![(E)-{[2-(Benzyloxy)phenyl]methylidene}(methyl)oxidoazanium](data:image/png;base64,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)
| Product Number | 4650-1-E0 |
| Purity | 95 % |
| CAS | 338422-69-8 |
| MDL Number | MFCD03001260 |
| Molecular Formula | C15H15NO2 |
| Molecular Weight | 241.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory