![Ethyl 3,5-dichloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-5-43 |
| Synonyms | 3,5-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid ethyl ester |
| CAS | 1000018-01-8 |
| MDL Number | MFCD09842623 |
| Molecular Formula | C10H8Cl2N2O2 |
| Molecular Weight | 259.09 |
| 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: 4H23-5-43
CAS: 1000018-01-8
Molecule Weight: 259.09
Formula: C10H8Cl2N2O2
![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
![3,5-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-5-6W
CAS: 1980053-45-9
Molecule Weight: 249.05
Formula: C8H6Cl2N2O3
![3,5-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-3U
CAS: 1227954-34-8
Molecule Weight: 231.03
Formula: C8H4Cl2N2O2
![Ethyl 3-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-Z0
CAS: 1000017-95-7
Molecule Weight: 224.64
Formula: C10H9ClN2O2
![Ethyl 3,6-dichloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-1Z
CAS: 478040-91-4
Molecule Weight: 259.09
Formula: C10H8Cl2N2O2
![5-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H56-5-Z8
CAS: 1000017-93-5
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![3-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-X3
CAS: 1000017-94-6
Molecule Weight: 196.59
Formula: C8H5ClN2O2
TSCA: Not listed on TSCA inventory