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)
| Product Number | 2917-5-27 |
| CAS | 279691-94-0 |
| MDL Number | MFCD00180057 |
| Molecular Formula | C22H17ClO2 |
| Molecular Weight | 348.83 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory