![Methyl 3-nitroimidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
| Product Number | 4H54-1-CU |
| CAS | 1823865-12-8 |
| MDL Number | MFCD27995618 |
| Molecular Formula | C9H7N3O4 |
| Molecular Weight | 221.172 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-CU
CAS: 1823865-12-8
Molecule Weight: 221.172
Formula: C9H7N3O4
![7-Methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-LA
CAS: 34165-07-6
Molecule Weight: 177.163
Formula: C8H7N3O2
![8-Methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-1-2Z
CAS: 67625-32-5
Molecule Weight: 177.163
Formula: C8H7N3O2
![6-Methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-L9
CAS: 67625-28-9
Molecule Weight: 177.163
Formula: C8H7N3O2
![3-Nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-Q9
CAS: 4926-45-8
Molecule Weight: 163.136
Formula: C7H5N3O2
![6-Bromo-7-methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-9-88
CAS: 1072944-64-9
Molecule Weight: 256.059
Formula: C8H6BrN3O2
TSCA: Not listed on TSCA inventory