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)
| Product Number | 2H10-9-X2 |
| Synonyms | 5-Bromo-1-benzofuran |
| CAS | 23145-07-5 |
| MDL Number | MFCD03407317 |
| Molecular Formula | C8H5BrO |
| Molecular Weight | 197.031 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 8 ℃
Boiling Point: 260 ℃
Density: 1.593
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100