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)
| Product Number | 4H53-7-03 |
| CAS | 648408-76-8 |
| MDL Number | MFCD00829902 |
| Molecular Formula | C13H8Cl2F3N3O |
| Molecular Weight | 350.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory