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)
| Product Number | 3H17-9-01 |
| Purity | 95 % |
| CAS | 519018-52-1 |
| MDL Number | MFCD03160589 |
| Molecular Formula | C8H5BrO2 |
| Molecular Weight | 213.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H17-9-01
CAS: 519018-52-1
Molecule Weight: 213.03
Formula: C8H5BrO2
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)
PN: 2H17-9-27
CAS: 54450-20-3
Molecule Weight: 213.03
Formula: C8H5BrO2
PN: 2H17-B-21
CAS: 1344893-60-2
Molecule Weight: 231.02
Formula: C8H4BrFO2
PN: 2H17-9-0G
CAS: 77376-38-6
Molecule Weight: 243.056
Formula: C9H7BrO3
![2,7-Dibromobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-9-34
CAS: 1823950-65-7
Molecule Weight: 291.926
Formula: C8H4Br2O2
![7-Bromo-5-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-B-16
CAS: 1153445-43-2
Molecule Weight: 231.02
Formula: C8H4BrFO2
PN: 2H10-9-0H
CAS: 206347-30-0
Molecule Weight: 199.047
Formula: C8H7BrO
![7-Bromo-5-chlorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-D-05
CAS: 1153445-36-3
Molecule Weight: 247.47
Formula: C8H4BrClO2
TSCA: Not listed on TSCA inventory