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)
| Product Number | 4H53-3-17 |
| CAS | 1980064-08-1 |
| MDL Number | MFCD28992246 |
| Molecular Formula | C18H19F3N4O |
| Molecular Weight | 364.372 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory