| Product Number | 3H30-1-CJ |
| CAS | 70261-82-4 |
| MDL Number | MFCD03725418 |
| Molecular Formula | C12H19N3 |
| Molecular Weight | 205.305 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-CJ
CAS: 70261-82-4
Molecule Weight: 205.305
Formula: C12H19N3
![2-[(4-Methylpiperazin-1-yl)methyl]aniline](data:image/png;base64,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)
PN: 3H30-1-4M
CAS: 19577-84-5
Molecule Weight: 205.305
Formula: C12H19N3
PN: 3630-5-20
CAS: 1204811-84-6
Molecule Weight: 214.74
Formula: C11H19ClN2
PN: 3H30-1-T1
CAS: 4553-21-3
Molecule Weight: 219.332
Formula: C13H21N3
![3-[(4-Methylpiperazin-1-yl)methyl]aniline](data:image/png;base64,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)
PN: 3H30-1-BZ
CAS: 198281-55-9
Molecule Weight: 205.305
Formula: C12H19N3
PN: 3H32-5-44
CAS: 5321-63-1
Molecule Weight: 249.18
Formula: C11H18Cl2N2
PN: 3631-1-16
CAS: 1019115-71-9
Molecule Weight: 150.225
Formula: C9H14N2
TSCA: Not listed on TSCA inventory
