![7-(Trifluoromethyl)-[1,2,4]triazolo[1,5-a]pyridin-2-amine](data:image/png;base64,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)
| Product Number | 3H30-3-A6 |
| CAS | 1260811-97-9 |
| MDL Number | MFCD11846605 |
| Molecular Formula | C7H5F3N4 |
| Molecular Weight | 202.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory