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ester](data:image/png;base64,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)
| Product Number | 4H23-1-DN |
| Purity | 95 % |
| CAS | 151831-21-9 |
| MDL Number | MFCD07367039 |
| Molecular Formula | C9H8N2O2 |
| Molecular Weight | 176.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-DN
CAS: 151831-21-9
Molecule Weight: 176.175
Formula: C9H8N2O2
![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
![Ethyl 5-bromopyrazolo[1,5-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-14
CAS: 1363381-49-0
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![Ethyl 6-bromopyrazolo[1,5-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-17
CAS: 1176413-18-5
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![5-Bromopyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-32
CAS: 1363381-10-5
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![6-Bromopyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-34
CAS: 876379-74-7
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![Ethyl 5-(trifluoromethyl)pyrazolo[1,5-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-1E
CAS:
Molecule Weight: 258.2
Formula: C11H9F3N2O2
PN: 4H58-1-BA
CAS: 43120-28-1
Molecule Weight: 176.175
Formula: C9H8N2O2
TSCA: Not listed on TSCA inventory