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)
| Product Number | 4H54-5-62 |
| CAS | 680579-22-0 |
| MDL Number | MFCD00116341 |
| Molecular Formula | C13H7Cl3N2O5 |
| Molecular Weight | 377.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory