![3-[(2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]oxy}phenyl)amino]propanoic acid](data:image/png;base64,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)
| Product Number | 4H58-7-87 |
| CAS | 1823183-34-1 |
| MDL Number | MFCD28976615 |
| Molecular Formula | C15H12ClF3N2O3 |
| Molecular Weight | 360.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-7-87
CAS: 1823183-34-1
Molecule Weight: 360.72
Formula: C15H12ClF3N2O3
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yloxy]aniline](data:image/png;base64,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)
PN: 4H56-7-08
CAS: 98968-77-5
Molecule Weight: 288.65
Formula: C12H8ClF3N2O
![4-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]oxy}aniline](data:image/png;base64,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)
PN: 4H56-7-05
CAS: 71422-80-5
Molecule Weight: 288.65
Formula: C12H8ClF3N2O
![2-[4-(Chlorobutyrylamino)phenoxy]-3-chloro-5-(trifluoromethyl)pyridine](data:image/png;base64,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)
PN: 4H48-7-0M
CAS: 339014-65-2
Molecule Weight: 393.19
Formula: C16H13Cl2F3N2O2
![3-[3-Chloro-5-(trifluoromethyl)pyridin-2-yloxy]aniline](data:image/png;base64,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)
PN: 4H56-7-09
CAS: 80783-47-7
Molecule Weight: 288.65
Formula: C12H8ClF3N2O
![3-Chloro-4-{[3-chloro-5-(trifluoromethyl)-2-pyridinyl]oxy}aniline](data:image/png;base64,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)
PN: 4H30-7-X0
CAS: 76471-06-2
Molecule Weight: 323.1
Formula: C12H7Cl2F3N2O
PN: 4H07-7-0B
CAS: 95711-04-9
Molecule Weight: 273.64
Formula: C12H7ClF3NO
![3-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]oxy}phenol](data:image/png;base64,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)
PN: 4H07-7-03
CAS: 95711-07-2
Molecule Weight: 289.64
Formula: C12H7ClF3NO2
TSCA: Not listed on TSCA inventory