| Product Number | 3H44-1-10 |
| CAS | 254-79-5 |
| MDL Number | MFCD00039727 |
| Molecular Formula | C8H6N2 |
| Molecular Weight | 130.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 69-75 ℃
Boiling Point: 150-152 ℃
TSCA: Not listed on TSCA inventory
![Pyrido[3,4-b]pyrazine](data:image/png;base64,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)