![6-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-5-0D |
| Synonyms | 2-Carboxy-6-chloroimidazo[1,2-a]pyridine |
| CAS | 182181-19-7 |
| MDL Number | MFCD02186559 |
| Molecular Formula | C8H5ClN2O2 |
| Molecular Weight | 196.59 |
| 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: 4H21-5-0D
CAS: 182181-19-7
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![6-Chloroimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-0S
CAS: 138642-97-4
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![6-Chloro-2-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-Y8
CAS: 138642-96-3
Molecule Weight: 210.62
Formula: C9H7ClN2O2
![Ethyl 6-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-38
CAS: 67625-38-1
Molecule Weight: 224.64
Formula: C10H9ClN2O2
![7-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid monohydrate](data:image/png;base64,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)
PN: 4H21-5-0F
CAS: 1923066-08-3
Molecule Weight: 214.61
Formula: C8H7ClN2O3
![7-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-5-AV
CAS: 1020038-42-9
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![Methyl 6-chloroimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-5-AU
CAS: 900019-38-7
Molecule Weight: 210.62
Formula: C9H7ClN2O2
![3,6-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-2B
CAS: 923249-11-0
Molecule Weight: 231.03
Formula: C8H4Cl2N2O2
TSCA: Not listed on TSCA inventory