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)
| Product Number | 2H25-3-25 |
| CAS | 61702-21-4 |
| MDL Number | MFCD29037282 |
| Molecular Formula | C8H5FO3 |
| Molecular Weight | 168.123 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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
![7-Bromo-6-fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-B-16
CAS: 1935916-68-9
Molecule Weight: 247.019
Formula: C8H4BrFO3
PN: 2H21-3-X3
CAS: 321309-28-8
Molecule Weight: 198.149
Formula: C9H7FO4
![5-Bromo-6-fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-B-21
CAS: 1936338-60-1
Molecule Weight: 247.019
Formula: C8H4BrFO3
PN: 2H15-3-01
CAS: 306934-87-2
Molecule Weight: 182.15
Formula: C9H7FO3
![7-Fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-3-24
CAS: 1591953-99-9
Molecule Weight: 168.123
Formula: C8H5FO3
![8-Bromo-6-fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-B-10
CAS: 1936554-76-5
Molecule Weight: 247.019
Formula: C8H4BrFO3
TSCA: Not listed on TSCA inventory