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)
| Product Number | 4H48-1-0AB |
| Purity | 95.0 % |
| CAS | 1158750-89-0 |
| MDL Number | MFCD12406549 |
| Molecular Formula | C8H14N2O |
| Molecular Weight | 154.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-0AB
CAS: 1158750-89-0
Molecule Weight: 154.213
Formula: C8H14N2O
![2,9-Diazaspiro[5.5]undecan-1-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-AL
CAS: 1187173-73-4
Molecule Weight: 204.7
Formula: C9H17ClN2O
![(3aR,7aR)-rel-Octahydro-3H-pyrrolo[3,4-c]pyridin-3-one](data:image/png;base64,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)
PN: 4H48-1-BK
CAS: 868551-69-3
Molecule Weight: 140.186
Formula: C7H12N2O
![2,7-Diazaspiro[4.4]nonan-3-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-BE
CAS: 1393330-70-5
Molecule Weight: 176.64
Formula: C7H13ClN2O
PN: 4H48-1-04N
CAS: 126822-39-7
Molecule Weight: 125.171
Formula: C7H11NO
![2,8-Diazaspiro[4,5]decan-3-one](data:image/png;base64,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)
PN: 4H48-1-68
CAS: 561314-57-6
Molecule Weight: 154.213
Formula: C8H14N2O
TSCA: Not listed on TSCA inventory
