![(1R,4R)-tert-Butyl 2,5-diazabicyclo[2.2.1]heptane-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-314 |
| CAS | 134003-84-2 |
| MDL Number | MFCD01321293 |
| Molecular Formula | C10H18N2O2 |
| Molecular Weight | 198.266 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 75-77 ℃
TSCA: Not listed on TSCA inventory