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)
| Product Number | 6H15-B-09 |
| CAS | 1934846-06-6 |
| MDL Number | MFCD29184392 |
| Molecular Formula | C9H4BrFOS |
| Molecular Weight | 259.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H15-B-09
CAS: 1934846-06-6
Molecule Weight: 259.09
Formula: C9H4BrFOS
![4-Bromo-5-fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-02
CAS: 1935547-35-5
Molecule Weight: 259.09
Formula: C9H4BrFOS
![6-Bromo-5-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABccAAAXHAHDFp6sAAACMHpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfF1kPP0OckrUUBi2DpYN9G4qtpIbYKrKbx3+/k/NoHGcOltDpdD+ddXfS5GFXrmGjbV2YKiWcMgK6ykxeVKuU/H57HsXkYTrJ0AgNqzol703zMfa87XZLs3ddqp2paGZKclgf7+qiY7OV1NiVJxjj3p/Xl3nLjIqqblSVaaTqYly3yheTqab9i/+48EplN0XlHcy90m4Ou/0VzDVGd3VOvs7yiGszRGFZrDUsjS1VAxvBKDb2DVa60lY1OofFHtWS+nj26eT1yWSfpa4aFN0ORabW88Z+ZqgozVpnn7gZCj+eUlJyBFRjypm1ag9OcmrFQQlQEpQPKgAVgopAxaASUJxhx3WOBhwtuI/xXmvn8G3/oVPyEx7B9dP3jP27bcU5RkukZIRJipMQRoxK7sbjnFMhmA+CchGEIGmQMAE+TYRMIKQiiEKIUIleu7OjyRE44AT2zpOgoQwD50EyEQPGTbLkPMUfYEGYuDGQ7bKQkehNBWWRsxY09rvjSR/4cYSR9M6hnE4WpsovRCjylCw4aWP8Sy9rcQwzAWNzbbFy3QbO9BIQXcAl5QyIW4DsAf6wB78LuISfgdktIOgCrjyGgbALuGIaBqIu4EpvGIi7gCvU4UMnPYCzYRduvZO69hoMe+HX6XaMuOPnKuOHa3aHkb0I30Wu0n66yYNM0CuV24h3Ufve6clBsfcceRdvlYcv9PQffZ2yVs9wso0AADc1SURBVHhe7d0JvNVz/sfxNMa+hmEMM3YzBtnHEmJGZAb/iJnswyikUJIoskUMBiOyZ6fJVhlbStZJDWUZW2SLlESiBd//ef+O78+533vOvb/zOb9771lez8fj93hwf7+z/br39z6/7/L5tnIAABi0Cn8AAEASBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAoAIM7doq0dacmvfVAAAmYVAU2ppT874aAMCkJQKiMeX1bgAAeREgAAATAgQAYEKAAABMCBAAgEk42irf1tya/xWTGj3auUMPdW699Zxbdlnnllkm+9/6mfYBaBaTJk1yv/jFL1yrVq3cQQcd5ObMmRMegmYQhkW+rbk1/ys25pNPnNt118w7a9Xw1r69c59+Gj4aQEpmzJjhjj76aNe6desoPPy22mqruWuvvdZ999134UPQhFoqJBpSXu9m5kzn1l03GxBt2jh33nnOTZni3FdfOTdvnnOvvOLcoEHOrbJK9pj113fus8/CZwFQggULFriLLrrIrbjiinFo6L+32WYbt9hii8U/22KLLdy4cePCh6OJECCN+eMfs8Gw2WbOffRRuPdHH3/sXNu22WP32y/cC8DowQcfdBtuuGEcEosvvrg77rjj3KxZs6L9zz77rNtuu+3q3JEceOCB7t133637REgdAdKQ55/PBsLyyzuX5Jdx2rTssXrMhAnhXgBFeO2111yHDh3qBMPuu+/upqgFIPD999+7m2++2f385z+Pj11qqaXcgAED3FdqLUCTIEAa0r17Ngx69w73FHbKKdnH9OgR7gGQwOzZs13Pnj3dT3/60zgM1ltvPXfvvfeGh9bz5Zdfun79+rkll1wyfqw622+99dbwUCT03bcL3dsT7nTvvnR/uIsAadDmm2fD4Kmnwj2FjR+ffcwWW4R7ADTg22+/dUOGDHGrrLJKfPFfPnNHP2jQoKgPpBhTp051nTp1qnP3ssMOO7j//Oc/4aFowHuTR7q7+m8YhcS13Vq7bxd+U2c/AdKQlVfOhkExneI6Vo9RpzqARMaMGeM222yz+GKvjvEjjjjCTZ8+PTy0KHreTTfdNPXnrXafT3/Njf5HhzrDcf/9zz+577+vO8qNAGnI4otnw2DRonBPYQsXZh+jxwJoUHPcKaR5Z1Pt5s+b7Z65q6e77rifxuFw5+nruXf+OyI8NEKANIQ7EKBJzJ07t9n7KtS30qNHD1PfSrX7/rtv3avjhrhhJ68Sh8KNPZZz/33ofPftovnh4WWtfALE94GoXyMp+kCAggqNlurfv3+zjZbS6K499tijzl1PodFdteCj159ww8/e7Mfmqm6LubE3HeHmzanMZr7yCRA/CqtXr3BPYRqxpccwCqtiqclDFzi1l++7777RN9Svv/46PAxFKrf5Go3NL6l2X8yc6h69ev86/Rz3Xbi9m/Fues2HLaF8AiTzCx+FAfNAasqZZ55Z5yKnbdlll40udnfccUezfVOuFh9++KE79NBDy3LGuJ/hvsIKK8TvbeWVV3aXX365W1RM32cFWTh/rptw3+nu+uOXjIPjtlN/4d587pbw0IpUPgEiHTtmAyHJTHQ1W+lYZqJXrCeffNL95Cc/iS4kv/rVr9wvf/nLemGiJhfdmQwbNsx9/vnn4VPgB998840799xzo/D1587XrNJdXjnJV2PrN7/5jXvkkUfCQyvX99+7N5692d3a5+dxcFzffSn3wv393aL51fOlqLwCJPOLlbmSZIPB18J6+eVsHSxfC+uCC5xbddXsMaqFVSO3wNXms88+c2uvvXZ08fjZz36W+U7wcfRzjQg67bTTMv+069cLkyWWWMLtueee7vrrr3efUkgzds8997h11lknPk/quD755JPLPnBV5bddu3Z1/o332Wcf9+abb4aHVpQZU59z9w3ark5z1WPXdHZfzno3PLTilVeAiMaMZ36pooBoaFM1XgUOKtL//d//RRcMNbWMLlCe/6WXXoqauDbZZJM6FxltunPZbbfd3FVXXZW5WW3gbrWKvfjii27XXXetc146Zu7iX3/99fDQsnbnnXfWufvUF4U+ffq4L774Ijy0rH31+YfuiRsPizrGfXD865y27qM3xoaHVo3yCxBv5EjnDj44W51Xa4Fo038fcohzo0aFR6OCaJ6Av1jom3ISuiiqiWbLLbesFyYKIX2TvfTSS9009Y1VuZkzZ7pjjjkmbv7TtvHGG7uHHnooPLRiaODEwIEDM3/my8SfSXemutss97LxC+Z/4/59+7nu+h7LxsExrNeq7rXxQ6Mhu9WsfAMEVenll192Sy+9dHSB2GqrrUyTy9555x03ePDgaBJcGCbatt1222ji2ttvvx0+tKItXLjQXXLJJW6llVaKP6v+W8GpfdXg/fffd126dKnz76nfk6eKKXHUjIYPH+522modt+82rdyAzq2iSYHP3nOyWzCvvJsP00KAoNnoW+Zvf/vb6KKw3HLLuTfeeCM8pGgffPBBNIpnl112qbfwkbbNN9/cnX322e7VV18NH1pR1Mynuwz/uXT30bVr1+hupBo9/fTTbuutt67zb/mXv/zFvffee+GhLULNq775cPHWrdzW67Vyl/Xt6GZ/XFnNh6WqvgBRZ+zPf+4yV6rsQlQoG8cee2x8MbjxxhvD3SX75JNP3DXXXON+//vfR/MMwjDZaKONokl06rytFGq6U79G7ufQhUsXsKagCrsTJ06M+iXOOecc17dvX3fkkUdGmzq4/X/r59qv43S8Hpc2NV3dcMMNbvXVV48/u+5ezzrrLDdPg2pagAJbwR02Hz7+aP5+vGpXfQGiUVutfuhoP+OMcC9aiCYI+j84NVE0NU1QU0jtvffedUp4+G3dddeNOmo14a4caQSV+odyS4FopJWaTNKkiYU6T4cddljeYdTFbHq8nkfPl+aERXWmn3rqqVHnun8tjeC7/fbbw0ObjJoI1VQYNh+qSbFamg8tqi9ApFOnbIBkvq0kmpSIJqV27TZt2kR/dKqH1Nyja/R6qvukQoK+/yV3W2uttaK6TZps19IdtpqzMXToULfqqqvG709zOzSAQHM90qB/D/UR5RvdlrupIKJC63e/+51r3759vOn/9fPcgon5Nj2/Xkevl4a33normhOU+xo77bRTdAfUlDQ4IWw+1CCGam0+LEZ1BsjUqS7ztTMbIp07h3vRjHRB3HnnnaM/PH2bfl4rT7YgNX1o3oTugtQPE1701FyiJorHHnus2WdHjx071rVt2zZ+Lxpdpm/0ml2eBpUTUR2q3Fnqfvv1r38dlRbR3cNzzz0XzdNJQsfpeD1Oj9fzhM+t19Pr6vXToH+b3PBT39dRRx0VNWGmqVDzoYZPI6s6A0T69fuxKasMyjjUKg3N9H98+jZaTvSN/oEHHojWrMhtmvCb7pr++te/ulGjRrn585uuSqqaezpnvujkvrbqWOnCXCrdUd19993RYILc59e36L322svdcsstqa/XoefT8+r5c/sKtOl96P2UeqencL/yyivjO1ttKpGi0XmWkX25CjUf6osH6qqsAFFHXYcOLvN1IyoV0KC5c51bc81sgGS+1bkSf2FRPA299BcQdWyXetFoSmrHfvjhh6MSGyoBknvR06Y1LVRjasSIEakVe1SdL3Xqq1yLfx0VllQFXVXSLdUzzzwT1cHK/RxqQlS7vZ/539T0Ono9vW7u+9D70vsrle6Ajj/++DqDJjbYYIPoi0GxdLes0i+5//5pNx9Wm8oKEI0Fb/XDXcVNN4V768v8IcbHX3NNuBdNSOtB+E5Z/UFW0mxxXUieeOKJ6MK0ZuZLSO6FT5smu6nYozpxtdaGhb6ha00O/5zq6D/99NPNz5dLbfNq0sltqlKTj/qBmrtZztPr6vVzm570/vQ+0+hLeOWVV6IvKbn/Tn/4wx8SD99W/1du2Oq96QtDWs2H1aqyAkTfYLfcMhsIa6yRvSNpiL7Fbbdd9vjMRcyVeW2garL//vvHf4hqAqpkupPq1atXVPAxDBPdPWh4q+4aktSeUq2v7bffvs5z6FxptcA0qH8gd9irZnOndUeTBr9Gid6Xf496v3rfabjvvvvq1FHTnckJJ5xQsE9HzYf6MpD776Hmw3IdnVduKitA5MknXeaqlA2Fvn3DvfWpHdkfn7BsBkqjuRj+j/HEE08Md1e0CRMmRKv7qZkk96KjTW3mHTp0cNddd129Yo/qF1BfS+5dgdYl151OGnTXNGDAgHgypZoOdQeVJNRagt6X3p9v4tT71vtPo3Kw+kAuuOCCqNnRn2uNGPvnP/8Z34E1dfNhrai8AJGDDsoGgkZaJSlXkbkVjY7P/IG7Cis0V2nUZOCHyqpJIM3OZ9W5+ve//x11np5yyil5J7jp59qv/oy0ho8WMnny5GhSm59dn7vpwqghr5o7oBDNHfGli5nqgaVxsRRN4lNzTe6FMK1gamp6n7krJupzpDUpUf0v+p3IrVCgfyv9e4TNh/pSkEbzYa2pzABRwTzN8VAoJFkPRO2Yyy6bPV5rjqBJqKNR36r1R6nOx//973/hIUXRBUB3M3/+85/dGmusUecCnXTTHA+1ZWuYqfplmorKsqizVXWbwvfgN92h9OzZM9X3obU1ckt+aPnYtIezNjW939xlb/V59LnSorvGHXfcsd6/hzbNDUqr+bAWVWaASOZ2N/MbkN0efzzcW1/mjzs+vkD5cJRGTRL+D1NVVC3U/KAOZn0TDYeA+k3fKDWsUsUUcye46f/183zzHLTpm6YuGBqh05TNFCr2qJX3ci9aGlCg9cHTpPb73KY0TYYs55FuDdH71vv3n0WfK83Z7HLbbbfFdyO6Sx4zZkx4CIpUuQGiWjiZb5eZ3wbnNt1UwzzCI+rSMLzMxSU6fuONNW4zPAIluP/+++M/ft0xFEuzxXXRzTfqSU1hanZQORRN7mrsIqmmId39aNx+9+7d8864VlOGRgWl1YxUiA9Btb+nSd/Qc8Pj/PPPDw+pSPocuSGS5p2IbLPNNtFzqz8KpavcABHVwmn1w11Fkj9Q1RHyx196abgXRqqI68ta6A5gzpw54SEFKQx0t5I7KkebZmRrUlha/RhqYtLiVLkr9/nXUeXXpuLnJ6QZIOojyG22uvrqq8NDKpo+j/9s+pxp9YmIyrDoeTVBFKWr7ABRM8SOO2YDIXMBcwWG6tWx667Z41dayTmWRS2ZAiAua525WBYz/FFrg4Qlu1U6oik7gHXHoQqyYcmQv/3tb9HInLSlHSB6/7kd5udp2ecqpM/lP6M+b1p3igRIuio7QGTCBOdat86GwgknhHvrUxnsn/wke3zXruFeFEklvS0XsyuuuKLOEEotAlVM+KRBQzZz50yojpNGVqUp7QDRUFf/ftVnUM1y+0T0udNAgKSr8gNEjjwyGwiZP1b3yivh3voUHDpeQdJE6yrUAjX9+Auk1idvrG9CNFLroIMOii8MGquv8hFN2andEDW36WLi3486Vy1lMApJM0A02c53AmvUUpLzXcn0+fzoLH3uNCYbEiDpqo4AUV2fzIUoCoXML1yj1HSlJiwdryYtFE0TwfzMbJUeT1LyQSUrVH7bX6w147dclp1Vh7qfeKaLvnUUWSitANG583dLmjdRaUN1rfQ5/TwRff5Sy54QIOmqjgCRCy/MBoK2JN8gL73UTcsce29meyXlRXpqga8eq/6DJGW6tcDTpptuGoeHypSXWjU1bSrT7eeb6HOlESJpBYhqRul5NKqrKfuIypE+rx/NpvNQCgIkXdUTIJrxvP762QDZYANNKAiPqOP7hQvdtRtv7A7KHL/rOutQbbMIanLyQZCkHV7NRLmd5Wm1ZzcFTSrzlWN10Sq1OSuNAFHVWt90pbk2tcjPMdJ5KKWKLwGSruoJELnvvh/vQgYPDvfW89To0fFFTbOI0ThNhlM1Wp0zjWRqrFSJRs/kVknVUNpypxDxdyLqE5kyZUp4SGKlBoj6AXyVWA11TnMWeyXR5/ZDvXU+rP0/BEi6qitAJHOxigJkhRXUgBrurcevOKbSG0na8WuZ7tL8wkQKkSQzq/v27RuHx0knnRTuLltqzvJ9IhqdZR3iW2qA3HXXXfH506ixWqbP78+FzosFAZKu6guQl1/OjsZSiCRoL9XMZr/ymGomoTCVxfZ/wGrGaszIkSPjsiJ77rmn+VtjS1HHuv+8WmjKopQA0cg0P19Fs+lbaqRaudDn91UFdF4s54MASVf1BYh07+6+zPySjGvd2n0ycWK4tx4tX6lfKl3smnsuQqVQR7kPA62f0BiVJvEVTzVaq9B6DOXOD/HVZ7fMWC8lQBTAPsAUZqgb6jo/xSJA0lWVAbJo1iw3rE0b103fHHfaKdxdj4ak+mUsNbTU8s2mmqlpT0N1fRgkWWPCd3rqwvt4kmKXZUoDAPzwWX3rLXZGdCkBsvvuu0ePVad+S60kWG50HvwgB52fYhEg6arKAJF7r7jCrfjDN5U77rgj3F3P0KFD4282td7WnEvNTpokqPOii2GSETAqZOiHXVZD0bphw4bFvxuqFFwMa4CoBpgfeaU1xfEjnQ+dF52fYmulESDpqtoA0TcVv9DP2muv7eapem8DdKH07c2auMTiMlm5NYlUtiSJLl26RMdrYELa1VRbQm5fhH6nirlDtQaIVtTzoa11UfAjnQ9/XnWeikGApKtqA0QeffTR+OKnleMaM27cuPh4rVBW69Qf5P9QVTAxSSe4BiX4b86nnnpquLtiqQCj/91IMnHSswaI7yzea6+9wl3I0HnR+dF5KgYBkq6qDhDZd999o18YDTt97733wt31+BnWWnyollcqU9u/L32uUu0q2Z5E7969o8do/kSpZSfKifo+1l133eizaVGqpCwBooWUfFip+Qz15TYrFrPwFAGSrqoPkLfeeisKA/3SJFnoSL+Mfk3vYi4U1Sa34KEWi0pi4cKFcYfzIYccEu6ueJoE6b9cJJ3QZwkQLb+rx2gAwvTp08PdyNB58aMCdb6SIkDSVfUBIn369In/IMePHx/urqd///7xxbMWl71UDSj/+bWiX1Kjc2b2V+N506JU/vMlvWhZAkR1wvQYTWBEYTo/Ok86X0kRIOmqiQDRimb+m/FWW23VaFu+Zh37OQybbbZZ0UM3K5lGUKnz23/2YmqE9ezZM3qcSk4U09FcSfzAjKSTTi0BovXT9Zjjjjsu3IUcOj86TzpfSREg6aqJAJEbbrgh/vaYpMpq7oSlIUOGhLurkupa+bpL6jN69dVXw0Ma5Dt+NQqrWumOTJ9xrbXWCnflVWyA6MuOb5q56aabwt3IofOj86TzlXTZWwIkXTUTILrr8BVhdTeimdIN0Tfo7bffPjpek+iStnlXMn8Hoe2aa64JdzdIHeb+wqewrlb33HNPfI6mTZsW7q6n2ACZOHFi/PxJ5tzUMp0ff6503pIgQNJVMwEiKkXhL3KnnHJKuLue//znP/GQVF1cq1lu3aoDDjgg3N2oJ598Mv5jViHCaqVhyv5zaph4Y4oNkNtvvz1+fq2hgsJ0fvy50nlLggBJV00FiPhJbksssYR78803w931aCa1jlfBxWKbdCrFRx99FJdyUXuy5W7Lz+RX4H799dfh7qqhkWbFhEIxx4pfY15Dp9E4nSedr6STXAmQdNVcgKj0gV/PYp999gl316Phgsstt1x0fIcOHcLdFU9Ne369DpUfeeqpp8JDEtGkQT2HamVVO1+LSXNeGlNsgPTq1Ss6fqONNgp3IQ+dJ50vnbckCJB01VyAyMCBA6NfIm2PPPJIuLueQYMGxcdbKoCWs9zPpvNi1a1bt+g5NMqt2m2zzTbRZz3mmGPCXfUUGyBdu3aNjld/HRrn+zV13pIgQNJVkwGiulh+qKRGDoWVTjWMV5Pnxo4dG21q61Z9LB2v0TePPfZYvK+St8suuyy+wO2yyy4lDVc++OCDo+dRyZNq1759++izJhltVmyA+CbWWjiPadB5SvpvIQRIumoyQCR3pbfLL7+8zj6/dGatbGrSK7aqaWi//faLnksrPFY7v4qlPnNjig2QWjqPaSjm30IIkHTVbIBIu3btol+mlVdeOR7xMnz48HoX2Grf0giQWvrm3Bx3IHoNNK6YfwshQNJV0wEyadKkeJiuFkDSrGtfQFCdwWFTlf5fVVnDpqBK3f7xj3+k1oRFH0h+xQYIfSDFoQ+kZdV0gIjWutYvlP7Qc9f8fuihh8JDq1Janeh+FJYCuNqtv/760WdlFFbLYxRWy6r5APnkk0/cCiusEP1S+VX09t577/CwqpXWMF7NXNdz6I6umPpZlUbzQDQnSJ/1yiuvDHfXU2yAMA+kOMwDaVk1HyBy8cUXR79U2vQHr9nGtSSNiYS5i3FNnjw53F01civyJhkCXmyA5M5E/+yzz8LdyKHz488VM9FbBgHi6pbhUF9ALSq1lImWrvXnsJrXlB8xYkT8OZMsZFRsgLzwwgvx8z/33HPhbuTQ+fHnSuctCQIkXTUfICqauN1220W/VGrK+vTTT8NDakYpxRTFt0cffvjh4a6qceKJJ0afUfOCkig2QFTk0wd5NQdxGnR+dJ50vhorjuoRIOmq+QDxv4TaVM+plpVazt2vz6C1VKqVPz9JVreUYgNENFlVj+nRo0e4Czl0fnSekpbWFwIkXTUdIHPnzo1nmLdt27bRhaZqQSkLSt17771xGFdj84vmyvhh31dffXW4Oy9LgPhZ/Tr/KEznR+dJ5yspAiRdNR0g/fr1iy946gRGlnVJW4XNSiutFD3u2GOPDXdXvIsuuij6bBqt9vHHH4e787IEyLXXXhs9Rk0ztdyk2hCdF9/Up/OVFAGSrpoNkKlTp7oll1wy+mXq3LlzuLvmHXTQQXGIqC5YUn5CoWb3q+ZYNdl8882jz7bHHnuEuwqyBIiWGfDn/u677w53I0PnxZ+jJMsyeARIumo2QDp16hT9Ii299NKJRtPUmjlz5sSz8jXW/oMPPggPyUuLcPk/7EsvvTTcXbGeeOKJ+HMNGzYs3F2QJUDEl4zff//9w13I0HnR+dF5KgYBkq6aDJAxY8bEF4P+/fuHu/GDZ599Nr4AqsZV0j6i3XffPXrMmmuuWVQfSjnba6+94s+0YMGCcHdB1gAZMGBA9LilllrKff755+HumqbzofOi86PzVAwCJF01FyCq9+Q73zRaSKXbUdh5550Xh23S2b6qs+Ufc8EFF4S7K46C1Le3Dx48ONzdIGuA5C6de91114W7a5rOhz83xU76JUDSVXMBctVVV8W/fLfeemu4GwHddey2227R+dLF8JlnngkPyUv9BHqMRnRVchOh5gltu+220WdRmf+k8w08a4CIL9pIYcW6fAFFnZ9iESDpqqkAmTN7tlt11VWjX6AddtghujigcR9++GF83lSlOEmTijo2/SAF1Rar1HPtR0Rps9wJlBIgN910U/zaWtQMLjoP/pzo/BSLAElXTQXI6J49XcfML8/qrVtHnb1I7sEHH4ybcQ488MBwd15nnnlm/Mf+97//Pdxd9t566y23/PLLR+9f33qT9gHlKiVAVLjRTypUvxJ+7F/TedH5KRYBkq7aCZBXX3Wv//Sn7tbML8/tRxwR7kUCueXub7ml8bH3+gPffvvto+NVwfbpp58ODylb6ij3JW7UYfvyyy+HhyRSSoCIRrL5c26tlFwt9Pn9ubCO8CNA0lU7AdKhQ+bTtnLfL7ecWzh9ergXCWhE1dZbb+7WXruVa9dOqxi+Fh5Sz3vvvefatGkT/dGqGUwz3SvBYYcdFl+srrjiinB3YqUGiAZ5rL766tFzbLnllqa7oGqgz63Pr/Og82Ed/EKApKs2AuTBB6PwiLZBg8K9KMLbb7/m9thjGde5s0ZltXWLFs0PD6lH7dZLLLFE9IercvGlLp/b1PwQWm2aUFlK/02pASK5fSFJS6hUG31ufw4sfR8eAZKu6g8QjdnfcMNseGjS0fzGL3ho2BNPXOu6dtUyoq3cnXcmK/h3xx13xHWkFCLleieS22+z0047lTyPJY0AUYD5pkBN6tQiaLVEn9cvHKXzUEqgEyDpqv4AufjiH+8+7r033Auja67pHAVIt26LucmTHwx35zVkyJA4RNScVU59ImoiOemkk+Lw+O1vf+tmzpwZHla0NAJEtN6FXzFzzz33LOkiWkn0OfV59bn1+ZOu+1EIAZKu6g6QGTOcW2GFbHgwiiVV8+Z97vr1+1UUIr16reo+//zD8JC8dCfim7PUsV4Oo7NmzZoVX6S0acSVfpaGtAJEKn1Um4U+p//M+vylIkDSVd0BcvTR2fDIfHNxU6aEe1Git99+2h177OJRiFxyyW6Zb4vJOnjVJ+I71rVpnkhLTTZ8/PHHo7kt/r1ofXjVAUtLmgGiKgpqVtPzKYTL6Q6uKejz+S8b+tz6/KUiQNJVvQEyaZJzrVtnA+S448K9SMmoUefE/SGjR58X7i5Io7N8u742LWClsida1Ko5qBz4EUccEb++5rj07ds3lYtUrjQDRKZNmxaXzFe/gNZor0b6XL7fQ59XnzsNBEi6qjdAdt45Gx4rr6w2inAvUqK7jr//fdcoQHQ3MnXqs+EhBWmeyFlnnRXPWNemBb4uu+wy9/XXX4eHp0L9Gqeeemq8aJY21UTTRMmmkHaAiO6a/DdzVaPVevTVRJ/HVyPW59TnTQsBkq7qDJC77vqx4/zyy8O9SNns2R+4k09eJQqRfv3WyVz8i2sCUtmTP/zhD/EFXZvWE9GiVM8//3x4uIkqMB9yyCFR+X7/GuqUPf7444uub1WMpggQueWWW+LKAFqnpFpGZulz+HVX9Pn0OdNEgKSr+gJE31x/+ctseGyyiXOLFoVHoAm89NL9cVPWtdcmWy88pCq+vlRF7qY7hMMPPzxah+Oll15qdGit7l5efPFFd+ONN0bLnaoIYu7zaSRYly5dmmUocVMFiJx//vnxZ9poo42iZsFKpvevz+E/kz5f2nwhRjVfonTVFyADB/549/Hww+FeNKE77jg+DpGnn74+3J2Y6pR17do1buvPt2kuiaqxtm/fPt50cVh77bXrHes3zWDu3bt30SXAi/XOO+9Ey9/uuOOOdd7va681PnO/WBdeeGGd17CWXGlpet96//6z6HOl7bbbbouHketOVHelKE11BYhmOC+zTDY8/vSncC+a2MKF37izz94sCpAePZZ1H39c2jd83Wnce++97rjjjqvzzbSY7Te/+U3mvfRwDz30kKn4XlLq9D333HPdVlttVe89+E3Dlnv27Olmz54dPrwkWqLAXxjVt3P77beHh5Q1vV/fJ6XPoc+TpgkTJtQJ89xNK5NqeWvYVFeAdOmSDY8lllDDergXzWD69Fdd9+5LRyFy7rlbJCp1kpRGTo0bNy6akHj66ae7I488Mtr23Xff+L/1c5W9GD9+fCoTARsyefLkaBCAJh2GFyb1r+iuSEX/TjzxRLfccsvF+zS6SJ8hzRFfd955Z52BASp82VhTX0vT+8st0Kn3r8+Rlo8//jj6nfDhqk3/Vvr3ULOo/5kGcfTr18/NnTs3fAo0onoCRGPiF1ssGyCnnBLuRTN68slr4qasu+8+Mdxd0fRtVhebDTbYoF5o6A6jQ4cO0bohCrtc06dPj9rdfce3Nq2MqbXW0zJlyhS34YYbxs+v/07z+dOk9xW+V73/NKiSsoaE+1L82hTa6oda9EOfqIoxajlrvzSuNo0AvPnmm2tmln8aqiNAVKFUq7YpPFZf3bkmHFWDZK6+ev+41MmUKaPC3RVFZcR79epVZ8Kh33QB2meffaILT5KFttS/kzv/Rdv++++fWjOKRpQdcMABdZ5fI470bbwc6H3o/eS+P73ftEbC3XfffW799dePn1uDGHSX89lnn4WHRjSBVevb5L4flfHXMsZoXHUEyA03/Nhxblg1DumbN2+2O+20X0Yh0rv3apmL60fhIWVLTUv6hqwhvmuuuWadi4s2TXrURUdt99ZmDw1PDZtR1Pxmfb7Qv/71rzrvXUF38sknt9hwX72uXj/3G7/en95nGl555ZWoikDuv5OGhr/66qvhoXmpaXSLLbaIH6s7xUMPPTRajROFVX6AzJuXvetQeGy1VfZuBGXhrbeecsce+5MoRK64omO4u6wsWrTQPfrow+7oo492q622Wr3QUHOILigjRoxIbZJjUzejqCSLBiD4ocTaNPqoW7duzbYip15Hr5c7/0bvR+8rjZIxurNQ0Od+RjUvPvDAA+GhjdIXBy1hnPvvr34ZDY4o9/6kllL5AaKx/AoP9X+MHx/uRQsbOXJgFCCnnLJGuKvFadTYSy894IYMOcLtvvtKrk2buqGhel1qbhk1alSTllhRM0rnzp3rvLaaUZ577rnwUBMtzav+l9yLrDZ1KGu4bNpDf/V8et5wcIFeX+9D76dU6su48sor69RUW2GFFdzgwYOjPpBSqClSd0vq0/LPvc4667h77rknPLTmVX6AyPDhzhm+caDp6Zv0f/87wn30UboXKasFC+a5iRPvcddd18X16LFcFG5/+1sr1759q2ilRc0V0RyUxx57LO5wbS6aSNm2bdv4oqVmFK2MmFYzimb8a3b/iiuuWOfCrm2NNdaIXksdzSodkrSpS8fpeD1Oj9fzhM+t19Pr6vXToH+bTTbZJH5+jbI66qijEr/npDRfqGPHjnU+y6677hpNUkVWdQQI0IBvvvnCPf/8re7qqzvFQ4xzt75913JDh/ZwEyaMa/ElY9WMMnTo0Gi9FH/RSrsZRU1wmlSnWf/hXUnupomc+uatCZrhhE39vKGJnnpePb9eJ60mP925aMh27uuoSu/EiRPDQ1OlOUQbb7xx/Joaon3MMcc0+TDxSkCAoMX873+PR2VPtK5I9+5LuZ49l3cDBmwc9Zc8/vg/3IwZ9m+sX301yz3zzI2Z59rbHX/8kvVC4/TT13X/+lefooo/NqdCzSjDdbedoi+//NLdf//9UT/CpptuWmeYcTGbHqfH63n0fHretGiElgpg+gKS2lRxoDknTGoSqub05Ibmz1ZZxd2s+TzNfKdaTggQNDtV8L3ttm71Lur5tmJ88cUn0RyUSy/9fbxOSe42YMBGmYtbf/fee5PCh5atQs0oqgnWFNR/oPkYCqrzzjvPnXHGGXknbOrn2q/jdHyp/Q756G7whhtuiJoV/WdXZ7wmb87T4JkWoLsONXHqLuQXyy/v2mdCvX+nTu7lKl+bpZDi/kKBFIwd+8/ogq7mpPvu6+c++GBytMLh/Plz3SefvO5efnm0u+uunq5//w3Ch9ajSsBjxlzuLr54F9etW+t6oXHOOZu7kSPPjmbIV7LRo0fXa0bRhaxam1G0mJQvfOi3v/zlL2VTMHLK5Mnu6ExwHLjJJq5r5n1qu6JHD/dJSuuWVIqmCZBWP8zJSCLJsZk/Hnfooc6tt55zyy6brXel/9bPtA8VxdfLUme2xcyZ77iHHx7sLrxwh3qBoW3QoG3dQw8Ncp9++nb40IqmZpRLLrmkTjOK/ltNK01Z56s5vf/++1Gl5NzgUH0xTeYsR5Mef9z122efOESO+93v3D2Zf6N5KTbhlbNGrtxGSULBa+hYjarI3K7HxxTa2rdXoaTw0ShTvk9Cw2iLpbuNMDA02/2ii9q5xx671M2aNS18SNXRXYc6cXUX4i+yujtRZ2+lUkf7wIEDo0ma/jOpDP/111/f4gMbGrNwwQI3OvM+e7RrFwdJr9//3o0fMaLs33upCly5S9RQKIQKHatb83XXze5r08a5887Lrmv+1VfZyYOvvOIyXzWdW2WV7DHrr69ZReGzoAyddNJK0YV/+vTiy5vfeecJ0WM1QVHrsI8de1VFzXJPk4aTqj8k99u6+kuaulx92lRAMbeUuzrL+/Tpk1p5k+by+YwZ7sYBA1y3bbaJg+SczN3UG008Sqwl5blyp6BQKORT6Ng//jH78802c+6jBi4QqvHTtm322P32C/eiDPk6WYMH71h0M5PuWl577VH35ZfccXqa4KYRWv4CrJFbGsGVpDZXS5o0aZJrl/nWnhuAqiuW1nyRljI180V30OGHxyGi7ZpTT3WzGrqOVag8V+4UFAqFfPIdq2VM9bPll9c03br78lHHlY7VYyZMCPeizGh4bq9eq8bNT+efv3XmW2gP99RT17n3338xGqWF4miOiOaK5JZ0V0kOleZIs2x8GrTmuUrG5JZZ17otjzzySHhoxdIE2mdHjnR99twzDpHuO+zg7h8yxM1PaV5MOUh4lS9SvlAoJN+x3btnf9a7d92fN0Ql3PWYHj3CPShDGj11881/dSecsEy9Pg2VPdFw22++qY2OyDRp1rpqduXO51CRQBULbGka6quVGlVyxL+3lVde2V1++eXNPuu/ucyfN8/dd9VV7vhMePggObVjR/dclQz+SXiVL1K+UCgk37Gbb579WTEjL1QHS4/J/LGgcqi0iCYUalTVDTccGg3d9UFy5pm/pqnKSOXIVU8rt3lIFYRVd6slPPjgg3XW//AFFWfNmhUeWpVmZoL96j596jRrXXjkke5d9eVWsIRX+SL5UChmy5X5VhL9rJhOcR2rx6hTHRXt3XcnRDPSFSK33PK3cDcSUjOKKvuqwq+/cKvyryoAqxJwc9A68HvssUf8+tpU4iStxaMqzesvvODO/vOf4xA5NhPyH6W0FkxLKM8AyXw7iX5WzG2txsHrMXosKt60aROjAOnd+2fhLhRJa4xoFUWtOeIv4lqL5NZbbw0PTY3Wfdda9LmlWNZbb71ojftap6G944YPdydngvSEnXZyn37wQZ39uXcpuVuPnXd253bpEvWjlMs8k6YNkCTyHcsdSM1buPDrKEBUIwvp0KqHnTp1ii/o2nbYYYdU1wZRh73We9cSsv41tJbKoEGDmqTcSSVbOH9+3iAIgyPf1u9Pf3KzU64+bJHwKl+kfKFQSL5jfR9IMet70AdSVSZMuCMKkIEDNw13oURjxoyJ1mP3F3h1uGudDq3bXgo9rwoqpv28tcaHRC7dtXz+6aduwsMPu7577x3tv/6MM+oc0xISXuWLlC8UCsl3rB+F1atX3Z83RCO29BhGYZU9VcJV34ZC4v33/xtNBFy0aEFUQXfatBfc8OG949nqqsqL9KV5p9Acdza1JF+A5Hpj0qRov5rAWlrCq3yR8oVCIfmO1YL2+hnzQKpSOGy30KZhvt99V15zGKqN+ip69uxp6qtQyfbm7lupBY0FiIYGa3/3HXcMd0X84zWI4skRI9z5hx0W9Z8cu+224aElS3iVL1K+UCik0LEdO2Z/nmQmupqtdCwz0SvCzJlT3fjxQ6O1QM45p23UUa7y61oP5KyzNnHDhh3l3nhjXPgwNCGNlurQoUMcBNoKjZYqNLprwIABzTa6q5o1FiBv/nAHMvCgg8JdEf/4284/P/5vbSqxkrY8V+4UFAqFfAodO2OGc7/6VXafr4WltZtVB8vXwrrgAudWXTV7jGph1ciYcqCpNDZfo9zml1SjfAHy/XffuS8y/wYvPPpo1IGu/WMLrNGeGxp3X3KJmzV9evT4ppDnyp2CQqGQT0PHqvOtXbsfjym0qRqvAgdAyfyM8dy10/Xf22S+wZbjDPdqkxsA+ba+HTu6sXffHT4s5o+79rTTwl2pK3DlLlFDoRBKcuzIkc4dfHC2Oq/WAtGm/z7kEOdGjQqPBpCCfDWrtPkaW9VeqrylhIERbt223db9o3v3gotX+ePenjw53JW6Rq7cAGqdquauueaaUXgccMABbs6cOeEhSJEPgJDmjUyfOtWNzIS3amudtNtubsb774eHxY+f2wzVmAkQACgjhQIk19MPPBAdk28uSJLHp4UAAYAykiQAvvnqq+gYTSoMJXl8WggQACgjSQLAB4jWGAkleXxaCBAAKCNJAuDp+++PjjnrwAPDXYkenxYCBADKSKEAWLRggZv+zjtu1HXXxQtUPXLLLeFhBR/fFAgQACgjPgAa267r1899l2e5YgIEAGpUGBR+O3777aNOc61sOPnJJ8OHxQgQAEDZI0AAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJv8Pv17WKX2VHxAAAAAASUVORK5CYII=)
PN: 6H21-B-04
CAS: 1404119-49-8
Molecule Weight: 275.09
Formula: C9H4BrFO2S
![6-Bromo-5-fluoro-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-B-03
CAS: 1936289-94-9
Molecule Weight: 261.11
Formula: C9H6BrFOS
![6-Bromo-7-fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-05
CAS: 1935044-29-3
Molecule Weight: 259.09
Formula: C9H4BrFOS
![6-Bromo-4-fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-01
CAS: 1935146-31-8
Molecule Weight: 259.09
Formula: C9H4BrFOS
![6-Bromobenzo[b]thiophene-2-carbaldehyde](data:image/png;base64,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)
PN: 6H60-9-17
CAS: 19075-45-7
Molecule Weight: 241.1
Formula: C9H5BrOS
![7-Bromo-5-fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-00
CAS: 1936172-97-2
Molecule Weight: 259.09
Formula: C9H4BrFOS
TSCA: Not listed on TSCA inventory