![Ethyl 3-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 6H23-3-13 |
| CAS | 1031929-14-2 |
| MDL Number | MFCD11035869 |
| Molecular Formula | C12H9F3O2S |
| Molecular Weight | 274.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-3-13
CAS: 1031929-14-2
Molecule Weight: 274.26
Formula: C12H9F3O2S
PN: 6H23-3-0B
CAS: 1132650-51-1
Molecule Weight: 274.26
Formula: C12H9F3O2S
![Ethyl 5-(trifluoroacetyl)-3-(trifluoromethyl)naphtho[1,2-b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-14
CAS: 140666-92-8
Molecule Weight: 420.33
Formula: C18H10F6O3S
![Ethyl 4-(trifluoromethyl)benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H66-3-X0
CAS: 1209178-96-0
Molecule Weight: 274.26
Formula: C12H9F3O2S
PN: 6H23-3-04
CAS: 863118-41-6
Molecule Weight: 260.23
Formula: C11H7F3O2S
![6-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABccAAAXHAHDFp6sAAACbnpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/ypE/D+MbGKqQqmtVaVKrSUsn7dvkEidFClABzeXf7xhoGpIMZCzf3se31zaz232+ga2t6qwsEsIpI2CLtFxmxTohv18evYjczmcpilBY1Al5a5r3G9/f7XY0fbO52ZcFTcucdO03+zobaHaSltXaF4xx/8/z06JlvKyoG1OkFqk6u6nbyqcyNU07i/8M4eem2maF38n9vNp2vf0VzH2M7usl+VrLPbbdIQqrbGNhVVa5aWArGMWPfYO1LWxlGruE1wNWS6pw7fPZ80OZfuS2aDDreshSs1k01UeKFXm5sekHdoaZHw8JyTkCpinzu6oyB3A5V204GAFGglFgAjAhGA0mAhOD4QwjtnMUcFRwlHDUcBRxjXu/sW7wl8O7TchPuAcXFxhd+F71GRceXcD9Ewnx0LYoDsFjVHKX9mVOhWAKBOUiCEHSIGYCFI2FjCGkItAhaKzEefSlvq1X9hynoYo1JlzLCBjlUcBRwrlSBA5ueEFDGQZuWMmEkzDJ4mMRZ8WCMHZpINtmIbW4KArKtFMLGqku/SwHKtLgoT1cSvACqnTEwMNJSh24ehXFAo3wj07MZ69lsTzJQrZMyCsnrUW/7KoWvUsEymppKzz4rgMnPQXEEHCeHgFxDZAXgBofQQ0Bd16OwN01IBgC7nSNA+EQcGdxHNBDwJ3ccSAaAu6cjy86vgA4Gx/CtQ+sa2/RBHNud3vrJhhxsVuTyJnn3cWeYC5tn0TOjO/ejvF95mfed2/NBKOvMOEEE11h9DXGP7mX/udritmLl9Y/eYZ9/PnM/wEw1+yZoUfiEAAAPnZJREFUeF7t3QncVXPix/HsoTKWmLEMWbJmZ0QUYydG4i8MjS1aDJWlpkYTZY3JXkmWSMjSQtaSFNFYiiR7lKKMFtLi97/fc+d3us/v3ud5zv0953mee8/9vF+v83rx/M69zz2n557vOb+1jgEAwEMd9wcAAERBgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAFJCL9tsv59bp0EPNtW3amGfuvtssXbTIfVmtIEAAoIC4wZFr63biiWbhd9+5L61xBAgAFBAbEplWrVplfpw/30wZO9ZcdfzxQfl9//hHmX1qAwECAAUkV4Bkmjl1alB++RFHuEU1jgABgAJSWYAsW7o0KO9w8MFuUcC+/rfffjOvjRhh+vz1r0H7ycUHHODuWmUECAAUkMoC5JP/PYH0Ov10tyhgXz+0T5/wv7W1239/d9cqI0AAoIDkCpDfVq0yP/3wg3n7xReDBnSVj3v88TL7WJmhMbxfP/PDnDnB66tD4QbImDHGnH22Mdtvb8yGGxqzwQbp/9bPVAagxgwcONAcd9xx5pNPPnGLELPMAMi1XZX6dxg3fLj7spDdb+DVV7tFsSu8AFHXtObNU5+sTsVbixbGzJ/vvhpAjD777DNzyimnpL5ydYKtbt26pm/fvubXX391d0VM3MBwt3YHHGD+3aGD+e7LL92XBux+n77/vlsUu8IKkO+/N6ZRo3RAbLKJMdddZ8wHHxizZIkxS5caM326Sf31GrPppul9dtjBmAUL3HcBUEWLFy823bp1M+utt14YHmussUb439tvv7156qmn3JchBjYAXMuXLTNzUoE+KvU02L5pU3PZ4YebeV9/7e4Wvn7xjz+6RbErrAA54YR0MDRpYsy337qlq82da8xee6X3PflktxSAJ/XceeCBB8wf/vCHMk8dPXv2NFOnTjVHH310+HNtRxxxROoe7wP3bVAF5QVIponPPhvsk2ssSJTXx6VwAuTNN9OBUL++MV984ZZm0+Ob9tVrpkxxS1EEZsx42Qwc+H+pO91tTYcOdc2ll9ZPXah2Nrfffpx5+eV/m3nzqG+vSZMmTTIHHnhgmYA47bTTUl/HL8rsN3LkSLPTTjuF+6y99trmkksuMT/88EOZ/eAnSgD8smRJsI8GFbqivD4uhRMgHTqkw6BLF7ekfF27pl/TqZNbggL222+rzNCh7cxFF9WpdEP1++abb8zZZ59dpopq7733NuPHj3d3DakN5KabbjIbbbRR+JqNN97Y9O/f36xYscLdHXmIEgA2QDo0beoWRXp9XArnG7rnnukweP11t6R8EyakX5P6Y0fxGDfuziAcOnRY3zz9dDcze/b7ZunSH82yZYvNd999bKZNG2Mee+xS06PHju5LEaNffvnF9O7d22y44YZhCDRs2DDocaWpM6KYN2+eOf/8882aa64Zvseuu+5qXnjhBXdXRBQlACY+80ywzzWpJ0RXlNfHpXACJHX3EoRBPo3i2levUaM6isa//tUkCJB33sndjx3V7/HHHzfbbbddeNFfZ511TOfOnc2Png2vah9p1qxZ+H7aTjzxRLr9eigvAFaknvrmfP65GT1oUNCIrn1eeOghd7dyX18dCidA1l47HQb5PP4uX55+jV6LotG+/XpBgCxf/otbhGr27rvvmubNm5e50Gt8x8cff+zu6mXYsGHmj3/8Y/je6667rrniiivMTz/95O6KctgAqGwb1K2bWbVypfvyEg0QnkBKxmWX/S4IkDlzPnKLUE2+//57c+GFF5q11lorvLjvvPPO5rnnnnN3rbKff/7Z9OrVy2ywwQbh79p8883NfffdF7lqLOmWp54mXh0+3Dx7zz1ZIeAGhd3aH3RQ0Gh+TyqQ33/ttTKvyVSaAWLbQNSuERVtIEXpnntaBQFy440Hm/nzP3WLEaPlqaf0fv36md/97nfhxVz/feuttwZl1enrr782bdq0KfO0s++++6a+tnl8xxPonZdeMt1atgwv9F9ofFuRKpwAsb2wOnd2S8qnHlt6Db2wioq653buvFkQIu3arWH69NnPDBvWybz++qDURefdoJcWqm7MmDHBU4a9eOvp46KLLgqeRmrSxIkTzX6pC2VmkJxxxhnmq6++cndNtNkzZ5pbUk+BmU8Vd152WTBAsFgVToBMmpQOA8aBlISFC2ebBx74m+nYcYOsrrtdu/7ePPNMD/PLL4WxbGexUXuG2jUyL9gtWrQw7733nrtrjVHV1eDBg80WW2wRfqb111/fXHPNNWapZplIMI0If7hPn2A6dRscPVu1MtPeeMPdtegUToBI6o8+CIQoI9FVbaV9GYle1H79dWkwoHDs2BtTF5izg667Nkj++c9dzKJFzHcWlXpQXX755UGPKnuRVk+rJ554wt211qgx/corrwwa1+1n3Gabbcwjjzzi7lr0Vq5YYV5KHddlqfC2waH/1s9UlgSFFSDz5hmz7bbpYLBzYU2blp4Hy86Fdf31xmy2WXofzYXF6NfE+eKLKcGIdIXIQw9d4BbDsXLlSjNgwIDU12Kz8KKssR3XXnttMNajEM2aNcucdNJJZZ6SDjnkEPPOO++4uxYlPV3oKcMGh54+Hk5dz2pifqqaVFgBInPmGNOsWTogKto0G68CB4n05ZfvBAHSpcvm4c9WrPjV3HDDQaZ790Zm+PC/m08+mRDM3VTKxo0bZ/baa6/wIqzR5H/961+D0eXF4KWXXjK77bZb+Pk1IPG8884z32lW7iKkGXJv79SpTDuH2j2+njnT3TURCi9ArFGjjDnzzPTsvFoLRJv++6yzjBk92t0bCbN8+c//G61eN/zZokXzzMUXr53VXjJ06MVmxoxXzKpVyagWiELzU7Vu3brMHbzmsZo8ebK7a8HT1Cd33HGH2WSTTcJjadCggbnxxhuLZtr4pYsWmcf79TOX/OlPYXCop5V6XCVZ4QYIStqUKY8GAdGr1x5lfj5z5jhz//1/NX//+0ZZje+XX76pefDB88y0ac8FTytJtGTJEtOjR49ghlx7sd1yyy2DGXSL/WlswYIFqRuGDsHkjPbYdtxxR/Pss8+6uxYMdQ6YMGKE6XLkkWFwdGrWzIy5775grEfSESCocaqCUtuGQuLrr/9jfvzx2+CCv2TJD+bLL982TzzRJRytrll5c9H+06c/HwSG7RKcuSlgFDTvvvt08DSTBA899JDZaqutwour1uro3r17sHZHkkyfPt38+c9/LvN0dWTqAv3hhx+6u9aq6VOmmN5t2oTBoTXHB/fsaX4soar15AWI7sIGDDCmgHqeoCz3Yl/epm6+q1ZlT9Xg0j6qwlJV1hVX/CHrfTp12jCYNn7KlGFm2bIl7ssL3ltvvWUOOuigMhfUVq1aBasFJtnTTz9tdthhh/CY9WTSsWPH4EmlNqn68IKzzzaHbLONabv33kF49D3nHPNZDawAWGiSFyB2XZE11jAmAf2sk+j77z8zEyYMCC7qvXvvFTSUq21D64Fcc81uwVPFzJnj3ZdFomocNa4PH36ZufrqP2aFiWYAvuuuk83kyQ+an3/+r/vygjJnzhxz7rnnlplmvUmTJubVV191d43NokWLgp5QmtNKM/VeddVVpm3btsHWsmXL8L/1c5VrP+2v11UHtYFcf/31pn79+uE52HTTTc2dd95Z49PGZ1YfrpH6HI1Tn+Psgw82k0aNKvrqQ1/JCxD9IW++eTpEUo+UwRMJStbnn79pRoy4ynTvvn1WmLRvv67p3/9YM3HiYLN4cc2Ozq7IsmXLTJ8+fUy9evXKXDTvueeeoMtunHQ3ff/99wc9tzInQfTZ9Hq9j95P7xunuXPnBsGVOW387rvvbl5++WV312rx8MMPZ1Uf/qtnT7NUy22XsOQFiAwcuLq7b+qPGRBNk/Lssz1TTzm7ZoWJnoBuvfUIM2rU3Wb+/DnuS2vMiBEjgvXG7YVKgwIvvfRSs3DhQndXb5qjqm/fvmW6z+baFFoaiPinP/0pGMluN/2/fq5y9zWZm95fv0e/Ly5TpkwxB6fu+jN/z8knn2w+/bR65lRT9WHTpk3L/L5TTjkl8dWHUSUzQDTj5z77pAPk979PP5WgVnz33czUXf4xZty4u9yiWjV37gwzenRvc+21e4chcs45dUyzZurVtIY59NBDzW233VZj8zVpXfHDDz+8zIVK649/9FF8MxZrKVqtYZ5ZJWa3XXbZJViWVk8P6goctZ1B+2l/vU6v1/u4763fp9+r3x+XoUOHmq233jr8HXoiuPrqq2OrSiuv+vCVV15xdy1pxRcgmjMryiI1mu5Y7SAKkauucktRA7Teh108qmfPxm5xwVCbzNixN6QuQH8ye+9dx9SvX/YCqPEVqoevjrtcrSN+8cUXl5lmXeuNj9I4qBiom+nw4cPNnnvuWeaY9PuOPfbYoGeXLpZx0vvpffX+mcelTZ9DnyeOad01h9Y///nPYE4t+/6/T90wDhkyxLtNQtWHempy21zuvvvu2KsPk6C4AkSTwSkU6tVLT6ZYmdNPTwdI6u7EVMOXHxV79NH24d292hmKwZw5X6eemP5tDjvssJx36hr1/a9//avKTwZqAP73v/8drCNu31vri998882xTbP+xhtvBGubZ35+VY9pene1KdQE/R79vsxqOW36XPp8cfgydS04PfVdz3z//fffP+/3f+qpp6q9+jBpiitAZs9Oh0HqHzcIh8ooZFJ3J8H+TLpYo95775kwPNTbqhjp4qeGa41JyBzcZjdNld6zZ0/zn//8x31phcaOHRusG27fRw3DWldc64vHQdO1azqQzABUe4Qagmu655Kl36vfn9nuos+nzxnX9PKvvfaa2Weffcr8G5111lmpy8Zsd9cyVH2oKrbM18VdfZhUxRUgouqo1D9w8CRSwapcodQXPNhfW8KnFSgUmqpdo8IVHt26bVfw3WWjUFWTpiPXNOmZM8naTXeummW2oqlEtD641gnPfJ3aWvINoIpobqnMKdO1EmAhjVLX59Dn0eeyn1GfV587DqoaGzRokGnYsGH4/ppYUk+N7sSS+jdVu03mzUGc1YeloPgCRI1kahhXIGhK98rqUjWL79Zbp/ffY4/81lxH3rQY1C23NA97Nn322SR3F2/z588348ePD+qjNQLbjknQrK72v/VzPTVo1bu47mxdmpJcdfx/+ctfytS/203Tk6vqQ3fEumD+97//NV27di0TPNtuu6157LHH3Lf2pvp5PQ3Zbq5qe2jfvn0wxXsh0ufS57NtJPrc+vxxtTPonHfp0iXnOdfTUP/+/bOqD2+66aaimXurUBRfgMiQIaufKtRltzJaa8Duf+edbilipJ5NtupqzJjr3OK86I5R9dK6S2zcuHHWhTrKpqqiTp06BWt/x9W2kEmDy9QorBX2dKfr/n79LPMOV+uE625Y64bHRT2PNNWH/R1/+MMfqnWwYZz0OfV57WfXccTVk0pmzpxpTjjhhDL/Jpn/HnFXH5aa4gwQPY4fcEA6EDRo8L+VVJFo/4MPTu+/6abqe+jugRh8+unEcLbcfv0O916aVn3vtfRq5jre7qZBa2oozRyfoGVTdffv7ms3VZXorlQr9lUHBd4zzzxjzjnnnOCO1v39Z555ZqxjIkQXvszlYo866qiimwpdn1ef2x6DjifuC7randwuxqo+nDp1qrsr8lCcASLqYWG76UZZR/3tt03qdiO9f8eObimqaOnSH023btsG4aHJDX/8Mf/1KLS2hduYqU0jgHVRfvDBB4NlWd26bJfu7t99991gbIIu2pn17dp019mmTRszY8YM96WxUVWILlq2Ibtdu3buLlWm0d6ardYel5604ugeWxv0ufX57bHouOIeza6qK/u3oJBC1RVvgIjWC1EgrLuunlXd0mxt26b3Tz3CBqsbIjb33ts6CI927dYw77+f34AxNS5nVsFoU/20xke8qbnNYqABYOqRk9lmYdsJ1KZRXWx1ieZuipPu0DPDQ1OfJIGOIzNE4n4S0Sh6vfff/vY3twgeijtA1D1vww3ToXDCCW5pNvV9r18/vX/qkRnxmDBhYNjuMWxYJ7e4XGqTuOaaa4JRxPaiofpwjQCPs40gkxrW1Vsqs71CTzhxjpLOVB0BojaCzGordRpIEh2PPTYdZ5xtIgRIvIo7QKR379UN5M8/75Zmu+GG1fsX8EI1xWLOnI9Mx44bBOGhmXVXrFjm7pKTpgjJnKJcjcsa7a2RwDVBPbo0VYX9/apq0gyzcfUCsuIOEH2+zKe1666rWkeFQqXjsseo443r34UAiVfxB4juVLfdNh0Iu+6q21p3j7J0gdphh/T+qUdkQ7c9b5qqpHfvPYPwUIgoTKJ48cUXyyxfevzxx8de3x2VZnNV9077WTRoUF1A4xJ3gKirq/2sajNIssw2ER13HAiQeBV/gMjw4aufKm67zS3N9vTTq/e/8Ua3FBENG9YxrLpSNVYUjz76aNg3X1NF3HLLLe4uNU4Dyo455pjwYqVqE/0sDnEGiAbb2XEe6rVUrA3mUen4bO8sHXccgw0JkHglI0DksMPSgbDxxqrodkuzpe40tf+nDRqYX4qs22MhUEO5GswVHgMGnOYW56QBgPYCuNlmm5mJEye6u9QaXawuu+yyMES01kQcAxHjChB9FjvCXO1ExdZV15eO044T0fFX9d+EAIlXcgJE00HYbroXX+yWZlkxbZp5LvXl7p3a/47zznOLUQF10bXrkKvrrrrwVkZPHjY8NIajOrvQVoVmd7Uhcsghh1TaZbgycQWI5ozS+6jnWLEMEoyLjteOWNd5qAoCJF7JCRC58MJ0gKT+2EyE9Ykf7NDB7FYn/XisZTlROQ0O1CBBO1XJp59WPuOp2jxstZXCI+7BdHHLbGfQLK9VmUcqjgDRrLI2fNXtuBTpuHX8Og/5zrKbiQCJV7ICRH3GN9ooHSItWrilWVTPbRtzdbeJyg0Zcp35y1/S7R6atqQy6m1lz7GqrQr1ycOlpVltiNx+++1ucWRVDRBVrdkp2TUIrlSnFtdx20GAOh++7T8ESLySFSCiRlkFiLYnn3RLs+jiYC8UqmZB+SZNmmS22WbtYNGlrl2bVzpVicZ52K66ajAvpDaPymgkuRaS0mevW7eumTZtmrtLJFUNEE3+Z/8+NYttKdPx23PhOxElARKv5AWIuvE2bhwEyMJGjcyqSuqwNb2BGkz1R6V5lLTKGbKpa6vWwdZ52n77Tc3cuRWvsSCZ7QmF0NsqX7NmzQpXplPPLJ+73qoEiKrOtICVXq91NKpSlZYEOn67nojOi8/5IEDilbwASVk1erSZlPojuSO1jYowxYPq6O2FTiOjkS1zxTdNGFgZTU9iR5hrnIfPl70QDBw4MDxurTORr6oEiNalsL9bizHBBOfBnhOfdTsIkHglMkDknmOPNYek/lAa1qtnvv32W7c4i9aU0B+WRkSr3h6r3XfffeGXtkOHDm5xTrb/vqYMqa1BgnFQ8B1wwAHBsagOPt95s6oSIHZiSS1WVVsrCRYanQe77KzOT74IkHglNkA+mTEjqHfXH4saRCuj6gp7x/x//1ecS7BWBzV623mjmjRpEqlbq2bVtYGj6UmKndp+7Ky6N+Y58NQ3QNRTzfa80priWE3nQ+dF5yffHn0ESLwSGyDy97//Pfhj0Zc/yqyummTP7q8V7Uqd5qWyPYD0ZPbhhx+6u+Rk75y33HLLSIFTDI5NPdHaY8pn1TrfAFHw6nV6vdZmx2o6H/a85nuDQoDEK9EBomUz1XVUfzD6w6msHl6zftrRvvvuu69Xo2mSaFlWnQtt9957r1uckxaDsq+59dZb3eKipcFs9ri0LklUvgFiG4sVXMhmA13nKR8ESLwSHSCSOTW01rGuzODBg8P9VfdfqtRAaattTj31VLe4XFo4Sa/Reh5J69G25557Bsem9p2ofAJEbUY+YVVKdF7sOcqnjY0AiVfiA0TTQNsvvqofFi9e7O5Shp467FoLehrJt9E0CdTpoGHDhsE50MjxqIPXVF1ll6HVYlBJc9NNNwXHpmk1olYr+QSIVlLUaxTgc+bMcYthtIzAnPAGR+crKgIkXokPEMls1O3evbtbnEUD3uwfZ9euXd3iRFOAakpze6F8/fXX3V3K9dRTT4XnefLkyW5x0cts2I66iJNPgNhR8FrDG+Wza5xH6SRjESDxKokAkVatWgV/OBpV/Pnnn7vFWbRmtvbXHE4a01Aq+vbtG4ZAr1693OIKXXLJJcHrtMJfUtlOBVF76vkEiJ769BqdT5TP/r3pfEVFgMSrZAJEoaHw0B9PlDp93W2q55H2b9mypVucSHpqsF2fDzvssLxXgWvcuHHw2nPOOcctSgzbs09TjEeRb4CoI4d9+h0yZIhbjAw6PzpPOl9Rl70lQOJVMgEiqr7SH482VWtVRnfgdv8XXnjBLU4UTVXSqFGj4Fg1+WG+/evnzZsXnqskz9k0YsSI8DijNN7mGyCaFdq+f1VmnS0FOj/2XEWdTZsAiVdJBYga0NWQrj8gNaxXdof9888/h9UJ6i6Y5NHAZ5xxRvhlVFtGvsaPHx++/v0IU+kXq5kzZ4bHGeWmIt8AeeSRR8L3j2tVxKTS+bHnSuctCgIkXiUVIKKuvPaPLkpDaOZsqP3793eLE8H2+tHmW++ucSJ6vRqZkzJ4MBfNMGyr+e644w63OEu+AdK7d+9g/0033dQtQg46TzpfOm9RECDxKrkA0WBC+0ekQYYabFiZQw89NNhfYxuSdlf48ccfm3r16gXHt8cee3hf/O0ofs3Ym3Q77LBDcKxdunRxi7LkGyCdO3cO9ld7Eipn29103qIgQOJVcgEimtbENlRqHezKTJ06Ney+6XuHXog0Vck+++wTHNf6669vpk+f7u4SmR1AqBH8Sbf//vsHx3qhVsCsRL4BctFFFwX7aywSKmfHbOm8RUGAxKskA0RsX3tVR7ir5GkdC60NosWQWrRoEWzqdaP9FTyandX+vJg3u1KgtrvvvrvMOciX7fbcvHlztyhxdO50rDrmyuQbIKV0HuOg8xT130IIkHiVbIBotLWtusmcb0gjjDWAzl5YS2FT1VxVnXzyycF7HXfccW5R4ugYdaw65srkGyCldB7jkM+/hRAg8SrZAJE+ffqEF9HRo0cHPzvvvPOC/8/1pKHpzDW9SeaTSTFvCg57/FEnSyxPKd0569zpWKPc9eYbIKV0HuPAE0jtKukAUYOxHfugxji1jdi2jqgLJxWzzOna1QYSdbr2XGgDyS3fAKENJD+0gdSukg4QefLJJ4M/KG2ZA+mS1tuqPD4LRuVCL6zc8g0QemHlh15YtavkA0RslYTdovTvT5LMJWvbt2/vFkfCOJDc8g0QxoHkh3EgtYsAMWUXQVIbR5JHnJfn9NNPD8/BM8884xZXipHoueUbIIxEj46R6LWPAEm55pprwj/E22+/3S0uCZoLS9VPOge6q5s9e7a7S4WYCyu3fAOEubCiYy6s2lfyAfLVV1+Fs+6edNJJbnFJmTRpUnjBU++WfJf0ZTbebPkGCLPxRsdsvLWv5ANE6zroD2q99dYzs2bNcotLznXXXRfe1UWtV7ZYDyRbvgEirAcSDeuB1L6SDpAJEyaEd3vqRYT0ioSHH354cE508cunGoUVCbP5BAgrEkbDioS1r2QDRBdKjVnQH5MazqM+ApeCb775JphoUudm2223jTThpLAmejafAGFN9MqxJnphKNkAyey6OnjwYLe45I0cOTL8gp522mlucbnsgEKNcl+6dKlbXNS0hoyO7aijjnKLyuUTIGqct3+bDz74oFuMFJ0Xe46idGawCJB4lWSA/PTTT8FTh/6QNJI138biUtGxY8fwSzpw4EC3OKfMLtG33nqrW1y0Xn31Va+Luk+AiBYw0+sy52nDajovOj86T/kgQOJVkgHStWvX4I9Id9gTJ050i/E/qpKyd93qqfbRRx+5u+R0xBFHBK/R6o9JGVRoL1g6pl9//dUtLpdvgFx//fXB6/T6qNVlpULnw55Xnad8ECDxKrkA+eSTT8y6664b/BFFnYCtlCk0bDfnvfbaK5g/qzJab97eref7BS9E6t5sq/NuvPFGt7hCvgGS2WDfr18/t7ik6XzovOj86DzlgwCJV8kFyIknnhjeUef7x1eqVH1lA6FTp05ucU5qJ9D+mmcrnzrqQqMVLDUrs45l8803D6o/8+EbIGKf5LbffvuSnB0hF50HnQ+dF52ffBEg8SqpAPnP2LFmq/9dCHv16uUWowKtW7cOzpvuxNXAXhk96WlsjV5z/PHHBxfiYpQZnoMGDXKLK1WVABk1alT4ux9++GG3uCTpPNhzovOTLwIkXiUTIL+l7lzG7rabuTL1x/N/f/yj+fnnn91dUAF15VWXXn351MVXXX0ro5Ud7Zf9lltucYsLngaW1q9fP/j8vp0tqhIgCl1VG+r1aiwu1hCOi47fdi7QefE5HwRIvEomQEz//qmjrWPeS22fPfaYW4oI1OHAXhA12LCyC6pmrtXiW9pfM9gWU4cFNZQfeOCBwWevW7eumTZtmrtLJFUJEHks9bdqQzjJc4xFoeO350LnxQcBEq/SCBDNaqplW1N/OObQQ91S5MFON65N055URnON2bXX9eTirj9fqOxocG1VmWCzqgGikLbTp6gNZuHChe4uJUHHrePXedD5qOzmpTwESLxKI0A0p5DCY801jZk61S1FHvTFtcuI6uKoHkqVefHFF8Oeb5q3qNA7L/Ts2TMMD01z71NVYlU1QETTydgeWb7rtRQ7HbeOX+chn+l1XARIvJIfIB98YMxaa6UD5Pzz3VJ40FTvdiEfTQGvqeAr8+ijj4YXQYVIoT6JZLbbHHLIIVUexxJHgMh5550XvI+mUdGgxlKi49Vx6/h1HqqCAIlX8gNEXf0UHg0aaNEKtxSetOiUvdBGnZn27rvvDkNE1VmF1CaiJ6vLLrssPKbdd9/dfP/99+5ueYsrQPRZ7OwJmkr+u+++c3dJJB2njlfHreOv6r8JARKvZAfIU0+lw0PbzTe7pagiW62gTXOLRaEnEVudpYb1QuidpZXtjjnmmPBY1OMqrtUA4woQeemll8IA1jgb33aAYqHjs+OJdNw6/qoiQOKV3ADRiOntt0+Hx047qVuNuweqSNU7TZo0Cb6QGjAYtVpKbSK2YV2bxonU1mDDl19+OeyerO3Pf/5zpCq5qOIMEMlsn4k6qLNY6fjsseq440CAxCu5AdK37+qnjwgD3+Dnww8/NOuvv37wpVTvmChTnYh6Z9kuvto0M4CmPYn6+qqaP3++Offcc8PfrwGSV111lVm5cqW7a5XEHSD6fEceeWT4uaP0hCtGmQub6Xjj+nchQOKVzADRGgr166fD4+ij3VLE7N577w2/7FryNSqNE9F69HbEujbVd992223VNtBTdehaPExPTPZ3agXFKKPrfcQdIKK1a1TNZj9/1MWtioWOxx6bjjPOtXoIkHglM0BSd5ZBeKyzjm6R3VJUg1atWgVfTN3Jjx492i2ukKY9ybyr1qb1RLQo1Ztvvunu7uWVV14xZ511Vvi0pE09e9SOk+/8VvmojgCRefPmmR133DE8lj59+ri7FCUdhz0mHZ+OM04ESLySFyBvvZUe76EAufRStxTVRAO97FreDRs2NN9++627S6U0i6+dQDBz0xPCOeecE6zD8d5771XatVZPL++++26wUt2ZZ54ZDkCzmxpkNRNz1DYbH3q6UqOvncW3OtY3V7tRZoiozaBYG9b1uTPbPHRccbeLaSJGdTvX+5900kluMTwkK0A04Ktp03R4bLaZrmruHqhGr7/+ethfX43RvhczLUp10UUXhcvj5toUVvvvv79p0aJFuKm6Y5tttsna127qBtqlSxfz8ccfu78yFmq/0QR/bdu2DZ6gMn+3gkSj26PMIZYP3aFnVmep11KxdfHV57W9rbTpeOJ+8lCY23m0tGk5a1RdsgJEM5bW+V/D+V13uaWoAZrl2H5J+6ojQxXoSeOpp54K7t4bN25c5oIcddt1112DO9vnnnsueCqIm5btffLJJ4PqsXr16mX9fnUOsNVY2tT2cu2111b6FJUPtRFkVgGqHalYBhvqc9pxHtp0HHG2eWhCTD1tZP6b6PfpZgdVl5wAWbLEmK22SodHkybqruLugRqg3jKHHnpo8EXVOI+42jBEPafGjx8fDEjs3r17cKevTRcI+9/6uRphJ0yYUOVBZ+VZvHixGTp0qDn11FPDxbYyN1W5dejQIaiS01OYZjK+/PLLg/Nh91FVyuOPP+6+tTedd3V1teNEbPuOfnch0ufS57NPrPrc+vxx9bZSu5Y6S9gxR9r0dKpxSIhPcgKkR4/VTx+vvOKWogZpris7zkOL/1RnI3VNURvPkCFDggXJMnuNZQaCqscqGl2vqrPjjjuuzOs0r5jadeKiqho7Yl2b2n80i21V5vOKkz6HPk9mu5Q+bxyDBEWBPXjw4DLnQB0n1NtPT4uIVzICRI1tqT+SIDxOOcUtRS1Q1ZP9Ahfr0sGqh9eCUqqfz3x6sNtOO+0UPPG8/fbb7ksrpOq0nXfeOXwf3YWrzSeuJya9j+aMsg342lT/r8WYamtlQ/1e/f7Mdgh9Pn3OuI5b4Z3ZHqTtjDPOCMYcoXokI0Bat06HR+rO0Hz2mVuKWqJuuPaLrB5RxUCN3HfccUfQKG+rgzK3PfbYI7ib9V0fxFJ7zK233lqmo4D+Wz+Lq61Gs9baqeDtpidCrSk+d+5cd/dqod+j32eXobWbPldVZtXNpCde3aRkvr8ayWnnqH7FHyCzZq2uurr6arcUtUjdaTUpob7QamCeOXOmu0tBUHfRm2++OZh91w0Mbbqr1chojVeJm+6+L7zwwrAtQJueTvSUEgdV6QwfPtzsueeeZY5Jv+/YY481Dz30kJmjgbcx0vvpffX+mcelTZ9Dn8e3h14m/X2p00ZmO5SqxjQvWxzvj8oVf4Cofj31WGz22Uetm24papnu1O3gPd0VaqW/QqAwUCi4VR52U5hoose4xyKUR+NW7DordlN7SZxdjjXaXuNsMqu27LbLLrsEvd30pDh58mSzYMEC9+U5aT/tr9fp9Xof9731+/R74xztP2zYsHDckTY1ll9xxRWJaG8rJsUfICh46jVlv+jqjVRbPvjgg6D6SdVQ7kVOd8qqtlL1VdxjNfKhnll2sJs2tb3onMXZm0pVPupindkekWvTmi/6LBq9nTneRv+vn9s1Ycrb9P76PXEuIDZ16lTTrFmzMr+nZcuW1fJ0iMoRIKgRp5xySvBl193omDFj3OJqowZuNXRnjti2my7OaiBXQ3ncA9eqQmNENFYkc74uje4fMGBAbN1cLT1h6elBgxwz7+h9Nr1e76P3i/vJTf8+559/fpl2KY3xeeGFF9xdUYMIENQIVXXYUeKqp4673j2TeuOoS23mnbzd6tatG3TFVVfSQl9fXE9CZ599dpkqp7322isYC1NdNIjvnXfeCaqIevfuHcxQbMfY6E7f/rd+rnLtp/3jHPyXSVWeN910k2nQoEF4DjTKv3///rXWowyrESCoMa+99lrYqBrngkh6Hw3a0+A9DeJzQ0ONrK1btw4G/2kQYLHRuvMHHnhgmWM67bTTYr/LLzRqM1FXaXvMGtGvdpa4FvtC1REgqFGZa47fcMMNbnFk6uqqhakuuOCCrMkStdWvXz+YXkTTjCRhAJkdgJc57Yeepnr06GGWaBaGBPnoo4/KzI2lTY3wVe06jfhVT4DU+V+32iii7Ks689SjfLDC4IYbmtQtZfq/9bMarE9H1akO3zaCqg1CEydGpckKdVeqhaDcyQq16WeqXtGEhjW1MFVN0xNUt27dyoyG11OXBukVO1Upat6yzLnDNH5Eg1JRmCq5cnuKEgpWRftqVtHmzVfvU97WooUmSnJfjQKlkcE2AHbYYYcKu17q6eGJJ54IpmXPNVmhnj40jkJTYcQ1AK8YfPbZZ2HHBLs1bdo0r0AuFLqpuOuuu8r06tITpHpwFUq3b+RWzpW7iuyFPYry9tX0Bo0apcs22URrXKofZnrSRFVJTJ+eXrY29UcX7JO6EJmIfddR+1S1ZC8WqmrKpAZZtVdokaryJivs2LFj0JgcVztKsdJCWXZdem1qcNcTWnV2UoiTPn9mt+pi+/ylLseVOwblhUIu5e17wgnpn2tm3YoWJ9KUDHvtld735JPdUhQwzf9kLxy6A9VkhSek/t3Lm6ywa9eusU1/kSS6g9dYm1x38IValZekJ6hSluPKHYPyQiGXXPtqCnD9TOuaR+lp8uWXq9dAnzLFLUWB0lQUFQ1mUw+cf/zjH0E3UVRObQiXXnppmYkfC60NQU+XSW3DKUURr/J5yhUK5cm1b4cO6Z916VL25xVJ3Z0Gr+nUyS1BAXv++efLhIaqYzS/ET1u/KkX09FHH13mvKoXk0bi15byepFpDZCk9SIrJRGv8nnKFQrlybXvnnumf5bPbJoTJqRfs/febgkKmOab0sVEdd9UT8VLvdEKYRxFqY5jKQURr/J5sqGQz5Zp443TP8unUVz76jVqVEfRUL23LiiaYwnxsyO5N9poo+A8a6upkdy5RtJrGvfqHEmPmuVcuWPihkOULVPqTin4WT5/4OrCqdfotSgKusDYi4smMUT1qcm5pDSXl6Y5cefy0pxjpd5rLmmqN0CiyLUvTyAl4fbbbw8uLrqo1eYMuKVEs9naNevtprnB4prNNtdswp07dzb//e9/3V2RABGv8nnKFQrlybWvbQNRu0ZUtIEUHbv+haqxULNyraehbtIVDeqsSK71TI4//viCXUQM8Yh4lc9TrlAoT659bS+s1J1LZOqxpdfQC6soqErFTqyohnTUvDhW9Js/f361rqiIwhbxKp+nXKFQnlz7TpqU/hnjQBJLa1voYqM2EHrj1C4t+KSpYjKfHrR65IQKagA0bYzWOq/ONd1R+CJe5fOUKxTKU96+xx2X/nmUkeiqttK+jEQvGnacgpaURWHQOiruEr9nnHFGMHdZJi0IpqcMu4+ePjSrgNZ3R2nJceWOQXmhkEt5+2qFuG23TZfZubA0uEzzYNm5sK6/3pjNNkvvo7mwarh/O/xocSk7WlrTbaBwqOpKKwpuscUWYUBoTXstBfzee++ZY489tkzAqPu1fo7SlOPKHYPyQiGXivbVhGrNmq3ep7xNYwgKaElSVExzXtkLEI2shUmN6VdeeWXQuG7/rTLHc6inlWZJRmkr58pdRRWFgivKvqNGGXPmmenZebUWiDb9t2ZxHT3a3RsFTt1GdRHStCUobLNmzTInnXRSGBwKFK3XXqiTNKJmVXLlBuKlO1s7kZ56AKE43HnnnUG33BkzZrhFKGEECGrUo48+Gt7N1ubkfgCqjgBBjTr11FOD8GjcuLFbBKDIECCoMVqe1g5a05oQAIobAYIak7mMLYtEAcWPAEGNadOmTdgFFEDxI0BQI9Tts0GDBkGAdMlnpUkABYsAQY0YOXJkWH3FyoNAMhAgqBFt27YNwmOrrbYK1scGUPwIEFQ7zc66ySabBAHSsWNHtxhAkSJAUO20bKqtvho3bpxbDKBIESCodprqW+GhxYpWrlzpFgMoUgQIqpUCQ8GhAFGQAEgOAgTVSlVWtvpKVVkAkoMAQbVSo7nCQ43oLHUKJAsBgmqj7rrqtqsAOffcc91iAEWOAKkGAy6qE2lLukmTJoXVVxpICCBZkn8VqwVuUJS3JZ2mLFF4aAoTVrADkif5V7FaUCoBUZlGjRoFAaJJFAEkD1e5akCAmGC6dlt9pWncASRPaV/lqgkBYoIFoxQeWkBKC0kBSJ7SvspVEwLEBEvWKkBatWrlFgFIiNK+ylWTUg+QadOmhdVXjzzyiFsMICFK9ypXjdzeVrm2JOvVq1cQHuutt5756aef3GIACZHsK1ktccMi15ZkTZo0CQLkxBNPdIsAJEiyr2S1pBRCojwzZ84Mq6+GDBniFgNIkNK8ylWzUg6Qvn37BuGxzjrrmAULFrjFABKkNK9y1cwnQD6Z/JB59/nrzYJvp7lFRWW//fYLAuToo492iwAkTH5XOUSSb4D8svh7M6DdGuHrHuuxk5nydHcz/8u33V0L2hdffGHWWGONIEDuvfdetxhAwkS/yiGyfAPE/PabGf/geea+9utlNbY/2m07M/mJLmbupxPdVxWcfv36BeGx1lprmXnz5rnFABImj6scoso7QP5n+bLFZtabQ82L955qBnfcICtMhl65lZk4rKP5dua4VOascl9e6w4++OAgQJo3b+4WAUig/K9yqJRvgGRa8etS8/nUJ80rg88y93eqlxUmD3XZ3Lz20AVm9kcvmlUra3+hpm+++casueaaQYDcfvvtbjGABKraVQ45xREgmVauWGa+en+UGfdAW/PAZRtnhYl+Nm7IuebL90cG+9aGO+64IwgPtYHMnj3bLQaQQPFd5VAj9LShp47XHr4weApxw0RPK6/cd6b5bOoTwVNMTWnRokUQIE2bNnWLACQUAVLE1A6i9hC1i6h9xA0TtaOMvvNU88aLQ82SxYvcl8dGDeZqOFeA3HzzzW4xgIQiQBJEPbXUY0s9t2yI9Dqtjmm5Xx2z3e/XMyeccEIwOjzuAX4DBgwIq68+//xztxhAQhEgCfX9l++YKc/8w1x3wU6m2S51zPrrpqcXsaPEjzzySDNw4EDz3XffuS/N2zHHHBO877777usWAUgwAqQEzPp4WjBD7h577BGGiN3Uc0rdbtVzyqfxe+HChUEg6b369OnjFgNIMAKkxMyaNSu40O+///5ZYaJNYznUjqFR5VE88MAD4Ws//vhjtxhAghEgJUwhccstt5hDDjkkK0i0aV6r6667LphhtzwtW7YM9tXTDYDSQoAgoIGAd955Z9Ad1/aoytx23313c80115gPPvggfM2iRYtM3bp1g3KVASgtBAiyqFvuoEGDzFFHHRW2b2RuO+64o+nWrZu59tprw5+9//777tsASDgCBBVSI7naOVRVZZ823G3DDTc0r7/+uvtSAAlHgCCyxYsXm0ceecS0bt3abLDBBllBsuWWW5oOHTqYcePGmZUrV7ovB5AwBAi8DBs2LAyO9ddfPytMGjZsaC644ALzwgsvmOXLa3+yRwDxI0Dg5cwzzwyCYrvttjPLli0zo0ePNm3btjWbbLJJVpj87ne/M+eee64ZOXKk+eWXX9y3AlCkCBDkTYHRoEGDIBw6d+5cpmzFihXmpZdeMhdeeKHZYostssKkXr16pk2bNubxxx83S5fW3GSPAOJHgCBvo0aNCgPhjTfecItDq1atMuPHjzedOnUyW2+9dVaYqOqrVatW5uGHHw66BAMoLgQI8qaqKgWAGs1/++03t7hcCpuuXbuaRo0aZYXJeuutZ44//nhz//33xz7ZI4DqQYAgL6qisu0c6nHla+rUqaZHjx6mcePGWWGy9tprB5M9apbfBd9XfbJHANWDAEFeXnzxxfBC/+qrr7rFXqZPnx5M9tikSZMyQbLxhnXMUXutae7t3txMe6W/WbIw/8keAVQfAgR5adeuXXBxVzfd6hjrocke+/btaw444ADTaPM6pvVBdcz1Z65eJOuZG5qa9164ySz6nnVHgNpGgCAyBYbtWaVeVtVtzjdfmhef6GeeubGZGdBujawVF0dct6+ZOuZa8+N38cwC7L5/eRuANL4NiEw9qmz10tixY93iarX0x2/Nh+PuMqP6HW4GXrxW1kX98Wt2M2+P/KdZMNt/Ti73PcvbAKTxbUBk6o4btE1svHGtji7/ZdF8M2PifWbMv482g9qvm3WBH/aPHcxbT3cz8754y31phQgIID98WxCJuuvasRwaVV4ofl36o5k56QEz9q6TzH0d6maFySPdtjWTHr/czJ31ug7CfXkZBAiQH74tiGTy5Mlh9dWzzz7rFheE5csWm1lTHjUvDTjNDO60YVaYPHzllub1R9ubbz9+NWeYECBAfvi2IBINAFR41K9fvyjms1qx/Gfz+X9GmFcHn22GXNogK0wUJC4CBMgP3xZEYkePn3HGGW5RwVu5Ypn5atoYM/6Bv5kHLt8kCInxD57n7kaAAHni24JKadS4rb564okn3OKismrVCvPD7PfMqpXZnQDcp5RcG4DV+EagUt27dw/CQ4tILVmyxC1ODDcscm0AVuMbgUrtvPPOQYBo5twkIySA/PBtQYWmTZsWVl8NHTrULU4UAgTID98WVKj3v3oF4aHp1n/66Se3OFEIECA/fFtQoXNO3tPsunUdc9bpJ7hFiUOAAPnh24JyLZj7ienaso752+F1zMsj73eLE4cAAfLDtwXlevf564ML6qBL1jG/LE7+KoEECJAfvi0o11N99g8uqGNuO8otSiQCBMgP3xbktPiHL8M1OD567V63OJEIECA/fFuQ0/sv9Qsuplp74+efWJccQDYCBDk9e+MhQYCMvPkwtwgAAgQIsmj1v4Ht1gwCZNor/d1iAAgQIMgyfdyd6faAdmuYJQtnu8UAECBAkEXrjitAnr7hILcIAEIECMrQeuNqOFeAvP/CzW4xAIQIEJQxY8LAsPrqp+8/c4sBIESAoIzn+h8bBMiIa/dxiwCgDAIEoWVLF5pB7dcNAuQ/Y65ziwGgDAIEoZmTHwxHY/84d4ZbDABlECAIjb3rpCA8Hu+1u1sEAFkIEASW/7LI3NehbhAgb4/8p1sMAFkIEAQ+nTIsrL5aMPt9txgAshAgCLx0b+sgPIb12NEtAoCcCBCYFct/NoM7bRgEyFsjrnKLASAnAgRm3hdvhdVX87982y0GgJwIEJhVq1aYyU90Me+M6uUWAUC5CBAAgBcCBADghQABAHghQEqEbSSvbAOAqLhilAg3KMrbACAqrhglgoAAEDeuKCWCAAEQN64oJYIAARA3riglggABEDeuKCWCAAEQN64oJcLtbZVrA4B8cNUoEW5Y5NoAIB9cNUoEIQEgblxRSgQBAiBuXFFKBAECIG5cUUoEAQIgblxRSgQBAiBuXFFKBAECIG5cUUoEAQIgblxRSgQBAiBuXFEAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABe/h9toRqi3HR3qAAAAABJRU5ErkJggg==)
PN: 6H21-B-06
CAS: 826995-54-4
Molecule Weight: 325.1
Formula: C10H4BrF3O2S
![5-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-B-03
CAS: 826995-52-2
Molecule Weight: 325.1
Formula: C10H4BrF3O2S
![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