| Product Number | 3H32-9-FY |
| CAS | 24255-99-0 |
| MDL Number | MFCD00234662 |
| Molecular Formula | C10H13BrN2 |
| Molecular Weight | 241.132 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-FY
CAS: 24255-99-0
Molecule Weight: 241.132
Formula: C10H13BrN2
PN: 3H32-9-1M
CAS: 24255-95-6
Molecule Weight: 241.132
Formula: C10H13BrN2
PN: 3H32-9-FQ
CAS: 24255-98-9
Molecule Weight: 241.132
Formula: C10H13BrN2
PN: 3H32-9-T8
CAS: 210963-93-2
Molecule Weight: 227.105
Formula: C9H11BrN2
PN: 3H32-D-2G
CAS: 1199773-44-8
Molecule Weight: 261.55
Formula: C9H10BrClN2
PN: 3H32-9-9W
CAS: 1125410-01-6
Molecule Weight: 269.186
Formula: C12H17BrN2
PN: 3H30-1-WU
CAS: 4945-46-4
Molecule Weight: 177.251
Formula: C10H15N3
![[1-(Pyridin-2-yl)piperidin-4-yl]methanamine](data:image/png;base64,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)
PN: 3H30-1-BQ
CAS: 170353-28-3
Molecule Weight: 191.278
Formula: C11H17N3
TSCA: Not listed on TSCA inventory