![Sodium 6-chloro-[1,2,4]triazolo[4,3-b]pyridazine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-5-3H |
| Purity | 97.0 % |
| CAS | 1630906-50-1 |
| MDL Number | MFCD28155131 |
| Molecular Formula | C6H2ClN4NaO2 |
| Molecular Weight | 220.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory