![4-Chlorobenzo[c][1,2,5]thiadiazole](data:image/png;base64,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)
| Product Number | 7H70-5-2J |
| Purity | 95.0 % |
| CAS | 2207-28-5 |
| MDL Number | MFCD17168971 |
| Molecular Formula | C6H3ClN2S |
| Molecular Weight | 170.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory