![3-Bromo-6-chloro-1H-pyrazolo[3,4-b]pyrazine](data:image/png;base64,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)
| Product Number | 3H43-D-00 |
| Purity | 98 % |
| CAS | 1936225-21-6 |
| MDL Number | MFCD28969586 |
| Molecular Formula | C5H2BrClN4 |
| Molecular Weight | 233.45 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory