![Ethyl 3-amino-7-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H58-3-X1 |
| Synonyms | Ethyl 3-amino-7-(trifluoromethyl)-1-benzothiophene-2-carboxylate; 3-Amino-2-(ethoxycarbonyl)-7-(trifluoromethyl)-1-benzothiophene |
| CAS | 1396503-80-2 |
| MDL Number | MFCD21602381 |
| Molecular Formula | C12H10F3NO2S |
| Molecular Weight | 289.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H58-3-X1
CAS: 1396503-80-2
Molecule Weight: 289.27
Formula: C12H10F3NO2S
PN: 8H30-3-09
CAS: 2379918-54-2
Molecule Weight: 275.25
Formula: C11H8F3NO2S
![3-Amino-7-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 8H30-3-0D
CAS: 1648807-91-3
Molecule Weight: 261.22
Formula: C10H6F3NO2S
![Ethyl 3-amino-5-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABEeAAARHgHbtRStAAACiXpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/ypE/L8YXbHCVpKpaVZrUbtLSSfs2OcRJkQJUQHP59zuGJA1JBgJ0fHkfY/Mem/H9LlvDxpVVWuQTwikj4PKkWKT5akJ+vz2PYnI/HScoQmFeTch7XX/cBcF2u6XJu8vsrshpUmSk7b/bVWlHs5W0KFeBYIwHf15fZg0zSvOqtnnikKrSu6ppfCkSWzez+M8rgsyWmzQPWnmQlZt2tL+C+ZvRXbUgX2t5xL4HRGGZrh0sizKzNWwEo3izb7ByuStt7RYw32OzpCGufTp+fSqSz8zlNRb9CGli17O6/EywISvWLvnEwbDw/WlCMo6ArYvsoSztHnzJN1sOVoCVYEOwCqwGG4GNwRqwnOGD/RwFHBUcJRw1HEUcVRxl3KAHa+cn8bb/cLgSeISfh2cGj53rBz7P/sJPKSZkJKk0RsNIUC18REdjHxmV/KzOqRAsBEG5UBokVYYJCKkR0oCmQkX6GA6NB8kB4FSHJoIIG3EVMUoUQyAWTU1qLgnshc8nqUMF+MElM8eAc5BMxM0cpVZfdexX2vioJNbRKRmJUxXlLGpjHHbrKowjGKGBXMqvfkk19zGkPGpfo5jxlgUnz6bjeZEvzoqQLiZkzklj5i+3rMTBTwJFuXAlLskP4KXngOgC3v1+QHYBnyv9QNgFfGadAHELUFeA7n+D7gI+a0/Awy0g6gI+x/uBuAv4HdEPmC7Q7J9+wvd3rGv22wBzaXezPweYC8fb/TzAyKv1DyIXtrdHxgCjrowcRC68b0+l/nTh0Y2vNpBi/CID2lNvgDE3mHhgO15mgW5P1WsmONv/wfF8x+LV2R+c/RgC/B1O/wEHfBNrDfXzxAAAMhxJREFUeF7t3Qu81HP+x/F22RXWLXZds+sWSuy65G8tVrVytywr6xKWUrqxFlltFLXruthQoXokJLTVurTKXUiIKKmUiKiE7sL3P+/v2d/s6duZOTOfmTPz+815PR+PeeSc729+8/vNMb/3fH/fWwMHAIBBg/AXAADkggABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwKShAGjRo4B81yVaWybx589xFF13kmjZt6jbeeGO3ySabuL322sudd9557tVXXw03BwCUUX5X+EC2kMhWVpNx48a5TTfd1O26667uwQcfdIsXL3YrVqxwEydOdCeccEJe+wIA1L2CrsrZQiJbWeiDDz7wtY3tt9/eLVy4MCz2rr766vBXAIAyyu0Kn0G2kMhWFurWrZvf9p///GdYBACIqdyu8BlkC4lsZaHdd9/dbztz5sywCAAQU7ld4TOIQiLbIxcNGzb0265atSosAgDEVG5X+AyyhUS2shABAgDJk9sVPoNsIZGtLMQtLABIntyu8BlkC4mwbPz48a5Vq1a+t9W2227r2rVr5xYsWODLokb0/v37p7cHAMRbzVf/HIUhUV1Ydvjhh7uHH37YzZ8/33311Ve+W27Lli192dy5c32wNG7c2C1atCj9nOp69+4d/goAUEY1X/1zFIZEddnKZOnSpW6jjTZK/xwNJGzSpIkbOXKk+/zzz/1AwpdeeomBhAAQQwVdlbOFRLayZcuWuX79+rljjjlmrd9rQKGmMtlzzz3dhhtu6GslzZo1c+eff76bPHnyWtsCAMqr5it8HYqC5Sc/+QmN5gCQYCUPEPnyyy9dr1693CGHHBIWAQASoiwBIgoRzbgLAEimkgXIiSee6F5//XW3cuVKP217586d12kDyUYN6rrt9ac//SksAgCUQckCZMyYMe6AAw7wjePqrtuhQwc/ZXuuvvvuO99Da7311nNvvPFGWAwAKLGSBUgxjB071jfAH3bYYWERAKDEEhUg0qZNGx8iWnQKAFA+iQuQadOmuR/84AfuZz/7mW9PAQCUR+ICRLp27eprIX369AmLAAAlksgA0TQnW221le8G/NFHH4XFAIASSGSAyO233+5rIaeffnpYBAAogcQGyDfffOOaN2/uvve977mJEyeGxQCAOpbYAJEJEyb4WkiLFi38OBEAQOkkOkBEI9wVIkOGDAmLAAB1KPEB8v777/s11bXKodYYAQCURuIDRHr06OFrIZdffnlYBACoIxURIKp5bLfddm6DDTZws2fPDosBAHWgIgJE1AaiWojaRAAAda9iAkS9sNQbSyGi3lkAgLpVMQEiL730kh8XovEhGicCAKg7FRUgcsYZZ/haSP/+/cMiAEARVVyAaG6sH/3oR27LLbf0c2YBAOpGxQWIXHPNNb4Woll7AQB1oyIDROuEaL0QrRvyzjvvhMUAgCKoyACRkSNH+lrIEUccERYBMJo7d6476qij/OcLqNgAEa2drhAZM2ZMWBRPb77p3GmnObftti5Vfar6t21b56ZMCbcESmrVqlX+1rDW4NFnSo/TUv+vzps3L9wU9UhFB8iU1IV3vfXWc7vttptbvXp1WBwvI0ZUhUarVlVBkvrA+n/1s36vcqAMHnroIbfTTjv50FDnlO7du7t99tnH/7zRRhu5q666yq1YsSJ8GuqBig4Q6dChg/8f/frrrw+L4mPmTOc23NC5XXZRA87aZfpZv1e5tkNBpk37j7vlljbu0ku3dxdeuKHr1WtPN2zY+W7u3MnhpvXem6kvML/+9a/952f99dd3nTt3dosXL/Zl3377rRs4cKD78Y9/7Mt33HFHd9999wV7QKWr+AD57LPP3Oabb+423XRTt2DBgrA4Hjp1Sv0lUn+K224LS6rcemtVubaD2bPP3unat2/g+vU70M2Z80qqVrrczZ//trvzzt/536PKwoUL/Rcv1d4VDq1bt87YGeWLL75wF198se+wom1/9atfucmTCeP6ol58am666Sb/P/cf//jHsCgemjSpCogMH1L39ttV5doOZpdd1tgHxYIFM8IiN2ZMr/BX9c7XX3/tbr75Zv+FS5+XXXfd1Y0ePTrcrEYzZsxwRx99tH/e97//fXfuuefG9wsbiqZeBIg+GNE93O2339538bU+9kw97kg9XCGPSy5Z+wAbNqwKiC+/XPv3Ef1e5bqNBbMuXX7kA+STT6aHRfXe448/7vbYYw//GVFt/e9//7up3fCxxx5zu+++e3o/1113nWk/SIYG4S8q1YABA9wPf/jDeARIu3ZrHxwBUhL//OexPkAUJAMH/t49+eSNbvr0CW7NmlXhpvVGXdQc9IVNtf6oJqNOLInpCYm8NAh/gTLgFlZJfPHFx+7GGw/3IVL90b37Fj5M6hO1XfzpT3/yX6p0kT/44IOL3nahtpT27dun21J+85vfuGnTpoWbIcEIkDjo2JFG9BJSG8hzzw1099/f2V155a7pIHn++UHhphVHvacGDRqU7j3VuHFjN3z48HCzolJ3+uq9ubp06cI8dRWCAImDGTOqbmNl68ar8vfeW7sMBdM6MqNG9fAB0qtX07C4ojz77LPu5z//ub+Qb7ihujD3csuXLw83qzMava7bwHp9jSfRjNksu5BsBEhcqA996tuZa93aubfeck4Nj/pXP2sgIX3s68zKlV/6ANG4kMh3333r7rnnLDdkyDlu6tTH3Jo1yW0I1vQjv//97/2FW4+2bdu6Dz74INysJDSivU+fPn7GbB3LXnvtxQJwCUaAxMkbbzh36qnObbNNVWhsvXXVz6+/Hm4Jg/vv7+K+/Xbdb7waC6IAUTff6v761z3St7e6dt00FShnpv4Uj7ivv07GqGvVLnr27OlrG7pY77vvvu75558PNysLLbtw5pln+gXgdGy//e1v3ezZs8PNEHMECOoNBUGfPr9I5fQot2LFF77moV5YvXvv7cuefnrtRcgUNu+++1Sq8tfJXXrpdukw6dJlY9+La9Kk+1PfqJet9Zy4uPfee90OO+zgL84/+clP3F133eXbP+JGq4geeOCB/jg32GADd/nll7uvvvoq3AwxRYCg3vjoo7fcww9f5q69dj930UWN3AUXrO8uuWQb37136tRHw83XMXPm8+7BBy92PXr8NB0mF17Y0PXvf3zqQjjUh1K5TZo0yf3yl7/0F2T1sPrzn//svszUPTxHavDWhf7pp592Q4cOdUOGDPH/6mf9vtAGcbVDaX/bbbedP+5tt93WDR482P8e8UaAAAZz5kzyje/Ve3F16vRDP8/WCy/c5ZYuXRg+pU598skn7uyzz/ZjOXQRPu6449x7xk4Xb7zxhh9IeOSRR/raS9R2ku2h7bS9nqfnWyxdutRdccUVviaifR5wwAFu4sSJ4WaIEQIkSdQWctNNurcSlqCMVLPRVChXXdUsHSYXXLCeH3Oi22KLF38cPqVoNMq7X79+bpNNNvEX3T333NONGzcu3KxWmpa9d+/e6V5S0WObbbbxa+podU/NunvDDTf4Goj+1c/6vcq1XfXnaT/an2W69/fff9+ddNJJ6X2dccYZ7sMPPww3QwwQIEmiKVBSHyh3111hCTLQmI9Bg9q6RYvmhkV1Qq/36KPXuGuu2dcHyXnnNXAtWnzPHX74r/zo7GL2fho1apTbZZdd/EV2iy22SNV+bnFr1qwJN8tKtRQ1ZkeD/Ro2bOh7bN199915X/y1vZ6n52s/2p/2q/1bakNPPfWUa968ud+P1iFRIGm1UcQHAZIkc+dWTWei3lkF3teuD77+eqW7+urm/kKu9otSW7Rojhs9+np36qlVbRLRo0WLFq5v375u1qxZ4VNyMnXqVNeqVSu/Lw3M69ixY+q1FoWbZaWR6JpxV8/XflRz0biMJUuWhJuaaD/an/YbHadeT6+bD40TueOOO9xWW22VrtmMYG2c2CBAkqZnz6paSDghI9ah3lMKj6FDzw2LSk63YG699Va/SmbUTqHH3nvvnQq5qzNOl16d1uLo1KlT+qLfsmVL95bGCuXpkUceSTdYa8bdYcOG1VkPLe1X+9fr6PX0unr9fKmhvlu3bulp4w899FBzWwuKhwBJmmXLnNthB+d++ENGpmcxZcq/fHhoLEfcutpqskItxqR1NqILoh6axfbKK690r7322lrb67aUwqdRo0Z+u5133tl0EdZ+NI2I9qHX1WuVaqZcvY5eLzpfHUe+t9tk+vTprk2bNn4fuj12/vnn+zV/UB4ESBJp7iLVQo47LiyB07fVD91FF22Z+ra+gZs3z/4tVRe9t99+23dXVcNx9NDP+r1mnS2UahXqsnrMMcekex/poeUH1AVX06E3bdrU/04N5br1Zbno6xaXFnvSfpo0aeJXGywHva5eX8eh48n31ltk7NixfpZf7Uez/l577bVF+XsgPwRIEql//C9/WRUihh43lUxTkNxww2G+9jF+/D/C4qx0u+XJJ5/0K+xFc0Zle+hW1H777ecuu+wy99xzz4W7y5sG0GkA4O9+9zu/1nj0Ohqt3a5dO/fxx7beXOri26xZM7+vE044oeBxIYXS6+s4dDw6Lh2fhQJDS1Vr3RHtSzMKo7QIkKSaNMmlrmAu9fVU9ybC0nrr3//u7cPjttuOyXkgmqYd1+0VrRUTXbQ1CE+N3epBpO6qN954o6996F/9fPrpp7v9998/3R6hh+7zq6dVMXoKaRoSNY5rvxdccEFYnDNdnKNv6mrErqu2jnzpOHQ8Oi4dnzVE5NVXX/X70a0tlBYBkmRnn11VC7nllrCkXpo16wU/ulzTjnz1Ve33xZctW+Z69OiR/ravCf40GO+JJ57wZblQrUHdaU855ZT0LSiNidDUIYW6//77/f7UPddC56AakvbRvXv3sDgWdFw6Ph1nru95SONGtI/TTjstLEIdI0CSTLc0NtnEuS220E3usLReWb58iZ9ipEOH77vp08eHxevQ0qs77rhj+oKvgXHWC1jk008/9Ys0RZMXag2MfMdSVFdIgKj2dfzxx/vnayBenOn4dJw63lxrjdURIOVDgCTd3/5WVQvRolT12J13nuxvXT3yyOVh0Vo0ruDSSy/17QrqEaSGak2hUUxz5sxJ9xTSFB9qdLcoJEAUiHquug1bGt1LScen49Tx6rjzRYCUDwGSdKtWVS04pbVEDGMCKoFWF1R49Ot3YCogMvfEWbFihZ8jShcbDUjTxIN1SRdDtZHo1pZuc+XLGiAaH6HX1OA7a8N7qek4dbw67nzHdxAg5UOAVAJdnFQLadkyLKl4H388zXXuvJHr1m0zt3Bh5vUkFB4afBbdWirWiOvaqD1FbSwKkjFjxoTFWVkCRI3TUbvH6NGjw+JY0/HquHX8+TT2EyDlQ4BUilatqkLEMMAsqVavXpley2PSpMwrNuq2VVTz0H32YvSSyoduYaldRI30+Xy7tgSI1jvXczQfVRJFKyfqPHJFgJQPAVIppk6tuo21887uO93Wqgd69eqcqk3oYnN2WLQWtXlENY9Sh0fkgQce8O0uGkWe64JJ+QaIOgGozUU1nmJO2lhKOm4dv84j104NBEj5ECAVZM2FF7qxqQ/Sk337hkUVR7c7dEH+v/9r4pYvz9wIrt5W2k4ju0t12yoT9dDShe68884Li2qUb4BouhNtr1X9kkzHr/PQ+eSCACkfAqSCrFi0yB3TqJGf8iIpjacWWk87anAN542qTt9g1VVXva1eeeWVsLjkVqVqhhp5rUB7+eWXw+J15BMgmldKHQM0jXohg/LiQMev89D55DJfFgFSPgRIhYm+hWrqi0qkxtXDDz/cn6NGfWcTfZO9JEYzF48fP94fk+aBqk0+ARI1QGtywUqg89D55NIRgAApHwKkwugbm77lap6mOHzrLrZrrrnGXyyOOuqorIPOND2JFiHS+trFHudRKC39qnN4/vnsa5TkEyCnnnqq37ZSloDVeeh8dF61IUDKhwCpQP/5z3/8B+qggw7KepFNGl1U1B1WoaBR39lobiu9B5aBaXUtqoVo0sRscg0QBaQantVAXyl/b52HzkfnVdsXAAKkfAiQChVNY6HFfCqBVrLTPXHVrBSQ2eg2lyZGVFtQbRefctljjz18G062FfpyDRB1FNB2cbpVVww6H52Xzi8bAqR8CJAKNXPmTD+j7A477JBzd8g4i8YHqEtubaIa2DnnnBMWxUavXr38MQ4dOjQsSss1QKJuyo8++mhYlGg6n1z+5gRI+RAgFUzzPOmDpds5SaaZbXUeml49l0WDLrroIr/9448/HhbFhnqP6RjPOuussCgt1wDRrUqtzlfudT6KTeej89L5ZUOAlA8BUsE0YE0DstSNNZ8R0HGiJUzVGK5Fg2bNmhUW12ifffbxta8417w0Ol7npPv8meQaIJtttplf5a8S6bx0ftkQIOVDgFS4aBnTX2oFw4TRuIloZUCt1JcLPUcN7aqtxJ1GxmtMSKaR6bkEiNZX1zZaErcS6bx0fjrPTAiQ8iFAKtjkyZN9o7MGZekD9swzz4SbxFrXrl1rvc0T0lrl+T6nXDQiXceaqXaYS4C8+OKLfpu4LhhVqGjBKZ1nJgRI+RAgFUrdILVGtD5Y6sqqb7r6Np/PLKflNHbsWH/MWu40n55UUY8kLTsbd3369PHH+u9//zss8nIJkKihuXfv3mFRRdB56fyydRAgQMqHAKlQ9913n/9QRbc22rZt63/efffd/a0TPfbaay/fS0uL+US/i8NDjaaqOelWlGpR+RgxYoQ/z5tvvjksip1//OMf/lg10WJNcgkQPTcp52uh88r2HgkBUj4ESAVavny5a9y4sW9InjFjhv+d/lWPFn3QkvLQ9Oeff/55cHbZDR482D/3zjvvDItiZ8CAAf5Ydcw1ySVAovPVvipRbe+R1IcAGdC+QcZHOZX31VEn/vrXv/oPlGZ/zaR9+/Z+m+uvvz4sioUrrrjCH99JJ50UFmVFDaSyUAOpEoewqEn8jggFqb6eQqZRzlOmTPG1EbUvxHW9bM3ppVtZ+dYmaAOpLLSBVCFAUBLRpHoDBw4Mi9LU5qFt8l1itdTmzJnjxwBoNT/1rsoFvbAqC72wqhAgqHPPPfec77n0i1/8ImNvq5EjR/oP2xFHHBEWxVJ0i0YN/rmsJsg4kMrCOJAqBAjqlAJj33339RekZ599Niz2dAHWhIQamf7OO++ExbF17rnn+gtEp06dwqIa1beR6Jtvvrnbddddw19XBJ2Xzi+b+hQg4aPcyn8EKIpBgwb5D5EmHcwkuueuAXpJoiDQ7LU69lGjRoXF66hvc2FpvI+6PefbYy3udD46L51fNvUpQOImfkeEvGnSua233tq3FcydOzcs9rQMrLrFbrnllom80KidQNOfN2rUyH344Ydh8Vrq22y8UY+1f/3rX2FRoul8dF46v2wIkPKJ3xEhb9G6CT179gyL0s444wy/Tf/+/cOixIi6vaoTQKY2Hqlv64E8+eSTfrsuXbqERYmm89F56fyyIUDKJ35HhLy899576XU/NICwJi+99JJvG2nevLm/955Ump4lalStrdtqfVqRUG1b6q2mlRqT/PetTueh89F51dZ5ggApn/gdEfJy7LHH+g/P8OHDwyJPF131SNI2EyZMCIsT57PPPnPbbbed72n1wgsvhMVp9W1N9Kijwbhx48KiRNJ56Hx0XrUhQMonfkeEnL3yxBP+g6Op2jOthT1kyBC/zYknnhgWJZa+watx9ac//albsmRJWJx2+eWX+3OP01KvUe1D0+zXJp8Aefrppyvq76zz0PnovGpDgJRP/I4IuVmzxj3TtKnrnrqQvv3qq2Gpp2/e+raue+2zZ88OixMtCoeTTz45LEpT760dd9zRd1t+5ZVXwuKS0xiVZs2a+duJL7/8cli8jnwCRDT+R8GapC7aNdHx6zx0PrmoDwESVwRIUumikvrQLDn77LAkrUePHv6DpYttpdHStgceeKA/v2yj7jW1iS7YO+20U9baSilobjIdr0ag5yLfAHnwwQcr4kKq49d56HxyQYCUDwGSRIsWObfFFs5tsolzn3wSlnqqcajmEcc2gGLROaqRVXN/TZs2LSxOu/TSS/0FRiO/a2uQrSsaUa8g08DBTCPPQ/kGiHqf7b333lkHk8adjlvHr/PI1tOuukoNkKfuOdON6ndg+OtYIUCSqGNHX/twf/tbWJJ2+X/vIasNpJJF657ogpMpHNSj57jjjvPbHX/88Rm3qyu6j68xOhqHk2neq5rkGyASTWejHneqpSWJjlfHrePXeeSqEgPkw3fG+TaPMdcfGhbFCgGSNG+95dx66zm3yy66qR6Wet9MmOBGpT5Q17VokbFxvZKcffbZ/gLSuXPnsChtxYoV7tBDD03XREp1O+uJJ57wNST1Gst38kpLgEj0fmhEfpJEMwjo+PNRaQHy7bdr3IO9mrqBHb7vPpszKSyOFQIkaVq2rKp9ZJrSQ+MAUt/iUl/j3KqJE8PSiqRbdE2aNPHfXEePHh0WpylEopqI5gSbNKluP5wag6Lg0K3EXKZgCVkDRDMTaA6p2t6PONFx6nh13Dr+fFRagEydcIuvfTw9JL8gLQcCJEkeeaQqPFq1Ckv+5/bbq7Y5/fSwpKJpbildqDVVi6ZtyUS3s9QmoouVemf9+c9/Lnobkaahb9Omjb+oaV2WXLqi1sQaIKKlgPV+6LbZqxl66cWFjk/HqePNdwljqaQAWblskRvSfQt3T9dN3PIvPg6LY4cASQrdrtLMralvtG7q1LC0iua42mor5zbeWJNfhaUV76abbkrfoqqtAVa9s9TFV9tvs802vrZQ6Oy9n376qe9ppfaO6DjmzZsXbpazQgJE9Hx1h/3xj3/s3n333bA4FnRcOj4dp47XopIC5PnhHX3t440nMrdvxgkBkhR9+1bVLC68MCz5H82yq2369AlL6gW19xx99NH+YnLNNdeExetQYKirs9oo9Bx9C9b9d7Vb5Bom6lGl21OnnHKK/wYdBdJdd90Vbpq3aBDojTfeGBbl7NZbb/X70EU6bjURHY+OS8en47SKAkQdJJJs8UdvuUEXrO/u/8su7ps1Nbdvxg0BkgQfp6qyqYuba9SoqgtvTTR47Ac/cO5nP9PkSGFpvaFagLouq+1hYo5tQJr2RHNnaQJGXYj00PximgLmzDPP9Mvj6iKuC7r+1c+nn36623///f3rRM/R/XvVggrp5aXJFTVD7wknnJDet9YNeUS3L410cdY3fAVkXNpEdBw6Hh1XIeExffp0d8ghh/j3Scs06/1PWu+zyNibWvrax5w38m8vKxcCJAnatauqWWT7oLVpU7VNjoOvKpmmc9eFSQ3l2Wa7Dem2l2Z+vfjii93Pf/7zdDBkeug19ttvP3fZZZfl1e00pABTjUXtJgquaP8aM6IBkFGQtGzZ0k3NdPuyFhqHohqS2n7U26lcF1m9rl5fx6Hj0XFZqBddt27dfDuW3hvV+jT3mf57991397cok2TO64/48Pj3TVnaN2OIAIk7TcGRulC5Zs389CU1Gju2KjwOOywsqbeiwYPZFtiqzerVq/0a62oEV+0jeuhn/b6Qi/DHqVrl7bff7g4//HD/zTkKDU11orVC3lJ37f9SaCg8VK4w0cqMizLVRLNQR4NddtnF70dLBBcSehZ6Pb2uXl/HoePJlzpB3HHHHW6rrbby+9F8aCNGjPBlqn3+8Y9/9MGusqOOOiq2bT/V6XbV/Vfs7G9fLZ5v+4JQLgRI3B10UFU4pL5V1yh1kXO77VY1NiSPQWqVThf3aBbiYrRHFMMHH3zgb7Holou+gUehoaWI1WYzY8aM8Clr0W2sKAC22GILf+tnTaYvFRmoi2w0TkSPP/zhD3U+d5b2r9eJXlOvn29XXXnqqaf8gFHtQ7UNTelf0+1CBZMmq9R2qqGoxlOqcT8WbzzW19c+XrgvS/tmTBEgcaZvuJtt5twpp4Ql/3P99VUB0759WFLvzZo1y7cf6GKje+XloGPo169fOsyih2ZQvj71t1MDcD5UK+rbt69fLEv72XPPPf0tu3xpKnmN+tY+FGaa/VZTqBdrPRHtR/vTfqOw1OvVNoV9TfQenXTSSen3Tu1Pta1KKerVFfW0U2O95kyrrXdeqamrrrrsDrmoke/CmzQESNwtXJj51lWqyp66Qjq3+eZaKCMsRcq9997rLyD77LOPnw23FPSN++qrr05/W9ZDt1W0kqJqDblc/GqjW2D6Jh9dnDVAUouL5UMXU01YWL29Rx0QLrzwQr+cbD7tR6Lt9Tw9X/uJ9qn963XyvXhrfM5f/vKXdO+2Aw44wL344ovhZllp8Kg6PUQ97XQszzzzTLhZ2Tw9uJ2vfUx9Kkv7ZowRIEmmWV1THwpXQDfP+uCss87yF4+u6uZcR15//XXfk0sNuNGFU7dPWrdu7b/5LliwIHxKUWg0/UEHHeRfTw3wGhhpuT2kdh0t3qQaW3T8CieN8NcqkLoNpAuxbsGpHUj/6mf9XuXRTADRc7Uf7c8yiFLdsdUTTUsRaF9qIB88eHBB0/JoPE40y68e6natAZ/lNO+9V/x0JQ9e1cxPX5JEBEhSqZFVjeupC5a/1YWM9E12t9128xe4sepwUCTqJqwLtnpKRRcmfVvWBVUXvMWLF4dPqTPDhg3zyxrrGLbeemt399135/2NX9SmoJ5oV1xxhb/NtnmqdhudW7aHttP2ep6eX1PbRC60/HI0Tb/eSy1FkOvsxbnQLTT1nNP+GzZs6EM/1zE/xaQwPPt3B7nTDm7gZr+Z/y3IuCBAkkr3ktU+Mn58WIIaaIoMfUNX75358+eHxTnRBVnTjasmE12s9dDtEd2j1+2yYl7s8qULYc+ePf2FUcelxnlLm0NIvZu0fLCWRK7eG00/6/cqL5T+JhpzE9Vifvvb3/r2o7qgv6MCVkGr19L4HwVwKen19Npntk324EcCBPWGpivRh1ZdYnP9dq5eTlqGtn379ukLjh4aBKeeRSNHjnTLly8Pn1ZWc+fO9d2Xo2Nt27at7wEWR2qXUg80vZ86VnXz1ftdCrrVp+7e0dgb3QosxcqVCnp9AdHrzpw5MyxOFAIkTt58U8uxObfttlWjyvVv6sPvpkwJt4SBbhsceeSR/mKhnkyZ6KL26KOPunPOOcc1atQofSFW19l27dr5adlL1SBfCNWWogZy1ZI0viROYafwjW7/aRLM/v37F60XWD50Edc0KDoO1YD0N1Ynhbqi22Z6Ld3+TDoCJC40GEqhoZl2FSS6QOlf/azf/3ewFAqjxmw1yqqBW/fbI+qt8/DDD7szzjhjrYZkzaarJWjVVbaQgYPlopqWGvGjOafUrVWLcJXTm6n/rzXRpI5HAyO7dOniPtdEoGWmv3HTpk39cambtL5kqNt0ManhXpNtqjZbztudxUKAxIGqsan/qfwiUWHjo37W71We8OpuXGh8grrVahSzBhmqR040DYYeuieurqjqQZTrra64UxdbTdESTf2hgXaWqdMLoSlbOnTokB55/5vf/KbOBzHmS7cs1dU6qnlqOplC5iELnXzyyX6/aoOpBARIHHTqVNUd97bbwpIqmgNL5doORaGAiAJDD82bpanY1ShcyTTaPZqxWCGqrrZ11cU4oprbzTffnO7RpUkn4zKpYybqQacpY6rPQ1Z9ehkLjT/RvtQLrFK+mBAgcdCkSVVAZPo29vbbVeXaDkVxzz33+A+zGm3jNs15KTz++ONujz328O+Bbtn9/e9/L/rtGinV69QVzUPWqlUrf/wKk44dO5rmIVNgqD1KbSyV9CWFAImDhg2rAiLTADD9XuW6jYWi0HTpuijofnx9VZc1g3LUdOqS1nypPg+ZFvnKZx6yAQMG+OeqR1wlIUDigAApKQ0s1FgJDS5Ecdsm4tDWUldUc9K8ZtXnIVN7Wm30nqgTg3rCFbJCZRwRIHHALayS0hoUugBolDP+Z8qUKebeUXHs7VVXPvnkEz8PWTRt/LHHHpt1HjJN96LtNPVLpSFA4qBjRxrRS0i9rvSBro9tH7nId3xG3Meb1BXNQ6bpW3TemeYh03okqo0pUCvxPSFA4kDrQOg2VrZuvCrP8i0HudF4D416Vq8rZJbLCPEkjXivS5rCJpraRuOG1DU86mUVtQNpavlKRIDEhar766/vXOvWVRMlqqeK/tXPGkhYobcDSk19+vWB1n161K6mOarUM6ku5txKMtUu9J5okGD0nlx33XX+v9UOVKkIkDjRioKnnurcNttUhcbWW1f9/Prr4ZYw0khzfagrqStlKVSfJTcKk0Jm/a1UYa1MD02LU6kIENQb6kWz2Wab+XUmCllbor7Se6Z13DVqXxfJ8H4//qf6QFXVSiq1XYgAQb2hb4L6QOvDDdSVzz77zI+t0cDJG2+8Md0zrXHjxm748OHh5olGgKDe0GA2fZCfeuqpsAgoGo2p0f9nagMRjQPRNDnRtPEHH3xwxYyNIUBQL2jUsLqk6ttgti6pQCE0lkYDMjVINZyyRaPztVqlQqQSRucLAYJ6Qcus6oN7/vnnh0VA0Rx22GH+/zOtGZNJ0ucHq44AQb1wwQUX+A/sE088ERYBRaEBmPp/7IgjjgiL1hHNQ6Z5tfScYs5DVkoECCqeuplqESl9WJO4KBTib+XKlX5wqkad5zOPWDgPWevWrfN6frkRIKh4L7/8jmvUqIU777zuYRFQFBq1rwDo2rVrWJSTcJXGzp07+zVJ4o4AQcW74YYX3V579XHjx9ffqdtRdz766CM/5Ys6aeQ6+WQmDz30UHoesu223dKNeeCf7ttvcp82vtQIEFQ0jRc8+ujh7pBD7nGrV9P7CsUXzW6gSSeLIZqH7MA9f+S6HNnAPXhVM/fR9LXnIYsLAgQVberUT91++w1wPXrE8wOIZNMUL5rapXnz5kXvHr544Xz3n0FnuQEdvucGtG/gxvU/wX352axws7IiQFDRbrnlZR8g48fPDouAgmhqlxYtWvjax4QJE8Liovn0/ZfdqH4H+hC5q9MG7pVHLndfr/wq3KwsCBBUtBNOuN8dfPDdbsWK+N5HRjINGTLEh8eJJ54YFhVfKqxmvDTUDbt0Ox8kwy7Zxs14cXDVPdoyIkBQsWbMWORrH5dcUvuyo0A+li1b6ifl3GCDDdzs2aWr3X69aqmb9K+/+JqIguSRvge4BbNeDDcrGQIEFev221/1AfLYYzPDIqAgD9zZw/1ipwau55XlWRb5q4Xvu//c+TsfInpMuPt0t+zzD8PN6hwBgop18skj3EEH3eWWLk3mNBGIJ12877qwoevTblu3cvnSsLik5s942o3svbcPkbu7bOxeG3u1++brYFXTlChoanoUorBnAzE1e/bnvvbRrdvjYRFQkHF3nOgvvDMmDgmLyuK7b79x05690w29eCt/XMN7/NQHS3XFCIuaFH+PQAwMGvSaD5DRo98NiwCz+dMn+AvxqL4tyt6AHVq9fImbOKK7G9TxB+7Jgb9fq4wAAfJw2mkPuRYtBrkvvli3Og9Y6Jv+yKub+3EZC2ZPDItjY+XShb6xvToCBMjRvHlf+tpHp06VuxY1Su+dZ273F2E1WCcNAQLkaOjQKT5AHnooObOaIt5WLf/ctzGoobocvZ0KFTacFytQCt8DEDPnnPMvd8ABA93ixSvCIsDkxQe6+gvua4/2CYsSoViBESr+HoEy+9vfnnc33fRS+GvAZMnH03zD9H09flZjF9kkIEAAoAwevaWNv/jOnvxgWJQYBAgAlNgHb471F94xNxwWFiUKAQIAJfTtmtXugZ5N3MAL1nOL5r0RFicKAQIAJfTmuOv9Rfe5Ye3DosQhQFAx1MVWj5pkK6su2u7hh6eFRTnvA8hE3XYHd93UDe6+uVv51WdhMf6LAEHJZbvAZyurLtruqKPuXWep2lz3AWSy9PN5PjymPz8oLEI1BAhKLtsFPltZddF2egwb9maNZQDqFgGCkst2gc9WVl203UknjXCtWg11y5d/vU4ZgLpFgKDksl3gs5VVF233zDNz/L8DBkxepwzIJmpYrumB3PBOoeSiC3y2R22qb3f++WPcIYfck555N9d9oH4jLArHu4eSy3aBz1ZWXfXtpk1b6Pbff4C7+eaq6Uty3QfqNwKkcLx7KLlsF/hsZdWF21155QS/fO2nny5bpwyoCQFSON49lFy2C3z1sldfne86d37UHXroYNemzTDXu/ezGW9TffLJUh8g11773DplQE0IkMLx7qHksl3gq5edd95o9+yzc92SJSv91OwKh2iN85r2ceutr/hVCGsqA0JhwzmBkj/eLZRctgt8tjJ11VVtRGrabtmy1a5166E1lgEhAqNwvHsouWwX+Gxl6rKrWolk2m7EiLczlgHVESCF491DIrz77kI/bcmMGYvCIsCEACkc7x5ib/Lk+T48Xnvt47AIMCNACse7h1gbN26WO/LIYe7ttz8Ni4CCECCF491DbN1775vumGOGu/ffXxIWAQUjQArHu4fYihrDw0f1iRMBlA8BAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+X/djB9+oksdyQAAAABJRU5ErkJggg==)
PN: 8H66-3-0U
CAS: 1217018-83-1
Molecule Weight: 289.27
Formula: C12H10F3NO2S
PN: 8H30-3-0B
CAS: 1609256-10-1
Molecule Weight: 275.25
Formula: C11H8F3NO2S
![Ethyl 3-amino-5-formylbenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H58-1-70
CAS: 1098608-18-4
Molecule Weight: 249.28
Formula: C12H11NO3S
PN: 8H66-1-9Y
CAS: 181283-29-4
Molecule Weight: 232.26
Formula: C11H8N2O2S
PN: 6H23-3-0A
CAS: 1002355-89-6
Molecule Weight: 274.26
Formula: C12H9F3O2S
Melting Point: 177-178 ℃
TSCA: Not listed on TSCA inventory