| Product Number | 3H32-1-37 |
| Purity | 95 % |
| CAS | 2759-28-6 |
| MDL Number | MFCD00005967 |
| Molecular Formula | C11H16N2 |
| Molecular Weight | 176.263 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-T1
CAS: 4553-21-3
Molecule Weight: 219.332
Formula: C13H21N3
PN: 3H32-5-44
CAS: 5321-63-1
Molecule Weight: 249.18
Formula: C11H18Cl2N2
PN: 3631-1-0T
CAS: 102-11-4
Molecule Weight: 178.279
Formula: C11H18N2
![{4-[(4-Methylpiperazin-1-yl)methyl]phenyl}methylamine](data:image/png;base64,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)
PN: 3H30-1-V3
CAS: 515162-20-6
Molecule Weight: 219.332
Formula: C13H21N3
PN: 3732-1-03
CAS: 14165-18-5
Molecule Weight: 164.252
Formula: C10H16N2
PN: 3H32-1-S2
CAS: 511254-92-5
Molecule Weight: 190.29
Formula: C12H18N2
TSCA: Listed on TSCA inventory
EINECS: 220-423-6
