![5-(Trifluoromethyl)benzo[d]thiazol-2-amine](data:image/png;base64,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)
| Product Number | 7H70-3-0C |
| CAS | 60388-38-7 |
| MDL Number | MFCD05861632 |
| Molecular Formula | C8H5F3N2S |
| Molecular Weight | 218.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory