![Methyl 5-chloro-4-[2-(4-methylphenyl)diaz-1-enyl]-1-phenyl-1H-pyrazole-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H39-5-56 |
| CAS | 255866-83-2 |
| MDL Number | MFCD00109213 |
| Molecular Formula | C18H15ClN4O2 |
| Molecular Weight | 354.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory