![3-Bromo-8-chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-F-0C |
| CAS | 900019-65-0 |
| MDL Number | MFCD07021357 |
| Molecular Formula | C8H3BrClF3N2 |
| Molecular Weight | 299.48 |
| 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-F-0C
CAS: 900019-65-0
Molecule Weight: 299.48
Formula: C8H3BrClF3N2
![3-Bromo-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-Z1
CAS: 1146615-86-2
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-Q0
CAS: 178488-36-3
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![3-Bromo-6-(difluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-2M
CAS: 2090187-13-4
Molecule Weight: 247.043
Formula: C8H5BrF2N2
![3-Bromo-8-chloroimidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,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)
PN: 3H37-D-01
CAS: 1221791-70-3
Molecule Weight: 256.49
Formula: C8H3BrClN3
![3-Bromo-8-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-2H
CAS: 1263061-60-4
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-7-carbonitrile](data:image/png;base64,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)
PN: 3H37-7-X5
CAS: 1221792-55-7
Molecule Weight: 245.59
Formula: C9H3ClF3N3
TSCA: Not listed on TSCA inventory