![Bis[3,5-diiodo-4-(oxiran-2-ylmethoxy)phenyl] sulfone](data:image/png;base64,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)
| Product Number | 6663-H-02 |
| CAS | 324067-48-3 |
| MDL Number | MFCD00183853 |
| Molecular Formula | C18H14I4O6S |
| Molecular Weight | 865.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory