![3-Bromoimidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H15-9-0R |
| Purity | 97 % |
| CAS | 59938-40-8 |
| MDL Number | MFCD01109402 |
| Molecular Formula | C8H5BrN2O |
| Molecular Weight | 225.045 |
| Units | Price (USD) | Availability |
|---|
PN: 4H15-9-0R
CAS: 59938-40-8
Molecule Weight: 225.045
Formula: C8H5BrN2O
![3-Bromo-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-2E
CAS: 4805-70-3
Molecule Weight: 211.062
Formula: C8H7BrN2
![3-Bromoimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-3F
CAS: 354548-73-5
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![5-Bromoimidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H56-9-2Z
CAS: 878197-68-3
Molecule Weight: 225.045
Formula: C8H5BrN2O
![Imidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-26
CAS: 118000-43-4
Molecule Weight: 146.149
Formula: C8H6N2O
![3-Bromoimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H48-9-2K
CAS: 1355170-89-6
Molecule Weight: 255.075
Formula: C8H7BrN4O
![3-Bromo-7-chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-D-08
CAS: 2594436-02-7
Molecule Weight: 275.49
Formula: C8H4BrClN2O2
![Ethyl 3-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-Y6
CAS: 143982-54-1
Molecule Weight: 269.098
Formula: C10H9BrN2O2
TSCA: Not listed on TSCA inventory