| Product Number | 4H15-1-4T |
| Purity | 97 % |
| CAS | 834884-62-7 |
| MDL Number | MFCD04115433 |
| Molecular Formula | C13H11NO2 |
| Molecular Weight | 213.236 |
| Units | Price (USD) | Availability |
|---|
PN: 4H15-1-4T
CAS: 834884-62-7
Molecule Weight: 213.236
Formula: C13H11NO2
![6-[4-(Trifluoromethoxy)phenyl]-3-pyridinecarbaldehyde](data:image/png;base64,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)
PN: 4H56-3-DG
CAS: 851069-97-1
Molecule Weight: 267.207
Formula: C13H8F3NO2
![1-[6-(4-Methoxyphenyl)pyridin-3-yl]ethanone](data:image/png;base64,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)
PN: 4H17-1-7H
CAS: 1215576-19-4
Molecule Weight: 227.263
Formula: C14H13NO2
PN: 4H58-1-426
CAS: 223127-23-9
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H15-1-5H
CAS: 885949-59-7
Molecule Weight: 213.236
Formula: C13H11NO2
PN: 4H56-1-0C6
CAS: 898796-17-3
Molecule Weight: 243.262
Formula: C14H13NO3
PN: 4H07-5-X5
CAS: 886361-72-4
Molecule Weight: 233.7
Formula: C13H12ClNO
![[6-(4-Methoxyphenyl)-3-pyridyl]methanol](data:image/png;base64,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)
PN: 4656-1-4X
CAS: 887974-96-1
Molecule Weight: 215.252
Formula: C13H13NO2
TSCA: Not listed on TSCA inventory