![2-[(4-Phenoxyphenyl)amino]-6-(trifluoromethyl)-3H-pyrimidin-4-one](data:image/png;base64,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)
| Product Number | 4H31-3-16 |
| CAS | 1353502-74-5 |
| MDL Number | MFCD21090582 |
| Molecular Formula | C17H12F3N3O2 |
| Molecular Weight | 347.297 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory