![Ethyl 2-chloro-3,3,3-trifluoro-2-[(2-fluorobenzoyl)amino]propanoate](data:image/png;base64,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)
| Product Number | 4658-7-08 |
| CAS | 329182-44-7 |
| MDL Number | MFCD00278016 |
| Molecular Formula | C12H10ClF4NO3 |
| Molecular Weight | 327.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-7-08
CAS: 329182-44-7
Molecule Weight: 327.66
Formula: C12H10ClF4NO3
![Ethyl 2-chloro-2-[(2,6-difluorobenzoyl)amino]-3,3,3-trifluoropropanoate](data:image/png;base64,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)
PN: 4658-7-07
CAS: 329182-45-8
Molecule Weight: 345.65
Formula: C12H9ClF5NO3
![Ethyl 2-chloro-2-[(4-chlorobenzoyl)amino]-3,3,3-trifluoropropanoate](data:image/png;base64,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)
PN: 4658-7-11
CAS: 328270-33-3
Molecule Weight: 344.11
Formula: C12H10Cl2F3NO3
![Ethyl 2-chloro-2-[(3-chlorobenzoyl)amino]-3,3,3-trifluoropropanoate](data:image/png;base64,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)
PN: 4658-7-10
CAS: 317843-85-9
Molecule Weight: 344.11
Formula: C12H10Cl2F3NO3
![Ethyl 2-chloro-2-[(2,4-dichlorobenzoyl)amino]-3,3,3-trifluoropropanoate](data:image/png;base64,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)
PN: 4658-7-09
CAS: 329182-43-6
Molecule Weight: 378.55
Formula: C12H9Cl3F3NO3
![Ethyl 2-chloro-3,3,3-trifluoro-2-{[3-(trifluoromethyl)benzoyl]amino}propanoate](data:image/png;base64,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)
PN: 4858-7-02
CAS: 680214-27-1
Molecule Weight: 377.67
Formula: C13H10ClF6NO3
TSCA: Not listed on TSCA inventory