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)
| Product Number | 2615-5-Y6 |
| Synonyms | 4-(2-Chlorophenyl)benzaldehyde |
| CAS | 39802-78-3 |
| MDL Number | MFCD01631914 |
| Molecular Formula | C13H9ClO |
| Molecular Weight | 216.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 70-71 ℃
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000