![3-Chloro-5-methyl-7-(trifluoromethyl)pyrazolo[1,5-a]pyrimidine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-7-00 |
| CAS | 524036-11-1 |
| MDL Number | MFCD02253966 |
| Molecular Formula | C9H5ClF3N3O2 |
| Molecular Weight | 279.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory