![3-[(2,3,4,5,6-Pentafluorophenoxy)sulfonyl]benzoic acid](data:image/png;base64,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)
| Product Number | 6664-3-23 |
| CAS | 886361-31-5 |
| MDL Number | MFCD05975151 |
| Molecular Formula | C13H5F5O5S |
| Molecular Weight | 368.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 130-132 ℃
TSCA: Not listed on TSCA inventory