![7-Cyclopropyl-2,7-diazaspiro[3.5]nonane dihydrochloride](data:image/png;base64,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)
| Product Number | 3H31-5-6Z |
| Purity | 95 % |
| CAS | 1415562-71-8 |
| MDL Number | MFCD22124616 |
| Molecular Formula | C10H20Cl2N2 |
| Molecular Weight | 239.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-6Z
CAS: 1415562-71-8
Molecule Weight: 239.18
Formula: C10H20Cl2N2
![[(1-Isopropylpiperidin-4-yl)methyl]amine](data:image/png;base64,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)
PN: 3H30-1-VM
CAS: 132740-52-4
Molecule Weight: 156.273
Formula: C9H20N2
![7-Methyl-2,7-diazaspiro[3.5]nonane dihydrochloride](data:image/png;base64,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)
PN: 3H33-5-1K
CAS: 1588441-26-2
Molecule Weight: 213.15
Formula: C8H18Cl2N2
![4-[4-Methyl(N,N-dimethylamino)piperidin-1-yl]piperidine](data:image/png;base64,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)
PN: 3H32-1-3Q
CAS: 883516-04-9
Molecule Weight: 225.38
Formula: C13H27N3
PN: 3H32-1-3N
CAS: 32470-52-3
Molecule Weight: 182.311
Formula: C11H22N2
![7-Methyl-2,7-diazaspiro[3.5]nonane](data:image/png;base64,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)
PN: 3H31-1-8A
CAS: 135380-50-6
Molecule Weight: 140.23
Formula: C8H16N2
PN: 3H30-1-VH
CAS: 258345-24-3
Molecule Weight: 170.3
Formula: C10H22N2
![4-[(Dimethylamino)methyl]-1-methylpiperidine dihydrochloride](data:image/png;base64,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)
PN: 3H32-5-3H
CAS: 1170171-39-7
Molecule Weight: 229.19
Formula: C9H22Cl2N2
TSCA: Not listed on TSCA inventory