![Ethyl 3-bromo-7-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-B-0A |
| CAS | 2379918-49-5 |
| MDL Number | MFCD31745721 |
| Molecular Formula | C10H8BrFN2O2 |
| Molecular Weight | 287.088 |
| 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: 4H23-B-0A
CAS: 2379918-49-5
Molecule Weight: 287.088
Formula: C10H8BrFN2O2
![Ethyl 3-bromo-6-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-B-24
CAS: 1427460-92-1
Molecule Weight: 287.088
Formula: C10H8BrFN2O2
![Ethyl 3-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-Y6
CAS: 143982-54-1
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![Ethyl 3-bromo-8-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-B-0C
CAS: 2379918-40-6
Molecule Weight: 287.088
Formula: C10H8BrFN2O2
![Ethyl 3-bromo-7-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-D-13
CAS: 1427460-50-1
Molecule Weight: 303.54
Formula: C10H8BrClN2O2
![Ethyl 3-bromo-5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-0J
CAS: 1123167-64-5
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![Ethyl 7-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-2E
CAS: 1260798-14-8
Molecule Weight: 208.192
Formula: C10H9FN2O2
![Ethyl 3-bromo-6-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-D-15
CAS: 861208-16-4
Molecule Weight: 303.54
Formula: C10H8BrClN2O2
TSCA: Not listed on TSCA inventory