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)
| Product Number | 7H70-5-67 |
| CAS | 1203681-45-1 |
| MDL Number | MFCD13659418 |
| Molecular Formula | C12H6Cl2N2S |
| Molecular Weight | 281.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory