![(1S,6R)-3-Methyl-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
| Product Number | 3H31-1-9H |
| CAS | 1434127-03-3 |
| MDL Number | MFCD22205853 |
| Molecular Formula | C7H14N2 |
| Molecular Weight | 126.203 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-1-9H
CAS: 1434127-03-3
Molecule Weight: 126.203
Formula: C7H14N2
![(1R,6S)-3-Methyl-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 3H31-1-9J
CAS: 1434126-84-7
Molecule Weight: 126.203
Formula: C7H14N2
![1-[(1-Methylpiperidin-4-yl)methyl]piperazine](data:image/png;base64,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)
PN: 3H32-1-M1
CAS: 496808-04-9
Molecule Weight: 197.326
Formula: C11H23N3
![cis-1-Methylhexahydropyrrolo[3,4-b]pyrrole dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-6K
CAS: 1234805-59-4
Molecule Weight: 199.12
Formula: C7H16Cl2N2
![cis-5-Methyl-1H-hexahydropyrrolo[3,4-b]pyrrole dihydrochloride](data:image/png;base64,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)
PN: 3H33-5-1J
CAS: 1363166-00-0
Molecule Weight: 199.12
Formula: C7H16Cl2N2
PN: 3230-5-X0
CAS: 123536-14-1
Molecule Weight: 199.12
Formula: C7H16Cl2N2
PN: 3H30-5-V2
CAS: 6530-09-2
Molecule Weight: 199.12
Formula: C7H16Cl2N2
PN: 3H30-5-S2
CAS: 119904-90-4
Molecule Weight: 199.12
Formula: C7H16Cl2N2
TSCA: Not listed on TSCA inventory