![3-(Cyclopentanecarboxamido)-[1,2,4]triazolo[4,3-a]pyridine-6-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-282 |
| CAS | 1206969-11-0 |
| MDL Number | MFCD14585396 |
| Molecular Formula | C13H14N4O3 |
| Molecular Weight | 274.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory