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)
| Product Number | 4H56-5-07 |
| Purity | 95 % |
| CAS | 514803-20-4 |
| MDL Number | MFCD00096366 |
| Molecular Formula | C12H12Cl2N4O2 |
| Molecular Weight | 315.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory