| Product Number | 3H32-1-S3 |
| CAS | 444892-03-9 |
| MDL Number | MFCD03787915 |
| Molecular Formula | C15H24N2 |
| Molecular Weight | 232.371 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-S3
CAS: 444892-03-9
Molecule Weight: 232.371
Formula: C15H24N2
PN: 3H32-1-S4
CAS: 324748-62-1
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H32-1-7A
CAS: 313657-25-9
Molecule Weight: 204.317
Formula: C13H20N2
PN: 3H32-1-S5
CAS: 324750-04-1
Molecule Weight: 204.317
Formula: C13H20N2
PN: 3H31-1-16
CAS: 477600-70-7
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H31-1-5F
CAS: 1354621-59-2
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H31-1-5G
CAS: 384338-23-2
Molecule Weight: 218.344
Formula: C14H22N2
![3-Benzyl-3,8-diazabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 3H31-1-GN
CAS: 67571-90-8
Molecule Weight: 202.301
Formula: C13H18N2
TSCA: Not listed on TSCA inventory