![Methyl 2-(3-chloro-4-fluorophenyl)imidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-7-00 |
| CAS | 2109175-45-1 |
| MDL Number | MFCD29918592 |
| Molecular Formula | C15H10ClFN2O2 |
| Molecular Weight | 304.71 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H23-7-00
CAS: 2109175-45-1
Molecule Weight: 304.71
Formula: C15H10ClFN2O2
![2-(3-Chloro-4-fluorophenyl)imidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-35
CAS: 1493735-34-4
Molecule Weight: 290.68
Formula: C14H8ClFN2O2
![Methyl 2-(4-fluorophenyl)imidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H58-3-AS
CAS: 1895711-20-2
Molecule Weight: 270.263
Formula: C15H11FN2O2
![2-Phenylimidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-487
CAS: 959-40-0
Molecule Weight: 238.246
Formula: C14H10N2O2
![Methyl 2-(3-chloro-4-fluorophenyl)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-7-34
CAS: 2108526-98-1
Molecule Weight: 304.71
Formula: C15H10ClFN2O2
![Methyl 2-[2-(trifluoromethyl)phenyl]imidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H58-3-AR
CAS: 2121154-09-2
Molecule Weight: 320.271
Formula: C16H11F3N2O2
![Methyl 2-(4-fluorophenyl)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-3-1W
CAS: 866133-01-9
Molecule Weight: 270.263
Formula: C15H11FN2O2
![2-(4-Fluorophenyl)imidazo[1,2-a]pyridine-6-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-5D
CAS: 866133-65-5
Molecule Weight: 256.236
Formula: C14H9FN2O2
TSCA: Not listed on TSCA inventory