![2-(Hydroxymethyl)-6-[4-(trifluoromethyl)phenyl]pyridine](data:image/png;base64,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)
| Product Number | 4H56-3-DE |
| CAS | 648439-11-6 |
| MDL Number | MFCD06410114 |
| Molecular Formula | C13H10F3NO |
| Molecular Weight | 253.224 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-DE
CAS: 648439-11-6
Molecule Weight: 253.224
Formula: C13H10F3NO
![6-[4-(Trifluoromethyl)phenyl]-2-pyridinecarbaldehyde](data:image/png;base64,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)
PN: 4H15-3-93
CAS: 638214-10-5
Molecule Weight: 251.208
Formula: C13H8F3NO
![[6-[4-(Trifluoromethyl)phenyl]-3-pyridyl]methanol](data:image/png;base64,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)
PN: 4H56-3-DM
CAS: 356058-13-4
Molecule Weight: 253.224
Formula: C13H10F3NO
PN: 4H58-1-443
CAS: 566198-31-0
Molecule Weight: 227.219
Formula: C13H9NO3
TSCA: Not listed on TSCA inventory