![Ethyl 2-[3-(difluoromethyl)-1H-indol-2-yl]acetate](data:image/png;base64,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)
| Product Number | 4H58-3-9N |
| CAS | 2149601-19-2 |
| MDL Number | MFCD29767595 |
| Molecular Formula | C13H13F2NO2 |
| Molecular Weight | 253.249 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory