![2-{[1-(4-Methylphenyl)-3-(trifluoromethyl)-1H-pyrazol-5-yl]oxy}acetohydrazide](data:image/png;base64,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)
| Product Number | 4H56-3-HU |
| CAS | 1002034-07-2 |
| MDL Number | MFCD04967374 |
| Molecular Formula | C13H13F3N4O2 |
| Molecular Weight | 314.268 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory