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)
| Product Number | 3H32-1-W9 |
| Synonyms | 1-[2-(Piperidin-4-yl)ethyl]pyrrolidine |
| Purity | 98 % |
| CAS | 14759-08-1 |
| MDL Number | MFCD03092939 |
| Molecular Formula | C11H22N2 |
| Molecular Weight | 182.311 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-W9
CAS: 14759-08-1
Molecule Weight: 182.311
Formula: C11H22N2
PN: 3H30-1-NR
CAS: 20845-38-9
Molecule Weight: 142.246
Formula: C8H18N2
![3-Methyl-3,9-diazaspiro[5.5]undecane dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-9N
CAS: 13323-42-7
Molecule Weight: 241.2
Formula: C10H22Cl2N2
PN: 3H30-5-9P
CAS: 71302-71-1
Molecule Weight: 229.19
Formula: C9H22Cl2N2
PN: 3H30-1-NC
CAS: 65017-57-4
Molecule Weight: 170.3
Formula: C10H22N2
PN: 3H30-1-UG
CAS: 6241-30-1
Molecule Weight: 156.273
Formula: C9H20N2
PN: 3H30-1-VH
CAS: 258345-24-3
Molecule Weight: 170.3
Formula: C10H22N2
PN: 3H30-1-VQ
CAS: 21168-71-8
Molecule Weight: 142.246
Formula: C8H18N2
Melting Point: 70-72 ℃
Boiling Point: 120 ℃
Refractive Index: 1.495
TSCA: Not listed on TSCA inventory
EINECS: 604-590-6