![5,6,7,8-Tetrahydro[1,2,4]triazolo[4,3-a]pyrimidine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-HW |
| CAS | 1211511-74-8 |
| MDL Number | MFCD18459266 |
| Molecular Formula | C6H8N4O2 |
| Molecular Weight | 168.156 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 212-214 ℃
TSCA: Not listed on TSCA inventory