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)
| Product Number | 4853-7-03 |
| CAS | 13908-39-9 |
| MDL Number | MFCD13225859 |
| Molecular Formula | C10H10ClF3N2O |
| Molecular Weight | 266.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4853-7-03
CAS: 13908-39-9
Molecule Weight: 266.65
Formula: C10H10ClF3N2O
PN: 4853-3-10
CAS: 343247-65-4
Molecule Weight: 204.152
Formula: C8H7F3N2O
PN: 4653-5-X0
CAS: 13908-43-5
Molecule Weight: 223.66
Formula: C10H10ClN3O
![3-(2-Chloroethyl)-1-[3-(trifluoromethyl)phenyl]urea](data:image/png;base64,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)
PN: 4653-7-07
CAS: 500546-66-7
Molecule Weight: 266.65
Formula: C10H10ClF3N2O
![1-[2-Bromo-4-(trifluoromethyl)phenyl]-3-(2-chloroethyl)urea](data:image/png;base64,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)
PN: 4653-F-04
CAS: 2407339-55-1
Molecule Weight: 345.54
Formula: C10H9BrClF3N2O
PN: 4753-5-02
CAS: 118202-59-8
Molecule Weight: 254.76
Formula: C13H19ClN2O
PN: 4753-5-01
CAS: 162376-66-1
Molecule Weight: 226.7
Formula: C11H15ClN2O
![N-(2-Chloroethyl)-N'-[4-cyano-3-(trifluoromethyl)phenyl]urea](data:image/png;base64,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)
PN: 4853-7-00
CAS: 1987135-73-8
Molecule Weight: 291.66
Formula: C11H9ClF3N3O
TSCA: Not listed on TSCA inventory