![4-[(5-Bromopyrimidin-2-yl)oxy]benzonitrile](data:image/png;base64,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)
| Product Number | 4H37-9-0H |
| Purity | 95 % |
| CAS | 887430-98-0 |
| MDL Number | MFCD03646339 |
| Molecular Formula | C11H6BrN3O |
| Molecular Weight | 276.093 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory