![(E)-N-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]methylidene}hydroxylamine](data:image/png;base64,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)
| Product Number | 4H47-7-05 |
| CAS | 246022-23-1 |
| MDL Number | MFCD00141294 |
| Molecular Formula | C7H4ClF3N2O |
| Molecular Weight | 224.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H47-7-05
CAS: 246022-23-1
Molecule Weight: 224.57
Formula: C7H4ClF3N2O
PN: 4H47-7-01
CAS: 303997-55-9
Molecule Weight: 239.58
Formula: C7H5ClF3N3O
PN: 3H32-7-Y2
CAS: 175277-30-2
Molecule Weight: 195.57
Formula: C7H5ClF3N
PN: 3H41-7-00
CAS: 1179362-45-8
Molecule Weight: 260.04
Formula: C7H6Cl2F3N3
PN: 4H01-7-X7
CAS: 1033463-31-8
Molecule Weight: 211.57
Formula: C7H5ClF3NO
PN: 4H36-7-00
CAS: 1672675-24-9
Molecule Weight: 275.05
Formula: C8H7Cl2F3N2O
PN: 3H32-7-Z1
CAS: 175277-52-8
Molecule Weight: 230.01
Formula: C7H4Cl2F3N
PN: 3H37-9-0J
CAS: 2379918-35-9
Molecule Weight: 238.6
Formula: C7H6ClF3N4
TSCA: Not listed on TSCA inventory