![1,1,1,2,3,3-hexafluoro-2-(1,1,2,2-tetrafluoro-2-iodoethoxy)-3-[(trifluoroethenyl)oxy]-propane](data:image/png;base64,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)
| Product Number | 2308-J-01 |
| CAS | 76900-92-0 |
| MDL Number | |
| Molecular Formula | C7F13IO2 |
| Molecular Weight | 489.959 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory