| Product Number | 3H31-5-W0 |
| Synonyms | (Piperidin-4-yl)cyclohexane hydrochloride |
| CAS | 60601-62-9 |
| MDL Number | MFCD05863876 |
| Molecular Formula | C11H22ClN |
| Molecular Weight | 203.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-W0
CAS: 60601-62-9
Molecule Weight: 203.75
Formula: C11H22ClN
PN: 3H31-5-21
CAS: 372195-85-2
Molecule Weight: 177.72
Formula: C9H20ClN
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
PN: 3H31-1-R4
CAS: 947767-62-6
Molecule Weight: 139.242
Formula: C9H17N
TSCA: Not listed on TSCA inventory
![3-Azaspiro[5.5]undecane](data:image/png;base64,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)
