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)
| Product Number | 4H56-5-LQ |
| Purity | 97 % |
| CAS | 159870-95-8 |
| MDL Number | MFCD18802457 |
| Molecular Formula | C6H3ClN2O |
| Molecular Weight | 154.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory