![2-(3,4-Dimethoxyphenyl)imidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H15-1-0R |
| Purity | 97 % |
| CAS | 727652-02-0 |
| MDL Number | MFCD04117011 |
| Molecular Formula | C16H14N2O3 |
| Molecular Weight | 282.299 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-0R
CAS: 727652-02-0
Molecule Weight: 282.299
Formula: C16H14N2O3
![2-(1,3-Benzodioxol-5-yl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H32-1-10
CAS: 904813-74-7
Molecule Weight: 238.246
Formula: C14H10N2O2
![2-(1,3-Benzodioxol-5-yl)-6-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H32-5-00
CAS: 168837-35-2
Molecule Weight: 272.69
Formula: C14H9ClN2O2
![2-(1,3-Benzodioxol-5-yl)-6-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-4V
CAS: 904813-81-6
Molecule Weight: 283.243
Formula: C14H9N3O4
![2-(4-Methoxyphenyl)imidazo[1,2-a]pyridine hydrobromide](data:image/png;base64,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)
PN: 4H07-9-19
CAS: 31563-00-5
Molecule Weight: 305.175
Formula: C14H13BrN2O
![2-(4-Fluorophenyl)imidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-3-14
CAS: 425658-37-3
Molecule Weight: 240.237
Formula: C14H9FN2O
![2-(1,3-Benzodioxol-5-yl)-3-bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H56-9-54
CAS: 904813-89-4
Molecule Weight: 317.142
Formula: C14H9BrN2O2
![Methyl 2-(4-methoxyphenyl)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-1-AY
CAS: 866050-80-8
Molecule Weight: 282.299
Formula: C16H14N2O3
TSCA: Not listed on TSCA inventory