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)
| Product Number | 4H44-3-13 |
| Purity | 97 % |
| CAS | 387824-55-7 |
| MDL Number | MFCD02183551 |
| Molecular Formula | C10H6F3NO |
| Molecular Weight | 213.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory