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)
| Product Number | 4H17-3-33 |
| Synonyms | 3-Acetyl-2-(4-fluorophenyl)pyridine |
| Purity | 96 % |
| CAS | 280573-47-9 |
| MDL Number | MFCD04114371 |
| Molecular Formula | C13H10FNO |
| Molecular Weight | 215.227 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-3-33
CAS: 280573-47-9
Molecule Weight: 215.227
Formula: C13H10FNO
PN: 4H15-3-0T
CAS: 885950-17-4
Molecule Weight: 201.2
Formula: C12H8FNO
![1-[6-(4-Fluorophenyl)pyridin-3-yl]ethanone](data:image/png;base64,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)
PN: 4H17-3-1G
CAS: 1215695-69-4
Molecule Weight: 215.227
Formula: C13H10FNO
![1-[6-(4-Fluorophenyl)-2-methylpyridin-3-yl]ethanone](data:image/png;base64,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)
PN: 4H17-3-86
CAS: 914635-88-4
Molecule Weight: 229.254
Formula: C14H12FNO
PN: 4H17-1-7D
CAS: 2088942-18-9
Molecule Weight: 211.264
Formula: C14H13NO
PN: 4H17-1-7J
CAS: 35022-79-8
Molecule Weight: 197.237
Formula: C13H11NO
PN: 4H17-1-7E
CAS: 1216790-93-0
Molecule Weight: 211.264
Formula: C14H13NO
TSCA: Not listed on TSCA inventory
