| Product Number | 4H23-5-77 |
| CAS | 51362-37-9 |
| MDL Number | MFCD00052116 |
| Molecular Formula | C12H8ClNO3 |
| Molecular Weight | 249.65 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-5-77
CAS: 51362-37-9
Molecule Weight: 249.65
Formula: C12H8ClNO3
PN: 4H15-5-33
CAS: 478031-03-7
Molecule Weight: 233.65
Formula: C12H8ClNO2
PN: 4H23-1-4B
CAS: 36701-88-9
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H21-3-03
CAS: 54629-13-9
Molecule Weight: 233.198
Formula: C12H8FNO3
![[2-(4-Chlorophenoxy)pyridin-3-yl]methanol](data:image/png;base64,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)
PN: 4H07-5-0Y
CAS: 338413-59-5
Molecule Weight: 235.67
Formula: C12H10ClNO2
PN: 4H16-5-38
CAS: 51362-50-6
Molecule Weight: 268.09
Formula: C12H7Cl2NO2
![2-[3-(Trifluoromethyl)phenoxy]nicotinic acid](data:image/png;base64,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)
PN: 3H21-3-X0
CAS: 36701-89-0
Molecule Weight: 283.206
Formula: C13H8F3NO3
TSCA: Not listed on TSCA inventory
