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)
| Product Number | 4H39-5-39 |
| CAS | 286440-04-8 |
| MDL Number | MFCD00124827 |
| Molecular Formula | C16H9Cl2N3O3 |
| Molecular Weight | 362.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory