![{1-[2-(4-Fluorophenyl)ethyl]-1H-pyrrol-2-yl}methanol](data:image/png;base64,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)
| Product Number | 4H01-3-00 |
| Purity | 97 % |
| CAS | 885275-19-4 |
| MDL Number | MFCD04115122 |
| Molecular Formula | C13H14FNO |
| Molecular Weight | 219.259 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory