| Product Number | 4H56-9-AD |
| CAS | 1823183-73-8 |
| MDL Number | MFCD29042511 |
| Molecular Formula | C8H5ClF5N3O |
| Molecular Weight | 289.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-9-AD
CAS: 1823183-73-8
Molecule Weight: 289.59
Formula: C8H5ClF5N3O
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]acethydrazide](data:image/png;base64,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)
PN: 4H56-7-1G
CAS: 551931-02-3
Molecule Weight: 253.61
Formula: C8H7ClF3N3O
TSCA: Not listed on TSCA inventory