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)
| Product Number | 6H21-5-03 |
| Purity | 97 % |
| CAS | 39244-08-1 |
| MDL Number | MFCD01927113 |
| Molecular Formula | C7H3ClO2S2 |
| Molecular Weight | 218.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 251.5-257.5 ℃
TSCA: Not listed on TSCA inventory