![3-[(4,6-Dimethylpyrimidin-2-yl)amino]benzoic acid](data:image/png;base64,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)
| Product Number | 4H58-1-U9 |
| CAS | 81261-77-0 |
| MDL Number | MFCD00203262 |
| Molecular Formula | C13H13N3O2 |
| Molecular Weight | 243.266 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >335 ℃
TSCA: Not listed on TSCA inventory