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)
| Product Number | 4654-7-40 |
| CAS | 1545-61-5 |
| MDL Number | MFCD00526211 |
| Molecular Formula | C13H6Cl2F2N2O4 |
| Molecular Weight | 363.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory