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)
| Product Number | 8H66-5-13 |
| Synonyms | 2-[(4-Chlorophenyl)sulfanyl]pyridine-3-carboxylic acid |
| Purity | 97 % |
| CAS | 955-54-4 |
| MDL Number | MFCD00052117 |
| Molecular Formula | C12H8ClNO2S |
| Molecular Weight | 265.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 219-221 ℃
TSCA: Not listed on TSCA inventory