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)
| Product Number | 6663-7-02 |
| CAS | 1089310-82-6 |
| MDL Number | MFCD00018851 |
| Molecular Formula | C8H4Cl3F3O2S |
| Molecular Weight | 327.52 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory