| Product Number | 3H31-5-6H |
| CAS | 161829-92-1 |
| MDL Number | MFCD09026400 |
| Molecular Formula | C8H16ClN |
| Molecular Weight | 161.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-6H
CAS: 161829-92-1
Molecule Weight: 161.67
Formula: C8H16ClN
![2-Azaspiro[4.5]decane hydrochloride](data:image/png;base64,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)
PN: 3H31-5-9H
CAS: 36392-74-2
Molecule Weight: 175.7
Formula: C9H18ClN
PN: 3H31-5-73
CAS: 19734-67-9
Molecule Weight: 203.75
Formula: C11H22ClN
![5-Methyl-2-azaspiro[5.5]undecane](data:image/png;base64,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)
PN: 3H31-1-49
CAS: 1797087-04-7
Molecule Weight: 167.296
Formula: C11H21N
![cis-7-Azabicyclo[3.3.0]octane](data:image/png;base64,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)
PN: 3H31-1-DA
CAS: 926276-10-0
Molecule Weight: 111.188
Formula: C7H13N
TSCA: Not listed on TSCA inventory
![Octahydrocyclopenta[c]pyrrole](data:image/png;base64,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)