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)
| Product Number | 4H17-1-5H |
| CAS | 339014-73-2 |
| MDL Number | MFCD00792993 |
| Molecular Formula | C14H15NO2 |
| Molecular Weight | 229.279 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory