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)
| Product Number | 4H53-7-13 |
| CAS | 256471-16-6 |
| MDL Number | MFCD00220897 |
| 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