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)
| Product Number | 6H21-5-X5 |
| Synonyms | 2-Carboxy-4-chlorobenzo[b]thiophene; 2-Carboxy-4-chloro-1-benzothiophene; 2-Carboxy-4-chlorothianaphthene |
| CAS | 23967-57-9 |
| MDL Number | MFCD06655155 |
| Molecular Formula | C9H5ClO2S |
| Molecular Weight | 212.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 220-223 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900