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)
| Product Number | 4848-F-00 |
| CAS | 680213-40-5 |
| MDL Number | MFCD00124742 |
| Molecular Formula | C15H10BrClF3NO |
| Molecular Weight | 392.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-F-00
CAS: 680213-40-5
Molecule Weight: 392.6
Formula: C15H10BrClF3NO
![2-Bromo-N-[2-chloro-5-(trifluoromethyl)phenyl]propanamide](data:image/png;base64,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)
PN: 4848-F-05
CAS: 2728-58-7
Molecule Weight: 330.53
Formula: C10H8BrClF3NO
![N1-[3,5-Di(trifluoromethyl)phenyl]-2-bromo-2-phenylacetamide](data:image/png;base64,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)
PN: 4848-B-08
CAS: 285980-97-4
Molecule Weight: 426.156
Formula: C16H10BrF6NO
![N1-[2-Chloro-5-(trifluoromethyl)phenyl]-3-bromopropanamide](data:image/png;base64,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)
PN: 4848-F-02
CAS: 2728-59-8
Molecule Weight: 330.53
Formula: C10H8BrClF3NO
PN: 4848-3-Y7
CAS: 1939-21-5
Molecule Weight: 279.262
Formula: C15H12F3NO
TSCA: Not listed on TSCA inventory