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)
| Product Number | 7H66-1-Y0 |
| Synonyms | 2-[(4-Aminophenyl)thio]-4,6-dimethylpyrimidine; 4-[(4,6-Dimethylpyrimidin-2-yl)sulfanyl]aniline |
| CAS | 102243-12-9 |
| MDL Number | MFCD00203030 |
| Molecular Formula | C12H13N3S |
| Molecular Weight | 231.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 176-180 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090