| Product Number | 2H17-B-20 |
| CAS | 1980044-94-7 |
| MDL Number | MFCD28515371 |
| Molecular Formula | C9H3BrF4O2 |
| Molecular Weight | 299.019 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-B-20
CAS: 1980044-94-7
Molecule Weight: 299.019
Formula: C9H3BrF4O2
PN: 2H17-3-20
CAS: 1344896-05-4
Molecule Weight: 220.123
Formula: C9H4F4O2
![2-Bromo-4-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-B-00
CAS: 1823346-06-0
Molecule Weight: 231.02
Formula: C8H4BrFO2
![2-Bromo-6-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABoDAAAaAwGVw9LvAAACFHpUWHRtb2xTb3VyY2UAAHichZRta9tADID/irjPy736NcQpWUph0DJYO9i3cbEvqSH2lbObl38/ndOk9pJ52EaypEfnk3Se3R2qLeyMa0pbZ0RQTsDUuS3KepORny8Pk4TczWc5BmFg3WTktW3fpozt93uav5pKH2xNc1uRk396aMpBzF5R6zZMci7Yr6fH546ZlHXT6jo3SDXltOmMjzbXbfcV/1iCVdrtypqdwlnldqdsvyX3N6eHpiCfe1mib4EorMutgbV1lW5hJznFm3+BjamN060pYHVEs6IB7n0+e7q3+Xtl6hZVn6HM9fa5de85Giq7Nfk7JkPl231GKoGAbm21cE4fwWverAVoCVqBDkCHoCPQMegEdApacHzQLyTWeWv8Qi/HN5ORB1heru/4fHWdWGKFZEZiGqZCQURlGEdnEdBUqhQU+rgESYUMIxA0CtIYhZQ8gAmnSqTR2fkRegIJHDFzQFUiE/REAoWkPEYhqOL9tzCNUuBUKKnQmASdrxNYtCSJz/gpGRaFXaoyn61sXfRUKIuMrATpyvXDrBv5UTEC1hXG4RD6BD60D8gh4Ot7ARa3ADUEfDfGgWAI+N6NA+EQ8J0e30M0BPxcXAB5C4ivgGR8hWQI+JkbB9IrQPBxwvsHresm+j+MuCpVD7lZXPFXw8+HZpRRV0NyG2G9mWTnU43q1Ylnvd8Bw5/g/A96EolpjBp2EgAAMOZJREFUeF7t3Qn8VPP+x/GQyHIRLgplybWXvUulcu17lmvf/ZMlsoRru5LdtaSoJFmuLSq7a81FCBG5hGzJRRJZku37n/f53TNz5ju/X8185pzfb2bO6/l4nIf8zvecmfP9/ea855zzXZo5AAAMmvk/AACgGAQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgBVZuj/NSt6SVKyewcAxM4PiXktSUp27wCA2DVWQMxP0746AKBkBAgAwIQAAQCYECAAABMCBABgQoAAqAj/+Mc/3E477eSmTp3qr0KFigbIvJakJf8KACrS22+/7bbbbjvXrFmzYFlkkUXcZZdd5ubOnesXRYXxg6KhJWnJvwKAijJr1ix30kknuYUXXjgbHtGlffv27v777/c3QwVpzJCYl6Z9dQCN5tdff3VDhgxxyy23XF5grL/++u6QQw5xiy66aN7PdXXyn//8x98NKgABgso3Z45zw4c717Onc+3aObf44s4ttljdv/fYw7lhw+rKoOI9/fTTbsMNN8wLCAWJAkXBIh9++KHbZ5998sroKqVPnz7u66+/9vaIpkSAoLKNHetcmzaZv5Bm815URmVRkT744AO31157FYSCbmHpVlZ9xo0b5zp27Ji3zbLLLuuuu+66bNigaREgqFzXXuvcAgvUBUTmZOP69nXu5Zedmz3bue++c+7VV5079VTnWrSoK7PggnXboGJ8l/k9nXXWWcGD8WgQ7LDDDsHD8/n57bffMheYw9zyyy+ft/0GG2zgnnzySb84EvDj7C/cFx++5P84QICgMj3xRF0gKBiWXtq5l+r/Aw688opzyyyTCxFOLE3u999/d7fccotr3bp13ol/rbXWcg8++KBffL6++eYbd/LJJxc8cN9zzz1p9puQX3+e4159sL+78YTFg4B46+nBfhECBBUo863Trblm7vbUmDF+iUJqrROWb9++bh9oEi+++KLr1KlT3ol+qaWWcldccYX7+eef/eIlmTJlStBXJLpvXd2ceeaZwdUO4jH15bvcP89smxcQrz1ysV+MAEEFuvfeXBh07uyvbVjXrrnttA80qunTpwetqBZYYIHsyX2hhRZyRx11lPvyyy/94mV55JFH3Nprr50XJCuttJIbOXJkcPUDmxmfTHT3X941LxhGnLCEm/jwhe733wqfOxEgqDxHHJELArWwKpbKhttlTlpoHD/99JMbMGCAW2KJJfJO6F0zgf7aa6/5xWOjq5mrrrrKLb300nmvu/nmm7vx48f7xTEPc2Z/6Z655Sg37JiFcqHQawH39IhD3A+zpvvFswgQVJ51180FwRtv+GsbprLhduut569FAu655x632mqr5Z3A27Zt6+666y6/aGJmzJjhevXqFVzthO9BV0EHHXSQ+/TTT/3iiPjt15/dpMeucDeduFReGIy5pJP74oMX/eIViwBBTqtWuSD45ht/bcPUHDTcbtll/bWI0aRJk1z37t3zgmPxxRd3/fv3d3OaqE/O66+/7rp161bwni644IIme0+V7OM3HnR3nrNWXnDc1q+Ne/eFW/yiFY8AQU7z5rkgKKW9/y+/5LbTPhA7fds/5phj8r7taznwwAPdtGnT/OJNYtSoUQVXRe3atXN33323XzSVZv33bffQNdvnBcfw4xZ1E8ae5X756Xu/eFUgQJDDFUjF+SUTzldffbVbZpll8k7Mm222mXv++ef94k2uoecyW2+9daLPZSrZ3B9mufF3neRu6L1wXng8PmRvN3vGB37xqkKAIIdnIBXl0UcfLWjxtOKKK7qbbrqp4ls8qWXYwQcfXNAy7Oijjw6uptJAraf+88wQd/PJy+UFxz39O7jpU572i1clAgQ5cbTCOvJIfy1KpD4XO++8c15wqM/FGWec4WZrNIAq8sILL7gtttgi71jUektzkJTbN6WSKSBG9d8wLzgUJAqU+prlVisCBDlJ9QPRiK633urcxx/7axChXt+nnHKKa9GiRd4Jd4899nDvv/++X7xq6Grp5ptvLugd/6c//ck99NBDfvGqpltSjw3ZKy84dOtKt7B0K6vWECDI0YPzaE/0YgZJfOCBXPn6eqLr//VcJCyT+TbqLr7YuSo+IcZN407dcMMNBeNOaZj1JzS0TI1Qj/W//e1vBeNz7bjjju6dd97xi1eVn3/6LngYPvzYRfLC4+FrdnCzPq/uY5sXAgT5Hn88fyysCRP8EjkaVDF88K5t6jvZ6V59NJSiS4cOzp1/ft0VSko988wzbqONNso7oWrk28GDB9fsyLcaIbhnz555x6yxtvr27dvgCMGVSldXU1642d3ar3VecKiZ7sdv1tbVVX0IEBQaODA3Gq9G3NVovBo4UWMeff+9cxMn5o/Gq7LapiE6KQwd6txf/lI3uq8fJFrWXtu5c86p23cKfPTRR27ffffNO4k2b97cnXDCCamZe+Opp56qd46SoZm/lWoIz8mvv+j6997CXXZQLjhuOmlpN+nxfwQdBdOAAEH9ip0PpHXr4gZdDM2c6dxNNzm3887OLbJI4f60rL66c/366Qmsv3XV++GHH9y5557rWrZsmXfi3Hbbbd1bb73lF695Corrr7++YJbEDpmrU02CVYnCscfaLr+A26FjM3fyLs2CoUieufXoYGiSNCFA0DD1Ir7hhrrZB9u2rZuNMHPiC/69++51VxU//uhvVTy1KLrttroZD7VvP0i0rLKKcyeeqHs9dbfDqthtmWNdeeWV806Ua665prvvvvv8orH74osvgttlmoFQw7Mfdthhbvvttw96kGsMK3X403/1//q51qucyms7bZ8kXXWdmPk9+8PG77333sFMiZXA7+PSonkz17FdM9f/uK7u84/S2ceFAEFlyHwzd6NGOXfAAS7zCS0MEi0rruhcr151z1rU+71KTJgwwW255ZZ5J8Y//OEP7tJLL3Vz5871i8dCc5kPGjQomI3Q74RoXbQf7U/7TWqudE12pQCLvq7maj/77LPd97p92kTqG3tMoXvf6MYbe6wSESCoPJlvesE8I4cempuwyl/Usuvww517+GHnEjoJl+u///1v8E1+wQUXzJ509O8jjjjCff75537xsk2cODF4EO03l53XoibDOhGGi9+EeF6LXkevp9eNmya/0iRY0ddr06ZNMFlWY9LYY/WN89WUY49VEgIElU2dzR57rG6Y+D/+sTBItGS+zbuDD3afjx7tfi7nllpMdFVx8cUXuyWXXDLvxNO5c2f3ihojxEitli6//PKgya9/gg+X9u3bZy7sDnAXXnhhMF6VTorz+zav9Sqn8tpO22s//r7DRa+v9xFnKyp1NNRkWJoUK/pamjTrpXnNlBmD+kYa1qKRhitl7LFKQICgeqhPiR6sHndcwQP+mZlleGbZO/PtUK2b7rjjjvmeJJMwZswYt8Yaa+SddFZddVV3++23+0XLoomiNBugboX5J/NWrVplLt4ODSZ5+uSTT/xNy6L9ab/av17Hf229H72vOCey0r40OZY/bLzew2effeYXL0s414l/209jjzHXSSECJO3Ul2PAADUt8ddUvueec+6UU5xr1869mfmQ988sG0U+9Lp3vttuuwW9oOP8ZlyfyZMnu2222SbvpLPYYou58847z/0Y41WRjkO91bXv6Gvp1pN6rI/OXIUl9VzFp9fR6+l1/Vtfen96n3HWu26VdenSJe919EBbV0h6wF2uhmZbrIaxx5oKAZJmat2izoKZD4rbbz9/bVX59uWX3di//c11WnPNvBNA9ASrh7PDhw+P9dvxzJkzMxdExwV9OKKvt1+mPj+OeegW3f9fYYUV8l5H35TPOeecJh+gUK+v9+F/c9f7jfu5xZ133hlMnhV9ndVXX93dW98wOkWY13zv1Tb2WGMjQNJKrZi23DJ3GyjzTblWvPHGG8E3/4aeC+hWiCZlUm9v6y0QDbN+7bXXFtzG2Xjjjd2zzz7rFy+LhvnQcOjR19GwJxdddJH79ttv/eJNSu9H78sflkXvP87hSnRVd/755xdcien3qt9/MeY19tjUqVP94qgHAZJWZ52VC49NNqnYlkzlevfdd4O2+5tkjjF6kggX3UvXw+0rr7yy6CuGxx9/3K277rp5+9E37RtvvDEY1ypOet6gVj/h6yj8jj322FhvDSVB70/vM/rcQseh44mTHmhrUq3o70Kvqcm3vvrqK794YF5jjz355JN+ccwDAZJGehCd+ZBlPjV1fS4yJ9k0UIc0tRTy+2REF3Wm0zfo+ka/fe+994JnKtHy+vZ62mmnxX4loB7ragLsv7e4W3ElTe9X7zt6HDouHV+cNLnWpptumvc6up2mybh0tRhK49hjSSJA0kbfyqItmGL+RlgtPv300+AWlNr4R/tpRBeN06TbJGoy2q9fv4JbHbvuumsQKnHTt+ro7Td9o9bwJ9V6gtP71vuPXo3o+OJuDqsH3SNGjAgm3Yr+ntZZZx136623pn7ssSQQIGmT+Qad+fTULer1jWCYjmHDhgXjUflDadS36IT0mPqmJEA9vFdZZZXsa+lkWCtDuus4oid3HWcSPdr14Pv0008vCPzoot91Eq+dNgRImmS+cWc+PXXLGmvoiadfIvX0bVTNNnfZZZeCeSt0D3/gwIF5t0TipH4Gup0Svp5u/ag3ey3R8URvael4k+pfoduQu+++e97vUJ0h79coB4gFAZIWkyY5t+iideGhIdUT7slbCzQBUnTeCg2vkRRN/Rp9WK4mx03REbIx6Lii413puHX8SYk+86jVOm0qBEga6IHluuvmrj4uucQvgQZckqmr8OTz73//218dC91KiV55aNiQWp4vXHR8Os7wmHX8Sd1SUrPc8HVqvV4bGwGSBkcfnQsPTeoUc1PTWpZ0gGhokOgzD51U09LrWccZDRHVQ9xDrwgBkhwCpNZpiPQwPDQYobHjXFolGSBqyhptbaXbOmk7wel4o7ezVB9xN/ElQJJDgNSyjz7KDYeuaWcfqv05muOWZIBE+3nowXJa78/ruKMP1lUvcSJAkkOA1Cr1Gdhqq9zVx0kn+SVQhKQCRAM8hvtV09Zaa21VKh1/tImv6icuBEhyCJBadc45ufDYaKO6SZpQsiQCRLPuhS2u1ImxVvp5lEv1EHbqVP2onuJAgCSHAKlF48blD1US4yB2aZNEgEQHRlQPbeSoPsK6UT3FgQBJDgFSa2bOdG7llXNXHyNG+CVQgrgDREObh/vTJEVxD75Y7VQfqpewjuIYCp4ASQ4BUmsyH5ZseFT5HB+VIM4A0fDh4XweGheq2gZGbCyql3DcLNWX6q0cBEhyCJAaMnvw4Fx4rLaazlh+EZQozgA5+eSTs/vSUOdomOonrCvVWzkIkOQQIDXi0zffdMNatnQvKzw0VEmCQ0OkSVwBolkQw8mPNA9Fpc/n0dRUP+F8Haq3cmaRJECSQ4DUAM3OtvV667ldm9XNCz71oov8IjCKK0A0PWq4H803gvlTPYV1pvqzIkCSQ4DUgF69egUfjuaZ5fgePdzvPJiNTRwBom/TSy21VLAPTXIU9+RTtUr1FM6xrvqzXrURIMkhQKrcvffem/1w6JJ/+vTpfhGUIY4A0SyI4T7OUf8cFE31Fdad6tGCAEkOAVLFNPBc+A1Nc3s/8MADfhGUKY4ACce70gRHM2bM8FdjHlRf4cRQqkcLAiQ5BEiV0jShXbp0yX4w+vTp4xdBDMoNkIkTJ2a314kMpYsGgOqzVARIcgiQKnXeeedlPxQdO3Z0PzFUSSLKDZC+fftmtx89erS/GkVQvYV1qPosFQGSHAKkCulEFna0inPMIBQqN0Bat24dbKsJk+bOneuvRhFUb+GEW6rPUhEgySFAqozm7I5OQDR8+HC/CGJUToBohr1w20MPPdRfjRKo/sK6LHXmQgIkOQRIldlzzz2zH4Z9993XX42YlRMggwYNym47cuRIfzVKoPoL61L1WgoCJDkESBW5/vrrsx+Edu3alT1GEOavnADp2bNndtskpmpNE9VfWJeq11IQIMlJPED+b5NN6l16b7GFO3W77dzAPn3cy4895m8Gz+TJk13Lli2DD0Hz5s3d+PHj/SJIQDkBstxyywXbtW/f3l8FA9Wj6lP1WgoCJDlNFiD+ct0pp7hff/nF3xwZc+bMyZs7e8CAAX4RJMQaIJphL9zuoIMO8lfDQPUY1mkpMzgSIMlp1ACJ+uHbb93r48a5fjvumF3/KPeJ69W7d+/sB6Bbt27MIdGIrAEyLvO3HW53wQUX+KthoHoM61T1WywCJDlNFiChiU89lV1/3j77+KtTb8yYMdk/fjVl/PTTT/0iSJA1QIYOHZrd7u677/ZXw0D1GNap6rdYBEhymjxAvs9ciYTrj/3zn/3VqTZt2jTXqlWr4A9fQ5Xcd999fhEkzBog0bk/Jk2a5K+GgeoxrNNS5gghQJLT5AGiW1nh+n477OCvzvL3M/39992gvn1d3+7d3TGbbeaVrn66TdW1a9fsH/7xxx/vF0EjsAbI/vvvn92O1nLxUD2Gdar6LRYBkpwmDxA9BwnXD+nXz1+dFd3P9KlT3UndumX/v9emm/rFq97555+f/aPfcMMNgwfpaHzWANlll12CbXTlyDOreKgeVZ+qV9VvsQiQ5DRZgPwwe7ab9Mwz7vT/PUTv26OH+++HH+aViYru58revd2Q005zn3/0UU3OffHcc88FTXX1B6/Z2ErteYv4WANEjR20zRJLLOGvQhlUn6pX1W+xCJDkNGqA1LcoOO649FI3cz7N8qLbXHTIIfP9Vjfl1Vfd+AceSGT51z33uFG33x70jo17ueaaa7IfEi3Dhg3zDw2NyBogm2T+TrXNSiut5K9CGVSfqlfVb7EIkOQ0eYBoufDgg91zY8f6m+aJln/x4Yf91XmmvftucFvLf524lm1WW82t+r8Z5pJcdtppJ//Q0MisAbLOOusE26yxxhr+KpRB9al6Vf0WiwBJTqMGSNTPP/3kPvvgA3dv5hv3MZtvHqwfdsYZDV5ZRPfz1Xxm3fvik0+CFl3+iT+upbECZKuttmqwPtA4rAHCFUgyuAKpLE0WIFFjr7suW+axW2/1Vwei+/mliGGxv5w2zU155ZVEltdfeMG98Oyz7umnn459efTRR12bNm2yf/D9+/f3Dw2NyBogPANJBs9AKktFBMjnH3+cLdNQZ8Ji9lMr3nrrreDhuf7g9TBdD9XRNKwBQius+NEKq/JURIDodlZY5thOnfzVgWL2U0uiPZnbtm3rZs2a5RdBI7AGCP1A4kc/kMpTEQGi5rhhmZO6d/dXB4rZT63Za6+9sn/4e++9t78ajcAaIPREjx890StPRQTImMGDs2WuOeEEf3WgmP3UGl11rLrqqtk/fpr0Nj5rgDAWVvwYC6vyNFmA/Dx3bl0rrIEDs62wtLw9YUJeuVBD+6l1dCpsWtYAYTTe+DEab+Vp1ACZ16JnH8/cc4+/eVZaA0QY1qTpWAOE+UDix3wglafJAqTXZpu5E7fe2l2Y+aO45+qrg74b85LmAGFgxaZjDRBhRsJ4MSNh5Uk8QBAPhnZvGuUECHOix4c50SsTAVJFopNL6VsYk0slr5wAGTRoUHZbjXMGO9VfWJeq11IQIMkhQKpMdHrb7t2700ktYeUEiBo8hNseeuih/mqUQPUX1mWpDUkIkOQQIFVGD9DXX3/97AdiwIABfhHEqJwAkdatWwfbajriuUUMwYNCqjfVn+pR9VkqAiQ5BEgVmjx5smvZsmXwgVAT3/Hjx/tFEJNyA6Rv377Z7UePHu2vRhFUb2Edqj5LRYAkhwCpUtdff332Q9GuXTuGy0hIuQEyceLE7PY6kaF00QBQfZaKAEkOAVLF9txzz+wHY9999/VXIwblBoiEtxxbtGjhZsyY4a/GPKi+VG+qP9WjBQGSHAKkin399ddulVVWyX44hg8f7hdBmeIIkMsvvzy7j3POOcdfjXlQfYV1p3q0IECSQ4BUOZ3UFlpooeDDsfjii7u3337bL4IyxBEgGtNsqf9NQLbMMsu4b7/91i+CeqieVF+qN9WfdURqAiQ5BEgNOO+887IfkI4dO7qffvrJLwKjOAJEzjzzzOx+LrroIn816qF6CutM9WdFgCSHAKkBv/76q+vSpUv2Q9KnTx+/CIziCpAvv/wyO0nY8ssvb/42nRaqH9WT6kv1pvqzIkCSQ4DUCA31EF7ua6iTBx54wC8Cg7gCRKJzhBx77LH+akSofsK6KmXuj/oQIMkhQGrIvffem/2g6Nvb9OnT/SIoUZwBoqbWK6ywQrAvPbd65ZVX/CLIUL2Ez/VUX+U2USdAkkOA1JhevXplPyw9evRgqJMyxRkgcsstt2T3t9lmm/H78ag+VC9hHam+ykWAJIcAqTE//vijW2+99bIfGB7YlifuAJGtt946u89zzz3XX51qqo+wblRPcSBAkkOA1KA333wzO9TJwgsv7F544QW/CIqURICoqbWaXGufCy64oHviiSf8IqmkelB9qF7ibJJOgCSHAKlRgwcPzn5oVltttbLvI6dVEgEiN998c3a/K664Ykkz7NUiHb/qIawT1U9cCJDkECA1LPrB2W+//fzVKEJSASKHHXZYdt+bb765+/777/0iqaDj1vGHdaF6iRMBkhwCpIbNnDnTrbzyytkPz4gRI/wimI8kA+SHH37IG5p/++23T90JTser4w7rQPWheokTAZIcAqTGjRs3LtskcokllnDvvPOOXwTzkGSAiPrvRMczO+CAA9zvv//uF6tJOk4db3jsqockpv4lQJJDgKRAdEC6jTbaiKFOSpB0gIhm2AsnTApDpNZPdDq+aHjo+EudabBYBEhyCJAU0FAnW221VfZDdNJJJ/lF0IDGCBBRS7mwZZYW3dap1WciOq7obSsdd5ItBQmQ5BAgKfHRRx/lDXXy0EMP+UXgmTJlSl6fjTg6tc2LZpaMXonowXKttc7S8UQfmOt4k5xRUx0TddVNgCSDAEmRUaNGZT9If/zjH91nn33mF0m9N954IxjdONoZM1z0LElTqiY5EKJu40Sfiahpa630E9FxRJvq6jiTum0lzzzzTF54aKHnf7wIkJQ5+uijsx+mv/zlL3ygMiZMmBAMF77mmmsWhEZ9y3LLLeeGDh0a3BpMwrRp0/JaZym41EM7qddLmt633n/YmEOLjk/HmQRdbWuGzujvTFfd2223nV8UZSJAUkZNJNddd93sB0v3+NPo2WefDUZ5bdu2bUFAaFFP/t133z3o0Kbm0JqDXsERLdOhQwf39NNP+7uOhX5P0X4iWnTrp9oGYNT7jd6y0qLjiruprmifCqpwFIZw2Xbbbd1bb73lF0cMCJAUmjRpklt00UWDD5eGOnnppZf8IjVH34KfeuqpYJjw1q1b551gwkUPc//617+6O+64o94H2JpC+MQTTwzqLLrd3nvv7T788EO/eCxGjhyZ93Bd3+J1DEneRouD3p/eZ/SqQ8eh40nCbbfdltfnSYuuKO+77z6/KGJEgKTUtddem/2grbHGGjU5zaoemP7rX/9yRx11VHZyIn/RVKkHH3ywGzNmTDAQZTE0RlO0FZEWBfLZZ59db/CUS313og/zteh4NFBmpf3e9H70vvz61vtPog+Sbj9uueWWea/1hz/8wV166aVu7ty5fnHEjABJsd122y37oVOb/FowZ86c4FvnoYce6pZeeum8E0u4qOXPEUcc4R5++OGyTjIPPvigW2uttfL23aZNm8Raa2m/4Xwi4aKWdernM2PGDL94o9Lr632ELf3CRe83ifpQay7dCgsHX9Sif+v3+vnnn/vFkRACJMW++uqr4IQXfgCTur2QNN37vvvuu93+++8f9LaPnsDCRa1/jjnmGPfkk0+6X375xd+Fma5yrrjiiuBKJvp6nTp1SuTWoG4NnXLKKdnpccOlRYsWQX+H0aNHlxWKpdDr6PX0unr96PvR+9P7jPtWm17z4osvdksuuWTe63Xu3Lnqng/VAgIk5fQQODrUybvvvusXqUizZ892t956q+vZs2fBQ9NwUTNRPbNQB8Ckhwf54osvgltl0W/EavmjK6EkmktrjnC1HNPtGv+4W7VqFbyuvhDEPTSI9qf9av96Hf+19X70vsqZw7whus2o263R11t11VXd7bff7hdFIyFA4M4666zsB3KTTTZptG+wpVJrKA0IudNOO7lFFlmk4OSlZfXVV3enn366e/HFF/3NG8XEiRNdly5d8t6TgvnCCy9MZAgZfcO//PLL85r9+kv79u2DW5R6D+oLpEYU83tWo/Uqp/LaTttrP/6+w0Wvr/cR9xWHTJ482W2zzTZ5r6crHPXXSaI1F4pHgCC4pfPnP/85++FU89ZKofvZ6nOhE0jz5s0LTlxa1l577eD++2uvveZv3mTuvPPOgibCCjfNW58UhZc6OjbUyqy+Rbee2rVrl138W1HzWvQ6ej29bhL0heG4444r+L1raoKPP/7YL44mQIAgoGao4UNn3Xp55JFH/CKNRh3MrrnmmqDlTvSWUHTp2LGj69+/f6I9mculVl3nn39+wfOK7t27Bz3ek6R6GTRokNtrr70KHmxbF+1H+9N+k6x3faFRK0H/FtnGG28c9N9B5SBAkHXXXXdlP6xqPdOY4zB98MEH7rLLLsu7EvKXLbbYIuj4OHXqVH/ziqZAPPDAA/OORc+d9FBfDRkag57RaGiPIUOGBFeYasGkpsjdunULOvrp6kP/1f/r51qvciqv7bR9Y3j88cfzOrqGf4s33ngjoyZUIAIEeY488sjsB1dDPyT58Fn9Ai644IKC8YrCRVdCXbt2dVdffXXsD4ObwvPPP+823XTTvGPUt3odX5wtw6rRe++9l9esXItup5122mkV19cFOQQI8ujhqZ4phB9ijZ0VJz2Y1XAT/rfMcNH97h49egRDhzTmFVBjUSCrIUB0UEEt66yzTtDpMW0UDv369St49rLrrrsGoYLKRoCggB5GR4egKLdFk/pDnHHGGQVNMMNFJ48dd9wxuE3RWLd0mpqaIau1mH/i3GWXXaqmKXU5dDtKv2+/Y6SC9LHHHvOLo0IRICigZrzRvhUaU0gnvGLpW7YedqqFjtrp+4GhRftXBzT1Uk7zLYr3338/GLTRD9RTTz3VffPNN37xmvDcc88FzcWjx6xbeQMHDkz9rbxqQ4CggCab8k/4Bx10kF8sTzhYYe/evd1KK61UsL0WDaanJphq4jq/fghpo7ky/DlINGfL8OHDa+bhsZ5jabSA6DHqlqUGXUzLlWetIUBQQOMJhR/w6BDm/phGulJ59NFHg97gDTW31RAfhxxyiBs7dmwwThUapm/faiJbX/PVJKfTTZqaM//9738vaM6sZ11vvvmmXxxVhABBHp3EwmlV1VFM34zDcND4Q+oVrDBQKDQ0WKFCR6251JekUnu1VzJ1oDv++OMLOtBpqPlq60CnofH925jqUKkxtFD9CBDkUTv88IOuk5hobKPwZw1daWjRLSoFTrXOnFdpNAmSZo2M1rGeHakVW6UP4fHqq68WDOmiLyAa6p0vFbWDAEEedW4LP/DhbHu6KqlvHCR9s9Ttq/D/w8BBvDQ8vT/drgaK/Oc//+kXbXLqcKirT39QSXVMTGJQSTQtAgRZelgb9k/QA9zolYSa8qp1kL4Bq3VVOFR5fYGD+Olbu3rh+6PvbrXVVu7ll1/2izc6vT+NJOAPa6+RBTTpE2oTAYIsPagNP/jFdCCcV+AgGRpc8vDDDy+YSEk/a6qOl/fff3/BFaqml9Vw+6htBAiyNHdGeAJQ66r50RhJpQQO4qOrDl19RE/aujrRVUpjPWPQgIoa7ib6HjS1r0ZGppl2OhAgCKjzn+6r6ySgTl2aaW9+Sg0cxE/PQcLfW7joeYlayiXl66+/dn369HELL7xw3uvus88+wajOSA8CBAE94whPBJptbn4sgYNkqEWWJlfyZ2ZUCy41u46LblFed9112Wbe4aKh9ceNG+cXRwoQIAho1NPwhKB72vNTauAgeeojop7+0ZO7+pJoUib1LSmH5pLfYIMN8va9/PLLu2HDhtVMT3mUjgBBIBzoUG31i5l6tdTAQeNRYwj1Xo+e7NW7Xb3cSx1rSnOv7Lnnnnn70q0rzRVSq2N1oXgECILRd8OTg77BFqPUwEHj0lWBxtFS67joyV/jbamz6Px89913QQdSf+55zUc/ZcoUvzhSigCBO/vss7MniFGjRvmrC2gO7LC8BsdD5dJIxxrZ1x82XiMAayRgn55tjRw5smBATM0R05TTHKMyESAI5mDQSUKD3RXT/LLUwEHT0xwjmmskGgoKFc1JEg7VP378+GBa22gZjXd21VVX0UgC9SJAUk7jLYUnCw1LUoxSAweVQ7Mehr+/cNFtLvUY15Aj4c80oVivXr3cjBkz/F0AWQRIyvXv3z970ihmbCVL4KCy6EH6NddcEzS/jgZJuHTr1s29/vrr/mZAAQIk5Tp06BCcNPSwtJiZAUsNHFQuTeKkq4zw96lA4ZYkSkGApJgeooYnj5133tlfXa9SAweVTw/HNUCmWl4BpSBAUuzSSy/NBsiIESP81QXee++9bHk9kAWQbgRIioUtbtQxrJieyhqoLwyQm266yV8NIGUIkJTSsBdhq5ttt93WX12vUgMHQG0jQFJKbfvDq4khQ4b4qwtYAgdAbSNAUqpz585BGKi9vyYpmp9SAwdA7SNAUkhzU4cz2m299db+6nqVGjgAah8BkkJjBw92f8qEweKZRR3K5scSOABqHwGSQvdvs407OxMGhy+wgJsxbZq/usDgTOCEt68GDhzorwaQUgRI2syY4WY2b+4mZcLg+U6d/LX16tGjRxAeeog+rYjAAZAOBEjaDB+e+a03q1suv9xfW+CrTOBoVjsFSKciAwdAOhAgabPjjnXhkbmacFOn+msLPJcJnJ0z5TtklkFFBA6A9CBA0mTWLOdatKgLkI039tfW67VM4IzMlB+QCZyvPvjAXw0gxQiQNLnlltztqwED/LWF/hc4P2TKf1xk4ABIDwIkTfbYIxcgb7/try0UDZwLL/TXAkg5AiQtNFR3y5Z1YbDeev7a+u2+ey5A3nnHXwsg5QiQtLjrrlwYnHuuv7aQJXAApAoBkhb77psLkEmT/LWFSg0cAKlDgKTBjz86t8QSdWHQvr2/tn6lBg6A1CFA0mDMmFwYnHGGv7aQJXAApA4BkgYHH5wLkAkT/LWFSg0cAKlEgNS6uXOdW3rpujBo29ZfW7+DDsoFyMsv+2sBIECA1LqHH86FQd++/tpClsABkEoESK078shcgDz3nL+2UKmBAyC1CJBa9ssvzi23XF0YtG7t3G+/+SUKlRo4AFKLAKllTzyRC4PjjvPXFvID5/ff/RIAkEWA1LLevXMB8tRT/tpCpQYOgFQjQGqVblettFJdGCy/vHO//uqXKFRq4ABINQKkVj37bC4MjjrKX1tIgbPiiqUFDoBUI0Bq1Wmn5QLkkUf8tYX+/e9c+aOP9tcCQAECpFZdckldGKgvx88/+2sLnXhiLkAefdRfCwAFCJBaNn68c19+6f+0kFpbrbpqXXgss0xxgQMg9QgQOPfSS7mrj0MO8dcCQL0IEDh35ZW5ALnvPn8tANSLAIFzU6Y416GDc7vtVteZEACKQIAAAEwIEACACQECADAhQAAAJgRILZkzx7nhw53r2dO5du2cW3xx5xZbrO7fe+zh3LBhdWUAIAYESK0YO9a5Nm1yzXEbWlRGZQGgTARILbj2WucWWKAuIBZeuG4mQc1lPnu2c99959yrrzp36qnOtWhRV2bBBeu2AYAyECDVTnN4KBAUDJrLXL3KG/LKK3VDlYQh8uSTfgkAKBoBUs00BPuaa+ZuT40Z45codP/9ufLt2xc3zS0A1IMAqWb33psLg86d/bUN69o1t532AQAGBEg1O+KIXBCohVWxVDbcrpjJpgCgHgRINVt33VwQvPGGv7ZhKhtut956/loAKAoBUs1atcoFwTff+GsbNmtWbrtll/XXAkBRCJBq1rx5LghKmcNcI+6G22kfAGBAgFQzrkAANCECpJrxDARAEyJAqlkcrbCOPNJfCwBFIUCqGf1AADQhAqSa6cF5tCd6MYMkPvBArjw90QGUgQCpdo8/nj8W1oQJfokcDaoYPnjXNhpHCwCMCJBaMHBgbjRejbir0Xg1cKJG4v3+e+cmTswfjVdltQ0AlIEAqRXFzgfSunVxgy4CwHwQILVEsw3ecEPd7INt29bNRtiyZd2/d9/duaFDnfvxR38rADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/D60zB4nXy3DrAAAAAElFTkSuQmCC)
PN: 2H17-B-08
CAS: 857062-40-9
Molecule Weight: 231.02
Formula: C8H4BrFO2
![2-Bromo-5-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-B-06
CAS: 1823950-80-6
Molecule Weight: 231.02
Formula: C8H4BrFO2
TSCA: Not listed on TSCA inventory