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)
| Product Number | 7H70-1-18 |
| Synonyms | Thiazolo[4,5-c]pyridine |
| CAS | 273-75-6 |
| MDL Number | MFCD13179628 |
| Molecular Formula | C6H4N2S |
| Molecular Weight | 136.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory