![Ethyl 2-(hydrazinocarbonyl)-3-([3-(trifluoromethyl)anilino]carbonyl)cyclopropanecarboxylate](data:image/png;base64,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)
| Product Number | 4856-3-00 |
| CAS | 318237-91-1 |
| MDL Number | MFCD01315623 |
| Molecular Formula | C15H16F3N3O4 |
| Molecular Weight | 359.305 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 154-156 ℃
TSCA: Not listed on TSCA inventory