![1-[2-(3-Cyanophenyl)-2-oxoethyl]pyridinium bromide](data:image/png;base64,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)
| Product Number | 4H37-9-Y8 |
| CAS | 219140-00-8 |
| MDL Number | MFCD00276805 |
| Molecular Formula | C14H11BrN2O |
| Molecular Weight | 303.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory