![[(1H-Benzimidazol-2-yl)thio]acetic acid](data:image/png;base64,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)
| Product Number | 8H66-1-14 |
| Synonyms | [1H-Benzimidazol-2-yl)sulfanyl]acetic acid |
| Purity | 98 % |
| CAS | 3042-00-0 |
| MDL Number | MFCD00022673 |
| Molecular Formula | C9H8N2O2S |
| Molecular Weight | 208.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory