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)
| Product Number | 7H70-5-1W |
| Purity | 95 % |
| CAS | 56843-79-9 |
| MDL Number | MFCD03028468 |
| Molecular Formula | C7H5ClN2S |
| Molecular Weight | 184.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory