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)
| Product Number | 4H17-3-1N |
| CAS | 477871-59-3 |
| MDL Number | MFCD02083019 |
| Molecular Formula | C14H16FNO |
| Molecular Weight | 233.286 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory