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)
| Product Number | 8H69-5-70 |
| CAS | 680211-13-6 |
| MDL Number | MFCD01935323 |
| Molecular Formula | C19H17Cl3N4O2S |
| Molecular Weight | 471.78 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory