![6-Bromo-[1,3]thiazolo[4,5-b]pyrazin-2-amine](data:image/png;base64,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)
| Product Number | 7H70-9-11 |
| Synonyms | 6-Bromothiazolo[4,5-b]pyrazin-2-amine |
| CAS | 112342-72-0 |
| MDL Number | MFCD09909710 |
| Molecular Formula | C5H3BrN4S |
| Molecular Weight | 231.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory