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)
| Product Number | 2H25-3-24 |
| CAS | 1591953-99-9 |
| MDL Number | MFCD29037283 |
| Molecular Formula | C8H5FO3 |
| Molecular Weight | 168.123 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H25-3-24
CAS: 1591953-99-9
Molecule Weight: 168.123
Formula: C8H5FO3
![5-Fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACTGAAAkxgG0wmh2AAACAHpUWHRtb2xTb3VyY2UAAHicfZRtb6MwDMe/ipXX1yQECqwqnapNk07adNJtk+7dKYW0Q4JkCvTp258DhcG1Q4AcHP8c8rfD8v5UFnBQtsqNTohHOQGlU5PlepeQ97enWUzuV8sUgzBQVwn5qOvPBWPH45GmH6qUJ6NpakrSzi9OVT6KOfrU2B0TnHvsz8vza8PMcl3VUqcKqSpfVI3z2aSybr7imyVYKe0h16wNZ6U9tNn+Cu5uTk9VRr728oBza0RhmxcKtsaWsoaD4BRv/gN2Sisra5XB5oxunwa499Xy5dGk+1LpGocuQ57K4rW2+xQdpSlUusdkOPj5mJDSQ0DWplxbK8/gRs4tPZACpA8yADkHGYKMQMYg70B6HB+c9wTqXCi30Nv5UyXkCR7669fXgwKJhAgahlEAF+NR3/ejzlyc+PUck8/RGUQQojMOOnNxXkwbSeCMiWcBDbE0MPMpj50V1Pec5TSK0KJS/PvXPrqju2ytH8VhvTqr5cbobDCEPEvIxiONbL/VthIX5QgYmymLzegSuNAhIMaA07kH1rcAfwy4qkwDwRhwNZwG5mPAVXwaCMeA64/pTUdjwHXTNBCPAdd708DdGGg6dZpw86PSNZ3dM+Im83+5eXsSJte5rvgAuamv518JfBthg55k3enG4dXJZ4PfAsOf4eofKh+J+wRMpR0AADyoSURBVHhe7d0JtBTFvcdxI9GAS9CIiogKiqKCoqLIkrjgRowGMCqCqCAuBDQiEUUealxRkERBUALivq9PMZoAEkSIgrjggohxw8gSk+cGbsF6/ZubwenqO3Pn1nRPT/d8P+fUORyo7jvM3OlfL1X/Ws8AAOBgPfsvAAAoBgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAOrnu++MmTvXmJEjjenSxZiWLY3ZeGNjNtrImBYtjOnc2ZgRI4yZM6emL1KLAAFQvJkzjdl3X+/IsV5xrX17Y2bMsPeClCBAANRNVxLDhgUDoth23nlcjaQQAQKgMB34e/cOhsI++xgzYYIxb75pzGefGfP558YsWWLMjTfWfpWifRAiqUKAAChs9Gh/EDRoYMz11xuzdq3d83sKivHja/rmbjtmjN0TCUaAAMhv0SJjfvhDfwjccYfdKz/1zd12gw2MefVVuxcSigABkJ996+rkk+0edevb17+PPn3sHkgoAgRA7ZYt81996M/Ll9u96vbRR8H9aN9IPAIEQO2mTPFfOfTsafcoXo8e/n3dfLPdAwlEgAConW5X5R70b7rJ7lG8iRP9+zrlFLsHEogAAVC7Pff0H/RfeMHuUbwFC/z72msvuwcSiABJidmzZ5u7777b/mvA3bbb+g/6K1bYPYqn5yC5+2re3O6BBCJAEu4j74t5wAEHeN/J9TJtm2228U4USzhTBLIaNvQf9L/6yu5RvDVr/PtS3SwkHgGSUF95X+Yrr7zSbLLJJuvCI9vWX399079/f++EsYQzRiDMANG2uftq1MjugQQiQBLooYceMjvuuGMgOOz24x//2FxzzTXm66+/tncB1K1ZM/9Bf+VKu0fxNPw3d1/cwkoFAiRBFi1aZA4++OBAUKj94Ac/MD/84Q8Df6/WqlUr87//+7/27oDC7IfoCxfaPYqn26q5+2rXzu6BBCJAEuDjjz82AwcONA0aNAiEg1rHjh3Nc889Z5YtW2ZOPPHEwL9n26GHHmpef/11e/dA7ewZ5KUM41WBxdx9ucxoR8UhQCrYt99+a6677jqz+eabB8JAbdtttzW33367vZmZO3eu2W+//QL91XSVctZZZ5l//etf9maA3+TJ/oN+KRMJtW3uvjRJEYlHgFSop556yuy2226BAFBr2LChGTlypPniiy/szdb57rvvzC233GKaNm0a2F7tJz/5ibnhhhsyIQXU6oMP/NV0VQjRpZSJtqGUSSoRIBXmrbfeMkcddVTggJ9txx57rHn33XftzfL67LPPzPDhw82PfvSjwL7U2rRpY2awYhzy6dWr9FtPJ53k3wfFFFODAKkQn3zyiTnvvPPMhhtuGDjIq7Vr187MmjXL3qxob7/9tunRo0dgv9nWvXv3TB/A56WXwi3nrn2pRDxSgQCJ2dq1a82UKVPMVlttFTioqzVp0sRMmjTJ/Oc//7E3daKrjbZt2wZ+jpquUnS1oqsWYJ1Ro/whwIJS+C8CJEbPPPOM2XvvvQMHcrUNNtjADBkyxPzf//2fvVnJFEYTJkwwW2yxReDnqum5iZ6f6DkKkAmD44/3B4GalrRVkUQtY6vlbPVMTn/WaC2WtK0KBEgM3nvvPdOrV6/AgTvbunXrZt7UOtMR+/e//23OPvvsvPNH9vUOAhrRhRTRVYNKqR9xhDEXXVT4KiKX+p17bjAUim1DhxYfHt4Vt+na1ZhrrjHmyy/tf0UFIUDKaPXq1ebiiy82jRo1WneQzm2tW7c2TzzxhL1Z5DQ35LDDDgu8nmzT3BLNMUHCzZ5dUwU398Cuobr1MX26Me3bBwMiX9NVirYp1pw5/u1btDDm/vvtXqgQ69l/gWjcddddZrvttjP2wVlts802M2PHjjXffPONvVlZaba6Zq3br09t4403NpdeeqlZo6J4SBbvirfWW1BqV11l966briR0oB8xwpjOnY3ZYYea4ohq+nOnTsYMH17Tp9irjqyHHw6+RrUDD6x5oI+KQoBEbMGCBaZLly6BA7KaZpaffvrpZtWqVfZmsVHdLNXPUh0t+/Wq7eAdIO699157M1QiPZPQbSoVLrQPyGoqVVJKfasoqG7b4YcHX6uaHsh73xdTQd+XakeARGT58uWZiriqjGsfhNUO9M6oXqrgMypV8j311FPzvn6VkH/xxRftzVAp7ryzpmChfRBW8654ze9/b0zMV7wFeVfs3iV78LVnX793xV7Rr79KECAh0xn81VdfnfcMvkWLFub+BN3T1doiP/3pTwP/DzVdQZ122mkVdQVV9ebPr7mtZB901XQGf8YZxvzzn/ZWlWn1amMuvjj/FVTr1sbE8MwQ3yNAQvToo4+anXbaKXCgVdMzhMsuu8x8mdBRJVrtcPvttw/8v9QaN25srr322tif4VQ1lQvp1894l4zBA63aQQcZ8/LL9lbJ8P77wRnxua1bN2PKMGoRQQRICF577bVMpVv7wKqmMut9+/Y1H374ob1Z4ugB+iWXXGI22mijwP9TbZdddjHTpk2zN0OU9MxAE/023TR4YFXTKKYHHrC3SqZnnjFm772D/0c11ekaMsSYCOZNIT8CpASqaDt48OC88yg6dOhg5s2bZ2+WeO97Z4S9e/cO/H+z7YgjjjCLFy+2N0PYHnnEeJe8wYOp2iabGHP55aWtIliJNB9FlXy32ir4f1Zr0qRmImNIlRtQGAHiQBVsx48fn6loax881bQu+a233pr6mdxz5swx++yzT+D/r6aZ9Oecc04kM+mr3quvGnPIIcGDp5p3xZspXpiCK96CPvnEmPPOM2bDDYPvgZoWrCqhdhyKQ4DU0/Tp0zMVbO0DpppqSV144YVVVUtKtbxuvvlms/XWWwfeDzXV8rrxxhtDq+VV1bSGy6BBweKG2bb//sb87W/2Vun21lvGHHVU8L3ItmOPNaYe1atRPwRIkVSpVhVr7QNktvXs2dP8/e9/tzerGp9++qkZNmxY3mrCe+65p3n66aftzVAMrdkybpzxLnmDB0g1rV1+2231n7SXJn/+szG77RZ8b9QaNjRm5MiaeTEIFQFSB11NXHDBBXkPjKpsO3PmTHuzqrV06VJz9NFHB96nbPvVr35l3nnnHXsz5POXvxiz++7Bg6Kad8WbmQ2uQoaoCdrrrjNm882D75XattsaU8sKnnBHgOSh5xdTp07Nu6KfKtmqoi23Zmr3F+/Al29FRd3q+5//+R/vuMeBLy8viL0kDh4Es+2YY4whiGv38cfGDBwYLCWfbR07GvPcc/ZWcECA1OLZZ5/NVKK1D3xqGnGlCraqZIvCNNhg3LhxeQcbNGvWzNx2222pH2xQL59+asz55+d/OLzHHsZwK7A4Wrjq4IOD76GaBhtodcV//MPeCvVAgOT44IMPTJ8+fQIHumxTxdo33njD3gx1+Ng7Ixw0aFDe4c7777+/+Vu1Pfy1Zcusb7118GCnpuGpN97I8FQXDz1kzI47Bt9TNQ13vvLK9A13LhMCxNRMkFOl2XwT5HbeeWfz2GOP2Zuhnl599VXTtWvXwPurpgmXJ510kndCWH1nhCvnzDHv5CuRrgly55yjxVvszVAfCggFhQLDfo/VFDAKGtRL1QeIKsuqwqx9QFNTPavRo0dn6lshPA8//LD3fd0x8H6rbeJ9wa+44grv+57+M8J/eFe8o3v3Npd5/+8nvfaxfVDTok9MyAzXRx8Zc8opNbew7PdbTbe8WLO9aFUbIKok+7Of/SxwAFNTBdoBAwaYlZVW6jpFFMpXXXWV2XTTTQPvv1rLli3NA2kpwWHRFe/vfve7zBXvnt7/dYDXbvLawuxBzLviNY8/bm+GMD3/fM3D9Ox7ntPeb9DAvDhwoFmth/EoqOoCRKGgcMhXplyVZxcuXGhvVjE0ce/dd9/NNK2pPmvWrEwRR818zzYtDKW/179n+2q7SvSRd0bYr1+/zC0s+7NQO+igg8wrr7xib5ZYdlHKxl471GsXem1a48bm8zFjKFNeThrWq+G969WEx5dee8ZrY702YPPNzS3XXZcZDILaVU2AqFLsGO/Lqcqx9kFKTV/qe+65x94sNhriqgfLmuWtCXo9evQwu+++e94H0XU1bafttZ/zzz/f3HLLLea5554zX1TI5Kr58+ebTp06BV63msrGn3nmmeafSSlDXgudlOQri9/aO5mZfNppZjVXvPHQd0ATDRs2NEu8z+MOr/3Ga530vfHarrvuap566il7K5gqCZDHH3888yDc/uKq6TaCbifEvVSryrxrQqLmR+hA6hoU9W2qWaUDm6rszp49O/bnPXfccYdp3rx54HWqaenfP/zhD4kqG68r3kILc+k26ksszFUR1npX6q8ce6y50vtcunutmfVZ/eIXvzBvqXQK1kl1gGjI7eGHHx740mabKspq6G5ctGqh1kI/+OCDvZOfhoHXF0fTuiWqpjtx4sTY5rroquiiiy7K+57ojPDJJ5+0N6soCmINwMi3sBhLA1euJbNmmV7t2gU+MzVVpPjtb39rPlExR6QzQHTg+81vfpM5u7Z/AdTat2+fqSQbB11p6FbZz3/+c6erDI1e0nMBrTGiZwf6f+oKSk0z57N/1t/r39VP/fVQ2t5XXU0zxo/1zsh0BRfHfWA9uznuuOMCryvbjjzySLNkyRJ7s9hpyHehK14NGY/7iheFqcLEpEmTMsVA7c9QbauttjKTJ0+u2GeL5ZKqANGHrsqvKjNif+BqqhirZwpxfOiLFi3KLP+a74zUbnqtOnhrpNKDDz6YeZBc6mqG2l770eimyy+/PFOXKt8XxG56PUOHDs2sBVJuf/3rX81ee+0VeE1qOknQ66qEM0Jd8Wqyqf0as02TVJctW2Zvhgqm5QjOPffcvCeje++9d2awSrVKTYCo0usee+wR+IDVdNmpB8eqGFtuejhcqIpvtunhvh5wq/SHVjgsp5dffjlzK01n9JqHYb82+71UEJa78rBC/49//KPZcsstA69JTX+vf4/j5EBXvCpvk++KUmVxVB4HyfXmm29m7hrYn2229erVy7z33nv2ZqmX+ADRgeyYY44JfKDZ9stf/jJTIbbc9EC60PMXNR2sdZtJ4Vcp9aB0q0rL0urWkW5h2a8523Sw1Gsv90NFXWnoiiPfGaGuVPTel4OueFVQM98Vrwpx6rZipXy2KN0TTzxhWrduHfis1Ro1amQuvvhis3r1anuz1EpsgGiY64gRI/Ie5DRkVYs/lZtuY+Qr16Gm0Ti6zaHRRpX+i6Yzaz1M79ixY+D/kW0aYqsrEi3vW0569qErJvv1ZNvxxx8f6RmhRsyplL/9c9V0laYlAKppYbFqolGAumLXqED7s1fbbrvtzJ133mlvlkqJCxCdzWmynCq52h+cmiq/6jZQuR/6KgyGDx+e98xYQaeCglEe1KKk21x6JpNvOKpuIamybrlpNJZGZdmvR02juDSaK8y5Lrri1eJh9s/KNt2u1OJjSD/NSzr99NMzJ1H274Fa586dzYIFC+zNUiVRAaKJdR06dAh8UGq6paIDdLnPhOWRRx7JW09Lw2J1y0VDdtNAz2c0/Dnfl0YjvnS/uJx0Rqj5IfnOCDWvRFd8pdDVhJYrznfFq2WOZ8yYYW+GKvDSSy+ZAw88MPA7oaYTrv79+6fm+29LRIB8+OGHmUqt+cpdHHLIIZlKr+WmMxA9Y7Ffj1p2ffQkz54uRCGhB4f2/1tNt3A0eqzc9/71XmvGer5w0wRNDWqoD/0fNGt/m222CexPTVe8N9xwQ9mveFF57r//ftOiRYvA74iaar5dffXVsU/UDVtFB4iGnWq4qc7i7Q9Ebaeddsqc/cdBQ/fyzZjWw/M4HtzHQSsPtmrVKvAeqGnUitYCKTfdbtOVkP161HQSoof/qsFVl3nz5pn99tsvsA81XfGeddZZsVzxonIVc8xS7bq0qNgA0VyFQmk+atSoWNJcZ6Q6u65tyKYCRWch1Ual1/WsobZ141VjTDW34qDfoXwTKPU7pM+xtt8hzdXQBEx7m2w79NBDyz7UGsmiuyb6HSp01yQNv0MVFyCFzh51P1Fnj3HdT1y1apXp1q1b4HXpl0Qzv6t91I1ua9U2YkvBooENcVC4aX2RfPNbdEao9UlEZ4+XXXZZ3rNHXWml6ewR0dNVbKHntoMHD070VWzFBIhGJ2lmdL771xrRUN/712HSfIfazmY333zzTPl01NAD7SFDhgTeJ7WBAwfGMtFP6nqOptIjmrdh/72aqgek8f41yiM7cjTfczQdQzTsO4mLqFVEgOh5Qr7hobotFPeY6hdeeCFT+8Z+bTrbjqO0RxKo/EptZVtOOOGEWKvpaiSf1mC3X1dtLTuCZsWKFfZugHrT3LVCI/k0IEOTU5OkIgJE1V/tN1OzOnVfPe7JdpqMaK+ap7NYVeSM80CYBLpqa1dLVVM9XI/zc9UZoeas5JtLpNalS5fUj+FHPArNJYprUJCriggQFZnLfRO1PkUlTLhTuW37wbDuW2pYJ4qjsy49MLS/KPqMVaguTnptmqOT+7p0C/Wuu+6yuwKhUzUDXXXk/v6prFGSVESAaBGl3DexEp4pKDzs22oqxa3S5qgf3dutrV6ZbiXFeSUiCrHc16RnbUC5qAxQ7u+fbrEmCQFSC922su9T6kEXFVXd6d6unifYIXL00UfHet/XDhCtEAiUi0qhECAlqqQA0QNz+5mH7pWnYcx23PTsQWsr2CFyxhln2F3LhgBBnAiQEFRKgOihrz3aSlcehEe4arsS0fyLOBAgiBMBEoJKCBBNErTneeiZB7etwqe6UfbiPBrZVmrBQxcECOJEgIQg7gDRrRV7hrlGW/HAPDoqsa6V+nLfc80AX7x4sd01UgQI4kSAhCDuAFFNpNyfr7NhhupGTxP0dtxxR997rxUFyzkjlwBBnAiQEMQZIHPmzAkURtQkQZSHap9p4afc91/ri5cLAYI4ESAhiCtAtH6EXZJd5UmYYV5e48eP930GugIs1+8AAYI4ESAhiCtA7MWgNOKqEmbAVyP7s9hiiy0yAxuiRoAgTgRICOIIENWcyf2Z5TzrRZAWnrKvBgcMGGB3Cx0BgjgRICEod4BoBJC9hrnW80C8VAcot9y6Ssk8//zzdrdQESCIEwESgnIHyPDhw30/T2e+1b4YVKU48cQTfZ+NFuOJcm11AgRxIkBCUM4AeeONNwIVdqtxGdpKpbXK7VIyU6ZMsbuFhgBBnAiQEJQzQOzS4ocffrjdBTEbPXq07zPacsstI7tCJEAQJwIkBOUKkNmzZ/t+jiruLl261O6GmGkY9a677ur7rBQqUSBAECcCJATlChBdbeT+HD0LQWWaNm2a77PSetJRzFAnQBAnAiQE5QiQ+fPn+36G6i5pIiEql70c7qRJk+wuJSNAECcCJATlCBB7opqWMkVlu/vuu32fWatWrUJffIoAQZwIkBBEHSCvvPKKb36Bai9ptA8qm8LCLrZ433332d1KQoAgTgRICKIOEHvd4UGDBtldUKEmTpwY6QGeAEGcCJAQRBkga9asMY0bN1637wYNGlDvKkG+/PJL06RJk3Wfn64kw/z8CBDEiQAJQZQBcs899/j2zbyP5Bk8eLDvMxw1apTdxRkBgjgRICGIMkDspVPjWDYVpZk3b57vM2zbtq3dxRkBgjgRICGIKkCWL1/uWyxKJTJWr15td0MC2A/TtRBVGAgQxIkACUFUATJ27Fjffvv162d3QUJcdNFFvs9y2LBhdhcnBAjiRICEIKoA6dq1q2+/KheOZFq8eLHvs2zTpo3dxQkBgjgRICGIIkA0eid3rW2tNrh27Vq7GxJEEwmzn6dGY61cudLuUm8ECOJEgIQgigCZOXOmb589evSwuyBh7Pk8DzzwgN2l3ggQxIkACUEUAWLvc9y4cXYXJMydd97p+0w1vLdUBAjiRICEwD7YhxEgnTp18u3ztddes7sgYT788EPfZxrGcxACBHEiQEIQdoBo8aHc4btNmza1uyChdt5553Wfq56DrFq1yu5SLwQI4kSAhCDsAJk7d65vf7169bK7IKEGDBjg+2ynT59ud6kXAgRxGuYFSDPv9y7bFhIg9Rd2gEydOtW3v8svv9zugoSy5/ZMmDDB7lIvBAjiNNkLkN7e7122LSVA6i/sALngggt8+wtjtA4qw+OPP+77bM855xy7S70QIIjTbC9AbvJ+77JtBQFSf2EHSPfu3X37W7Rokd0FCbVkyRLfZ6taZ6UgQBCn5V6ALPZ+77JtDQFSf2EHyG677bZuX+uvv35mUiHS4ZtvvjEbbLDBus9XkwtLQYAgVl6AeL943zcCpP7CDJBvv/3Wd4Bp2bKl3QUJt8suu6z7fDXa7uuvv7a7FI0AQawIkNKFGSD2XIHDDjvM7oKE69atm+8zfv/99+0uRSNAECsCpHRhBohddO+4446zuyDhNCw79zN+/fXX7S5FI0AQKwKkdGEGyPz58337OvXUU+0uSDi7JtZzzz1ndykaAYJYESClCzNA7CKKpQ7zROUZMmSI7zOeMWOG3aVoBAhiRYCULswAefTRR337GjlypN0FCWcvLvXII4/YXYpGgCBWBEjpwgwQrXmeu69rrrnG7oKE02ea+xnffvvtdpeiESCIFQFSujADZNKkSb59jR8/3u6ChNNnmvsZ6zN3RYAgVgRI6cIMEK5A0o8rEKQGAVK6MAOEZyDpxzMQpAYBUrowA4RRWOnHKCykBgFSujADhHkg6cc8EKQGAVK6MAOEmejpx0x0pAYBUrowA4RaWOlHLSykBgFSujADhGq86Uc1XqQGAVK6MANEWA8kvVgPBKlCgJQu7ABhRcL0YkVCpAoBUrqwA4Q10dOLNdGRKgRI6cIOkKlTp/r2d/nll9tdkFBjx471fbYTJkywu9QLAYJYESClCztA5s6d69ufhn0iHQYMGOD7bKdPn253qRcCBLEiQEoXdoB89tlnmdE52f01bdrU7oKE2nnnndd9rj/4wQ/MqlWr7C71QoAgVgRI6cIOEOnUqZNvn6+99prdBQljz/Fp06aN3aXeCBDEigApXRQBYu9z3LhxdhckzJ133un7TAcPHmx3qTcCBLEiQEpnH+zDCBC7qGKPHj3sLkgYuwZWGKPrCBDEigApXRQBosmDDRs2XLfPzTff3Kxdu9buhgTRpMHs56nnHytXrrS71BsBglgRIKWLIkCka9euvv0+/fTTdhckhF0kM4znH0KAIFYESOmiChB7zkC/fv3sLkgIexGpYcOG2V2cECCIFQFSuqgCZPny5b7hvJtuuqlZvXq13Q0JsOOOO/p+R15++WW7ixMCBLEiQEoXVYCIaiXl7ltrpiNZ5s2b5/sM27Zta3dxRoAgVnaAlLA4WhxSHyD33HOPb9+HH3643QUVTsN1cz/DUaNG2V2cESCI1XXXfR8eDRsa889/2j0qWuoDZM2aNaZx48br9t2gQQPz3nvv2d1QoTSarkmTJus+P42+CvPzI0AQK61l4x3/zJFHGvPEE/a/VrzUB4jY8wcGDRpkd0GFmjhxYqQHeAIEcFcVAfLKK69kzlyz+9f8kI8++sjuhgrzn//8J/Dw/L777rO7lYQAAdxVRYDIL3/5S9/PGDp0qN0FFebuu+/2fWaaSKhQCRMBArirmgCZP3++72dsvPHG5p8Je2BVbdq1a+f7zCZNmmR3KRkBArirmgARjcDK/TnDhw+3u6BCTJs2zfdZbbPNNuarr76yu5WMAAHcVVWAzJ492/dzfvSjH5mlS5fa3RCzb775xuy6666+z2r06NF2t1AQIIC7qgoQOeSQQ3w/i3khlUdhkfsZbbnllplFwqJAgADuqi5A3njjDbPhhhv6ft79999vd0NMNDpOJWdyP58pU6bY3UJDgADuqi5ARM8+cn9e8+bNIzvDRf2ceOKJvs+mQ4cO5rvvvrO7hYYAAdxVZYB88cUXZocddvD9zN/85jd2N5SZyu3nztdZf/31zfPPP293CxUBgrLSydDcucaMHGlMly7GtGxpzMYbG7PRRsa0aGFM587GjBhhzJw5NX0rXFUGiDzyyCO+n6kDVzl+Lmr38ccfZ64Ecz+TAQMG2N1CR4CgbGbONGbffb+vfVVXa9/emBkz7L1UlKoNELEnF2rVwjDrLKF49mexxRZbmFWrVtndQkeAIHK6ktD6NXZAFNvOO69ir0aqOkA0kdA+6+3YsWNmGCnKZ/z48b7PoJxXgwQIIqUDf+/ewVDYZx9jJkww5s03jdHz188/N2bJEmNuvLH2qxTtowJDpKoDRObMmeNbdErtt7/9rd0NEdHCULlr16udffbZdrfIECCIlOYv5QZBgwbGXH+9MWvX2j2/p6DwTqoyfXO3HTPG7hm7qg8Queqqq3w/X2fAt9xyi90NIVuxYkWgWOJee+0VyYzzfAgQRGbRIuOdnfpDoD4L2qlv7rYbbGDMq6/avWJFgBgF/nemW7duvtegq5LHH3/c7oqQaCTcvt6leu57rvpkixcvtrtGigBBZOxbVyefbPeoW9++/n306WP3iBUB8l96YNuyZUvf69hoo43Ms88+a3dFib799tvAUsO66otjuWECBJFYtsx/9aE/L19u96qblp2w96N9VwgCJMdbb71lttpqK99r0cis1157ze6KEvTv39/3HqtddtlldreyIEAQCVVPyB701Xr2tHsUr0cP/75uvtnuERsCxPLCCy8ESmk0a9aMEAmBbhWee+65vvdW7YwzzrC7lg0BgkjodlXuQf+mm+wexZs40b+vU06xe8SGAKnF9OnTM5V6c1+TrkS4neVOC0HVduVx9NFHh75IVH0QIIjEnnv6D/reiamzBQv8+9prL7tHbAiQPO69995MKY3c16VnIjxYrz+NqjrmmGN876Xa/vvvb1avXm13LysCBJHYdlv/QX/FCrtH8fQcJHdfzZvbPWJTEQGiOlS5X+IrrrjC7hILhYhduVejsxjiW7zPP/88UEJf7ac//Wnm4B23hQsX+l6XnoHpNQMladjQf9AvZWj6mjX+faluVoWoiAA59NBDAwcYnbH+/e9/t7uWnW5n2c9ENGJIkw2ZsV6YBiXYy9KqaQRW3Fcen376qTn//PMDJwhqeuZ12223RVoFGCkXZoBo29x9NWpk94hNRQTIyJEjA19iNT2HGDFiROxnhHqwbo/OUlPZk/fff9/uDs+DDz5ofvzjHwfesxNOOCHW4F27dq25+eabzdZbbx14bXbTLbbnnnvO3gVQN+8kxPsl+r6tXGn3KJ6G/+bui1tYQaq8aj+4zjath33rrbfGekaos2l7noiaHq5XwjObSqFwGDJkSOB9Uhs4cGDmAB4XDYJo37594HUVarraPPnkk80//vEPe3dAfvZD9IUL7R7F0wP43H15V/WVomICRP71r3+ZQYMGBWpTZZsWF/rb3/5mb1Y2mmxoz1jPHmT0HKfaF6V68803M1dl9vuj20Tjxo2zu5fNBx98YHr37h14XdmmZY21UuXDDz8cKK2SbZtssknm2Vw5y6wgwewZ5KUM41WBxdx9ucxoj0hFBUiW5lzU9uBVTQfrk046yXz44Yf2ZmWhqyDVzqot5FTZtxqXx9VB9aKLLqr1ecL2228f222gNWvWmN/97neZ0XP261LbeeedA6Pqvv7668znaz/3yjZdher2HFDQ5Mn+g34pEwm1be6+Ilziub4qMkCytOjTTjvtFPgSq6lu0uWXX26+/PJLe7OyeOaZZwKl4LNNZ7RLly61N0mlv/zlL6ZVq1aB90BND8u1UFQc7rnnnkx42a9JrXHjxmbMmDEFn8VobfZTTjnFt0JibjvooIPMK6+8Ym8G1PCuen3VdFUI0aWUibahlIk7nRGOGjUq7xlhixYtzAMPPGBvVhZaT8ReCCnb9DznwgsvzPRJI92u6tWrV+D/raYrEZ3Fx/HMSsNyNUTYfk1qmtejZ20r6/FAU0vqdurUKbAvtQbeAeLMM89M7WeMEnnfD+8XpbRbTyed5N8HxRTdLPeSuF+/foHJfdl24IEHZtaWiIOulOw11rNNV0pDhw7NvP400O1FPU/QwdP+v6rpzFzhUm4KBYVDvt8PTRBUuLhSocdtt902sF81DaT4wx/+UPCKBlXopZfCLeeufalEfAVJTIBkzZ8/33Tu3DnwJVbTQU11leI4I9S8huHDh3tXqhsEXpearkg0QCCpS+YqnI899ti8B+gtt9wyM3ei3HSFOnr06FqHDKvpNpZuZ4VBJej1rMdeACvbdt11V/Pkk0/am6GajRrlDwEWlKoMd955Z95nEJtttpn5/e9/H8sZoUbzdO3aNfCask0H4MMOOyxzRhv3ZLq6/Pvf/zYTJ06sdWRVtim0TzvttMwIunJ77LHHMg/C7dekpgfneoCuB+lhe/fdd81xxx0X+JnZduSRR5olWp4UUBgcf7w/CNS0pK2KJOr3RPPcvJOTzJ81WoslbctDB+CLL77YNGrUKPAlVmvdurX505/+ZG9WFrNnz848TLdfU27T0FDdlnv66adjeV5QG63VMW3atMwBMt+8HDWNQtNr1/yYclNIK4Tt15Rtffr0yQzdjdpf//rXzAqK9s9X03MgVSv45JNP7M2QZN4Vb+bqoH9/Y2bNsv+1drraOPfcYCgU24YOrcjwkEQHSJZuCx3vpbz9Jc42jQaK47686JZb9+7dA6/JbhoZ1KNHj8x8iXKXjtftqbFjx2bOnBVq9mvLbTow6oojjjIzuiLSfJt8twm1wmG5KyZrYuQf//jHzC08+/Wo6e8nT54c6wRKhEQThlu1+v7A7p1gmfpMJ5g+3Zj27YMBka/pKkXbVLBUBEiWzvr33nvvwJdYTQcdrUURVwG/RYsWZQ68+e7V202lNvTMQaOZNO9AQ0ZLHbKs7bUfjVrTEOhf/epXpkmTJoGfXVvT69FggDhKt6jcu26lbbHFFoHXpda0aVMzderUWK/idKWh9ydfuOn3Ur+fSKDXX1fBvuABXm3ePLt3YfodnTPHmBEjjOnc2ZgddqgpjqimP3fqZMzw4TV9Yvx9LlaqAkR0pqczvkJnhJMmTYptDQodxPVQV1dFtU1GrKtpprRGOvXt2zdzC0ln5LrXr6aDaPbP+nv9u/qpf21lWOpquoWlENNkO93aisPMmTNN27ZtA69NTVdDF1xwQUVVANCVrq7k7NeabbpSTupAiqqj53pnnRUcSZVtRxxR+GF4FUhdgGTpjFD3oGubHa2me9e6hx0nDe3VraODDz4478iecjcNOz7C+2LojF+3jOKiW2Q9e/YMvL5s023BSp6sqWdvegZnv241PbPTaK5KH0RRtXSydMMNxrvkDYaGmnfFa7SkQwKuEKKW2gDJ0miYX/ziF4EvcbbpYbFG1cRNVyY629biWpq45nJ14tJ0y0UT7y655JLMLRYNi42TKi9rAma+B/ht2rTJlNhPAo0C1GhAjQq0/x9qGkWo0YSoIDNmGO+XLBgaanrmodtLFXTFG7fUB0jWU089lRmnb3+J1XT2r5LyGudfKXQgVeFIlR4fNmxY5gH77rvv7hws2k7baz9aB0OLYqlGVaX8n/X8QhWXVXnZfu1qP/nJT8z48eNju5VWCs1L0vykfJMvNa9Jgy0Qo7ffNt6XIxga2aZ/Ux/4VE2AiM4Ir7vuuszMYftLrKaZxpqfUcn0jEdXTGqqxzVr1izz6KOPZg6+2aby8vp7/Xu2byWPApo3b16m0rL9eagp+AYPHhzLPJOwabSbnkfZ/0c1zQ/SM6u0VCxIDF1N6KpCVxcKCru1bVtzVYJaVVWAZOmMUDWM8p0R6haSaiAhWqqorIf8+QoWqiJzuYc0l4NGwamGm/3/VVPNN9V+i/tWYurp+YWeY+h5hoLCbnr+MWFCzfMQ5FWVAZKlIa35zgh1UFM1VlVlRbj0vOeyyy7LPLC333c1VWDWVVWa6T3QUOp88270HqjGGiIwd64x++0XDA01jbjSyKsUXPGWQ1UHSJbmWeQb5qozQs3F4IwwHFovJd/Zt+bIXH311VX1XusqTOvbFLoKe/XVV+3N4EJl0E88MRga2aa5HprzgaIRIP+lRZG04ly+M0LNv9CKdXDz0ksvZSom2++rmu7/9+/fv6rv/2vARKHnQCrEmYbnQLHQBNxLLzXeJW8wNNQ0u5xlqZ0QIBatfa01sPOdEapQomaVozh63nT66afnfd6kEUgLFiywN6tKGommisbNmjULvE9qGommUjdJHIkWm/vuq5nhraCwm3fFa665pqa+FZwQIHloiOv+++8f+BKr6Yzw17/+dWyr7SWBRrxpkmS+ORDbbbedueuuu+zNYGqGcI8YMSLvXBgNx9ZKkCjgxReNOeCAYGioeVe85tRTjVmxwt4K9USAFFDXGaGGA19//fWcEVqeeOKJgrOwVUGZWdh102z8Y445JvAeZptWw6zk2fixWLXKmNNOC66lkW1duhjzwgv2VnBEgBRBZ4SaIZ7vjHC33XYzf/7zn+3Nqo7qQKnGl/3+ZJuWwKUOVP2p3P8ee+wReD/VVKpHE0M//fRTe7PqorV/rr3WmMaNg6Gh5l3xmrvvtrdCiQiQenjnnXcyFWztL3G2HXXUUbGsjxE3VThWpeNClWg1qRHuVPzzxhtvzFuRWNWSVbWgkieMRmbaNGN22SUYGmreFa+55BItHmRvhRAQIA40y3vPPfcMfInVdEZ43nnnVcUZoQ5qqmycryT8VlttxVoYIVOBy3POOSdvWLdv397MUSnwKvDV4sU1FXEVFLW1E04wJoblB6oJAeJIB8+bbrqp4MFzypQpqT14KkTbtWsX+H+rZUOU1fiis9g7eBZa8bJ3795lWZUxDl94V7xPeiH6Jy9EV61XS3BoIaYqCdG4ESAl0u2bIUOG5D0j3Mf7ZU7T7RvV1dIaIfb/M9tU+bgab+PFRWu1xLEufByyJ20/9U7a+nv/v4leW7BeTnB4J23eWVvVr9FRTgRISHRG2K1bt8CXONtO8C6n41jNLyyq2quKxfnWLVGlY1U8RvlpyPSYMWMyyyLbn4va9ttvn1nELMlybxtv6rWuXrvAaw96bZl3xWuGDTOmCm4bVxoCJGTTpk0zu+yyS+BLrKYhrFp3I2lDWG+//fZMpWL7/6OmocyqcMxQ5vitXLnSDBgwIDOz3/6c1LTuy8KFC+3NKlq+gSs7ee0Erz169NFmDVe8sSFAIqAzwmuvvTbvGWFSJtGpInHHjh0Dr19NM8sHDhzIZMoK9OKLL5qf/exngc9MTeFy6qmnZsKmktU1dL7tbruZ+UymjB0BEqFVq1aZ0047LW8Zjy5dupgXKnBSkyoQFyrnoiV4KedS+e69916zww47BD4/NRWuHD16dMUVrmTybrIQIGWgQoIHHHBA4Mugli0kuKICyiqooOSVV15ZsKDkQw89ZG+GCqYH6Jdeemnmgbr9earpAfxjjz1mbxYLygclDwFSRvfdd1/BM8JrrrkmtjNCBYMCwn5dagoUBYsCBsmkIb19+vQJfLbZdthhh5k33njD3qwsiilgSkn7ykSAlFldiym1atUqsyRtuehWlG5J2a9DTV9ofbH1BUc6PPvss2bfffcNfNZqOss/++yzM5MVy4ElFJKPAInJsmXLzIknnhj40mTboYceal6PcHEb3QrQQ/B8z2f08Fy3FJA+es4wdepU07Rp08DnrqZyKRMmTMjMu4gKi7ilAwESs7lz55r99tsv8CVS0xnhWWedFepCQnr4qGG3ehhp/zw1DdfVsF2k32effWYuuOCCTOUA+/dArW3btmbmzJn2ZiVhGel0IUAqgM4Ib7nllrxnhFpI6IYbbih55Ikm+mnCn71/NU0Q1ERBTRhEdXn77bdN9+7dA78T2dazZ89MaflSaGGxM888M+8Vb6dOnTLDxpEsBEgF0Rnh8OHD8459b9OmjZkxY4a9WZ1UWkSVgu39ZZtKk6hECarb9OnTM79j9u+Hmq4OVHtLv6P1oTlRmtyYLzh0xXvHHXfYmyEhCJAKpDPCHj16BL5s2aazRfWpi4oZqqhhvlsUKoaoEhFAlq5ydbWrq17790VNRUJvvfXWzFVzXZ588smCV7wXXXQRV7wJR4BUMF1t6D60/eVT01WK7l/XdkaoCsCqBKwvu72dmioIqwx7lA9JkWx67jZ48OC8ZVH03G7evHn2ZhlLliwxRx55ZGCbbDvuuOO44k0JAqTC6SCvETH5FhLScxM9P8meEaryrxZwsvupqWKwFn5SBWGgGHr+Yf8e5ba+fftmRhSKrniHDh2a94pXTbfIkB4ESEJobL7G6Gtklv2lVNOVyoEHHhj4+2xTpWAtOQvUh6ok2L9LdtOcJt1Wzbc2Tm7Tw3KkBwGSMJobolnD9hczX2vdurV54okn7N0ARbEDRMPKVTXB/j2rremKV/1z/44ASRcCJKE0W12z1u0vbbZtttlmZuzYsZlRMIArO0Dmz59vli9fnvn7fM9H1PQMRM9C9Iwu9+8JkHQhQBJMM3VVP8uuIaQvtyoBA6WqLUCyFixYkFlxM/ffmzdvbv70pz+t60OApBsBkgL22uRpWcIU8SsUIFkjRozIVPVV3TT7ipcASTcCJAU6dOhAgCASxQRIIQRIuhEgKUCAICoECAohQFKAAEFUCBAUQoCkAAGCqBAgKIQASQECBFEhQFAIAZICBAiiQoCgEAIkBQgQRIUAQSEESAoQIIgKAYJCCJAUIEAQFQIEhRAgKUCAICoECAohQFKAAEFUCBAUQoCkAAGCqBAgKIQASQECBFEhQFAIAZICBAiiQoCgEAIkBQgQRIUAQSEESAoQIIgKAYJCCJAUIEAQFQIEhRAgKUCAICoECAohQFKAAEFUCBAUQoCkAAGCqBAgKIQASQECBFEhQFAIAZICBAiiQoCgEAIkBQgQRIUAQSEESAoQIIgKAYJCCJAUIEAQFQIEhRAgKUCAICoECAohQFKAAEFUCBAUQoCkAAGCqBAgKIQASQECBFEhQFAIAZIC3Y/oYFpsud669uWXBAjCQYCgEAIkBc7u08Ecvud669pXXxEgCAcBgkIIkBQYfU4HM7jbeuvaN18TIAjH2V6ANPEO/Nn2Yj0D5HMvQHK3/zkBkioESArce1kHc33/9da1bwkQhOQGL0B+5R34s21pPQNkjRcgudtfSICkCgGSAo9c1cFMOmO9de3bbwgQhGO6FyDjvAN/tq2oZ4B87QVI7vb3EyCpQoCkAAGCqHzgBcgr3oE/21bXM0DWegGSu/1SAiRVCJAUIEAQGS9AjHfgX9fqGSDGCxDf9gRIqhAgKUCAIDIECAogQFKAAEFkCBAUQICkAAGCyBAgKIAASQECBJEhQFAAAZICBAgiQ4CgAAIkBQgQRIYAQQEESAoQIIgMAYICCJAUIEAQGQIEBRAgKUCAIDIECAogQFKAAEFkCBAUQICkAAGCyBAgKIAASQECBJEhQFAAAZICBAgiQ4CgAAIkBQgQRIYAQQEESAoQIIgMAYICCJAUIEAQGQIEBRAgKUCAIDIECAogQFKAAEFkCBAUQICkAAGCyBAgKIAASQECBJEhQFAAAZICBAgiQ4CgAAIkBQgQRIYAQQEESAoQIIgMAYICCJAUIEAQGQIEBRAgKUCAIDIECAogQFKAAEFkCBAUQICkAAGCyBAgKIAASQECBJEhQFAAAZICBAgiQ4CgAAIkBR7/fdd14TFl0I/Md2v/Y3cB3FxxxfcH/w02MGblSrtH3bbe+vt99O1r/ysSjABJgXcWPmgm/3qDTID87YHf2v8MuPv8c2P69TOmfXtj7rjD/tfizJplTMeOxnTvbsyHH9r/igQjQFJi9afLzf+teNP+awCIDAECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAZIgufWu6tuA0Hz3nTFz5xozcqQxXboY07KlMRtvbMxGGxnTooUxnTsbM2KEMXPm1PRFanFkSRA7FOrTgFDMnGnMvvt+X9uqrqYSKDNm2HtBSnBkSRA7FOrTgJLoSmLYsGBAFNvOO4+rkRTiyJIghAJioQN/797BUNhnH2MmTDDmzTdryrar8OKSJcbceGPtVynaByGSKhyFEoQAQSxGj/YHQYMGxlx/vTFr19o9v6egGD++pm/utmPG2D2RYByFEoQAQdktWmTMD3/oD4H6lHVX39xttabIq6/avZBQHIUShABB2dm3rk4+2e5RNy0ilbuPPn3sHkgojkIJQoCgrJYt81996M/Ll9u96vbRR8H9aN9IPI5CCUKAoKymTPFfOfTsafcoXo8e/n3dfLPdAwnEUShBCBCUlW5X5R70b7rJ7lG8iRP9+zrlFLsHEoijUILYAVJsA5zsuaf/oP/CC3aP4i1Y4N/XXnvZPZBAHF0SxA6GYhvgZNtt/Qf9FSvsHsXTc5DcfTVvbvdAAnF0SRA7GIptgJOGDf0H/a++snsUb80a/75UNwuJx9ElQQgGlFWYAaJtc/fVqJHdAwnEUShBCBCUVbNm/oP+ypV2j+Jp+G/uvriFlQochRKEAEFZ2Q/RFy60exRPD+Bz99Wund0DCcRRKEEIEJSVPYO8lGG8KrCYuy+XGe2oOByFEoQAQVlNnuw/6JcykVDb5u5LkxSReByFEoQAQVl98IG/mq4KIbqUMtE2lDJJJY5CCUKAoOx69Sr91tNJJ/n3QTHF1OAolCAECMrupZfCLeeufalEPFKBo1CCECCIxahR/hBgQSn8F0ehBCFAEAuFwfHH+4NATUvaqkiilrHVcrZffFHzZ43WYknbqsBRKEEIEMRGVxvnnhsMhWLb0KGERwpxFEoQAgSxmz7dmPbtgwGRr+kqRdsglTgKJQgBgoqgK4k5c4wZMcKYzp2N2WGHmuKIavpzp07GDB9e04erjlTjKAQAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnPw/EHRND8UsnL0AAAAASUVORK5CYII=)
PN: 2H25-3-27
CAS: 1936404-87-3
Molecule Weight: 168.123
Formula: C8H5FO3
![6-Bromo-7-fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-B-17
CAS: 1934432-27-5
Molecule Weight: 247.019
Formula: C8H4BrFO3
![5-Bromo-7-fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-B-09
CAS: 1935431-65-4
Molecule Weight: 247.019
Formula: C8H4BrFO3
![8-Bromo-7-fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-B-20
CAS: 1935908-41-0
Molecule Weight: 247.019
Formula: C8H4BrFO3
![6-Fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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PN: 2H25-3-25
CAS: 61702-21-4
Molecule Weight: 168.123
Formula: C8H5FO3
![8-Fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-3-26
CAS: 1416471-55-0
Molecule Weight: 168.123
Formula: C8H5FO3
PN: 2623-3-67
CAS: 204707-42-6
Molecule Weight: 184.166
Formula: C9H9FO3
TSCA: Not listed on TSCA inventory