![Ethyl 5-chloro-2-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-5-6N |
| Purity | 96 % |
| CAS | 141517-48-8 |
| MDL Number | MFCD07366504 |
| Molecular Formula | C11H11ClN2O2 |
| Molecular Weight | 238.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-5-6N
CAS: 141517-48-8
Molecule Weight: 238.67
Formula: C11H11ClN2O2
![Ethyl 5-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-41
CAS: 67625-36-9
Molecule Weight: 224.64
Formula: C10H9ClN2O2
![Ethyl 7-chloro-2-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-5-2F
CAS: 1335053-81-0
Molecule Weight: 238.67
Formula: C11H11ClN2O2
![Ethyl 2-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-90
CAS: 2549-19-1
Molecule Weight: 204.229
Formula: C11H12N2O2
![Ethyl 3,5-dichloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-43
CAS: 1000018-01-8
Molecule Weight: 259.09
Formula: C10H8Cl2N2O2
![Ethyl 6-chloro-2-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-5-46
CAS: 330858-13-4
Molecule Weight: 238.67
Formula: C11H11ClN2O2
![Ethyl 5-chloro-2-phenylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-5-Z7
CAS: 959577-68-5
Molecule Weight: 300.74
Formula: C16H13ClN2O2
![Ethyl 7-chloroimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-5-2R
CAS: 1296201-68-7
Molecule Weight: 224.64
Formula: C10H9ClN2O2
TSCA: Not listed on TSCA inventory