| Product Number | 3H32-1-3U |
| CAS | 5368-32-1 |
| MDL Number | MFCD07367740 |
| Molecular Formula | C17H20N2 |
| Molecular Weight | 252.361 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-57
CAS: 872139-22-5
Molecule Weight: 235.15
Formula: C10H16Cl2N2
PN: 3H31-1-CS
CAS: 65709-31-1
Molecule Weight: 176.263
Formula: C11H16N2
![[2-(4-Methylpiperazinyl)-1-phenylethyl]methylamine](data:image/png;base64,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)
PN: 3H31-1-0M
CAS: 885950-68-5
Molecule Weight: 233.359
Formula: C14H23N3
TSCA: Not listed on TSCA inventory
