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chloride](data:image/png;base64,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)
| Product Number | 6H62-5-Y1 |
| CAS | 166964-33-6 |
| MDL Number | MFCD00173797 |
| Molecular Formula | C9H6Cl2O2S2 |
| Molecular Weight | 281.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 147-148 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900
EINECS: 605-457-5