![5,6,7,8-Tetrahydro-[1,2,4]triazolo[4,3-a]pyrazine](data:image/png;base64,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)
| Product Number | 3H32-1-C9 |
| Synonyms | 5H,6H,7H,8H-[1,2,4]Triazolo[4,3-a]pyrazine |
| CAS | 345311-09-3 |
| MDL Number | MFCD04115284 |
| Molecular Formula | C5H8N4 |
| Molecular Weight | 124.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory