![4-[(2-Aminoethyl)thio]-8-(trifluoromethyl)quinoline](data:image/png;base64,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)
| Product Number | 7H66-3-00 |
| Synonyms | 2-{[8-(Trifluoromethyl)quinolin-4-yl]thio}ethylamine |
| CAS | 1065076-19-8 |
| MDL Number | MFCD11101425 |
| Molecular Formula | C12H11F3N2S |
| Molecular Weight | 272.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory