![7-[4-(3-Fluoropropoxy)phenyl]-[1,2,4]triazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 4H07-3-1D |
| CAS | 478039-24-6 |
| MDL Number | MFCD02571714 |
| Molecular Formula | C14H13FN4O |
| Molecular Weight | 272.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory