![3-(Propan-2-yl)-5H,6H,7H,8H-[1,2,4]triazolo[4,3-a]pyrimidine](data:image/png;base64,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)
| Product Number | 3H31-1-2R |
| CAS | 1365968-86-0 |
| MDL Number | MFCD21602201 |
| Molecular Formula | C8H14N4 |
| Molecular Weight | 166.228 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory