt2mvOWx+avRWKJurQAkotpCxlN0J1mpqiHHfsWsmudTQKqjvuuMPPaiuGbg3pykwTB/LHN8KhMaBiN4OK6YpFRTXDY6pKgKoFlBrcCs9jjjnGj1XpcXWldOSRR1b8DDaZPWNy7Ra1NVftc19/JG7OFAIEFe2TT/7tpxIPHbqr69nzu/5KKBx//vMqNZ3VEX7mlsY+WopmdI0ZM8aXbgkdp1bGa5C8VFrprf1WQnn6+NA4jm59aZBfHXf+Wpr999/ff32TTTbJjT/Eh4pOanyh1MKTCoj8sjI69PuUcgusEM0C23nnnXM/Qx8UBg0aVPKEhubyn//UXFWetKkPkPtGHBg3Zw4BApNFi+b5gfWzztrAd+yq5DtgwFbulltOdbNLrDK6cOEcN2XKFe6SS3au+RSqqbT/C41TTlnd3XhjD/fKK/fXfOov/2r0Yqh4pFZTh4rAOjQNuFydqDpPLcpUMMSzyJIeupX0hz/8wc82e+WV8kzH1q0pPW74Gbp1pVtYzemWW26ps2ZH04JVraDS3DD6crfbFm1cr73bukUL3ombM4cAQdE++OAt16fPanU69vgo1oIFs/wtsr///Ve5RYzhOP30tf26lNdee7giF5zp03yofaVDn8q1nqLU2zgxTQJ46qmnfMXfoUOH5tbP6NZO+P8aP9De7E8//XTZV3lrMFyD4uF5arBcYzXNUVamEE1o0DTg/AkNu+22W9mCsVSa9qyZfyu2beOuGnJu3JxJxb/TUfU0HqKO/ayzNvQzsz77bEHNm/tT9957z/kQ6Nu3c/wtBc2f/7q7666BbuDAbeoF0Jlnru9uvfV0XyU4LR544IHcbn3h0//1118fn5Y6mn6r8aX8CQSaplvKBIJSaDLAYYcdVjG/T3Dcccf530drfVp7o7WWQoCgaCeeuKLv5N955+m4qUlaWzJx4vk1IbN5vdA499xN3P/93zk+iNJKn8Z1uyh/Kut2223nnngiPUEYFPrEr4WBpU5hLhe9pq15RZTvpZdeyg34a0JEtSBAULRevdr7Dl+zoooxZ86L7uijv1MnNLTafdKkfj5YskQLBrWuI38xnT4169NzGmjMIX8RpcYctECzEsVjMroKbO4xmdivf/1r/7NVKLSaECAomsYp1Plfe+3h7tNPk9eJWrDgbXfOORu7Cy/czt1zz0V+LCXrdH9e9+lD59a+fXs3cODAFp01VgzNAsuf9aQyLlo7UqmzngKNN6micv6sME0+KHW2WRKaOq6fp2nXGqOqJgQIiqbBbG06pRDRLCmNYYwd29M9/vgNRe0hUk00Yyi/oKBmFGmNRqUI6y7yC0keddRRqVh3kS9el6IZcs253bI+CGywwQb+Z6nqcrUhQGCiwe3LLtsjFyThUO2syZMviU+Hqy1prjUM+aXtu3btWpaKt1ZaxKgZXfHK72effTY+NVW0Jid/ZbzW7GjtTrln8V100UX+8VVCZ968eXFz5hEgKMmXX37i12TcffcFNW+m7XNBohpaKEyf6jX1Vrc81Plo8LVHjx5lL13SFC3A3HjjjXOdrEqqpLX2VCEaTNfulfkTGlRFIGltrqaoinOovaZ9b6oRAYKyuvfev/sAOf/8zeImRFTfqUuXLrnOTVcBWsfRHLsu5nv11VfdXnvtlfu5qh3Wt2/fZi0B05o0vbd3796JqwMnpYrPejzdwqrUMa3mRoCgrDQGogDR6nQko4V/qjwbOnRVpG2ODae0/8bJJ59cZ/8NVTDOyv4bTdH0Y1VSDs9d05NVaTnsT1KMJ598MncFqTpl1YoAQVm99dbjPkBOPHGluAmNUEl61ajSfhyhg9MeGSqIWCoVehw5cmS9HQAfe+yx+NSqoD1dtLdLeC00XXnChAnxaQ3SOIqm6+p7f/Ob38TNVYUAQdHOPfcnNZ+6zvazsT766F23ZMlXbtGiuW769LG+7IgC5Oqru8XfhgR0NaBd+ULnpquFU045xbSXiTz88MN1qvxqO91M70GekCY0aOOs/D3aVYhS05ibooWCOl9jV1pAWM0IEBQtf9ZVoePUU3/sPvig/PuaVxPtD7711lvnOjddPYwaNSpx2fhZs2bV2flQ01nPOOOMstfHSjvtd6/pyvnTl7UFsr5eiEqUhG2Jjz/++Li56hAgKNr7789wd901wA0atKM77bS1XI8ey/rV6VpVfvvt2guiZWcTZZWuEkaPHl2nEu/PfvYzv395Q9TBaYtc7cQYvkc7Mr75JoHeGO3QuOOOO+ZeM01oGDJkSL0FlHpt1a6iiaXuGZ8FBAhQ4XTVoD1C8ge/tePiO+/ULRd+ww03uDXXXDN3zqabbuq3zkVy48ePr7NDpKY5h90a9XqHYB42bFj0ndWJAAFSQjsSat/y0LmpMzv33HP9Fckvf/nL3Nf16fiKK65olaKCWaDpzP369auzVfKee+7pjxDMvLa1CBAgZe677z6/K2Ho3MKhQV3dl1chR5Ru9uzZfppzKBsfjmqethsjQIAU0mJD3UYJt7W0wnrGjBnxaSiDqVOn1tkiuEOHDn5adNIJDVlGgAApptXUEydOjL+MMlJYKDg0Qyu/LMoWW2zhHnroofj0qkKAAEADtP4mLMDURAZV9dV0aE2LDkGiPec1bboaESAA0IA+ffr4kNBU6vw1NJoW/fvf/z4XIprQcPbZZ1fNVrYBAQIABaiMTBhj0ur9QjRNerPNNssFiaZRazp1tSBAAKAA1SJTKKhuWGOlXzSl98orr/TTp0OQaFr19OnT41MzhwABgIj2SlEQaAqvysokoenTvXr1ys3YUrXev/zlL37fkKwiQAAgj6ZIq6S+QuDggw+Om5uk6dS77rpr7mqkffv27oILLsjkniEECADk0aZe6vi1Er2UvVI0vXrDDTfMBcn666/vbrvttvi0VCNAAOC/VIU37A+vXRpLpauOiy++