![3-Chloro-5-bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 7H66-D-09 |
| CAS | 1936159-64-6 |
| MDL Number | MFCD28348424 |
| Molecular Formula | C9H4BrClO2S |
| Molecular Weight | 291.54 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory