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)
| Product Number | 4656-3-Z4 |
| Purity | 99 % |
| CAS | 46049-91-6 |
| MDL Number | MFCD03412238 |
| 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 |
Boiling Point: 225 ℃
Density: 1.14
TSCA: Not listed on TSCA inventory