![6-(tert-Butoxycarbonyl)-5,6,7,8-tetrahydropyrido[3,4-b]pyrazine-7-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-8D |
| Purity | 97 % |
| CAS | 264623-57-6 |
| MDL Number | MFCD04973511 |
| Molecular Formula | C13H17N3O4 |
| Molecular Weight | 279.296 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory