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)
| Product Number | 4848-7-12 |
| CAS | 328-26-7 |
| MDL Number | MFCD00077472 |
| Molecular Formula | C9H6Cl2F3NO |
| Molecular Weight | 272.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-7-12
CAS: 328-26-7
Molecule Weight: 272.05
Formula: C9H6Cl2F3NO
![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: 4848-7-X5
CAS: 351-38-2
Molecule Weight: 237.61
Formula: C9H7ClF3NO
PN: 4848-7-X4
CAS: 657-63-6
Molecule Weight: 223.58
Formula: C8H5ClF3NO
![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
PN: 4848-7-X1
CAS: 790-75-0
Molecule Weight: 305.6
Formula: C10H6ClF6NO
![2-Chloro-N-[3-[(2-chloroacetyl)amino]-5-(trifluoromethyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4848-7-18
CAS: 115825-70-2
Molecule Weight: 329.1
Formula: C11H9Cl2F3N2O2
PN: 4848-3-03
CAS: 351-36-0
Molecule Weight: 203.164
Formula: C9H8F3NO
TSCA: Not listed on TSCA inventory