![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]acetohydrazide](data:image/png;base64,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)
| Product Number | 4H56-7-12 |
| CAS | 446276-13-7 |
| MDL Number | MFCD00141298 |
| Molecular Formula | C8H8ClF3N4O |
| Molecular Weight | 268.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 161-163 ℃
TSCA: Not listed on TSCA inventory