![6-Chloro-2-(hydroxymethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 4H01-5-54 |
| Synonyms | (6-Chloroimidazo[1,2-a]pyridin-2-yl)methanol |
| CAS | 1039416-36-8 |
| MDL Number | MFCD11840955 |
| Molecular Formula | C8H7ClN2O |
| Molecular Weight | 182.61 |
| Units | Price (USD) | Availability |
|---|
PN: 4H01-5-54
CAS: 1039416-36-8
Molecule Weight: 182.61
Formula: C8H7ClN2O
![6-Chloro-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-TE
CAS: 13583-92-1
Molecule Weight: 166.61
Formula: C8H7ClN2
![(7-Chloroimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-5-1V
CAS: 1368290-38-3
Molecule Weight: 182.61
Formula: C8H7ClN2O
![6-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-0D
CAS: 182181-19-7
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![2-(Hydroxymethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H01-1-Q4
CAS: 82090-52-6
Molecule Weight: 148.165
Formula: C8H8N2O
![6-Chloro-2-(chloromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-HJ
CAS: 182181-25-5
Molecule Weight: 201.05
Formula: C8H6Cl2N2
![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
TSCA: Not listed on TSCA inventory