![3-[4-(Dimethylamino)pyridinium-1-yl]-1-(4-methylphenyl)prop-2-en-1-one chloride](data:image/png;base64,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)
| Product Number | 4H33-5-07 |
| CAS | 252551-82-9 |
| MDL Number | MFCD00204669 |
| Molecular Formula | C17H19ClN2O |
| Molecular Weight | 302.8 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory