![3-Benzyl 7-tert-butyl 9,9-difluoro-3,7-diazabicyclo[3.3.1]nonane-3,7-dicarboxylate](data:image/png;base64,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)
| Product Number | 4H56-3-8N |
| CAS | 1823424-25-4 |
| MDL Number | MFCD28016246 |
| Molecular Formula | C20H26F2N2O4 |
| Molecular Weight | 396.435 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory