![8-Bromoimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
| Product Number | 3H32-D-83 |
| CAS | 1419101-42-0 |
| MDL Number | MFCD23106467 |
| Molecular Formula | C7H6BrClN2 |
| Molecular Weight | 233.49 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-D-83
CAS: 1419101-42-0
Molecule Weight: 233.49
Formula: C7H6BrClN2
![8-Bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-N5
CAS: 850349-02-9
Molecule Weight: 197.035
Formula: C7H5BrN2
![6-Bromoimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-D-51
CAS: 957035-19-7
Molecule Weight: 233.49
Formula: C7H6BrClN2
![6-Bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-Q8
CAS: 6188-23-4
Molecule Weight: 197.035
Formula: C7H5BrN2
![7-Bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-Z3
CAS: 808744-34-5
Molecule Weight: 197.035
Formula: C7H5BrN2
![6-Bromo-7-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-D-5S
CAS: 1303890-45-0
Molecule Weight: 231.48
Formula: C7H4BrClN2
![6-Bromo-7-methylimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-D-55
CAS: 957035-22-2
Molecule Weight: 247.52
Formula: C8H8BrClN2
![6-Bromo-8-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-4K
CAS: 474709-06-3
Molecule Weight: 215.025
Formula: C7H4BrFN2
TSCA: Not listed on TSCA inventory