![(E)-N'-[4-Cyano-1-(4-methylphenyl)-1H-pyrazol-5-yl]-N,N-dimethylmethanimidamide](data:image/png;base64,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)
| Product Number | 3H41-1-E1 |
| CAS | 78972-84-6 |
| MDL Number | MFCD04217411 |
| Molecular Formula | C14H15N5 |
| Molecular Weight | 253.309 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory