| Product Number | 4H15-3-88 |
| CAS | 898404-56-3 |
| MDL Number | MFCD04115470 |
| Molecular Formula | C12H7F2NO |
| Molecular Weight | 219.191 |
| Units | Price (USD) | Availability |
|---|
PN: 4H15-3-88
CAS: 898404-56-3
Molecule Weight: 219.191
Formula: C12H7F2NO
PN: 4H15-3-87
CAS: 898795-81-8
Molecule Weight: 201.2
Formula: C12H8FNO
PN: 4H15-3-91
CAS: 898404-54-1
Molecule Weight: 219.191
Formula: C12H7F2NO
PN: 4H58-3-4K
CAS: 1033844-89-1
Molecule Weight: 235.19
Formula: C12H7F2NO2
![1-[6-(3-Fluorophenyl)pyridin-3-yl]ethanone](data:image/png;base64,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)
PN: 4H17-3-1F
CAS: 1216541-77-3
Molecule Weight: 215.227
Formula: C13H10FNO
PN: 4H58-3-4N
CAS: 582325-22-2
Molecule Weight: 217.199
Formula: C12H8FNO2
PN: 4H15-1-4U
CAS: 885950-11-8
Molecule Weight: 211.22
Formula: C13H9NO2
PN: 4H56-3-DF
CAS: 887974-66-5
Molecule Weight: 203.216
Formula: C12H10FNO
TSCA: Not listed on TSCA inventory