![1,9-Diazaspiro[5.5]undecan-2-one hydrochloride](data:image/png;base64,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)
| Product Number | 4H48-5-Z8 |
| CAS | 1171417-47-2 |
| MDL Number | MFCD09998743 |
| Molecular Formula | C9H17ClN2O |
| Molecular Weight | 204.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-Z8
CAS: 1171417-47-2
Molecule Weight: 204.7
Formula: C9H17ClN2O
![2-Azabicyclo[2.2.2]octan-3-one](data:image/png;base64,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)
PN: 4H48-1-AQ
CAS: 3306-69-2
Molecule Weight: 125.171
Formula: C7H11NO
![(1R,2R,5R)-2-amino-6-azabicyclo[3.2.1]octan-7-one](data:image/png;base64,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)
PN: 4H48-1-QS
CAS: 1980007-43-9
Molecule Weight: 140.186
Formula: C7H12N2O
![(1R,2S,5R)-2-amino-6-azabicyclo[3.2.1]octan-7-one](data:image/png;base64,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)
PN: 4H48-1-QT
CAS: 1932206-26-2
Molecule Weight: 140.186
Formula: C7H12N2O
Melting Point: >300 ℃
TSCA: Not listed on TSCA inventory
