![N1-[(5-Chloro-1,3-dimethyl-1H-pyrazol-4-yl)methylidene]-3,5-dichloroaniline](data:image/png;base64,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)
| Product Number | 3H35-5-04 |
| CAS | 648858-86-0 |
| MDL Number | MFCD00122035 |
| Molecular Formula | C12H10Cl3N3 |
| Molecular Weight | 302.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory