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)
| Product Number | 4848-7-12 |
| CAS | 328-26-7 |
| MDL Number | MFCD00077472 |
| Molecular Formula | C9H6Cl2F3NO |
| Molecular Weight | 272.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory