| Product Number | 4H56-7-S0 |
| CAS | 1417789-61-7 |
| MDL Number | MFCD22631740 |
| Molecular Formula | C10H11Cl2F3N2O |
| Molecular Weight | 303.11 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-7-S0
CAS: 1417789-61-7
Molecule Weight: 303.11
Formula: C10H11Cl2F3N2O
PN: 4H56-7-0E
CAS: 1092352-80-1
Molecule Weight: 280.68
Formula: C11H12ClF3N2O
PN: 4H56-7-0M
CAS: 1417794-23-0
Molecule Weight: 317.13
Formula: C11H13Cl2F3N2O
PN: 4H56-7-0R
CAS: 1417794-08-1
Molecule Weight: 317.13
Formula: C11H13Cl2F3N2O
![N-(2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]oxy}ethyl)acetamide](data:image/png;base64,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)
PN: 4H56-7-1V
CAS: 1610047-55-6
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
PN: 4H56-7-S1
CAS: 1417789-41-3
Molecule Weight: 366.77
Formula: C15H18ClF3N2O3
PN: 4H56-7-0H
CAS: 1417793-17-9
Molecule Weight: 331.16
Formula: C12H15Cl2F3N2O
PN: 4H56-7-0N
CAS: 1417794-57-0
Molecule Weight: 380.79
Formula: C16H20ClF3N2O3
TSCA: Not listed on TSCA inventory