| Product Number | 2H10-B-0B |
| CAS | 286836-11-1 |
| MDL Number | MFCD28098932 |
| Molecular Formula | C9H6BrFO |
| Molecular Weight | 229.048 |
| Units | Price (USD) | Availability |
|---|
PN: 2H10-B-0B
CAS: 286836-11-1
Molecule Weight: 229.048
Formula: C9H6BrFO
PN: 2H10-B-0C
CAS:
Molecule Weight: 229.048
Formula: C9H6BrFO
![7-Bromo-5-fluorobenzo[b]furan](data:image/png;base64,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)
PN: 2H07-B-X1
CAS: 253429-19-5
Molecule Weight: 215.021
Formula: C8H4BrFO
PN: 2710-9-00
CAS: 33118-85-3
Molecule Weight: 211.058
Formula: C9H7BrO
TSCA: Not listed on TSCA inventory
