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)
| Product Number | 4H31-3-12 |
| CAS | 510723-79-2 |
| MDL Number | MFCD03724434 |
| Molecular Formula | C12H16FNO |
| Molecular Weight | 209.264 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory