![[(Quinoxalin-2-yl)thio]acetic acid](data:image/png;base64,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)
| Product Number | 8H66-1-Z9 |
| Synonyms | 2-[(Carboxymethyl)sulfanyl]quinoxaline; 2-[(Carboxymethyl)sulfanyl]-1,4-benzodiazine |
| Purity | 95 % |
| CAS | 69001-90-7 |
| MDL Number | MFCD00138691 |
| Molecular Formula | C10H8N2O2S |
| Molecular Weight | 220.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 157-159 ℃
TSCA: Not listed on TSCA inventory