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)
| Product Number | 4H48-7-0P |
| CAS | 1858255-70-5 |
| MDL Number | MFCD27995626 |
| Molecular Formula | C16H20ClF3N2O |
| Molecular Weight | 348.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-7-0P
CAS: 1858255-70-5
Molecule Weight: 348.79
Formula: C16H20ClF3N2O
![4-Chloro-N-[3-(trifluoromethyl)phenyl]butanamide](data:image/png;base64,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)
PN: 4848-7-25
CAS: 300665-12-7
Molecule Weight: 265.66
Formula: C11H11ClF3NO
![N-[2-Amino-4-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 3H30-3-X7
CAS: 27429-68-1
Molecule Weight: 244.261
Formula: C12H15F3N2
PN: 4848-3-X1
CAS: 1939-26-0
Molecule Weight: 259.272
Formula: C13H16F3NO
PN: 4848-3-X9
CAS: 2300-87-0
Molecule Weight: 273.299
Formula: C14H18F3NO
PN: 4H48-3-7Z
CAS: 37040-48-5
Molecule Weight: 230.19
Formula: C10H9F3N2O
![N1-[3,5-Di(trifluoromethyl)phenyl]-6-chlorohexanamide](data:image/png;base64,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)
PN: 4848-7-19
CAS: 647824-81-5
Molecule Weight: 361.71
Formula: C14H14ClF6NO
![1-[2-Amino-4-(trifluoromethyl)phenyl]-3,3-dimethylazetidin-2-one](data:image/png;base64,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)
PN: 4H30-3-47
CAS: 861881-17-6
Molecule Weight: 258.244
Formula: C12H13F3N2O
TSCA: Not listed on TSCA inventory