| Product Number | 4H56-1-0L2 |
| CAS | 3882-46-0 |
| MDL Number | MFCD00022194 |
| Molecular Formula | C12H7NO |
| Molecular Weight | 181.194 |
| Units | Price (USD) | Availability |
|---|
![1-[2-(4-Fluorophenyl)pyridin-3-yl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-3-33
CAS: 280573-47-9
Molecule Weight: 215.227
Formula: C13H10FNO
TSCA: Not listed on TSCA inventory
