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)
| Product Number | 8H37-1-02 |
| Synonyms | 2-Cyano-6-methoxybenzo[d]thiazole; 2-Cyano-6-methoxy-1,3-benzothiazole |
| CAS | 943-03-3 |
| MDL Number | MFCD00010537 |
| Molecular Formula | C9H6N2OS |
| Molecular Weight | 190.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 129-131 ℃
TSCA: Not listed on TSCA inventory