| Product Number | 4H56-1-0EL |
| CAS | 1341658-84-1 |
| MDL Number | MFCD18849259 |
| Molecular Formula | C9H12N2O |
| Molecular Weight | 164.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0EL
CAS: 1341658-84-1
Molecule Weight: 164.208
Formula: C9H12N2O
![N-[(3-Pyridyl)methyl]-2-propanamine](data:image/png;base64,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)
PN: 3H31-1-A0
CAS: 19730-12-2
Molecule Weight: 150.225
Formula: C9H14N2
PN: 3H31-1-3J
CAS: 3000-75-7
Molecule Weight: 136.198
Formula: C8H12N2
PN: 3H31-1-D7
CAS: 183609-18-9
Molecule Weight: 148.209
Formula: C9H12N2
TSCA: Not listed on TSCA inventory