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)
| Product Number | 2917-5-26 |
| CAS | 662138-48-9 |
| MDL Number | MFCD00830906 |
| Molecular Formula | C23H15ClO |
| Molecular Weight | 342.82 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory