![3-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-17 |
| CAS | 503172-42-7 |
| MDL Number | MFCD11111688 |
| Molecular Formula | C8H4BrF3N2 |
| Molecular Weight | 265.033 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-B-17
CAS: 503172-42-7
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![3-Bromo-6-chloro-2-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-F-18
CAS: 1160474-82-7
Molecule Weight: 299.48
Formula: C8H3BrClF3N2
![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
![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-(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
![3-Bromoimidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H15-9-0R
CAS: 59938-40-8
Molecule Weight: 225.045
Formula: C8H5BrN2O
![2-(Trifluoromethyl)imidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-3-80
CAS: 898379-89-0
Molecule Weight: 214.147
Formula: C9H5F3N2O
![3-Bromo-2-tert-butylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-2W
CAS: 904813-48-5
Molecule Weight: 253.143
Formula: C11H13BrN2
Melting Point: 98-100 ℃
TSCA: Not listed on TSCA inventory