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)
| Product Number | 4756-3-23 |
| Synonyms | 1-(4-Aminomethylphenyl)-2-(4-fluorophenyl)ethanone |
| Purity | 95 % |
| CAS | 1017781-71-3 |
| MDL Number | MFCD09997768 |
| Molecular Formula | C15H14FNO |
| Molecular Weight | 243.281 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory