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)
| Product Number | 8H69-5-77 |
| CAS | 649662-73-7 |
| MDL Number | MFCD00123066 |
| Molecular Formula | C13H8Cl3N3O2S2 |
| Molecular Weight | 408.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory