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)
| Product Number | 7H70-5-20 |
| Purity | 97 % |
| CAS | 16234-14-3 |
| MDL Number | MFCD08448158 |
| Molecular Formula | C6H2Cl2N2S |
| Molecular Weight | 205.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory