![4-[3-(4-Methoxyphenyl)-3-oxoprop-1-enyl]phenyl 2,4,6-trimethylbenzene-1-sulfonate](data:image/png;base64,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)
| Product Number | 6964-1-00 |
| CAS | 331461-33-7 |
| MDL Number | MFCD00832375 |
| Molecular Formula | C25H24O5S |
| Molecular Weight | 436.52 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory