![[1,2,3,4]Tetraazolo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-1-7P |
| Purity | 97 % |
| CAS | 274-87-3 |
| MDL Number | MFCD00829444 |
| Molecular Formula | C5H4N4 |
| Molecular Weight | 120.115 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 156-157 ℃
TSCA: Not listed on TSCA inventory