![3-Bromo-6-chloro-2-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-F-18 |
| CAS | 1160474-82-7 |
| MDL Number | MFCD12025923 |
| Molecular Formula | C8H3BrClF3N2 |
| Molecular Weight | 299.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-F-18
CAS: 1160474-82-7
Molecule Weight: 299.48
Formula: C8H3BrClF3N2
![3-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-17
CAS: 503172-42-7
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![6-Chloro-2-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-2B
CAS: 189116-20-9
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![6-Chloro-3-(difluoromethyl)-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-9K
CAS: 2149602-56-0
Molecule Weight: 216.62
Formula: C9H7ClF2N2
TSCA: Not listed on TSCA inventory