| Product Number | 4H56-3-E5 |
| CAS | 895578-02-6 |
| MDL Number | MFCD20261207 |
| Molecular Formula | C13H16FNO |
| Molecular Weight | 221.275 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-E5
CAS: 895578-02-6
Molecule Weight: 221.275
Formula: C13H16FNO
![Methyl 1-[(4-methylphenyl)methyl]-1,2,3,6-tetrahydropyridine-4-carboxylate](data:image/png;base64,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)
PN: 4H58-1-100
CAS: 1656294-85-7
Molecule Weight: 245.322
Formula: C15H19NO2
PN: 3H32-1-7R
CAS: 32018-56-7
Molecule Weight: 187.286
Formula: C13H17N
TSCA: Not listed on TSCA inventory