2K2wwgq5INlll13ciy++GJ+aSgQIAPyX9qZXJ68dIrXJV7nMnz/fHXHEEbldDFdYfhk3pF9P9/kn6a7oS4AAQI0XXnghty/IuHHj4uayePrpp12XLl3cT9Zs4w7doY0bcdwP3YsPXOa++WZJfGoqECAAUKNr164+PHbYYYe4qewevOef7uLua7vh3dv4Y/y5m7j3ZvwrPq3iESAAqt6tt96am3r7zDPPxM3NYsnXX7inJp7nrjmubS5I7rnit27R/NfjUysWAQKgqi1evNh17NjRB4i2t21pn370rrt/1MG5EBnZ87vu8VtOdV99uSg+teIQIACq2sCBA2sHtldYwQ92t5a5b0x1twzYKhck1/VZ1c2ceo379tvKLRtPgACoWnPnvu/atWvnA2TQoEFxc4tTWMx8dLQPjxAkCpW5rz8Sn1oRCBAAVeuiMw9zHVdt4zbutJH7+uuv4+ZWo9tXuo2l21khSO4f+Ud/u6uSECAAqtL8t59wZ+7/HfenX7Vxj065M26uCBpQ18B6CBENuGvgXQPwDQnnNnSUU3kfDQDS4Ntv3W0Xbus71DsG7x63VpzZMyb7qb4hBG48fW33+vSx8WleHBjxUU7lfTQASIHXHr/ed6YjeyzrFs59JW6uSFps+NIDl7tre/8wFwYTL9nZfbOkbpHG5giKhrTMTwGACrFk8WfuhlPX8J3so+NOiJsr3uLPPnRTxx7rRh6zjBtxzNL+v/MRIADQTKbffqbvYMectIr76vOFcXNqLPr3G+7DOfWLMhIgANAMPlnwtrvm2O/7Dvblh66KmzOBAAGAZjD56m6+c7257+bu22/+EzdnQgiQQke5lf8RAaACvf/qg7mOdM6rU+LmzIhDgwABgBJohfeEvp19J/qvq/aLmzOlucKikJb5KQDQimY8dLXvVEcdu5z75IO34uZMIUAAoEw002rMyR18pzr9tr/FzZlDgABAmTw2vrfvUK8/9cfu68Wfxs2ZQ4AAQBksnDfTrzZXh/ratOvi5kwiQACgDO66bA/fmd52wS98/atqQIAAQIneeXFSbWd69FJu/luPx82ZRYAAQAm0SHDc2Z18R/rA6D/HzSgTAgRA5ny+aK4Pj9HHt3OfL5wTN6NMCBAAmfTejH+5D2Y9FX8ZZUSAAABMCBAAqRMGihs60DJ4pQGkThwY8YGWwSsNIHUIisrAvwCA1CFAKgP/AgBShwCpDPwLAEgdAqQy8C8AIHXiQXMG0FsHrzaA1IlDgwBpHbzaAFKHsKgM/AsASB0CpDLwLwAgdQiQysC/AIDUIUAqA/8CAFKHAKkM/AsASB0CpDLwLwAgdQiQysC/AADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIDJ/wOTFFRZRdVPfwAAAABJRU5ErkJggg==)
PN: 6H66-3-10
CAS: 863118-46-1
Molecule Weight: 232.22
Formula: C10H7F3OS
![4-(Trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpdAAAaXQGHf8uyAAACS3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF+MXMBCFVFGrSpNaTVo6ad8mB5wUKUAF5O3f7wyUhSYDATr7fI/PvjubxcM528PRlFVa5BHhlBEweVwkab6LyK+351lAHpaLGI3QMK8i8l7XH3PHOZ1ONH43mT4XOY2LjLTj83OVDmxOkhblzhGMcef368u6YWZpXtU6jw1SVTqvGuVLEeu6WcV/XDiZLo9p7rTmTlYe29n+CGZfRs9VQv7t5RHHVojCNt0b2BZlpms4CkbxZd9gZ3JT6toksLmgWlIX975cvD4V8SEzeY1NO0Ma6/26Lg8xKrJib+IDToaN708RyTgCui6yVVnqC9iWVWsOWoCWoF3QHmgF2gcdgA5Bc4YfjnM04GjB0YSjDVcY972xjt8uHyYiP+AR7Dd81vg92wcDJyIyw3wFoYIZo5Jb2fU5FYK5ICgXngJJvZAJcGkoZAiKCs9Xn6JTdiYd0Cl7wFWNiQxkSOBi/QqqpPKsP8lEABhQycK+i8thngqt9GQzLKQv+i7SzG9l4A77nhv4uHrfR3N0yFF0vVZgvJ0+4MvFpsiTqyakSUQ2nDSZ+Gm2leiSQaAoE1NifdsJrOk1IIaATV0PiHuAvAHccQ/uELBl0QOre4A3BGwRjQNqCNiSGwf8IWALdBwIhoAt53EgHAJN8Y8TdnyQuuawTDD8ZueTyJeEt+dxgpE3KZxE3JsQczleJ/xL3tsbYoJRdxhvgvHvMOoe41wdMefz/sPmzd3oXF2cDv4uln8Bvi3YJ/mIdsAAADqqSURBVHhe7d0JvB3j/cfxaEtpqmSpnUgjlhD70oUQtYTWllI7sYSgSIg9iLW1i5SIJYh9SRFr/EWQkAVREkIQu6CIRElp9fmf79zOnDnPvefeOc+ZOTNzzuf9es2rmplzlzn3zHfmWX5POwMAgIN29j8AABAFAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECIBdGHtYu8oba4EwDyAU7JFrbUBucaQC5QEBkD+8EgFwgQLKHdwJALhAg2cM7ASAXCJDs4Z0AkAsESPbwTgDIBQIke3gnAORCOEBa21A7nG0AuWAHRbkNtcPZBpALhET28E4AyAUCJHt4JwDkAgGSPbwTAHKBAMke3gkAuUCAZA/vBIBcIECyh3cCQC4QINnDOwEgFwiQ7OGdAJALBEj28E4AAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECIJc+futZc+fpa5gJN/azd6FGCBAAufTUzf2DiYVff/mRvRs1QIAAyCU9efgB8tXn79q7UQMECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyCUCJH0ECIBcIkDSR4AAyKW7hvUzJ+7SztvmfUqApIEAAZBLF5zWz2y9Tjtv++QjAiQNBAiAXBpwWD+z5BLtvO399wiQNBAgAHKpX79+pl27dt727rsESBoIEAC5RICkjwABkEsESPoIEAC5RICkjwABkEsESPoIEAC5RICkjwABkEsESPoIEAC5RICkjwABkEsESPoIEAC5RICkjwABkEsESPoIEAC5RICkjwABkEsESPoIECDj/EWTomyNpFEDxH7PW9uSlvx3AFAV+6LQ2tZICJC2t6Ql/x0AVKWWF4Q8IUDS/3tI/ycA0KosXTCyhABJ/+8h/Z8AQKuydMHIEgIk/b+H9H8CAK3K0gUjSwiQ9P8e0v8JALQqSxeMLCFA0v97SP8nANCqLF0wsoQASf/vIf2fAECrwheM1rZyPnl7qvnw9QmJb2/PnGBmvjDBTHlmgpkwIfmtT58+QYDceeedzfYnsT391AQzfeoE8/pLhd/5tebnIO5t4YJP7bez2ftebquF2nwXAM7sC0O5rSXTHzq32XFJbUP3aGf6btrOdFu26aJej9uSi7czv1mjnTliu3ZmRP/m5yDu7abjf26+XTi/5D21jym31UJtvgsAZ9VcFCbd/qdmF5akNgIk/u3aIxcz38z/uOQ9De9PW/o/AYBWVXPB+G7hAjNj/DDz/ANDE9+evGuoufPaoWbYRUPN0KHJbz179gwu7IMGDWq2P4nt/HOHmuuHDzUP3jzUPDe2+TmIe5v75iT7La3q7yFu6f8EAFqVpQtGltCJnv7fQ/o/AYBWZemCkSUESPp/D+n/BABalaULRpYQIOn/PaT/EwBoVZYuGFlCgKT/95D+TwCgVVm6YGQJAZL+30P6PwGAVmXpgpElBEj6fw/p/wQAWpWlC0aWECDp/z2k/xMAgINGDZAsIUAA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkj4CBEAuESDpI0AA5BIBkr78BMjChcZcd50xffsas+qqxrRvb8xPftL037vuasw11zQdA6DuTZ8+3Sy55JJBgAwePNh8++239mFIWD4C5L77jFlxxcJP2671TcfoWAB16ZNPPjGHHnqo+cEPfhCEh79169bN3HvvvfZLkKDsB8jw4cYsskhTQCy6qDGDBhnz3HPGLFhgzFdfGfPCC6Zw+2HMYos1HVP4w/JeA6BufPfdd+aiiy4ySy21VElo6CnkRz/6Ucm//fa3vzUzZ860vwQSkO0AefzxpkBQMCy9tDFTp9pHFD3/vDEdOhRDZPx4+wgAOfTAAw+Y1VdfvSQkOnfubEaOHGn+85//mNmzZ5uddtqpZL9C5aijjjKff/65/eUQo+wGyPffG7PaasXmqSiPpmPHFo/v3r3pawDIpVmzZpntt9++JBgWXXRRM2jQIDNv3jz7cDNu3Diz1lprlRzfsWNHM3z4cPPvf//bPhwxyG6AjBlTDIPNN7f3lterV/F1+hoAcuWLL74wxx57rBcW4TDYYYcdzGuvvWYfXkJBMWzYMNOhQ4eS1/bo0cP83//9n304qpTdADn44GIQaIRVVDrWf92hh9p7AWSUmqNGjBjhNU+FL/5rrLGGeeihh+zDW/XZZ5+ZI444oln/yM4772zeeOMN+3A4ym6AFO4YgiB4+WV7b3k61n/d2mvbewFk0BNPPGF69uxZcrFfeumlzSWXXOJ1oLuaMWOG2XrrrUu+7mKLLWZOPPFEM3/+fPtwVCi7AdKxYzEIvvzS3lue2kb913XqZO8FkCFz5swxffv2LbnA//CHPzT9+/c3//jHP+zDnf3tb38zv/jFL0q+z7LLLmtGjRplvqev1Fl2A6Tw6BkEQeHRNjJ1lvmv09cAkDlfffWVOfXUU82Pf/zjkov6lltuaV588UX78FhoouH5559fMgFR20YbbWQmTZpkH44IshsgPIEAdee///2vuemmm8wKK6xQchFfddVVzV133WUfnoiPPvrIHHjggWaRRRYp+Rn22Wcf895779mHoxXZDRD6QIC6MnnyZLPZZpuVXLTbt29vzj77bLMwhTJEU6dONb/61a9Kfp6f/OQnZujQoeabb76xD0cLshsgcYzCOuQQey8aiNrX119/fW/4p2onIR0ffPCB2X///Uvu+PXf++23n7cvbTfffLNZccUVS4JklVVWMbfffrt9KCzZDRDmgaAKaiqxZy+rE1Wjb3QnjOT961//Muecc4756U9/WvI+bLrppubZZ5+1D0/VP//5T3P66aebxRdfvORn3WKLLcwLKpeEFmU3QNRxHp6JHqVI4gMPFI9nJnpD0/DP8IXA3lZeeWVvstpTTz3lhQ3idffdd5uuXbuWnPPll1/e3HjjjZk+32+//bbZY489Sn5uFW485JBDvEKOKJXdABHNHA3Xwpo2zT6iSHcJfse7XqM6WmhIumP0R/doItmQIUPMLrvs0uzu0t+WW245c/jhhxf+ZB6n5EWV/v73v5utttqq5PzqvTjllFO8kVd58eSTT3rNn+HfQ4UcL7zwQsrGh2Q7QOSKK4rVeFVxV9V4VThRf4yFx06jtu1wNV4dq9egIekiFW66UgetT80Uatf+4x//6HXe2kGirVOnTuaggw7yZj5zoYhOczYOO+wwbw5H+Hzutttu5q233rIPzwXND7nmmmvMz3/+85LfqXv37l6BR+QhQCTqeiArrBCt6CLqVniVOs0pKDdJTKNsNLlMnbs/+9nPSi4Q/qZ/134dx6iclmmW+GWXXebNGg+fO80qH18nFbG//PJLc9xxxzWrzbXddtuZV1991T68oeQjQETD/K69tmn1wS5dmlYjXGKJpv/eZRdjRo7UVcF+FRrIrbfeGny49STx/vvv24e0SE8aDz/8sPfkodfZQaJNTyx6ctETjJ5kYMwjjzzi1akKnyedv6uuusqra1VvXn/9dbPjjjuW/L4KlWOOOcYrANmI8hMgQCvUTBJ+krgvyqCLFqgPRH0h6hNR34gdJNrUl6KifJoQ11JZ8XrX6BdS3Ww0UnC2hgBB7qkZJTxB7cgjj7QPcaLRQhqlpdFaGrVlB4k2FebTmhXXXXed+fTTT+0vUVfKNeVsu+22DdeUo7+5Sy+9tK6b7qJovABRM1jh7tJEbN5A9p188sklH+CkZjVr/ojmkdhF+fxNHci9e/c2V155pVcuo1601pk8Vou4NbB6HDxQicYKED1e+8OCt9nG3osc0iJBGqevD+0SSyxhXnnlFfuQRGhmuyaerbnmms2CRJtmWm+++ebeXeq7775rvzw30h7OOnfuXO+OXqGsJrIDDjjAGyasbZ111vFqaOl//X/Tfh3317/+1fvbqFWQ18vw5Uo1VoBoAlO4xpZjOzmyQU1Gmpzmf2Cvvvpq+5CaUPONhguvt956zYLE3zT7WpVg33zzTfvlmZTWhDqtOKiw0B28gso+jy6b+sa0Zvrll1/urQ+SJE2gVKiFv38eJlC6aqwAkUcfLQaIZrrX4C4K8dOH8Xe/+13wIdWaElmggPjLX/7SrGhgeFt33XXNWWedVbOnpUqUK+mhp6mkSnq8/PLLXt/KSiut1OxctbbpwqyLdfgmIsq2zDLLeKsVJlXSJk8lXKrVeAEiv/99MUQuuMDeixzQ3AP/g6nCd1kc/aOmK/2cqqdklw73N43m0Uz5pC7OlVBRQfsinlRRwQULFpjhw4d7a3HY58TfNHDhD3/4g9cMdNttt5nnn3++zSYp7de51M982mmnmd13371ZSRX7/J933nnm448/tr9U1bJeRDIOjRkgs2cXZ64XHm/N3Ln2Ecgw9T/4pUrUeTlx4kT7kMzRhU3DPLW8qr1Ot7/pQnfCCSfU/C512rRpNStrrmVkdcFuab6N5tooMHSeNFQ4TurQvvbaa81ee+1lOnTo0Ox764lLfSdJXNj1pKOnD/t31VNKUgM+aqU+AkQTu/r1M2bAgOhNUscfX3wKOeggey8ySk0s4TH4usjljUbuXH/99aZPnz7eMGD7YqZNTwK6oKkTu9xs+mqVW1hp7733jn1hJQWRLpgdO3Zs9ruqYsANN9xQswmaamLS4lW///3vm4W5bkw0B+jDDz+0X1aVLCyklYT6CJBbbimGQeHuJpLCnZBZZpmm12hkluprIfMOPvjg4MOnpqG8T9zS3IrRo0d7xR41isy+uGrT2t0aKhpXscdaL+06bty4ZkOfdaFWP0TaQ13VdHXmmWc2eypRx7uaH+P++0pjKd8k1UeAvP22KbwjTWHw058aE/XuQXNC9Bptv/lN0ygtZNYdd9wRfOB0Jxv3XXLadAeu33HPPfcsW+xRv7df7FF30pVSXS/7Yq6A0hNR3E86ujhrmdjw99KF86ijjopcZqZW1LSmULXnumgIcxJNilrsTAM/wt9LzbH9+/f3nlDzoj4CRE46qRgGBxxg722ZPjAbbFB83W232UcgI/SBCw/r1IWwnqlt/N577/U6YcsNZ9UThDpkx4wZ02ZfhYavqv8l/Ho1n2lipC6ecdPcDQVT+Ptp1JyGB2eZnhAGDx5cMtteF3Y9pcQdsPLEE094k1/D50mz2zV/SLPds65+AmTBAmOWX77YJDVlin1Ey55+ulgufuWVjfn6a/sIpEzNNr/85S+DD9gA9XU1EDU5qXChmu86d+5ccrHxN3V6a96GRiuFJ6599tlnXlOR3davWl5vvPFG6LvEQ239upMPz8xWu3/e2vk1tPg3v/lNyTlTAGtiY9zUTDZixIhmAwvU16e6W1lWPwEiN9xQfJrYbLPoTVJ//GPxdWecYe9FytRm7H+o1l577Tbvtl1p5I+KMF5wwQVeM5E/u1nf057xrIu5ZmPr+CQuxOXoYqO7e4VoufkPGlGku33V6LKfXnr06OHN0E6CmuA0YS/8/TSMVv08eaWhxuH+ChXYfFo3nQnQUHTVXbNrjamvT4Mpsqi+AkSBsckmxTAYPdo+omUqNaHS8HqN/jfHpSfqjS6W4VIlcc4k1kx2tf3vu+++ZS/GUTeNmtKIJs2lqNUFU3f7upgNHDjQm69h/0zhTX0nuhjG0QnfEl38wk+JugiqGaYeaF5Jt27dgt9Nf4dqXkzKrFmzvLVG7PdQw62zpr4CRJ55ptgkpUWootah0ZOHXqNtzz3tvUiBOhPDwx41P6Baag5Sn4GacOw7vXJbpTOedYFR5/Fjjz1W0/IVU6ZMMSeddFKzTnJ1Wn/++ef24bFRZ7lm1/vfT30fSYzmSpP6iVRexf8d1USneSVJ0qqH4SZL3exkTf0FiBQ+vIUz3rSdeqq9t2Xq+1AfiF6jAEroMRXRhZtDdtVCYlVQp/SwYcMK9xQrllxc/U0fVC0YddFFF5n777/fuwss12mqf9d+NV+pGUuT3+ymIn9T85dGVpX7WklRU5W+v5pfkqT5EqrK6/++Xbp0MbM1UbcO6T1UGIffX/29JOncc88NvldSTY/VqM8A0RDB9u2bwmDxxTWExz6iZRqFpddo23DDplFaSMUVV1wRfHBU0sL1Dlp9Bvpa9oggbauttppXBFGVVKulJ42pU6d6ZTdaCild0GvZIeo3J6lzPSkqRxKu1KvKxPU2tLol+psJv7dJPon8+c9/Dr4PAVJLhTe5cNabtsIdYiRqbvj1r4uvS/APA+Xpgu4X81NTgRZ1cqESEhtssEHJh12jkdTn8YyaOhOiO1WNmmqpHVulNJKou2RLOkDUlxL+/RSQ9b6gVpjKxfu/u/5Gk+oTIUDSopE6Wi9dQaBtwgT7iJY991xxzRDNVE9gjDzK+/rrr81aa60VfGjOcBgVp/HzgwYNCjrf/eBQKfJajpgSTULTin3hENGsZ9cld6NKOkA0Ss3/fdQ39M4779iH1L3wk4hueJIYnUWApOnOO4sBst56as+wj2iZamP5rxs82N6LBB166KHBB0YlxCstJaELmV247teFp8qXXnrJPrSm7rnnnpIBAao/pZUUK/39okoyQLR8r/97aDKjils2qnCfiIb4xj1PhABJW69exTAYMcLe2zL9ERQ+GN5rVLW3TjsFs0aTzfwPi+7SK13JT2PlwzWNtB6DlmKt5Uio1mgkT/jOXZvmaiRRRDCpANGCT36ZFT3hqaRKI1NzZXh0liYbxjlgggBJmwqU+U1SP/+5MfPm2Ue0TOuE6DWFbYHWD0Gi9OSgEg7+h0V37JVQaZPwIkia9KeVArNIwzHDP6tmPMc9dySJAFHtrXCfkkrPo6kgZnieiMqexIUAyYL+/YtPIQMH2ntb9u235tvCH8XzhdfcUNhe00qGSIQ6ZNXM5H9QVHm2EioFHi6doeG46kvJMi2OpJXx/J95ww03LNzbRLy5iSCJAAlXBNh4441rsiZ6Xuj9DK9RE9dqhwRIFmgN56WWagqQRRfVVE/7iBZ9eN995szCa/5Q2HZYa63EZvE2Oq3I539INJqnklIlevIIh8ef/vSnWJsQkqTmIA1R9n/23r17x3ZRjjtANPjAv0CqabBe53pUQzP9/fdSw5vj6N8iQLLi4ouLTyF9+th7yzpim23MYv97AzURDfGaMGFCEABq1lERu6jU5xFuCtJa3nmj6rThEFF13TjEHSBafMn/GXVRQ3Pqa9PAD/88aT2RahEgWaHSyKuvXgyRBx+0j2jRzJkzg0qm6qDNU63+rFOl2PCkO42tj0oX3nCHuZ488kqhGZ7JfrFudqoUZ4Coo9z/2TT5Mq6npHqk99IvkaNFqapd2ZAAyRKFhh8ga6zRFCoR6OLkv4kqjY14qB6Vf161Il9Umuex2WabBa9Vn0demq3K0cXBv/CoqajaobFxBsh6660XnOsHI954NbLjjz8+OF9aHrcaBEjWqPnqfyEy75JL7L0tUhkNfy1nNbdU0syCloVn8qqSrZ5GotIkQf+1Gm1VSZ9JloXrHqksSDW/V1wBovIr/s+kIapom9Zj8Vc21M1ANasvEiBZM2uWmVu403us8IZcudRSZkHE8gvhDjI+SNVRAIdLlagfJCqNbvFnmGs+QlaH6rrQU1SvXr2CvzOXWfi+uAJEa59k+QKWVVpUyz9vxxxzjL07MgIkg54dONAcXXhDehe24zTENwKNwFJlVf/NrPclVZOiu2q/Uqw2jcCKSqNawvMQNEmw3mg+jC76+v1UFt61REgcAaKw9s/1RhttZO9GKzRp1O+j0/voWv+MAMmgf86bZzb8X5193c2+qMmGEegN9N9MrbmgiVWojOZ4+OdQcz8qGRodrtCryXdZmWEet7POOiv4PdW/4yKOAOnXr1/wc+RtSdos0IRC//ydd9559u5ICJCM0hrE/hujZoOo1Nnrv06PqYhOs8v9c6dZ55XcXevJxS/JrlFxade2SpJ+V62rod9VNzivvPKKfUibqg0QrZ+iUUT6GjrvccxpaDR66vBHcGp9cxcESEbpAxFeRS3qHdabb75ZMqHqo48+sg9BC1TXKjzsNur59mkOjv9aVdWtd1pjwv99VT+rUtUGSLguWTVt+I0uPH9GK0ZWigDJMHXe+m+O7viijno58cQTg9dpHWy0TmGtJif/nKnibiU070AjtfRa3dHVuiR7GtQ86i+hu9hii1U8n6DaANEKkNVc+NAkHMQuUwAIkIzTcqT+G6T6/lFoJTaVbtZr1MSglehQnkYT+edYa31UWqdKa5j7r9diUI0iPJLnAhX3rEA1AaLmK3+UnCYOwp1uBPwnbzUFVtpvR4Bk3Jw5c4IPi4aFRh2zPWrUqOCN1Ye10j+MRqHVBMOlSlyWjw1POExyJcGs0doS/rnTZL5KVBMg4Sdzmq+qp1Uo/fNZ6RwyAiQHwlVGo97hasy+KpL6r7v55pvtQxqeJmD6TU/aNIqqUlom1Z+h3b17d3t33dtmm22C81dJZ3o1ATJ06NDgezJcvXrh/qzLL7/c3t0qAiQHNHPUXy1OK8VFvcudNGmSd7xep5pOSSwMlGfhdvSddtrJ3h2J1s7wv8Y555xj76574d+/kiKG1QSIP3lQzbOVVAhAy9566y3nzwEBkhOjR48O3qhNNtkkcpPU3nvvHbyukklx9e6qq64KzovC2bUIpZ4I/a/j0vyVd+o893//HXbYwd5dlmuAaF6O36Tbs2dPezccde3a1TunGr5eCQIkJxQY4QJ9WqQoivfeey9Y4lMzTlUlttHNmDHDOxc6J7qLHT9+vH1IZP5IJNUWihrq9UYd2ToHmpcRdT6Ga4BohJv/GWCEYXz22GOP4Lx+8MEH9u6yCJAc0XBFv0lKFy6NtooiPHN49913t3c3FA2FDpd8Uf+Sq9dffz34Oq4zsuuB5r345yFq1QTXAAmXbnedPY3mtFaNf14ruaEiQHJm//33D96wk08+2d7dovDMYW1a6KhRDRgwIDgPuohVUqrEdu+99wZf68ILL7R3N4xw5eLbb7/d3t0i1wBRJ6//ve6++257NxzdcsstwXm98sor7d1lESA5ozZnzTDXG6YZ5+oAi+KOO+4I3mgNucz7+hQuNGLHPwdaIElDpKvxl7/8Jfh6Y8eOtXc3jHHjxgXnIepcJdcAOfLII4PvVc/lYmpNa6b75/Xoo4+2d5dFgOSQHt39N00jiaLaYostgtddffXV9u66pr6gcKkSBWq1wsX81JzVqBTE/nnQE3IUrgESnlj7xRdf2LvhSINI/PNaSXMsAZJDmonrj5rQ9vjjj9uHtEiryPlrVajTd968efYhdUkdu+HwPPjgg+1DnPTp0yf4mo1c+VjNgP552G677ezdLXINkO233z74XtU0P6KUyvH451V/11ERIDkVrhyrVe9aGv2iWdaaQKiZu/72u9/9LnidRl6E99XrpoED/u+sqqNxzYfx62epKbHR+aPaVAI/CtcA0dfX6zSUF/Hyi7Dq7zoqAiTHwqux2R1f4fpMbE2bCh1GHSUUhV8tuXPnzvauhuMvkRp1boZrgPjnXN8P8dLfsc6tznFUBEiOqRPRr0XUqVMnrzSHaD6CPsj2BbTRN921Vlo1tjX+/IdVVlnF3tVwdA50LqIWN3QNEM55cip9D4UAybnwsFR/9MStt94a/Jvmi2jlMdUP8jf9/759+3odnuF/r9dt1VVXDc7Hb3/729hGoPEEUsQTSP7xBNKANHrCH12kJpoXXnghKBCoSYcTJ060X9JwNOGyW7duwR96XCs1br755t7Xow/EBOVF6APJL78PRH/XUREgdeCyyy4L3kSthe7/95577mkf2rCmTZvmLXyk86LquZMnT7YPqRijsJqkNQrru+++s3fDkf5+/fPKKKwGow+SFkLy30j/g6llWlGkRY/886Nh0F9++aV9SEW0lKv/9V577TV7d8MIV3NlHkg+MQ+kwT3yyCMlAaJ+DpTS4IJtt902OEdaSKca4UC677777N0N49FHHw3OQ9SS9q4BEp6J3ojVj5Py3HPPBeeVmegN6Omnnw7eSDXRVLosa6PQKnrLLLNMcK60cqOr+++/P/g6KmvSqLQQl38eos7wdw2QcC0sreeNeGi+mH9etdRBVARIHdCoog022CB4I1XcDuU9/PDDQVVj1RVzbX568803g3OuUW2NSmXV/fMQ9anANUDCT9rnnnuuvRuOTjvttOC8PvHEE/busgiQOnDNNdcEb2Ils0gb2aBBg4JzpvB17QT3R7xpJFxL1QAagT9MWosRRR0i7Rog4dA+4IAD7N1wFO5b+uijj+zdZREgOaeOYL9JRnWuVFUTbVPtnw033DD44x84cKB9SCThu2+N9Go0WqDM//0rWQ7VNUAU0nqNXtujRw97NxytvPLK3jnt2LGjvatVBEjOHX/88cEbGFeRwEahCrp+aXw1aWmxokqF245POeUUe3fdGz58ePD7X3LJJfbuslwDRDQZ1H/PPv74Y3s3KhReGG233Xazd7eKAMkxvfH+3AYtJ8qHqXJaGtj/AOhJrpLHd9EToF9IcMUVV2y4Zqxf/epXwcU86to0Uk2AqO/Df8/uvPNOezcqpDp6/vmstP+UAMmxcGVdDSmFm7333js4j9tss03kdnzfPvvsE7xenbyNQv0R/mCEqDPQfdUEyKRJk4LzrVI+qI4GgPjnc9asWfbuVhEgORUejaLiZ2rTh5v58+eXzOCvdEjuY489Frw26kzsenDccccFv7ddDbot1QSIJs62b9/ee70GMVQa+Cj66quvgmZcnctKESA5ZM8813wEVGfKlCne/BmdT/3v1KlT7UPK0gVs7bXXDt6PZ555xj6k7qjys3/h0fLAlc7qryZARJNA/fM9fvx4ezciCjfh6oagUgRIDoUnU2lmNeIR/jCo+KKeTKIKrznfCO+JKh34v+/JJ59s725TtQGiAQ/+91dJGbjZcsstg/P48ssv27vbRIDkjF19d+bMmfYhcKQnCX+Ejzb1bUSl12pYqf9arRhZr95///3g6UMDCFwGb1QbICrg6A9f1wCSb775xj4EbQj3YW200Ub27kgIkJxpaf0PxEejsPy1LbTdeOON9iFlaYa7/7oVVlihoieYPFGxPf/3dHn6kGoDRPT37/8clfbBwJgjjjgiOH+Vjr7yESA58uFLL5neP/yh6dCudAVCxOvBBx8sKXUye/Zs+5Cywm3z9TgvR+fG//00+cx1ffk4AkTD2P0VOTUbXk8liEZPkf76H7qWaM0cFwRIjrzQu7e5tPBGHVTY7nS8Y0A0xx57bPDB0ON91FFuas7xmxi1XX/99fYhufXBBx+UPJ3dfffd9iGRxREgssceewQ/z0033WTvRhlHHXVUcN7OO+88e3dkBEhejBlTOBvtzJzC9sQ665jvudtKlGpj+QUqO3TQKobRR6iotLv/BKOV8+qhvIzu7sMdrvvuu699SEXiCpDp06cH53rNNdfkKSQClZ/xV5BU6ZJqmloJkDxQob+uXb0A8bbHH7ePQAJef/01061be9OzZzuz9daLmBdfjD5JUH0D/gdLnb2uFX+zol+/fsHvs/rqq3vzB6oRV4DIjjvuGPxslZRTaVThCchR128phwDJAz1i+uGx6672XiTo/vuvN336aKW9dmbw4GULd2tz7UNapJIm4eVX1V+gO788Oumkk4LfQ31CUUu2tybOAHnllVeCOTxLLrmk+fDDD+1D8D9aQ8V/LzV5ttrRawRI1unDUPjQeuHx4x9r7J19BBI2cuSe5rDD2nnb5Zdv561sGIUW9VJ5/XCIzJgxwz4s08Lhobpr48aNsw9xEmeAyODBg4OfU6Vp0Jwmey6//PLBeYrjvSRAsk5rHig8tBU+zKi9b7750px6atcgRMaNu9A+pCx9aMNl4zVr+/EcNEGqLyHcbKWlAm699Vb7MGdxB4ia1FTM0v95KbLY3O677x6cn0rmOLWGAMmyKVNM4ZPbFB7LLWeM41A7VO+ttyabI45Y1AuQI49czLzzznP2IWXNmzfPbLXVVsEHTRNAVVE2q5V7Ndoq3GGu5qE4w0PiDhD529/+FvzMCmpNlEOTSy+9NDg3yy67rNPkz5YQIFmlZpLCh8wLD2033GAfgRp7+OHzgqeQIUNWMwsXRg90DQPeb7/9gg+btl69ehWC6B370FRpnkfnzp2Dn1F9HnE0ddiSCBAJT46rZPh1PZs4cWLQR6R5M5UsWdsWAiSrRo8uhscmmzQFClL13/9+X7iT2zoIkVGj9rcPaZNGCflruPgX0KFDh1bdmVktTSwLzzDXptFWcXSYtySpAFm4cKFZf/31g99By95G7bOqR5oEqycO/3ycf/759iFVIUCySLN7V1yxKTwWWcSYBqjumhfz5n1ojjuucxAikyePtg9pk+YuaM5C+GLdpUsXb21717XZXamagQoj+rWt/E3zPKodqtuapAJENENdo7H83+WEE06wD2kI7733nvd35Z+HnXfeOfYwJUCy6LTTik8fMXV2IT4vvTTWHH74Il6AHHPMkuaTT96wD2mTnjjOOOOMYDVDf1tuueW8D+XcudGGC7vS6oEq320Hh0aKVTPDPKokA0TU7BZ+0mu0+SGffvqpWWONNYLfX+fbtexMawiQrJkzx5jFF28Kj/bt1bZgH4EMuP32o4OnkPPP38T85z/f2YdEoj4QNR35s6n9TW3Vqgw8atSo2OY1aB6Kiub5y9CGN81M1pruSVxkWpJ0gMhtt93mjR7T99H5bZQQ0d9UeL2gdddd13zxxRf2YbEgQLLmD38oPn2cfba9Fxnx73//q/D2rBeEyD33VNdMoslwWtcifNcc3rTq5CGHHGKGDx9uHn300TbXH9cIJFUHvuKKK8yBBx7oFRu0v6Y2jVbSXI+4RuVEtckmm3jfP8kAkfDaOdrUnBV3M06WqHk0PNeje/fuib63BEiWTJhQDI8uXdTOYR+BDJk7d5Y5+uj2XoAcfvgPCiFQ/WgllZPXkrrrrbdes4t9uU1LkSog9L/2vnKbJjheddVVFa8kWA093dx+++3NnrhUcDLJZWkVIv6TiDZ1rNfj6CwtshXu+9FgAv09JWXOnDklK3HqiS9rGidANCegcNEovBNNGxOhcmHixGuDp5DBg5cz8+fHd7f36quvemGyww47lFwYXDY9aey0005eM04tS6oooFQld5dddgkK+LW0acjtpEmT7JfHRhe38NOdvl+9zBPREteaiR8Oye222865RHtbNLji1FNPDcrB+5uGgGdN4wTI1VcXw6NXL3svMmzkyD2CEBk2rE8iTSS6Q3/hhRe8pXNVAE+jpDQ5UZvau/UEov/1/037VaZbM7LVrJHEz1SOVs287rrrvFpg5Zrk1MyiAQN234/KkGj0UBIee+yxkiDWSoZ5n7H+xhtvmI033rjkHKopNImqxPob0s2AFksLfz+V+D87o83tjREg8+aZwrvQFB6aeV74wCM/vv56njnllFWDEHnssYvtQ+qemkrUJNa7d+9gkSd7U/G+E0880UyePDl43bRp05p16ic5N0ZDfMPzRLQptOIaqFAraoLTnI7wKLr27dt7wZ0EvWebbrppyXnT99PNjObeZFVjBMjAgcWnj/797b3IgTfffMYMGPAjL0CaSp3kfw2Qtrz77rteiYwtttii2ZOEv2m+y+mnn+49BbXm5ptvbtaHs8oqq3h9JnHTBS88Y12bnkbUvJfEnXvc1FSkQRXhn19r1ySxZIDK2uy///4l76/+W1UVtC/r6j9AZs0yZtFFm8JjqaWM+eQT+wjkxEMPnRM8hQwZ0t3861/JTcRLi/oNNPLGvhsNbxoAcNZZZ3l9OJVQJ7vCxu4r2Xzzzb3mu7ipdla4AKM2BZ6aabIYJBrlpKHd4Z9XTYTqj4h7UIBCVk8X9jwhve/PPvusfXhm1X+A9OlTfPq4uPGaPuqJSp1cfPFWQYjccMOB9iG5pCHGCgTNJ7DDInxhUbDE0TGtTv7wUrXa1EGsYcyfxHyDpQ5hdUD7taL8TX1KV155ZerNMyq4qYmd4YrO/qaFodQHEjd9P3vYt/qsbrzxxpr2pcWhvgNEZb3b/S88Vl9dwynsI5Az8+Z9YAYN6hSEyAsvJD+rOwkvvTS98BQ1pGQ2c3hTM4aari677DKvKSsJTz75ZLP+CjU1XXjhhbHfcSskwysbhr+fOqVVgLCWF88pU6aYY445pqSOlb/pCU9DduOmumfhqtHaNNJKE0yTLGuTpPoOkBEjigGSwSFwcPP3v98flDq5+ebD7N2Z9dZbz5pbbjnB7LZbV7Pccs1DQ2Xot956a6+zPMn5BWEafaYaYRrpE/5ZNEFu7Nix9uFVe/HFF72nn/CQWH9TH82AAQO8kXBxPwmpJtmYMWO80OjWrVuz761NJfY1OTRuGjV32GGHNRv8sNtuu7U5YTXr6jtAVDivcDdlYl5rAel76qmrCxfaXQsXmtn2rsxQk9vs2U8VLojHmJNOWskLvH792pnevTViSuVUmtrY+/Tp403204UmLZpPotpddlPTtttuW3FfSxTqkD766KO99eztC7m/9ejRw+tM1mgoNfvoDv6zzz6zv1QJ7ddx99xzj9fkpyoBrTUNatixFvbSE0ncNH9EgyCWXnrpku/Zs2dPM378ePvwXKrvAAFq7Pvv/21mzXrcezLSGu9+U1t42223JQoXz13MbbfdVNOZ6lFoGK7d1KRQ0Z17EvWe1Jmu5iIN9dWwVfsC39qmDnr1Jdgd9W1tGkSw6667euuXJ9UHoycZu3myU6dO3tNlVhc6c0GAoK588cX75r77TivcfW5mBg5c2hv6e/zxy5izz17XXH317t6Tyz/+EW+zgep2zZjxkLnxxoNK+mfCm0qyXHPNnmbatNsLD8a1KahYjUceeaTmF0DdsWu2vEYnaTSU5qvYF3+XTYGhvgfNfZkwYUJioSF6sqplAKeNAEHdeO65OwoX6p82u3i3tFXru+++MdOnjzHXX79f4eLws2ZfX9uxxy7lLYr14ov3esfnjS7o6sS3m2DWWWedmjXBaBSUnlBUb+uoo44ye+21V1ANQE1cegLR//r/pv06TsfrdXqiqkXnfLkmQJU8SaIJMCuq/yQBGaA11QcM+KF34VYHu54G3n57qvnnPz/35ovMmTPF3HXXcUHAuNDXmTbtNq+0il/k0d70BHLTTQcXnkgeLjyZxDuSKS313AlcrdYGITzwwAP24XXH7ZMEZMxf/7pTcBHXhMNyFiz4xGvKikplVJ599kZz5ZU7F+5sF28WGNpU5PGWWwaYWbPGe30g9aoeh6FWo6Vh0CqqmcQw6KxKPkDa/W8Yrba2VHKsqC1TtWn69jWFZ9mmBaK0/oH+e9ddTeHWoOkY1L1BgzoGF/QFCz61d1dEr5806Tpz+eXbeWVT7MDQdtJJK5s77zzWzJ79dE2aSLJEI6K6du1acuHM60Q4F7WciJl1Ea/UVagkFCo59r77iuuat7bpGB2LunbEEYsGF/dqSr5PnnxTydcKb6ee+gszZsxJXnNYo9Pa8vVQiqMS5UrBaMJnEqVg8iDClbpK4Yt5W6IeO3y4MYss0nSc6lwNGqQeVN06qnaCMXozBw82ZrHFmo5RBV69BnVryJDVggu9+ijU9OTi2mv3KgmNM85Y09x//+nmvfdetA+FyX8xwKhUjNIeLpxUMco8aeNKHYOooSBRjlV5EgWCjll6aWOmTrWPKHr+eWM6dCiGSI1GjqD2xo49o+TCr/6Kyy7bpvDwOcQbBfXVV9Em6X388WvmppsOMQ8+eLa3IiKiUTnyzTbbrOQCq3kdWsciyWGzSZtauL7Ushx+3rRypY5JlFDwtXWsluVcbbXiMffeax/RnMox+Md37970NVB3vvtuYSEwtm3W7ORvGpmlQoyvvpq9daXrRbkFkTTUVpP28kSlZDSL3S6jv88++yS2IFcelblSx6itUAhr69gxY4r7N9/c3lueViD0X6evgbqk0iGTJl1vzjln/WYBEt70tILklFuSVbWmVAsry/yFpOwljpNeEjivylypY9RWKIS1dezBBxf3a4RVVDrWf92hh9p7UYe++OI9b9b33Xcfb4YOXbtZiMyc+Yj9EsRszpw5pm/fviUXYs0l6d+/f6p1v8rR+iVa1TH886pa76hRo7z5HmiuzJU6Rm2FQlhbx/boUdz/8sv23vJ0rP+6tde296IBqKjhiSeuGASI1lZHbahUuwoIhi/Mmt2uFQo12z1tM2bM8Kogh38+FbnU8sDz58+3D0dImSt1jMKhUMnWko4di/srKUKnNdH913XqZO9Fg3jppbFBgGjGOGpH9bNGjBhhOnfubMIXatXbSmLtjShUuVdL76qMfvhn2nnnnRNZSKoelblSx8gOhqhbSwpvdLC/koJuWj7Tf52+BhrSwoXzgwBR2RPUngoKHnvssc1qRu2www6JrDneElUAHjZsmOnQoUPJz6CaWlrWFtGVuVLHqK1QCGvrWJ5AUAVNMCw+gXS0d6OGZs2aZbbffvuSC7hCZdCgQYWPq9scnijGjRtn1lprrZLv27FwXRk+fHgm12nPujJX6hi1FQphbR1LHwjKUC2stsq0q8y7HyBXXLGjvRspePDBB83qq69eckFXM9fIkSNjLRs/e/Zss9NOO5V8HzVdqXKvViuEmzJX6hi1FQphbR0bxyisQw6x96IO+M1SmoX+/PN3eeuCqBqunjrUga61OPzw0JyQ119/0v4SSIk60i+66CKvEGH4Aq+1ybV+RzXUCX7CCSd4neLhr631RmbOnGkfjgqVuVLHqK1QCGvrWOaBoIzwEN3Wtj/96SdedV1kjwoRHnrooc3WS9999929AoaV0LDb6667rtmSuVoP/d4oE5ARSZkrdYzaCoWwto7VI214JnqUIomqye8fz0z0uvXZZ+94hRBVhuT88zc1p5zSxStncuSRP/bKrWsWusq8z5tXP/WZ6tX06dO9AoXhC78KGA4ZMsQraNiWiRMnmg033LDk9ZoYqDXSG6XMeq2UuVLHqK1QCItyrEZJhGthTZtmH1Gkoop+x7teozpaAHLhjjvuMF26dCkJAhU0HD16tH2o59133/VWJAwfr6eZfv36mblz59qHIwatXKljEiUUfFGPveKKYjVeVdxVNV4VTlQlXt2hFO5gSqrx6li9BkCuqGDhWWed1Wx99F/+8pdeoUP5+uuvzZlnnmmWWGKJkmN+/etfm+dUpRuJaeNKHYOooSCVHBt1PZAVVohWdBFAZr3//vtm3333DcJBmwod9urVq1nxxpVWWsnccsst9pdAAiJcqasUvpi3pZJjRWWir722afXBwqOutxph4S7E++9ddjFm5EjdwtivApBTzzzzjNl4441LAsPf9ARyxhlneE8kqI2IV2oAyAaVjVeBw/BqiBqp9c4779iHImEECIBc+vTTT701O7QGCdJBgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJ/8Pey2YwFb5+dEAAAAASUVORK5CYII=)
PN: 6H21-3-09
CAS: 826995-55-5
Molecule Weight: 246.2
Formula: C10H5F3O2S
PN: 6H15-3-0H
CAS: 908566-20-1
Molecule Weight: 230.2
Formula: C10H5F3OS
PN: 5H66-B-0P
CAS: 2377846-69-8
Molecule Weight: 295.12
Formula: C10H6BrF3S
PN: 7H37-3-14
CAS: 2115333-67-8
Molecule Weight: 227.2
Formula: C10H4F3NS
![(5-Trifluoromethylbenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H66-3-00
CAS: 951122-90-0
Molecule Weight: 232.22
Formula: C10H7F3OS
![Methyl 4-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-X4
CAS: 146137-87-3
Molecule Weight: 260.23
Formula: C11H7F3O2S
TSCA: Not listed on TSCA inventory