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)
| Product Number | 4H44-1-43 |
| Purity | 98 % |
| CAS | 85-15-4 |
| MDL Number | MFCD00051328 |
| Molecular Formula | C12H9NO |
| Molecular Weight | 183.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory