![Methyl 5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-1-JB |
| Purity | 95 % |
| CAS | 1187932-40-6 |
| MDL Number | MFCD12913784 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-JB
CAS: 1187932-40-6
Molecule Weight: 190.202
Formula: C10H10N2O2
![Ethyl 5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-0K
CAS: 67625-35-8
Molecule Weight: 204.229
Formula: C11H12N2O2
![5-Methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-1Z
CAS: 88751-06-8
Molecule Weight: 176.175
Formula: C9H8N2O2
![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 8-bromo-5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-32
CAS: 135995-45-8
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![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
![Ethyl imidazo[1,2-a]pyridine-2-carboxylate hydrobromide](data:image/png;base64,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)
PN: 4H23-9-56
CAS: 2549-17-9
Molecule Weight: 271.114
Formula: C10H11BrN2O2
![Methyl 7-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-J8
CAS: 1220397-16-9
Molecule Weight: 190.202
Formula: C10H10N2O2
TSCA: Not listed on TSCA inventory