![4,5,6,7-Tetrahydrobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAACEXpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfFz39DHFKaBkMWgZLB/s2FFtJDbFUbOf13+/kPBovqYttdLq738m6O2nysK/WsDV1UzqbEUE5AWNzV5R2lZHfr99HCXmYTnJ0QkfbZOStbd/HjO12O5q/mUrvnaW5q8jRPt43Zc9np6irV0xyLtifl+d5x4xK27Ta5gapphw3nfLZ5brt/uKTJVil621p2dGdVfX2GO2v5P7ldN8U5GMvj2ibIQrLcm1g6epKt7CVnOLLv8HKWFPr1hSwOKBa0QD3Pp28PLl8UxnbougjlLlez9t6k6OicmuTbzAYCj+eMlIJBHTrqlld6wN4yau1AC1BK9AB6BB0BDoGnYBOQQuOH9qFxDyvjV/o9fBuMvITHsF//WeOCZIZGWFdkjSCEadK+PE0F1RKHoCkQoYRKBqmXEJAU6lSiKgM4+g8nJQnlyNA4OBjSxqpKPQxFZcJYHIUTy9TXJKHUerHUHVmqWJ5mSLN4+OYBP15GCQx5oddEjSdLJwtrkQoi4wsBOky98ssG3lKHgFXF6bGfvQBvOs1IPuAT/UFkPcAdQMEwysEfcCX8QLM7gFhH/BFHwaiPuBbZPiX4j7gG2oYSPqAb79hIO0DXbMOE97eK13X3F8w4mbnV8jdXIn/Cn4+P4OMuinhfYRd9SQ7H3AUbw4/u7oZGN6H03/eBIrtw3GH+QAAMs9JREFUeF7t3Qe4FNXdx3FjQY2FCJagEBQBK2qsb1CiIhIVu2KMGhuKiiUaVEQlIIoFiAWxgAYFsWABBRsldrBjokERwYZRQUXFiGI77/7mOrOz5+697P7v7t7d2e/neeZ58zJn13tn785vZs45/7OcAwDAYDn/HwAAyAUBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYVF6AfP+9c2PHOnfYYc61aePcaqvVbPrf3bs7N2aMc999578KQJW699573frrr+/22GMPt3jxYn83GqCyAuSpp5zbZJPUT71c/Vv79jVtAVSt+fPnuyOPPDJ1Slgu2tZZZx03atQo99NPP/nNYVA5ATJ+vHMrr1wTEMsv71zPns49+6xzX37pnK4qXnjBuV69avapjdpOmOC/C4CE++abb9zAgQPdaqutlhEe8W377bd3zzzzjP9S5KkyAuSNN5z75S/TwfDII36LtKlTnVtllZq2erQ1e7bfAkBCjRs3zrVu3TojLNZYYw135plnus6dO9cKkiOOOMK9//77/tsgR5URILvumn48NXy4v7e2G25It99tN38vgIR55ZVX3O9///uMcFh++eXdscce6z766KOo3f333+/atm2b0e6XqYvTiy66yC1ZsiT2jshF+QfIiy9m9m38+KPfoja1ifeV6D0AJM7ChQvdCSec4FZYYYWMUOjYsaN7QY+1s1i6dKm7/PLL3ZprrpnxGt253HXXXX5z1KP8A6RPn3QQXHKJv7duahu+7rzz/L0AKth3333nhg4d6po2bZoRAi1btnRjNUozB7ozOe6444I7lfh7dOrUyc2cOdNvjizKP0B23jkdBE884e+tm9qGr0v9QQBIhgcffNC1b98+46S/6qqrun79+rmvv/7ab75ML774Yuo0s3PG+ylUevTo4RYsWOA3R0z5B8j666eDIJ8P8+OP06/bYAN/L4AK88Ybb7i99tor40Sv7bDDDnPvvvuu3zxvt99+u2vVqlXGe+sOZ8iQIcEdD2or/wAJR1Rp+/Zbf2/d1DZ8XerqBEBl+vzzz4NRVCuttFLGyf23v/2te/LJJ/3mDaI7mL/97W/BHU38v9WuXTs3adIkv3nVI0AAlKUffvjB3XjjjW7ttdfOOJlrMuBNN93kfsxlQI3Re++95/74xz9m/He1de3aNbgTQo3yD5AWLXiEBVSZxx9/3G211VYZJ+8mTZq43r17uy+++MJvXjRPPfWU23bbbTN+Dt0JnXHGGW7RokV+86pT/gFSiE70XXbx9wIoQ2+//bY75JBDMk7Y2rp16+befPNNv3lJ6E7n5ptvduuuu27Gz9S8eXN3ww03BHdK1ar8A8Q6jHfQoPTrGMaLGI2s2XTTTd0WW2zhJkyY4L7N59EoiuKrr75yF1xwgVt55ZUzTtL6nB6pr/JECenO5+yzzw7uhOI/Y4cOHdxjjz3mN68K5R8gzz+fDgJNDszluacKpaX+8KLXMZEQMTvttFPGCUClLlR0T1VbLcNAYaeihqNHjw6q5cY/k7XWWstdddVVZTn6ac6cOW7ffffN+Hm1HXzwwW7evHl+80Qr/wARPYIKw0BlSpZlxIh0e5VBAX5266231vrixzeVtTj00EODyWi6KkbxPPfcc7XCXDPKTzrpJPfJJ5/4zcvO5MmT3WabbZbx8+sO6vzzz6+av53KCJBZs2pGUikQNCpryhS/RZpuJcO2KsDIiAn8TFeOq6++evRlP/7444Pn7QoNP0i0rZL6W9OVpkKHDtPC+e9//+uOPvpo94tf/CLjeO+2227u3//+t9+8rH3//ffummuuCe6Y4r+L7qj0d5P0svGVESByzz3ONWlSEwwq2X7yyTWPt1TKXWmvx1SnneZSlzA1bVS1VyXgAVdT/2i77baLvuAKjpAeW92T+vtSZdZ4wMQ3jbzZc8893ciRI5mdbKS+pksuuaTWMd5oo42Cx4eV7NNPP02dkk6uVZNrxx13dM9q2YmEqpwAEY2satcu/Xiqrk1tCjzBCJXtr3/9a/Sl/s1vfhNMTstGJzlNGFMVV/+qMtx0ktDV8rXXXus++OAD/y2QhQJCQRE/jgoSBUqSBjG8+uqrbvfdd8/4PXWn9ec//zmRfyuVFSCiTjUtW3vooS71F1nzmErbhhs6p6tKlrSFR6N4wsclK664Ys4LCakDd8qUKUG1V38IZ3xTHSUV9nvnnXf8t6h6eiSlsPVPqHqEpUdZSXXfffe5Nm3a1ArMiy++OFjwKikqL0CAPKji6nrrrRd9ibXug4XmAmhy22mnneY22GCDWiESbnpMpqtq9bdUM3WCqzPcf6SjTnN1nlcD3VkNGjSo1iO7DVMXu3pkmgQECBJLHZgqPRF+cbXgUKHKX+guRrOidTLwQyTcttxyS9e/f3/32muv+S9PLN21afit//hPncoarpv0TuVsPvzwQ3fMMcdkHTTwr3/9y29eUao3QHT7fNttNWuqI5EGDx4cfVmbNWvm5s+f7zcpCJUD1yQ4FdzzQyTctE/DO9U2qR599NFg4l/899awVh2bahnWWp/nn3/e/d///V/G8dEdWs+ePSti2HI21Rsg4YqFnTv7e5AAWo0uPmNYM85LQXcbAwYMCO4+/BAJN9216O4l176YcqcSIyo14v+eGumm0iTINGbMmFqPQX/1q1+5K6+8siwnTtanegOkTZv0qK277/b3ooItXrw4Y93rU045xW9SEuoHUX/I9ttvX+vkGm46kZx66qlB/0qhHq+Vikp7KAj90h4qgqjfB3X73//+5y688MJgrlH82G2SurB9+OGH/eZlq3oDRMtehgHSurVzS5b4LVChjjrqqOgLqTuBchj1ohFaGqnlr3wX3zTSSyO+NPKrnK9EFXQqp66y6vGfX2XXVX69mosL5kt/F6p84P8t7L333m727Nl+87JTvQGizryOHdMhMnCg3wIVSI8Hwi+hFgX6z3/+4zdpdJoPoDkk6kT1RymFmzqh1fE6ceLEsponoQWctJBT/GfVJEst+FTX3Bos2xNPPOG23nrrWsdV85dKWb4+X9UbIPLCCzWz2hUgq63mXJE6WVEab731VlAYMfwCqtR2udOsdl3Na5a7v+JeuGkYqGbJa+hnYxV71JKxWjrW/9n+8Ic/sMBSgejObcSIEVkX0FIFhHJ8xJm8AJk5U4P//X+t27HHpu9CjjzS34sKoVIl8b6Ggw46yG9S9lRvS/WTVH/LfzYebqrbpc5pFXtUX0+x1bXEa/v27d2DDz7oN0cB6E7urLPOqnVBsc022wR3KuUkWQESVuFt3lzPCfy92X34oUtdtta87he/cG76dL8FKoDWaQi/aK1atar44oca9nr77bcHz8frKvaoIbIa/XTLLbe4zz77zH+LBlNItWzZMuO/2bRp06Avp5z7aJJCfSDqC/E/9+7du5dN1YNkBUjfvum7iaOO8vfW7bLL0q/bYYea/hFUDJXVXn755YMvl/oUtAxpkixZsiSoJaU1S+KP6OKbrla7dOkSPOr4WMs5N4CGQHfs2DHj/XVc1cG/cOFCvzmKTKOyNDor/nnoDrVfv37BaK7GlKwA0eTA1VdP303kWgVTnZQbb5wOkdQVHSqDTpa//vWvoy+WZn4nmTrU9ehIxR41OdIPEm0K01133dUNGzYsr8mTKvui9w3DONw0g3+mHg2j0eiO7+9//3swXyT+2WgY+G2aEN1IkhUgcuml6SDYaafc7yY00Sx8XYsWNWXiUdZUFmOvvfaKvkydOnWqqiGkWoti6tSp7sQTT8yo9+VvupsYMmRInY891H90Weou3L+7ad26tRs3bpzfHI1IM9b1efuj9373u98FM91LLXkBorsJVekNw2D0aL9F3fbYI/061lEve3oWH36BNOz1/fff95tUDY3QUQfr6aefXqvfIr5tu+22weRGzR4XzdDfOHX3HW+z2mqruYEDB5bF/Blk98orrwR3mfHPTbW2NPRbtbdKJXkBIvfdlw6C9devWXAqFyp6t+KKNa/TglRVtr5xJXnppZcyZkCrfHYx6Bmz5j5ogpxmXR9wwAHB/A1NUFRJknDbYostgn/XfrXTEGLNxi7FSKlspk+fHgwsqK/Yo0rb+/+mfpZ8Hnuhcd199921PmP1h2nIdSkkM0Bk993TIaLO9Vydemr6dQce6O9FGdAIpXjhQpUNLxQ9FtOJ/7zUHagK32U7yeaz6VGDhhdrQphmmOuxU6kpbFXQUENv/Z8v3HbYYYcgdFB5dKeodUZ05xj/TEsxmCS5AaK1lcPlbbWOeq5F3T791LlmzdIhMm2a3wKNTIsRhV8SXflrlFJDacZ6nz59giHA/sm1vi3f9ipX0qtXLzdjxgz/RygJ/Z4q9hgfGqx5HtVYZj1pVOEgvohVKf7GkhsgoiJ6y/0cBAcf7O+t27Bh6ddtuaWmiPot0Eg0NyH8gmhyW0PX2lBFXE3c80/04ablb7UcqTqh1V+gE/CXdSwBoH+fNWuWu//++4P+GY1o8leli29aL1uP3hpjhvGf/vSn6OfQqoFIBv2thp/ryy+/7O8uuGQHiGrsr7VWOgwee8xvkZ0eM2y+efp1113nt0AjmDt3rltzzTWjL8h1DfhctJCPv9SqNnVE6t9VUmJegfrA1LmvGeaaFObPLtamR0vjx4/3X1ZUBEgyESCFdvXV6SDYaqvc7yamTEm/TjPbizDTF7nTOHhdsYdfjgON/VMqE6GRSn7fhh4t6TlysUdyaRjm8OHDsy4+1blz55IVfyRAkokAKTTdTWy2WToMrr/eb1G3/fdPvy510kHjOffcc6MvhoapWkp3aDSVP8RV/78q45Z6yKoeW+nxlb9WiO5QtI52sR9rESDJRIAUw6OPpoNg7bVVtc5vkd1bbznXpEnN6zS8d9YsvwVKQKOX4qVK8i0op5Ox5jXE7zo0BLhv376NXgpCtFa41gyPB4nG+BfzbogASSYCpFj23TcdIn/5i7+3bueck37dnnv6e1FkKnfeokWL6Euh+j/50J2FHnfFT856FBZOpCsXGpr8l9Tfpfpgwp9TZbyLNZKGAEkmAqRYdMII7yZWWsm511/3W2SnETfrrRe87ofU9uUDD/gtUCQaWrrPPvtEXwit5pdPqRL1d6i8Sfh6nZw1ya+cK8k+8sgjGbW9NNJMhRQLjQBJJgKkmFInjyBAtP3hD/7euv3jH25u6jUPpLYb2rZ13y9d6rdAEVx55ZXRl0GlSrSoUa4UHvEV3lS9tFiz1QtNBSI1iTH82fX4TotOFRIBkkwESDHpbmLdddMhMmmS3yKrn3780d213XbupNRrdklt1wwe7DdBgemPX+tdhF8GrcaXKz22it95qIKpOtAriSZHHnzwwdHvoL6fO+64w29mRoAkEwFSbLqSCwOkfXuVIvVbZPWfp592rX5+Pq25CA1dcwF1U39AvOyGqo/mSh3m8T4PhYfmfFQi/S5agyP8XTRCa1KOFz3LQoAkEwFSbBoe+dvfpkNk6FC/RZ0OP/zw6MM5/vjj/d0oEM3gDo/z5ptvntc64BptFb5W/QelqAdUTAqR+MleJdcLsQY5AZJMBEgp6KSiBacUIE2baqiP3yKr9957L6ohpOfSKlKHwtJjmvALoH6LfE5uekwVrpOgDvNK6fNYFhVgjC9tqlDVXVpDECDJRICUisodK0BS21cnnODvrZMK0YUf0C677OLvRgOodIjW3A6Pryb45eqLL74IVmcLX6tS5kmiQQFt27aNfr+j8lmyOQsCJJkIkFJJ3U0sWXVV92LqQI9O3U18kOOSnXqcogJ74Yd05513+k1goKG1O+20U3Rc91cVgDyoPEn4Wr1POQ/VtVJfjh7Lhb+n1sq2IkCSiQApoVl/+5u7KHWgD0ttR3fq5O+uk0Ij/JAUJvk8o0d2Wn8jPKa6k/hUZfVzpBNrOMtcI7fKbZJgIV1zzTXRcdpoo43MM+kJkGQiQEpoaerEv1+rVm61nw94Pus/6/FV+EH179/f3408TJs2LaNUiRZ0yke8qq7KkySZOtW1+FP4+55//vl+k5wQIMlEgJTY7bffHh3w1q1b57w4kT6c8KSnjnV1sCN/CxcuzKgDpZXz8qH1PMLXanEn6xV5JdF62OEd1+qrr57X3VqIAEkmAqTEVC6jY8eO0UG/6KKL/CZ16tGjR/Q6DfFFfnTsu3XrFh1DfQ75Lvkaf30+ne6VLn6isNx1ESDJRIA0ghdffDG6m9C6wrlWQdVkwnCBIw0bffrpp/0mqMfVV18d/bFrwt8777zjN6mX1s4Iiw9qPY9c7x6TQP084ZBlzQ3RKLR8ECDJRIA0kuOOOy468EcccYS/u06DBw+OXrfddtsVfR2HpNBjmHipknz6n0LxNUK0GFS1iYeAVlDMBwGSTARII/noo4+CKzkdeF3VTp8+3W+S1dKlSzNWl7v55pv9JvCon2LTTTeNjpkeBeZLj7/U56HX6+4x17vGJNG6KOEx/N3vfufvrhcBkkwESCO64oorooOvleJ0ksrFxIkTo9ett9567ksVbUSd4n1HChJLx3f85KnFl6qR/j7btGkTHANd9MyePdtvUicCJJkIkEaku4mNN944+gBGjRrlN6lT165do9edo0WokNVdd90VHSc9wtKjLIv4vJEbb7zR3101NIQ8PA5D86jrRoAkEwHSyO6///7oA9DCPosXL/abZDVr1qxoaKWWS50zZ47fpOqpk1yd5eHx1aQ4q/h6GSqBUq2ef/756DioXlauCJBkIkDKQJcuXaIPoU+fPv7uOsXLaey3337+7qqm4bl6Th8en321xLCRCgmqtLneR/0g1UwrNIahrDkhuZZwIUCSiQApAxoeGi+NMXfuXL9JVosWLXLNmzePPsDJkyf7TaqWJgiGx0UTBz/55BO/Sc7i/R8NLSqYBPH1T1544QV/d1YESDIRIGXitNNOiz6IAw44wN9dp+uuuy56ncpu5zsxLokee+yxaJ6N/u8///lPv0leRo4cGR1jDaOudpr8Gh6P0aNH+7uzIkCSiQApE5999plr1qxZ9GFMnTrVb5KVHil06NAhet2wYcP8JlVFdxrxMuuWWdM+lWoP32/ChAn+7qoTH5iQa20sAiSZCJAyotIY4Yex5ZZb5nw3oeKA4esUQpZaRUmhvqDwWKjjO9djWB/dEYbvqcEL1U7ViMPjccghh/i7syJAkokAKSM62W2xxRbRB5JPraX4c+levXr5u6uC7r7CY6CFot5++22/icnOO+8cvW++JTySSHfL4fHolOOyBARIMhEgZUaPrsIPRB3k+rLmQkNLw1Id6pB/9dVX/SaJppOSlqQNj10hF97aaqutgvfU5Dk9Mqx2GnkVHudtttnG350VAZJMBEgZij8yUee6T6O0tAqe1qU49thjoy3eF9KiRYuMfUnedHKK17lSnbFCCmdfa3U+1AhXKtRE2FwQIMlEgJSht956K+NuQsN849q3bx99aGyZm+YoWEqV1EdhrPfWHSFqhAM+dGxyQYAkEwFSpuKVXzXRMKTV8/yTJlt604S/mTmuN5+r8A5EC3mhBncgEAKkTKmkiUqbhB+OSp7o+fvWW28d/dupp54aBIq/jR07Nmjv/3uSt9133z06LptssklB70LoA8mkwR7hsaYPpLoRIGVMxRXDD6dt27Zu+PDh0f+vqrK5lpGoBl9//bXbbLPNouNTyH4QRmFlYhQWQgRIGdNiUSrzHn5AWr0w/N8PP/yw37zqaX5CMUZiMQ8kkwIgPB4HH3ywvzsrAiSZCJAy98wzz0TLqIbbPvvs4zfDz4oxF6R3797Rez7wwAP+7qpz9913R8cj15n+BEgyESAVoFu3btGHpHWp81nIpxoVeja61v8I32/IkCH+7qozcODA6Hjceuut/u6sCJBkIkAqQLyDWM/jUb9C18NSccbwvY455hh/d9VR+ZLweDz33HP+7qwIkGQiQMrcQw89FH1AeiSjEu5YtkJW5NWSwWG5fQ3prWbqlwuXENCw5m+//dZvkhUBkkwESBnTKCsNSQ0/oBEjRvhNUA9Vig2PXUPXBIkPZnj//ff93VVDc2zC47Dnnnv6u+tEgCQTAVLG/v73v0cfjsbb6+oPuSvkqoTxjvRcn/sn0eWXXx4dh8suu8zfXScCJJkIkDK1cOHCjPW8tSoe8qd10fXoLzyO1nXRH3300eg9qnkUnJYZCI+Dhk3nigBJJgKkTPXs2TP6YLp37+7vRh7iCyBpnkg+J76Q7mbWWWed4D1ULqUhj8MqlU4Q4XHU7Px8ECDJRICUoVdeeSUYrqsPRTWHdBWNhjn++OOjP3TN4tfM9XxpnZXwPVQVoNrEl10eOnSov7teBEgyESBlaNddd40+lAsvvNDfDQPVxlJwhMe1R48efpNlmjFjRvT6du3aVVWf1IIFC4JRV/rdmzRp4j766CO/Sb0IkGQiQMpMfJZvy5YtC1oUsNrpzi6+bsi4ceP8JsukdVjC1993333+7sQ677zzGhS+BEgyESBl5JtvvnEbbrhh9IGoqi4K6+qrr46OrwYp5Pt48N57741ev8MOO7iffvrJb5I4uvtYY401gt9Z82G0Xk2+CJBkIkDKyMUXXxx9GBp+Wg0np1LTMY2XhunYsWNepU702Cq+oNeYMWP8Jolz9NFHR7/vUUcd5e/OCQGSTARImfjggw+iaruaOf3CCy/4TVAgGiKtiYXhH36+/Uzjx4+PXqv3+eqrr/wmiaHh42Exz9VXX908iZIASSYCpEycf+SRboWfPwjqLRXftGnTolInGvGmRanysccee0RfnDPOOMPfnQgKxnglhMGDB/tNckaAJBMBUgY+nTHD9Utd5R2Y+hC2XmMN9+GHH/pNUATxjmEVX/z000/9JnV67bXXgvkgeq2u0B955BG/ScXT46rw+GgCYUMWMCNAkokAaWw//eS+2XFH93zqA/hHapuWR3kINIxOiOGoquWXXy71Zdjfb1KvQYMGRV+e9dZbL+hsToqbbrop+t00F+nVV1/1m+SFAEkmAqSxqa5S6uBr+7RNG/djjtVNURjz5s1LnfybupYtVW9sOTdhwrV+kzqpQz0+Z0drjyxZssRvVnEmT54czPUIfy+FSUMRIMlEgDQmdb62aBEFiBs/3m+BEpg06Y7Unchyrls3zXFYxc2fn/sJTp3Ka6+9dvQl0hKvlTzBUIM31Fke/j4agVUIBEgyESCN6bzz0uHRubO/FyV07bXHup49lwu2/v03d0uX5l7qRDPU9Zgn/CKdcMIJFRkiCo94GKpc+9KlS/1mJgRIMhEgjWXePOdWXrkmPFZc0bkGPmNGw3z77VeuX7/2UYjcdltPv0m9NMEwHNWl7fDDD89rfkljmzJlSsadhyZJFnJ4MgGSTARIYznooPTdR69e/l40gvfeezn1UawchcjLL9/jN6mX+grCIpja9t57b/fFF1/4zcqOfu54n4fCo9DVhgmQZCJAGoOWVw3Do1kz5/IYPorimjr1yihAzjxzLffZZ+/5Tep15513Rsvfatt4441N5eNLQXcY8aG62vTYqpB3HiECJJkIkFL74QfnOnRIB4hxgSMUh0qdDBu2dxQiV1yxs/vxxx/8ZvWaNGlSVDtKm6rYaiGrcuoXefLJJzMmCWpTh3mh+jx8BEgyESCldt116fDYfHOtVOS3QCNbvHiBO+ecFlGITJz4N7/JMr3xxhupj3fzjBP0jjvuGFQEbkyaqxKvbaVNAwAKMVS3PgRIMhEgpbRokXPNm6cDZPJkvwXKxOuvT3EnnbR8ECAnn7yCmzPnSb/JMmV7RKTHW/rSvfnmm37zolL9rz59+mTcGWnTDPOGThLMBQGSTARIKalmUhge++3n70WZue++c6O7kD59tDbLZ36TnDz88MMZZfq1qbNdJ9Vir3WvL/Xpp5+eMcxYm0ZcqbZVQ8qT5IMASSYCpFRmzXJupZVqwqNJE5e6pPVboMz88MN37tJLd4xC5PrrD/Sb5ExL6F5wwQUZQ2XDbaONNnIDBgxwzz33XEH6SWbOnOkuu+yy4O7C/2/pDkh3RdaqulYESDIRIKXStWv67uOcc/y9KFMLF85N3TiuGYXI449f5zfJiwo29u3bt9ajpHBr2rSpO+CAA9xFF10UrE6pEVx1DanVv+tkfM8997hLLrkkmAXfrFmzWu+pTcN0tZKgZTGoQujSpQsBkkCHHXYYAVJ0Eyemw2O99Zz78ku/BcrYc8+NjQLk1FNXdf/972t+k7xpfsiIESOChcP8k319m6oG+/9W37bVVlu5oUOH5r2GeSFMnz7dnX322cEdVvxn2nrrrct2aDNyo0efV111Vcb8IdVQK7bqCxANi2zXLh0gN9/st0AFGDXq6ChEBgzYIvUFKlzRxDlz5gQneU08DBcVs24aMqy5HHqEVeorfT1+U5+O+lxatmxZ62eLb+oD6tmzZ513VyhfWrpg0003zfg8taRBKR6LVl+ADBmSDo9tt9W3zG+BCqBSJxde2C4KkbFjT/abFISu7FST6rbbbgvWK9Fjqd12281ts802QUd8uOkqXv9+0EEHBaOrRo8e7Z5//vnUz1naas4q1zJ16lR34oknBiXt/aAINy0d3LVrV7fuuutm/LvWpb/yyitL1pkPO40c3GeffWp9trvvvnvQf1cK1RUgH3/s3Jpr1oRHKqHd00/7LVBB3n33JderV5MoRGbOvM9vUhUUUg8++KA79thj6+xzUV0wlbofNmyYmz9/fvTa//3vf8ESwqusskpGe01q1Gg1lB89bu3du3fG4yptejya70qeDVVdAdKjR/ru4/DD/b2oQFOmDI0CRKVOFi0q/m17OdA6JyoYeeSRR9Y5AEArNKqzfOTIkalrp4/9t8jwzjvvuEMPPbTWe+gx3uzZs/3maAR6JKkJpuuss07GZ6SKzTfeeKP7QVU1Sqx6AkQjElJXYUF4/PKXqtTnt0AFUqmTa67ZKwqRIUM65V3qpFJoIuTtt98enOjVt+Kf7LWtvPLKrlu3bu6WW25xn32W/zwZ9ZnocZwfRGeddZb7/PPP/eYoEZW60WNT/3M588wzG/VzqZ4A2WWX9N1H//7+XlSwL7/82J199q+jEJk0aYDfpGItWrTI3XrrrW7fffet9Zgp3BQm6psZO3asW7x4sf8WedOVrEak+Ve6+v/1741xpVut3n333YyhueG21157BeV5Glt1BMjdd6fDo1UrzSLzW6DC/ec/j2aUOnn33Rf9JhXjk08WBI8qNHpLV5n+yUObJkAeccQRwZwTTYosBl3Z6s7D/xl0h1LsGfvVTn1T/fr1q1WxoH379u6hhx7ymzea6giQk05KB8idd/p7kRD33nt2dBcybdrV/u6y9vnnH6R+5uGpE/ZuqZPECqmTdu3QWGuttdwxxxzjJk6cWNLRXeoDUV+I//N079496DtBYelO0h92rQmtGlpebqPjqiNAVLYkdcvnzj3X34MEUamTcePOdKNG/Tl1Vd54z4Vz9emn7wSDAFSiPgy+ffZZznXooBNGzYlDw2y1JK9WKGzsk4dGZfkl5/VYTaO4dMWMhtFwcQ2vjh9fzc/RkGwV3yxH1REgQJlYsGBO6kQ8yA0atH0UGvHt0EOXc926beD69j01GJJZiFpchaQQ0zwRzReJn+g0I19zZZA/VSXQEOz4Eszafv/73zf6cgPLQoCganz33Tdu+vRb3PDh+7k+fVoFZVC09e3b2l166Q7u1luPdTNm3Jq6M3jXf2mDqNSKOvYHDNiyVmCEW9++G7p77unt5sx5xn95WdKMdc1cjy8ZrE2lYDSBEsumxcJUocAfht26devUnfQ4v3lZIkBQFebP/1fGzPVlbQ2lSY73339Bvf9N7Zsw4fyK7vBXDS1NUIyfAFVGQ301H374od8cP5swYUKwvHL8uKlszsCBA90333zjNy9bDf+mAGVOHdRnndUsOnFfdVUX9+qrDwbrq3///bfuiy8+DGaxjxx5WDCCyxogc+c+E9xF6G7CD4tw013IxIn9C1IAspyoUrG/xoqurC+99NKSdviXu9dee83tscceGcdJmyaExisEVArbNwWoIGPHnhSdwPW/66Ny8cOH7+v/c1Y//fSje/PNx92dd57mzj13g1phEW6DBm3nHnrokqD/I8l05XzxxRfXKkDZpk0bN378eL95VdGkzl69egXrv8SPzQ477BBUSa5UpQuQ5X4eRqstF/m01zrmY8eqGL5L/bW61F9wzab/3b27c2PG6AG4/ypUCfV3hCfzhvZvaKSXltcdM+YE17v3urXCItw0smry5CHBSKtq88EHHwSLZOlRVvxk2blz55Is11tOVNxS9cf8GmUtWrQIqgWokkIly+HsXCD5BILk2v6pp5zbZJPM9tm29u1r2qLqnHLKStGJXVV8rfToSfW2/LDQpkdfQ4fu5h577NrgkRmcmzFjhttxxx2jk6Y2XYGfcsopwUJeSaeh15tvvnnG769SM6rqXIiKAeVgGWfnAoqfzHORS3vdFqc+kKCN6lz17Oncs8/WLBClD+iFF1zqvjFdA0ttJ0zw3wUJF79T0CgsC/WT+KGhYLrqqj1T1yUjU39uC/yXwNXUKlMpFl1xx0+kmhR5zTXXBFfoSaNVJvfff/+M31fbgQce6ObOnes3r2j1nJ0LLJdAiFtWe9WBUVHEMBgeecRvkTZ1qnOrrFLTVo+2qC5aVW666fDopN+r18pu3Li/pL7I04MO9Fypv0Nhoderj0TDfb/+epHfDHVQIcjzzz8/uAKPn1Q322yzkqycVwpfpi5czz333Fpl1rfccks3bdo0v3ki1HF2LoJlBYJvWe133TW9f/hwf29tN9yQbr/bbv5eJNhHH73hzjhjjVp3EFpL5OKLfxt0rL/00t0FXdUQ2c2bNy9YdMu/OlexSK0EWYk02fMf//hHrQW8mjdv7q677rpEF5+s4+xcBMsKBF997V98Mb1PfRu5zNZVm3hfid4DVeO99152AwduVStE4tuZZ/4q6PjW3QaK65///Kfr0KFDxglXV+5as11X8pXi6aefdtttt13G76F+Hi0jrErKSZfl7Fwk9QVCNvW179Mnve+SS/y9dVPb8HXnnefvRcLpefysWZPdbbed6Pr128SddNIvaoWItpEj/1jxo2Mqga7Mr7/++uBKPX4CVv2vm2++uezKuMRpvfE//elPGT+3NlVQnqXae1Uiy9m5SOoLhGzqa7/zzul9Tzzh762b2oav69TJ34sq8803X7rZsx9z9913ruvde52MEHn22dF+cxSJrtTPOOOMWmXjt912W/dUmY2c1EqQAwYMqLWgV9u2bYMqydUmy9m5SOKBkO/mW3/99L4FeYx+0bKe4es22MDfiyq2ZMkXQT2sMEC0siFK6/XXX3ddu3Z1/lX94Ycf7t4rgxVE77jjDveb3/wm42dbc8013RVXXBHUtapGWc7OReKHQj6bLxxRpS2fMglqG75u1VX9vahy8+bNiALkL39p6u9GiUyaNMm1a9fOxU/UWlipf//+RVs8qz4vv/yy22WXXTJ+HlXOPf7445e51nzSZTk7F0l9gZBNfe0JEBTB0qVfRwGiOR5oPCobP2TIkGAhpfiJu1WrVsG68KWwYMGCICT8MusKk5deeslvXpWynJ2LpL5AyKa+9i1apPfxCAsF8skn86IAUfkTND6dxHv06FHrJL7zzjsX7SSux1GDBw8OHk/F/5t6fKXHWEjLcnYukvoCIZv62heiEz11FYHqoAmA778/0//nDBp1NWrU0VGAjB59vN8EjUiPkTp16pRxQleoHHfccQV9jKSOcP/xmTrM9fhMHejIlOXsXCT1BUI29bW3DuMdNCj9OobxVo0wFFTg8PHHh7v58/8ddJr/+OMP7ssvP3b/+tcD7sorO0ftTj999dTdyNv+26AM3HnnnUXpyFYHvobgxt9Xm4bqlkMHfrnKcnYukvoCIZv62mvFs3CfJgfmMl5c4/o33TT9OiYSVo0wGHLZtJbH228/578Fykh9Q2kfeOABv3m9NIRYk/78MuuaHKhJgqhflrNzkdQXCNksq70eQYX7VaZkWUaMSLdXGRRUjUWL3k9dL9zl7rrrjGB4br9+7YOquqqgqxInmlQ4YkR39+yzY/Kqj4XGpcl8RxxxRMaJX1uXLl2WOZlPkxhVZsSfxKhyJCpLUs6TGMtJHWfnIlhWIPiW1V5/IBpJpf0alTVlit8i7bHH0m1VgFGFGAEkwjPPPOO23377jCDQHcVpp50WLOTkUxkVFTiMt1cZlXPOOaeiyqiUgzrOzkWwrEDw5dL+nntc6pOvaaOS7SefXPN4S6Xcv/qq5jFV6o/IrbBCTRtV7a3yldGAJNIdw6hRo2oVNNRCTsOHDw/KxtdVyHG//fYLSrAjf/WcnQssl0CIy7X9E084165dZvtsm9o8+aT/agAJUldJ9bXXXrtWqRSVkteiT7Bbxtm5gOIn81zk017L1WrZ2kMPdW6jjWoeU2nbcEPnDjmEJW2BKlPXok7hXYmWmU3iYlallsPZGQAq09SpU4PqvmF4aFJiNSynWyoECIBE+/bbb92FF17I46oiIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+H/JMUhR4+JpCAAAAAElFTkSuQmCC)
| Product Number | 6H21-1-Y5 |
| Synonyms | 4,5,6,7-Tetrahydro-1-benzothiophene-2-carboxylic acid; 2-Carboxy-4,5,6,7-tetrahydrobenzo[b]thiophene; 2-Carboxy-4,5,6,7-tetrahydro-1-benzothiophene |
| CAS | 40133-07-1 |
| MDL Number | MFCD00464469 |
| Molecular Formula | C9H10O2S |
| Molecular Weight | 182.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-1-Y5
CAS: 40133-07-1
Molecule Weight: 182.24
Formula: C9H10O2S
![5,6-Dihydro-4H-cyclopenta[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-1-Y6
CAS: 40133-06-0
Molecule Weight: 168.21
Formula: C8H8O2S
![Methyl 4,5,6,7-tetrahydrobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-1-X0
CAS: 91489-09-7
Molecule Weight: 196.26
Formula: C10H12O2S
PN: 6H66-1-57
CAS: 51632-08-7
Molecule Weight: 168.25
Formula: C9H12OS
PN: 6H15-1-0A
CAS: 57021-53-1
Molecule Weight: 166.24
Formula: C9H10OS
![Methyl 5,6-dihydro-4H-cyclopenta[b]thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABdWAAAXVgFnQxApAAACD3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF79h3qKQKlo1aVKrSUsr7dvkgJMiAa6AvP37naFJYcmYAPnOd8/ZvjuzeDiVBRxM3eS2SoignICpUpvl1S4hry/fZhF5WC5SdELHqknIW9u+zxk7Ho80fTOlPtmKprYkvX1+avKRz9Gjtt4xyblgv56f1h0zy6um1VVqkGryedNNPtlUt90u/rEEK3V9yCvWu7OyPvTRfkvuXk5PTUY+z/IVbStEYZsXBra2LnULB8kpvvwL7Exlat2aDDZnnPaowrMvF8+PNt2XpmpRdBHyVBfrtt6nOFHawqR7DIbC98eElAIB3dpyVdf6DE5y01qAlqA90Aq0DzoAHYKOQMegBccP7UJingvjFno5vxvcLfyA/hs+a0yQTMhMUi/yFcw4jVQ/8nCgC6oCFQB6BXEEHo08pcCnMo4FBHhe5V20D1vvSeDsggsa8TiA68ipCv0YMLYfRgM1DDnHQcZKXLSLEdlQisiNUn3qmB52zc9ysbFVNhAhzxKyEaRL3E+zbeRH7gjYOjM1tqML4FyHgBwDLtPTgDcGXF2ugLwHqBvAn17BHwOu5ldgdQ8IxoDrkGkgHAOun6a3FI0B133TQDwGul6dJpx9VLqut//DiJuDDJC7Rxd/FfxyfSYZ76Yi9xE26El2ud8o3tx9NvgxMPwdLv8ATeGK9IhTqrgAAC3uSURBVHhe7d0J3JVz/v/xDEJEVPrZVZZQsgzGXpYMoSEG1dgiKaLC31aRLDGSFsoWyTJSsmSKkFSIJk1oYlTDKMkIlSXM93/e15nr6u577uWczznnvq9zzuv5eFwPub/Xdc51Xfe5r/e5ru9WywEAYFDL/wEAAOkgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAKRQTJzrXqZNzTZo4t+mmztWpk/y3fqYyAKhmBEjcffGFc0cemfhN1ap8adXKuS+/9LcGgLwhQOJs+XLnGjdOBsRWWzk3YIBzf/+7c6tWObd6tXPvv+/cLbc4V79+cp2mTZ37z3/8VwGAvCBA4qxt22QwtGjh3Oef+6VrLV3qXMuWyXXbtfNLASAvCJC4euutZCDUrevcokV+aarFi5PraptZs/xSAMg5AiSuundPhkHv3n5Jxa64IrnNpZf6JQCQcwRIXO29dzIM3njDL6nYtGnJbfbZxy8BgJwjQOJqyy2TYZBJpbjW1TaqVAeAPCNA4mqDDZJh8PPPfknF1qxJbqNtASDPCJC44g4EQMwRIHEV1oGoXiNd1IEAqEYESFyFrbB69fJLKqYWW7TCKgpr1qxxu+66q2vUqJH785//7D777DN/FcTQypUr3WOPPeb22GMPV79+fTdnzhx/laJCgMTVzJnJMKAfSEm6/PLLE7/KWusshxxyiLv99tvdwoUL/dVRg77++mv38MMPuxNPPNFtvPHG6/zOFCS//vqrv0nRIEDi7Pjjk4GQTk90PbbSuvREL3ivvvqq+81vfhNcgDbffPOUINGy3377uZtuusktWLDA3xzVYNmyZe7+++93xx57rNtwww1Tfj/16tWL/n3jjTf6mxcNAiTOEh9St9NOyWAIx8KaNy85DlY4FtattzrXoEFyHY2F9dVX/quggHyV+P1tt912wYWnQeL3+u9//ztxc7nY3Xnnne6www5LuVBp2WuvvVy/fv3c3Llz/ZdDDul3MXToUNeqVSu3/vrrp/wedtllF3fttde6d955x/3yyy/R70vrvpFJf64CQoDE3ZIlLvFJTAZEZYtG41XgoKCddNJJwUVnvfXWc88995xfnLgR/dwNGzbMtW7dusKL2DXXXONm8RgzJxYtWhTUQR166KEp51pL8+bNg/D+uwY59fzrX/9yW265ZbDejjvu6FasWOGvUvAIkELx/PPOdeiQHJ1Xc4Fo0b87dnTuhRf8tVGA9O02vDBdmkZDiC+//DJ4jNKmTZtyH6PslLh77dWrV9F++82Xjz76KHGzP8D99re/TTmnWvbff/+gXOtV5emnn462a9++vV9c8AgQIAb0+CmsgG3ZsqX78ccf/VUqpW+3qsjVHYxfkatl2223dd26dQvqV/R4BeuaN2+eu+GGG4I7Cv/caVEDhjvuuCO4I8lUly5dotcZOXKkX1zQCBCghq1evTporaMLTJ3EneWHH37or5IRNSV9/PHH3emnnx68nn8xbNiwoevcubObNGlS0Fy4VKmu4rrrrguaS/vnSI0YVNehu0LVfWTj+++/d3vuuWf0+/3ggw/8VQoWAVIKZs92iU+wc/37+yWIgQsvvDC6cN13331+cVZ08Ro3bpzr1KmTq1u3bsqFUq2Fzj77bPfss8+6H374wd+86EyfPt317t3b7bzzzinnQo8B1apKvwO1ssol1ZGEd4Z777130ZxrAqQU3HZbsqI98a3KvfuuX4oaNHbs2OgCpjuGfNJjsYkTJ7rzzjvPbbXVVikX0M0228ydddZZ7qmnngruioqB+mC89tpr7pJLLolat5VdNtpoo6D/xqhRo4L+HPmkxg/h+3ZXR+EiQICUAs2rvvnmyRBRiy7Egprnhv0FVOFdna10fv75ZzdlypTg+bx6u/sX1k022cSdcsop7tFHH3Xffvutv3ms6bHcSy+95C644AK39dZbpxybHiOpQnvMmDHB477q1K5du2Af1MpOd32FjgApFXfcsbbJ7xNP+KWoZqrIDpuGbrDBBm7GjBn+KtVG39KnTp3qevTo4bbffvuUC66+pZ9wwgnuoYceCvqpxJHurp5//nl37rnnRk1nyy66u+rYsWPQKqom7650/sJzrKFOsq1fqWkESKn46Sfndt01GSA77pjsiIga06dPn+ji1j9mdVMzZ850V155pWvcuHHKhVhhd/TRR7sRI0a4pRoBoQYpCPQIsEOHDkFA+PuqIFGgKFgybdWWT3qkFvbhUUV9IQ91QoAUun/+07muXZ17+22/JJU6pilAtNxwg1+KaqJv++EF5Mgjj4z1BWT27Nnu+uuvd7vvvnvKBVotlY444gh39913V9tgj999913w6EmPoMprYaZHVmqU8PLLL8e6hZnOabjPGpKmUBEgha5bt2QgJG6L3apVfmmqNm2S66sj4r/+5Zciz/7zn/+s8wijui68uaDmpxrXSa2I/Au3loMPPtgNHDgw54M96pypkrtt27bB4zT/fVU5rkpyfbOPcxiXpToo9S3R/tf0I8xsECCF7sUX195VJL7VVElt0DfcMLn+mWf6pcizsBJVy4QJE/zigvHPxJ3vLbfc4g488MCUC7qWfffdN/hm/Y9//MPfNC1qRqvmtMccc0y5vezVDFfNcdUst1CVbUSh46nORhS5QoAUgxNOSAbCJpukN/R7jx7J9ddbzzmGuag2w4cPjy6AxdKMUzTm06BBg4LBA9W6yL/YqxNd37593Xvvvedvug5VKA8ZMiR4rBeORlx2UYc/dfx7t4iaoqvJdHh8+W7GnQ8ESDHQt7zwriKdD6Hau4cj+O6/v5rh+Gsgx8p2JGvRokVOO5Lpwqte5br49uzZM6g4Puecc4IKWv1X/6+fq1zr5bPljwZ7VFBWNNhj06ZN3dVXX+3e/l+dnYYG0RAh4eMcf9G50hAjGmqkWKm5cXi8GtuskBAgxSJxgQgCQcvUqX5pqsQfebT+Aw/4pcgh9QbXkOu6QORiKAv1yxg9enQQDBrl1b/oprNoO22v18lXPw8N9vhA4rN13HHHudq1a6fsQ3l3GVo0iOHNN9/sPv74Y/8li1LZoWw23XRTN3/+fH+V2CJAioWenzZsmAwETS5V1V2FBtTTRFVav1EjXZX8NZAjF110UXRxVPNXK909qKe4Ovn5F91w2WGHHYJKbt19hIv+Xz/31w0XvZ5eV6+fL3q+/8gjj7iTTz653MEe1SdGw6ZbBissBnq8l81gmjWFACkmGumz1v/uKtIZ9fOVV9auf+WVfilyQONQhRdJy3De//3vf4POb/skvhT4F131XtewJOotrguQ7nQqo3Ktp/W1nbb3X1Pvo/fT++bLqlWr3OGHHx68n4ZUyecjtUKiR4zh7yGd4fzjgAApJrrrCKe21d3IN9/4a6Q65ZTk+rVrO1cijwyqy6effrrOhEKZjrX05ptvBq2Zyl7gNeyI5kv/29/+5q9uotfR6/nDmeh99f75cvHFFwfvo0c3WKuqCcXihgApNqr/UCBo6dXLL031ySfObbRRcv3Ehxe5kc2Upuosp85wZesIVPmsZq0/aUSBPNDr6vX1PuF76v21H9qfXCNAyrd8+fJ1pjRWo4Q4I0CK0Wmnrb2rSKcd/tVXrw2dyZP9UhhomtPwQqxWROnSHYGmpQ231R2M6k3U8aw66H30fmXHk9L+5OqOJ0SAVEyTfoVfHo466qhYd44kQIqRKiLVJ0SBoD4iVdGIpNtsk1xf84ZU08WqWE2bNi1qwqpn/enOAKje1mUrmDX4n1oy1QS9r94/3Bftl/YvVwiQyl177bXRuVeLtLgiQIqVeqUrELSot3pVHn547fpDhvilSJPqOcIWT6ogVj1IOm699daoE56acqrFUhxoP7Q/2i/tn/YzFwiQyulOUEPD6BypJ34+66OyQYAUK42Ltd12yUBo1kyTJPhrrEutbg480K1JrP9u4sL3Q0yH7Y47zaERfnMcP368X1wujXwbbqOWUdn2E8k17U/ZFlva32wRIFVTk+YtttgiOE8aGfmbdBrFVDMCpJg9+ujau4pBg/zSFN/PnOkeTXzL7JlY/y4N0oiM3HvvvdFFtqtGSE6DvtGH2zRv3jy2labaL+1fuK/Z3okQIOl58skno3N+xhln+MU1jgApZrqrSNwGBwFSr54ebPtrpLizY0e3ba3kCKHFPHxErr3//vtRBz/1Oq+qT4aoTiF8bKWLs0adjTPtXxgi2u9s6kQIkPSdf/75UYg8+OCDfnGNIkCKncYc0lzoCpGLLvJLU6hTV/jMWxMHoWoa1yq8sCpE0gneOXPmRBXmejxUKJ3ptJ/h4yztv47DggBJnzpeNmvWLDhf+tu0jnCcDwRIKTjnnGSArL++xkzwS1NoGO7wG88zzzzjF8MTXgy13HPPPX5xCo09pZFlwwtC3Oo8qqL9Db9k6DgsY2kRIJlRUIdzoaiTZ1yGOiFASsGSJc7VrRuEyGetWvmlKfSNWvMT6MOqjmVx+bDGkQI2DA9VoKdDnfPCbeLS2ipT2u/wGHQ8mSJAMjd48ODonF922WV+cY0gQErEqltucS8kPnj9E8uMsWP94hRl5ynItsK0WGk2QTXV1TlS09106jDUHDPsJNapUye/uKBo/3UcOp5Mm5kSIJnT+GSalVHnTXVQL7zwgr9KtSNASsQvibuI3k2auOa1krOfpTMfhSb20Ye1buLuZYnuYhBR72DNB67zo06Dr7/+ur9KCm0Tjm2l4KmpToK5ov0PA1THlUmPaQLERud82223Dc5dw4YNa/zvkgApIRPGj4/uKgYMGOAXp9Bz17BHteaOwFqaGzw8l5ptLx1jE3d+4TZq8lsMyjZd1vGliwCxmzJlSnQXq4YumQR3rhEgJUZj6+iDt9lmm6XV8qdLly7B+vrAzpo1yy8uSRoYMQxWDZiYzlAlevwQDsmueqXqGtsq33Qc4QCMOr50h4EnQLKjWR3D4K7JR8wESInR1KrhxS+dZ/C6Za5Xr16wvqYdTfcCUaw0VEk4C6AGHNR84OmYPHly9AevUW+LiY4nPDYdZzoIkOysWbPGHXTQQcE51FAnb731lr9KtSBASlD4x6uKuHQqPwcNGhRdIMaMGeMXlxRNChWeC028lK4zzzwz2GbrrbfO25DsNUXHo+PS8ek400GAZO+TTz6Jhjpp0qSJqTl1tgiQEvTVV19Fw3XrW0xVdxX6trP77rsH62+//fZBx6ZSNHLkyCg89GgvXfrDDnupa/KmYqTj0vHpONO5kBEgufH4449Hn0lNS1zdCJASdffdd0cfvHT6IkycODFav0+fPn5x0VPnuTp16gTHv+eee6Y1VElIU8iG5y7X82rEhY4rPEYdb1UIkNxRA5fw3GczvIwFAVKiVPmpC6E+dGoWuFJzglTh+OOPD9bXt8zFixf7xUVLTZ5btGgRHLuG71A9UibCP3ANAVLMwiFO0mmxR4Dkjv52d9ttt+B8qnHMggUL/FXyhgApYZMmTYq+uVxzzTV+cYr58+cHFXZa//TTT/eLi1b37t2j8zRs2DC/uEphpft5553nFxUVHZ+OU8dbFQIkt2bPnh0NdbLffvtVWz0bAVLiTjzxxOib9cKFC/3iFD179owupul0nit0EyZMiEbMbdeunV9cJU0oFZ6v0aNH+8VFRccXHmtVE2kRILlXtrGL/k6rAwFS4j766CNXu3bt4EN36qmn+sUpVqxYEfSA1fpq91+TnZjyTf1k6tevHxyrGg+o8UGmXnrppeiP+r00BrIsZDq+8Fh13JUhQHJPjWHCx8z60vNiOjORZokAgbviiiuiP/xXX33VL04xYsSIaP1i69MQUjC2atUqOEb1m3nttdf8VdIydOjQ4DXUETOTivdCpOMLe0jruCtDgOTHsmXL3DbbbBOcWzWtXrp0qb9KThEgCJpdNmrUKPjQ7b333lX2rNbFtWXLltGHNI5TbWar7JD212t+eaNevXoFr5FOvUAxCOt7dNyVIUDyR3d/YZAfe+yxVTbTzwYBgsADDzwQXTDTmdNC38jD9au6WBSaGTNmBDMy6tjU+z6bYUc6d+4cvI4CtxSEXyx03JUhQPLrqquuiv4+Bw4c6BfnDAGCgO4q1HpDH7gGDRoEQ3aUpcdWBxxwgOvQoUPQTFNLOGeIvu1oLozw54W8/PGPf4xas2gIl2ybK+v19FoaM6sU6Dh1vDruyhAg+aXOvwceeGBwjvUIdty4cf4qOUGAIDJt2rSoxVHZCWtUeRyOn1VKi1q1ZCts5damTRu/qCjpOHW8Ou7KECD5p6mVw0dZagSSDwQI1nHGGWcEHzj19/jwww+Dn5XtB6EKOt15hItaKakVl//zQl3CuiAt6jyYzrwpleEOpHwESP5dcMEF0We5R48efnFOECBYh0aXDYfsOO6444JvMWF9QMeOHf3Vi9Lw4cOjP7xu3br5xRmhDqR8BEh+lZ1RNJ+dfgkQpOjXr1/04QsvCJtuumkwhWupUKfB8ByoM6EVrbDKR4Dkj+rtwikYdFetvlv5QoAgxerVq4M5vsMLqJb+/fv7qxU1zW+u58Y6dj2ms4Yn/UDKR4Dkh1oMquWgzq2eHKhFYT4RICiXRugNw0Otsor94leeqVOnRo0HND+8pdc9PdHLR4Dkh/oshb8D9WXKNwIE5brtttuiD2I2HekKnYauD8+D5S6MsbDKR4DknvpmhV94NIqC5QtPpggQpNDwB3Xr1g0+iLodLmXqlX/ooYcG50KPBKZPn+6vUiVG401FgOSWmtqXfeSqcdyqAwGCFOpQpw+ivs3MmTPHLy45ZSslNedFppWS4flkPpC1CJDcCht9qB/Xs88+6xfnDQGCdcyaNSuqCL3wwgv94pI1duzY4JxoOe200/ziSjEjYSoCJHc0R0147tVnqzoRIIho0LWwBccWW2zhvvzyS3+VkqZADf9QMxmFmDnRUxEguaHZMTWXj86lBkLNtuNrpggQRB577LHoAnnnnXf6xSVPzZt1wdP5UWfLsKd+Os4888xgO41eXF2zxVUXHY+OS8en40wHAZI9tYwMp6XW5/GDDz7wV8k7AgQBXRzDSrjdd989GIwNqebOnWv6xjd58mTT3Ush0PGEx6bjTAcBkr0uXbpE533kyJF+cbUgQBAo21x14sSJfjHKCDsHarnkkkv84nLp8aBmcNQ2TZs2zWqI+DjRceh4dFw6vnTnniBAsvP0009Hn8H27dv7xdWGAEHQyih8Rq8pMVG1k08+OThfavXy3HPP+cXlKlsRf++99/rFBUnHER6Tji9dBIidxqvbcsstg/OnJtOZtgrMJQIE0YixGoF3/vz5fjHKoXb32223XXDe1FM/nXb36ti17777BttstdVWBd9IQfuv49Dx6Lgy6bhGgNioX1I44rG1X1IuESAl7vXXX4/mACnWFkL5ovnjw56/rVu3TusC+uabb0bNpDt16uQXFxTtv45Dx6PjygQBYtO3b9/oju/GG2/0i6sdAVLC/pu44HVOfHOsm/gwNmzYsEZvhQvVddddF/1BDxgwwC8uV9nmwBpzrBCVHSvN0l+IAMmcvuyFX1iOOOKItL6w5BsBUsK+uO8+NzzxYeycWJ4eMcIvRhpUiXzwwQcHf9Sbb76Bmz17pr9KCvWT2HXXXYNtNEx+TTS/zIb2V/ut/ddxpNPvw0eAZEajQ4cjZOuxoXV06FwjQErVN984t/XWbnniAzmzZUv3319+8ddAmhYtWuQaN66XuBiqH8TObvXqb/xVUmiImLA5sIYASacOJQ60n+GQJdp/61A3BEhm/vCHP0R3fM8884xfXGMIkFLVu3fit18rubz2ml+KDL300l/c739fy51zjvp5VD6da2jUqFFR/VPz5s2Db5lxpv3Tfmp/td/afysCJH333HNPFB46b3FCgJSiBQucq107GR412Ia82DzySGfXpUutYJk+/QG/uFy33nprdHHQxfnzzz/3V4kF7VcYHlq039kgQNKjKaXDJvY6/+l2XK0uBEgpats2GR4bb+zcwoV+KYx+/HGV69u3WRAgl166qVu6NL0m0VdeeWV0YdbjobjViWh/wsdWWrS/2SJAqqahSvbaa6/gPClE3n//fX+VGkeAlJq//nXto6vrrvNLkaVPP53junXbKAiRm27ax/3884/+KuXSN/rwcZYqqOPSOkv7EVaYa/+yvfMIESBV69q1axTace14SoCUEo1vpT9Yhcd22zm3apW/BnLglVfujh5lPflkD7+4QqpTCCvWtXTs2LHGOhvqffX+4b5ov7Kp8/ARIJUbP358dO5POeUUvzg2CJBSMnjw2ruPIp9etaYNG3ZiECAXXbSemzv3eb+4QppXY5dddokuHhqyYsSIEdU2dpbeR+8XDpWhRfuT63lMCJCKaTrgsIe/mu5+/fXX/iqxQYCUiuXLXeKqkAyP3/1Oo/v5ayCHVq5c7q66atsgRHr3VifN9CvHv/vuu6BzXthjXYsGLNSot/kaCl6vq9cPB0bUovfXfmh/co0AKZ+GKjn88MODc6NOg9OmTfNXiRUCpFR07ZoMj8RFwb31ll+KPJg//5XEHchvghAZNOjoRGZn1nNYw4OEY2eFS6NGjYIhZ3J1R6DX0evpdcu+j9430+FJMkGAlO+GG26Ifgf9+vXzi2OHACkFc+e6xNeZZICcfbZfijx65plrovqQF1+8xS+ukoZH19Dd4VDwZRe1jDrvvPOCKWTfe++9oNVOZVSu9bS+tivbsipc9D56v3SHZbc655xzgvfbeeed/aKS9cYbb0RDleguRHcjcUeAlIJWrZLhsdlmatDvlyKPfv31Z3fbbb8LAuTiizd0Cxfa7/4mTZrkzjrrrKhfQHmLnplroqtWid95uOj/w2Ewylv0enpdvX4+LVmyJGhNdNRRR0UtzrRo/zQwYNyaL1cn1XNoaHadD9U/qR6kEBAgxS7xbTIIDy033+yXohosX77QXXbZFkGIXHttE/fDD5mPHVWWxp4aPXq0O/fcc6OLTqaLttP2eh3LWFbp0oXwrrvuCr5Rlw2NihbNhnn99de72bNn+y9V1E499dToHIwbN84vji0CpJip12rjxsnw0H9/TK9PAnJv1qwnokdZ999/ll+cFY1PpbuHIUOGuJ49ewbBoEdEuvvQf/X/+rnKtV6+x9365JNPEnddt7mDDjooJSC06DFZ//79gwpitfg6+uijg7kt/PUaJz6z6rQ4c2bVA1QWMp2D8JgvuugivzjWCJBipjsOhYeWAvpWU6wefvi8KERmzHjILy5oH374YRAK5dXVaFGYKFQULuXRBF0PPfSQO+GEE9xGG22Usv3222/vevTo4aZOnRqLYcxzRY/twkeS6nVeVT1W3BAgxUp1HarzUHi0bu2XogZoqJM+fXb/31Anm7kvvljgr1JQNBJvnz59XLNmzVIu+HpcpcdWenyV6fN8PVJTRb860JVX36MWY126dHFTpkyptv4x+aBxrVq0aBEck45T414VGgKkWP3pT8nwUOsrtcJCLHz66d+ioU4GDNgvcQHMT7+OfFHT3quuuso1adIk5cKux1CqIFdFuSrMc2H16tXuqaeeCir5N0t8IfLfUx3u1KJs4sSJiYAurEe03bp1i45j+PDhfnFBIECKkfp5JL4BBgGi/h+IlSlT7ooeZY0b9//84lhRc97p0193l112WbktuWrXru1+//vfuwcffNAtV2fVPNI39meffdadffbZrl69ein7Urdu3WCaXVVCx/1R0IQJE6L91lwfhYoAKTZqv3/QQcnwUM/zPP9RI3O6KA8ZckIQIAMHHuoX1zg1PVYnyFGjurqTTvo/16jRuhdqPW7RRU8tuL7RxGQ1YM2aNUGDgM6dOwfTMfthUqdOHXf66ae7xx9/3K1cudLfvEZpNsH69esH+6m6nbjPA1MZAqTYvPfe2opzjX2FWFJT3smT73DLln3kF9UIPUqbN+9F98gj57uePetHd0jHHlvLNWmSHCH4jDPOcE8++aRbFbNBONXh7tVXXw0eCW277bYpYaKBIE866ST38MMPuxUrVvibVys1ADjyyCOD/VKnQTUKKGQESLHRWEkdOzp3/vnJ0XeBCqxZ872bM+cZ99BDf3I9emwehUa4qO/K4MF/cq+88kzsJjKqjHp09+rVq9ye9htuuKFr06aNu//++2tkpGO1VAv3RQ0QCh0BAsTM/PlT3H33neGuuWYn1737xomLe92g9daQIce7KVMGZ3XXopZg6pOiaXc16ZUfGr16NQjuQt5//68FV8FfnlmzZiXO4zXrjHAcLroDaN26tRs2bFi1zAQ5ffr0qL/LoYceWhBDlVSFAAFiQoMtjhlzUcpFvbwlE99//417881H3PDh7YJA8l/ryiu3cY89dnFQ7/Hrr4V/UavI3LlzgwEKw1n+/OWwww5zd955p1u8eLG/adb06Cy8I9JQJfl4j5qQ2ScRQN689tqw4ILevfsmwSCMn302161evSJx17DSffHFP9y8eRODCaquv34Xf9MUGk5e87Lfffdxrlu32imhcfXVO7q//OVy99FH0/I+cGIcLViwwN10001uv/32SwkSLQcccIC7+eab3ccff+xvanLaaadFrz127Fi/uGDlJUDCE5WOTNatiG5T1UtVvWDVukHPOdUyQ23S1ZEpH/MZVLuJE53r1Mm5Jk2c23RT5+rUSf5bP1MZCt6NN7YILu7vvvuUX5SWb75Z4qZOvccNGnSU69p1/ZTQuO66pkGz4WwGdCxGCxcudLfffrs75JBDUoJEizr7aZh165zkmmclfC3Nr1JMsrtyVyCTUMhkXZ+aELZv3z7lF+4vumVUc76C9MUXzh155NqWVRUtGnG3BioFkTthB8M1azKvsNZQ8Zr90A+Nfv32cM891zdxN/OevwnKoSa2GjNMLaXKTugVLrvttlsiiK9LhPy7/qbl0hAvalKsbffcc8+gY2QxsV25q5BJKGSyblkKD/1CtK16o/bt29e9/fbbwbDIaiP+ReLCq3bi3bt3D5ogWt6jxqkPRzgYYuIY3YABzv3978m5zPVB1DeiW25xiduu5DpNmzpXwG3KS93ll9cLLvpLlnzoF1Vp6NC2UWjcdNO+7oUX+rulS+f7qyEDuoaMHDnSHXPMMcFTDT9MNJfJFVdc4WbMmOFvGlDLNQ1Vr3XVlFh1MMUmL1fVTEIhk3XLCoc/1rNK/aIrox6yasNecNq2TQZD4ha60nk8li51rmXL5Lrt2vmlKBD33ntqEAADBx6SuJn8p19cqW+/XRpUlC9fXv5ghciOOvuNGjUq8SfZtsLBHi+99NJ1Bnu85JJLovKhQ4d6r1gcMr9ypyGTUMhk3dA777wTbKM7j6W6eBYjDUei81K3rnOLFvmlqdSqQ+tqm1mz/FIUADXPVTNahYgeR9188/7uiScudW+8cb/79NM5GU+Ji/xQneqYMWOCL7Hh46myiwZ7PO6446L5T04++WT/JYpGZlfuNGUSCpmsG1LSaxs9iyxa3bsnw6B3b7+kYonb6WCbxPlBYfr668+CYd8vuaROSn3GFVf8n5sw4Xr3ww9F0CikSKhOQ62qOnToUO5gjw0aNAiGqi9WmV2505RJKGSybqhly5bBNhoZtGjtvXcyDN54wy+p2LRpyW322ccvQYH56afVQYfCSZMGugcf7BQ03Q2DpG/fZolvwTSYiBuNBvzcc88Fk3iFHQbV472YZXblTpOfwuksmdCjK22jCvOipYEQdV4yqRTXutpGleooOosWzYrmExk9+gK/GDGiMFGLrmKX2ZU7TX44pLNkIkz3bCaT0RSfGsrA3w/LckVi+TaxOOuyySYu8TVz3R1MHGNQlskxauwrbaNtUZQWL343CJDevbf2i4BqV8v/QS6EF9Z0ZLJuKBd3IGHzulwsWQeIlnPPXXcHuQNBOTQAogJEQ5IANa2W/4NcCC+s6chk3VAu6kA0lMHAgQODHqbZLi8llh8Ti7Mud92lSaHX3cGwDkT1GumiDqTozZr1eBAgN9zQ3C8Cql0t/we5kEkoZLJuqKRaYfXq5ZdUTC22tA2tsArStdc2Duo2FBKa+nbFis+DEXFXrfrKLV78jhs7tnfUW12j8gI1LbMrd5oyCYWy686ePdtdfPHFbo899ghmPdtmm23c0Ucf7Z5++ul1ttHYV9qmqPuBzJyZDAP6gZQMv9luRYua+RbzqLkoHOld5TNkDRANZqZZw/R4SXMaz5s3LxhGQOUaqqQsTampnx944IFV9kRXO+wzzzzT/3H8HX98MhDS6Ymux1Zal57oBUu9yKdNGxnMBdK/f8ugorxr1w2C+UD69dszmKdjwYKp/mZAjUnvKp8ha4CUR03hVF6vXr11fq7x9Zs1axaUaQReBYzuTDRGllpnLVu2zE2ePDkYTqBgx8JKHIPbaadkMIRjYSVCNRgHKxwL69ZbnWvQILmOxsLy61IAIE/yclWtKhTKqmpdPaJS+Q477OAXBSES3olUtihgnnjiCX/zwrBkiXOHHZYMiMoWjcarwAGAalLxlTsLVYVCWRWtq+ke9SjrxBNPDOpDxo8f768S0Si8utNQ01zVi5SdD2Tw4MFu5cqV/iaF5/nnnevQITk6r+YC0aJ/a/7zF17w1waAvEu9csdA2buHHXfc0b3++uv+KgCAGhbLAJGffvop6OfRvHnzYCz9F1980V8FAFCDYhsgoXDodk0eBQCIj9gHyKpVq4IA0SQuAID4iH2ATJs2LQgQDV8CAIiPWAWIOg2+/PLLwRS06s+heo+mTZsGo+9SBwIA8RKrAJk5c2Ywd7n6fCg0NJRJ+/bt3Vua3hUAECuxChAAQOEgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+P0duAFLpQre0AAAAAElFTkSuQmCC)
PN: 5H23-1-X0
CAS: 353269-02-0
Molecule Weight: 182.24
Formula: C9H10O2S
![Ethyl 5,6-dihydro-4H-cyclopenta[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-1-0C
CAS: 19282-44-1
Molecule Weight: 196.26
Formula: C10H12O2S
PN: 6H16-5-16
CAS: 65361-26-4
Molecule Weight: 200.68
Formula: C9H9ClOS
Melting Point: 192-194 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900