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)
| Product Number | 4H48-5-04 |
| Purity | 98 % |
| CAS | 1403667-48-0 |
| MDL Number | MFCD21602950 |
| Molecular Formula | C17H13Cl2N3O |
| Molecular Weight | 346.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory