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)
| Product Number | 6H21-5-X2 |
| Synonyms | 2-Carboxy-5-chlorobenzo[b]thiophene; 2-Carboxy-5-chloro-1-benzothiophene; 2-Carboxy-5-chlorothianaphthene |
| CAS | 13771-75-0 |
| MDL Number | MFCD01927183 |
| 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: 256-258 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900