![1-[2-(7-Chloro-4-oxo-4H-3,1-benzoxazin-2-yl)benzyl]pyridinium chloride](data:image/png;base64,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)
| Product Number | 4H33-5-39 |
| CAS | 849066-48-4 |
| MDL Number | MFCD02682083 |
| Molecular Formula | C20H14Cl2N2O2 |
| Molecular Weight | 385.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory