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)
| Product Number | 4H48-7-66 |
| Synonyms | N-[6-(4-Fluorophenoxy)-3-pyridyl]-2,3,3-trichloroacrylamide |
| CAS | 219929-62-1 |
| MDL Number | MFCD00105184 |
| Molecular Formula | C14H8Cl3FN2O2 |
| Molecular Weight | 361.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-7-66
CAS: 219929-62-1
Molecule Weight: 361.58
Formula: C14H8Cl3FN2O2
![N1-[6-(2-Fluorophenoxy)-3-pyridyl]-2,3,3-trichloroacrylamide](data:image/png;base64,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)
PN: 4H48-7-62
CAS: 243644-42-0
Molecule Weight: 379.57
Formula: C14H7Cl3F2N2O2
![N1-[6-(4-Methoxyphenoxy)-3-pyridyl]-2,3,3-trichloroacrylamide](data:image/png;base64,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)
PN: 4H48-5-99
CAS: 219929-66-5
Molecule Weight: 373.61
Formula: C15H11Cl3N2O3
![N1-[6-(4-Chlorophenoxy)-3-pyridyl]-2,3,3-trichloroacrylamide](data:image/png;base64,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)
PN: 4H48-5-0D
CAS: 243644-16-8
Molecule Weight: 378.03
Formula: C14H8Cl4N2O2
![N1-[6-(2,6-Dichlorophenoxy)-3-pyridyl]-2,3,3-trichloroacrylamide](data:image/png;base64,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)
PN: 4H48-5-0G
CAS: 243644-19-1
Molecule Weight: 412.47
Formula: C14H7Cl5N2O2
![N1-[2-(4-Fluorophenoxy)-3-pyridyl]-2,3,3-trichloroacrylamide](data:image/png;base64,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)
PN: 4H48-7-61
CAS: 243644-40-8
Molecule Weight: 361.58
Formula: C14H8Cl3FN2O2
![N1-[6-(4-Chloro-2-methylphenoxy)-3-pyridyl]-2,3,3-trichloroacrylamide](data:image/png;base64,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)
PN: 4H48-5-0F
CAS: 243644-18-0
Molecule Weight: 392.06
Formula: C15H10Cl4N2O2
![2,3,3-Trichloro-N-{6-[3-(trifluoromethyl)phenoxy]pyridin-3-yl}prop-2-enamide](data:image/png;base64,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)
PN: 4H48-7-65
CAS: 243644-17-9
Molecule Weight: 411.59
Formula: C15H8Cl3F3N2O2
TSCA: Not listed on TSCA inventory