![3-Chloro-6-[(4,6-dimethylpyrimidin-2-yl)thio]pyridazine](data:image/png;base64,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)
| Product Number | 7H66-5-08 |
| CAS | 393183-65-8 |
| MDL Number | MFCD00214432 |
| Molecular Formula | C10H9ClN4S |
| Molecular Weight | 252.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 161-163 ℃
TSCA: Not listed on TSCA inventory