![8-Oxo-3-azabicyclo[3.2.1]octane hydrochloride](data:image/png;base64,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)
| Product Number | 4H56-1-169 |
| Synonyms | 3-Azabicyclo[3.2.1]octan-8-one |
| CAS | 240401-35-8 |
| MDL Number | |
| Molecular Formula | C7H11NO |
| Molecular Weight | 125.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-169
CAS: 240401-35-8
Molecule Weight: 125.171
Formula: C7H11NO
![8-Oxo-3-azabicyclo[3.2.1]octane hydrochloride](data:image/png;base64,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)
PN: 4H56-5-D2
CAS: 1427356-24-8
Molecule Weight: 161.63
Formula: C7H12ClNO
PN: 4H17-5-3L
CAS: 89895-05-6
Molecule Weight: 163.65
Formula: C7H14ClNO
PN: 4H17-1-2S
CAS: 91324-25-3
Molecule Weight: 141.214
Formula: C8H15NO
![5-Azaspiro[2.5]octan-8-one hydrochloride](data:image/png;base64,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)
PN: 4H17-5-2D
CAS: 1780166-60-0
Molecule Weight: 161.63
Formula: C7H12ClNO
PN: 4H17-5-0Z
CAS: 91324-28-6
Molecule Weight: 177.67
Formula: C8H16ClNO
PN: 4H17-1-9S
CAS: 82087-52-3
Molecule Weight: 181.279
Formula: C11H19NO
TSCA: Not listed on TSCA inventory
