| Product Number | 2H10-3-14 |
| CAS | 24410-61-5 |
| MDL Number | MFCD15143817 |
| Molecular Formula | C8H5FO |
| Molecular Weight | 136.125 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-B-0A
CAS: 286836-04-2
Molecule Weight: 215.021
Formula: C8H4BrFO
PN: 2H10-B-15
CAS: 1194376-46-9
Molecule Weight: 215.021
Formula: C8H4BrFO
TSCA: Not listed on TSCA inventory
![5-Fluorobenzo[b]furan](data:image/png;base64,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)
