![6-Chloroimidazo[1,2-b]pyridazine](data:image/png;base64,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)
| Product Number | 3H32-5-L5 |
| Purity | 98.0 % |
| CAS | 6775-78-6 |
| MDL Number | MFCD07778345 |
| Molecular Formula | C6H4ClN3 |
| Molecular Weight | 153.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 115.5-117.5 ℃
TSCA: Not listed on TSCA inventory