![3H-[1,2,3]Triazolo[4,5-d]pyrimidin-7-amine](data:image/png;base64,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)
| Product Number | 3H30-1-XS |
| Synonyms | 8-Azaadenine |
| CAS | 1123-54-2 |
| MDL Number | MFCD00778514 |
| Molecular Formula | C4H4N6 |
| Molecular Weight | 136.118 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 320 ℃
TSCA: Listed on TSCA inventory