![6-(Trifluoromethyl)pyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-0Z |
| CAS | 1821384-76-2 |
| MDL Number | MFCD19688440 |
| Molecular Formula | C9H5F3N2O2 |
| Molecular Weight | 230.146 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-0Z
CAS: 1821384-76-2
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![4-(Trifluoromethyl)pyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-3E
CAS:
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Ethyl 6-(trifluoromethyl)pyrazolo[1,5-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-1C
CAS:
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![Ethyl 4-(trifluoromethyl)pyrazolo[1,5-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-1G
CAS:
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![5-Trifluoromethyl-pyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-2E
CAS: 876379-73-6
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Pyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-Y1
CAS: 63237-88-7
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H21-3-79
CAS: 959236-70-5
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Pyrazolo[1,5-a]pyridine-2-carboxylic acid methyl ester](data:image/png;base64,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)
PN: 4H23-1-DN
CAS: 151831-21-9
Molecule Weight: 176.175
Formula: C9H8N2O2
TSCA: Not listed on TSCA inventory