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)
| Product Number | 2917-1-48 |
| CAS | 42972-54-3 |
| MDL Number | MFCD00102445 |
| Molecular Formula | C23H20O3 |
| Molecular Weight | 344.41 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory