![3-[(4,6-Dimethoxypyrimidin-2-yl)oxy]pyridine-2-carboxylic acid monohydrate](data:image/png;base64,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)
| Product Number | 4H21-1-83 |
| CAS | 1172989-15-9 |
| MDL Number | MFCD08567951 |
| Molecular Formula | C12H13N3O6 |
| Molecular Weight | 295.251 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >130 ℃
TSCA: Not listed on TSCA inventory