![6-Bromo-3-(difluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-2R |
| CAS | 2092522-63-7 |
| MDL Number | MFCD29767636 |
| Molecular Formula | C8H5BrF2N2 |
| Molecular Weight | 247.043 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-B-2R
CAS: 2092522-63-7
Molecule Weight: 247.043
Formula: C8H5BrF2N2
![6-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-W0
CAS: 150780-40-8
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![6-Bromo-3-(difluoromethyl)-7-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-2Q
CAS: 2092048-68-3
Molecule Weight: 261.07
Formula: C9H7BrF2N2
![8-Bromo-6-chloro-3-(difluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-F-51
CAS: 2092851-11-9
Molecule Weight: 281.48
Formula: C8H4BrClF2N2
![2-(Trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-T9
CAS: 73221-12-2
Molecule Weight: 186.137
Formula: C8H5F3N2
![6-Bromo-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-AY
CAS: 4044-99-9
Molecule Weight: 211.062
Formula: C8H7BrN2
![6-Bromoimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-9-24
CAS: 30384-96-4
Molecule Weight: 225.045
Formula: C8H5BrN2O
![6-Bromo-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-1L
CAS:
Molecule Weight: 291.052
Formula: C9H5BrF2N2O2
TSCA: Not listed on TSCA inventory