![[1,2,4]Triazolo[1,5-a]pyrazin-2-amine](data:image/png;base64,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)
| Product Number | 3H30-1-XP |
| Purity | 97 % |
| CAS | 88002-33-9 |
| MDL Number | MFCD11847742 |
| Molecular Formula | C5H5N5 |
| Molecular Weight | 135.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory