| Product Number | 3H32-1-S1 |
| Synonyms | (3S)-3-Aminohexahydroazepine; (3S)-Azepan-3-amine; (S)-3-Amino-homopiperidine |
| CAS | 107885-67-6 |
| MDL Number | MFCD00067111 |
| Molecular Formula | C6H14N2 |
| Molecular Weight | 114.192 |
| 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: 3H32-1-R1
CAS: 124932-43-0
Molecule Weight: 114.192
Formula: C6H14N2
PN: 3H32-1-S1
CAS: 107885-67-6
Molecule Weight: 114.192
Formula: C6H14N2
![3,8-Diazabicyclo[3.2.1]octane dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-AS
CAS: 90673-35-1
Molecule Weight: 185.09
Formula: C6H14Cl2N2
![8-Methyl-3,8-diazabicyclo[3.2.1]octane dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-2R
CAS: 17783-50-5
Molecule Weight: 199.12
Formula: C7H16Cl2N2
![3-Methyl-3,8-diazabicyclo[3.2.1]octane dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-2S
CAS: 52407-92-8
Molecule Weight: 199.12
Formula: C7H16Cl2N2
![3-Methyl-3,8-diazabicyclo[3.2.1]octane hydrochloride](data:image/png;base64,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)
PN: 3H31-5-3E
CAS: 1379011-49-0
Molecule Weight: 162.66
Formula: C7H15ClN2
TSCA: Not listed on TSCA inventory
