![2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]methyl}isoquinolinium bromide](data:image/png;base64,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)
| Product Number | 3H33-F-02 |
| CAS | 648427-33-2 |
| MDL Number | MFCD01570220 |
| Molecular Formula | C16H11BrClF3N2 |
| Molecular Weight | 403.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory