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)
| Product Number | 4H21-5-V4 |
| Synonyms | 2-Carboxy-6-chloroimidazo[1,2-b]pyridazine |
| Purity | 95 % |
| CAS | 14714-24-0 |
| MDL Number | MFCD04974055 |
| Molecular Formula | C7H4ClN3O2 |
| Molecular Weight | 197.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 253-255 ℃
TSCA: Not listed on TSCA inventory