| Product Number | 3H30-1-DY |
| Purity | 97.0 % |
| CAS | 53295-72-0 |
| MDL Number | MFCD12024737 |
| Molecular Formula | C8H18N2 |
| Molecular Weight | 142.246 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H30-1-DY
CAS: 53295-72-0
Molecule Weight: 142.246
Formula: C8H18N2
PN: 3H30-1-VH
CAS: 258345-24-3
Molecule Weight: 170.3
Formula: C10H22N2
![2,9-Diazaspiro[5.5]undecane dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-9M
CAS: 2227206-72-4
Molecule Weight: 227.17
Formula: C9H20Cl2N2
PN: 3H32-1-3N
CAS: 32470-52-3
Molecule Weight: 182.311
Formula: C11H22N2
PN: 3H30-1-NC
CAS: 65017-57-4
Molecule Weight: 170.3
Formula: C10H22N2
![7-Methyl-2,7-diazaspiro[4.5]decane dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-9K
CAS: 1086395-12-1
Molecule Weight: 227.17
Formula: C9H20Cl2N2
![Methyl[(1-methylpiperidin-4-yl)methyl]amine](data:image/png;base64,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)
PN: 3H31-1-23
CAS: 405928-19-0
Molecule Weight: 142.246
Formula: C8H18N2
PN: P911-A-66
CAS: 7149-42-0
Molecule Weight: 128.219
Formula: C7H16N2
TSCA: Not listed on TSCA inventory