![N-(3-[1,1'-Biphenyl]-4-yl-3-chloroprop-2-enylidene)-N-methylmethanaminium perchlorate](data:image/png;base64,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)
| Product Number | 4933-5-00 |
| CAS | 124852-62-6 |
| MDL Number | MFCD00102913 |
| Molecular Formula | C17H17Cl2NO4 |
| Molecular Weight | 370.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory