![3-Iodoimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-H-0E |
| Purity | 95 % |
| CAS | 1033463-35-2 |
| MDL Number | MFCD10758089 |
| Molecular Formula | C8H5IN2O2 |
| Molecular Weight | 288.044 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory