![1,3-Dimethyl-5-(trifluoromethyl)pyrido[2,3-d]pyrimidine-2,4,7(1H,3H,8H)-trione](data:image/png;base64,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)
| Product Number | 4H53-3-0F |
| CAS | 779352-01-1 |
| MDL Number | MFCD23159171 |
| Molecular Formula | C10H8F3N3O3 |
| Molecular Weight | 275.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory