![Methyl 4-imidazo[1,2-a]pyridin-2-ylbenzoate](data:image/png;base64,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)
| Product Number | 4H58-1-00M |
| CAS | 1493849-91-4 |
| MDL Number | MFCD28992254 |
| Molecular Formula | C15H12N2O2 |
| Molecular Weight | 252.273 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-00M
CAS: 1493849-91-4
Molecule Weight: 252.273
Formula: C15H12N2O2
![Ethyl 4-imidazo[1,2-a]pyridin-2-ylbenzoate](data:image/png;base64,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)
PN: 4H58-1-00F
CAS: 175153-33-0
Molecule Weight: 266.3
Formula: C16H14N2O2
![4-Imidazo[1,2-a]pyridin-2-ylbenzoic acid hydrochloride hydrate](data:image/png;base64,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)
PN: 4H57-5-27
CAS:
Molecule Weight: 292.72
Formula: C14H13ClN2O3
![4-Imidazo[1,2-a]pyridin-2-ylbenzonitrile](data:image/png;base64,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)
PN: 3H37-1-14
CAS: 55843-91-9
Molecule Weight: 219.247
Formula: C14H9N3
![2-Phenylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-FS
CAS: 4105-21-9
Molecule Weight: 194.237
Formula: C13H10N2
![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
![4-[8-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]benzoic acid](data:image/png;base64,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)
PN: 4H57-3-20
CAS:
Molecule Weight: 306.244
Formula: C15H9F3N2O2
TSCA: Not listed on TSCA inventory