![5-Bromo-[1,3]thiazolo[5,4-b]pyridin-2-amine](data:image/png;base64,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)
| Product Number | 7H70-9-54 |
| CAS | 934266-82-7 |
| MDL Number | MFCD11846492 |
| Molecular Formula | C6H4BrN3S |
| Molecular Weight | 230.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory