![[4-(2,2,2-Trifluoroethoxy)pyrimidin-2-yl]methanamine](data:image/png;base64,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)
| Product Number | 4H30-3-23 |
| Purity | 98 % |
| CAS | 944903-58-6 |
| MDL Number | MFCD10697208 |
| Molecular Formula | C7H8F3N3O |
| Molecular Weight | 207.156 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory