![Pyrido[2,3-b]pyrazine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H56-1-6K |
| Synonyms | 2-Carboxypyrido[2,3-b]pyrazine |
| Purity | 97 % |
| CAS | 914637-60-8 |
| MDL Number | MFCD08056316 |
| Molecular Formula | C8H5N3O2 |
| Molecular Weight | 175.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Density: 1.51
TSCA: Not listed on TSCA inventory