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)
| Product Number | 7H70-1-0J |
| Synonyms | Benzo[c]isothiazol-4-amine |
| CAS | 56910-92-0 |
| MDL Number | MFCD18811784 |
| Molecular Formula | C7H6N2S |
| Molecular Weight | 150.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 141-143 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory