![5-Methyl-2-(trifluoromethyl)[1,2,4]triazolo[1,5-a]pyrimidin-7(4H)-one](data:image/png;base64,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)
| Product Number | 4H56-3-2B |
| CAS | 198953-53-6 |
| MDL Number | MFCD01846630 |
| Molecular Formula | C7H5F3N4O |
| Molecular Weight | 218.139 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory