| Product Number | 3H31-1-S7 |
| Purity | 95 % |
| CAS | 169749-99-9 |
| MDL Number | MFCD00191310 |
| Molecular Formula | C12H18N2 |
| Molecular Weight | 190.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-R7
CAS: 144043-17-4
Molecule Weight: 190.29
Formula: C12H18N2
PN: 3H31-1-S7
CAS: 169749-99-9
Molecule Weight: 190.29
Formula: C12H18N2
PN: 3H30-1-S1
CAS: 114715-38-7
Molecule Weight: 176.263
Formula: C11H16N2
PN: 3H30-1-A7
CAS: 114715-39-8
Molecule Weight: 176.263
Formula: C11H16N2
![rel-(1S,4S)-2-Benzyl-2,5-diazabicyclo[2.2.1]heptane dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-2G
CAS: 1217827-86-5
Molecule Weight: 261.19
Formula: C12H18Cl2N2
![(1S,4S)-2-Benzyl-2,5-diazabicyclo[2.2.1]heptane dihydrobromide](data:image/png;base64,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)
PN: 3H31-9-55
CAS: 116258-17-4
Molecule Weight: 350.098
Formula: C12H18Br2N2
PN: 3H32-1-7A
CAS: 313657-25-9
Molecule Weight: 204.317
Formula: C13H20N2
TSCA: Not listed on TSCA inventory
