![6-Bromo-8-methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-9-0P |
| Purity | 95 % |
| CAS | 866135-83-3 |
| MDL Number | MFCD06496201 |
| Molecular Formula | C9H7BrN2O2 |
| Molecular Weight | 255.071 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-9-0P
CAS: 866135-83-3
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![6-Bromo-imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-9-03
CAS: 749849-14-7
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![8-Methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-JU
CAS: 88751-05-7
Molecule Weight: 176.175
Formula: C9H8N2O2
![6-Bromo-8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-0G
CAS: 1121051-31-7
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
![Ethyl 8-bromo-6-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-33
CAS: 847446-55-3
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![6-Bromo-8-methylimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-9-08
CAS: 1126636-93-8
Molecule Weight: 239.072
Formula: C9H7BrN2O
![Ethyl 6-bromo-7-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-34
CAS: 907945-87-3
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![Ethyl 6-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-31
CAS: 67625-37-0
Molecule Weight: 269.098
Formula: C10H9BrN2O2
TSCA: Not listed on TSCA inventory