![5-Bromo-1-(2,6-dichlorophenyl)-7-methoxy-3-[(4-methoxyphenyl)methyl]-4H-quinazolin-2-one](data:image/png;base64,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)
| Product Number | 4H53-D-06 |
| Purity | 97 % |
| CAS | 444663-78-9 |
| MDL Number | MFCD20271802 |
| Molecular Formula | C23H19BrCl2N2O3 |
| Molecular Weight | 522.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory