![4-Amino-2-[(tert-butoxycarbonyl)amino]-4-oxobutanoic acid](data:image/png;base64,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)
| Product Number | 4158-1-28 |
| CAS | 142847-17-4 |
| MDL Number | MFCD00068248 |
| Molecular Formula | C9H16N2O5 |
| Molecular Weight | 232.236 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory