| Product Number | 3H32-1-4W |
| CAS | 2116-65-6 |
| MDL Number | MFCD00006443 |
| Molecular Formula | C12H11N |
| Molecular Weight | 169.227 |
| Units | Price (USD) | Availability |
|---|
PN: 4H17-1-33
CAS: 14548-46-0
Molecule Weight: 183.21
Formula: C12H9NO
PN: 3H30-1-TH
CAS: 58088-57-6
Molecule Weight: 184.242
Formula: C12H12N2
![4-[Chloro(phenyl)methyl]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-5-0C
CAS: 162248-73-9
Molecule Weight: 240.13
Formula: C12H11Cl2N
TSCA: Listed on TSCA inventory
