![Ethyl imidazo[1,2-a]pyridine-2-carboxylate hydrobromide](data:image/png;base64,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)
| Product Number | 4H23-9-56 |
| Purity | 95 % |
| CAS | 2549-17-9 |
| MDL Number | MFCD12545991 |
| Molecular Formula | C10H11BrN2O2 |
| Molecular Weight | 271.114 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-9-56
CAS: 2549-17-9
Molecule Weight: 271.114
Formula: C10H11BrN2O2
![Ethyl imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-20
CAS: 38922-77-9
Molecule Weight: 190.202
Formula: C10H10N2O2
![Methyl imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-J6
CAS: 1220397-13-6
Molecule Weight: 176.175
Formula: C9H8N2O2
![Ethyl imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-DY
CAS: 123531-52-2
Molecule Weight: 190.202
Formula: C10H10N2O2
![Ethyl 7-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-W2
CAS: 1187236-18-5
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![Ethyl 7-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-U2
CAS: 1204501-38-1
Molecule Weight: 224.64
Formula: C10H9ClN2O2
![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 6-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-31
CAS: 67625-37-0
Molecule Weight: 269.098
Formula: C10H9BrN2O2
TSCA: Not listed on TSCA inventory