![6-Methoxy-4-{[3-(trifluoromethyl)phenyl]amino}quinoline-3-carboxylic acid hydrochloride](data:image/png;base64,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)
| Product Number | 4H58-7-03 |
| CAS | 1094029-69-2 |
| MDL Number | MFCD06009623 |
| Molecular Formula | C18H14ClF3N2O3 |
| Molecular Weight | 398.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory