![2-[(2,6-Dichloropyridin-4-yl)thio]acetic acid](data:image/png;base64,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)
| Product Number | 8H66-5-00 |
| CAS | 80542-50-3 |
| MDL Number | MFCD01319299 |
| Molecular Formula | C7H5Cl2NO2S |
| Molecular Weight | 238.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 144-146 ℃
TSCA: Not listed on TSCA inventory