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)
| Product Number | 8H69-5-80 |
| CAS | 650592-09-9 |
| MDL Number | MFCD00107642 |
| Molecular Formula | C14H9Cl3N2O4S3 |
| Molecular Weight | 471.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory