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)
| Product Number | 4631-3-0B |
| Purity | 95 % |
| CAS | 1363166-27-1 |
| MDL Number | MFCD21641326 |
| Molecular Formula | C9H12FNO |
| Molecular Weight | 169.199 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory