![2-(2-Chlorophenyl)[1,3]thiazolo[3,2-a]pyridin-4-ium chloride](data:image/png;base64,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)
| Product Number | 7H70-5-50 |
| CAS | 282539-06-4 |
| MDL Number | MFCD00213360 |
| Molecular Formula | C13H9Cl2NS |
| Molecular Weight | 282.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory