| Product Number | 4H23-1-CL |
| Purity | 95.0 % |
| CAS | 98061-20-2 |
| MDL Number | MFCD06801883 |
| Molecular Formula | C13H11NO2 |
| Molecular Weight | 213.236 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-1-CL
CAS: 98061-20-2
Molecule Weight: 213.236
Formula: C13H11NO2
![Methyl 3-[6-(difluoromethyl)-2-pyridyl]benzoate](data:image/png;base64,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)
PN: 4H58-3-9D
CAS: 2149598-41-2
Molecule Weight: 263.244
Formula: C14H11F2NO2
PN: 4H58-3-3U
CAS: 1311280-43-9
Molecule Weight: 295.261
Formula: C15H12F3NO2
PN: 4H58-1-288
CAS: 1206969-87-0
Molecule Weight: 249.269
Formula: C16H11NO2
![[3-(Pyridin-2-yl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-9E
CAS: 98061-41-7
Molecule Weight: 185.226
Formula: C12H11NO
PN: 4H23-1-CM
CAS: 98061-21-3
Molecule Weight: 213.236
Formula: C13H11NO2
TSCA: Not listed on TSCA inventory
