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)
| Product Number | 3H32-1-A5 |
| CAS | 3268-61-9 |
| MDL Number | MFCD07390342 |
| Molecular Formula | C9H10N2 |
| Molecular Weight | 146.193 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-1-A5
CAS: 3268-61-9
Molecule Weight: 146.193
Formula: C9H10N2
![(7-Methylimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-1-9C
CAS: 1216294-32-4
Molecule Weight: 162.192
Formula: C9H10N2O
![7-Methylimidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-8V
CAS: 202348-54-7
Molecule Weight: 160.176
Formula: C9H8N2O
![(2,7-Dimethylimidazo[1,2-a]pyridin-3-yl)methanol](data:image/png;base64,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)
PN: 4H01-1-6B
CAS: 217435-75-1
Molecule Weight: 176.219
Formula: C10H12N2O
![7-Methylimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-8E
CAS: 30384-94-2
Molecule Weight: 160.176
Formula: C9H8N2O
![2,7-Dimethylimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-1T
CAS: 820245-84-9
Molecule Weight: 174.203
Formula: C10H10N2O
![2,5-Dimethylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-GR
CAS: 6188-30-3
Molecule Weight: 146.193
Formula: C9H10N2
TSCA: Not listed on TSCA inventory
![2-Methylimidazo[1,2-a]pyridine](data:image/png;base64,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)