![N-[3,5-Bis(trifluoromethyl)phenyl]-3-chloro-2,2-dimethylpropionamide](data:image/png;base64,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)
| Product Number | 4848-7-30 |
| Purity | 97 % |
| CAS | 478261-82-4 |
| MDL Number | MFCD00793437 |
| Molecular Formula | C13H12ClF6NO |
| Molecular Weight | 347.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-7-30
CAS: 478261-82-4
Molecule Weight: 347.69
Formula: C13H12ClF6NO
PN: 4848-3-53
CAS: 130721-86-7
Molecule Weight: 313.243
Formula: C13H13F6NO
PN: 4848-3-51
CAS: 1939-19-1
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4848-3-Y8
CAS: 2300-88-1
Molecule Weight: 217.191
Formula: C10H10F3NO
![N1-[3,5-Di(trifluoromethyl)phenyl]-3-bromopropanamide](data:image/png;base64,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)
PN: 4848-B-09
CAS: 283171-45-9
Molecule Weight: 364.085
Formula: C11H8BrF6NO
PN: 4848-3-X6
CAS: 16143-84-3
Molecule Weight: 271.162
Formula: C10H7F6NO
![N1-[3,5-Di(trifluoromethyl)phenyl]-2-bromopropanamide](data:image/png;base64,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)
PN: 4848-B-07
CAS: 646497-42-9
Molecule Weight: 364.085
Formula: C11H8BrF6NO
PN: 4848-7-X1
CAS: 790-75-0
Molecule Weight: 305.6
Formula: C10H6ClF6NO
Melting Point: 119-121 ℃
TSCA: Not listed on TSCA inventory