![(6-Chloroimidazo[1,2-a]pyridin-2-yl)acetic acid](data:image/png;base64,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)
| Product Number | 4H21-5-1H |
| CAS | 59128-13-1 |
| MDL Number | MFCD06739270 |
| Molecular Formula | C9H7ClN2O2 |
| Molecular Weight | 210.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory