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7-chloroimidazo[1,2-c]pyrimidine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-5-5G |
| Purity | 97 % |
| CAS | 1105187-40-3 |
| MDL Number | MFCD11045730 |
| Molecular Formula | C9H8ClN3O2 |
| Molecular Weight | 225.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory