![2-(2-[1,1'-Biphenyl]-4-yl-2-oxoethyl)isoquinolinium bromide](data:image/png;base64,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)
| Product Number | 4H45-9-04 |
| CAS | 72666-55-8 |
| MDL Number | MFCD00206842 |
| Molecular Formula | C23H18BrNO |
| Molecular Weight | 404.307 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory