![4'-Chloro-3'-fluoro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
| Product Number | 2615-7-27 |
| CAS | 842140-45-8 |
| MDL Number | MFCD06201223 |
| Molecular Formula | C13H8ClFO |
| Molecular Weight | 234.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 112-115 ℃
TSCA: Not listed on TSCA inventory