![6-Chloro-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-5-TE |
| Purity | 95 % |
| CAS | 13583-92-1 |
| MDL Number | MFCD09991806 |
| Molecular Formula | C8H7ClN2 |
| Molecular Weight | 166.61 |
| 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: 3H32-5-TE
CAS: 13583-92-1
Molecule Weight: 166.61
Formula: C8H7ClN2
![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-Chloro-2-(hydroxymethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H01-5-54
CAS: 1039416-36-8
Molecule Weight: 182.61
Formula: C8H7ClN2O
![6-Chloro-2-methylimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H56-5-FY
CAS: 728864-61-7
Molecule Weight: 194.62
Formula: C9H7ClN2O
![6-Chloroimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-5-1J
CAS: 29096-59-1
Molecule Weight: 180.59
Formula: C8H5ClN2O
![6-Chloro-2-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-2B
CAS: 189116-20-9
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![8-Chloro-7-iodo-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-M-0D
CAS: 1416551-60-4
Molecule Weight: 292.5
Formula: C8H6ClIN2
![6-Chloro-3-(difluoromethyl)-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-9K
CAS: 2149602-56-0
Molecule Weight: 216.62
Formula: C9H7ClF2N2
TSCA: Not listed on TSCA inventory