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)
| Product Number | 4H01-3-1P |
| Purity | 95.0 % |
| CAS | 222551-22-6 |
| MDL Number | MFCD06410302 |
| Molecular Formula | C12H10FNO |
| Molecular Weight | 203.216 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory