![6-Chlorobenzo[d]thiazol-2(3H)-one](data:image/png;base64,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)
| Product Number | 8H48-5-0B |
| Purity | 95 % |
| CAS | 62266-81-3 |
| MDL Number | MFCD07783782 |
| Molecular Formula | C7H4ClNOS |
| Molecular Weight | 185.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory