![8-Azabicyclo[3.2.1]octan-3-one, N-Boc 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)
| Product Number | 4H56-1-E8 |
| Synonyms | tert-Butyl 8-aza-3-oxobicyclo[3.2.1]octane-8-carboxylate; N-(tert-Butoxycarbonyl)nortropinone |
| Purity | 97 % |
| CAS | 185099-67-6 |
| MDL Number | MFCD00673779 |
| Molecular Formula | C12H19NO3 |
| Molecular Weight | 225.288 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 50 g | 137.5 | Contact for Availability | |
| 100 g | 250 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 70-74 ℃
Hazard Statement: H315-H318-H335
TSCA: Not listed on TSCA inventory