![1-{2-[(tert-Butoxycarbonyl)amino]ethyl}-1H-benzimidazole-5-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-1E |
| Purity | 95 % |
| CAS | 1427461-04-8 |
| MDL Number | MFCD19442763 |
| Molecular Formula | C15H19N3O4 |
| Molecular Weight | 305.334 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory