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)
| Product Number | 6H21-9-04 |
| Synonyms | 5-Bromo-1-benzothiophene-3-carboxylic acid; 5-Bromo-3-carboxybenzo[b]thiophene |
| Purity | 97.0 % |
| CAS | 7312-24-5 |
| MDL Number | MFCD06797473 |
| Molecular Formula | C9H5BrO2S |
| Molecular Weight | 257.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 292-293 ℃
TSCA: Not listed on TSCA inventory