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)
| Product Number | 3H32-5-WG |
| Purity | 97 % |
| CAS | 58347-52-7 |
| MDL Number | MFCD26967941 |
| Molecular Formula | C6H2Cl3N3 |
| Molecular Weight | 222.45 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory