![2-[({2-[3-(2,6-Dichlorophenyl)-5-methylisoxazol-4-yl]-1,3-oxazol-4-yl}methyl)thio]pyridinium-1-olate](data:image/png;base64,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)
| Product Number | 8H66-5-0V |
| CAS | 261349-47-7 |
| MDL Number | MFCD01934724 |
| Molecular Formula | C19H13Cl2N3O3S |
| Molecular Weight | 434.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory