![Methyl 3-[(4,6-dimethylpyrimidin-2-yl)amino]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H58-1-20 |
| CAS | 388565-75-1 |
| MDL Number | MFCD00202934 |
| Molecular Formula | C12H13N3O2S |
| Molecular Weight | 263.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 119-121 ℃
TSCA: Not listed on TSCA inventory