![N-(2,6-Dichlorobenzoyl)-N'-[4-(3,4,5-tribromo-1H-pyrazol-1-yl)phenyl]urea](data:image/png;base64,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)
| Product Number | 4H53-D-02 |
| CAS | 219793-88-1 |
| MDL Number | MFCD00117489 |
| Molecular Formula | C17H9Br3Cl2N4O2 |
| Molecular Weight | 611.9 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory