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)
| Product Number | 4H53-3-13 |
| CAS | 1858240-24-0 |
| MDL Number | MFCD28954652 |
| Molecular Formula | C13H16F3N3O2 |
| Molecular Weight | 303.285 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory