![5-Bromobenzo[b]thiophene](data:image/png;base64,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)
| Product Number | 5H66-9-X2 |
| CAS | 4923-87-9 |
| MDL Number | MFCD03069318 |
| Molecular Formula | C8H5BrS |
| Molecular Weight | 213.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 44-48 ℃
Boiling Point: 105-107 ℃ @ 10 mmHg
TSCA: Not listed on TSCA inventory