![6-Ethyl-1H-indole-2,3-dione 3-[O-(2,2,2-trifluoroethyl)oxime]](data:image/png;base64,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)
| Product Number | 4H47-3-03 |
| Purity | 95 % |
| CAS | 1202860-01-2 |
| MDL Number | MFCD13250214 |
| Molecular Formula | C12H11F3N2O2 |
| Molecular Weight | 272.227 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory