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acid](data:image/png;base64,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)
| Product Number | 4H21-1-05 |
| Purity | 98 % |
| CAS | 887405-28-9 |
| MDL Number | MFCD09864280 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-1-05
CAS: 887405-28-9
Molecule Weight: 190.202
Formula: C10H10N2O2
![Ethyl 3-{imidazo[1,2-a]pyridin-2-yl}-2-oxopropanoate](data:image/png;base64,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)
PN: 4H23-1-25
CAS: 152831-79-3
Molecule Weight: 232.239
Formula: C12H12N2O3
![2-(3-Butyn-1-yl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-55
CAS: 872362-21-5
Molecule Weight: 170.215
Formula: C11H10N2
![2-(But-3-yn-1-yl)imidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-5-23
CAS: 1403667-59-3
Molecule Weight: 206.67
Formula: C11H11ClN2
![1-{Imidazo[1,2-a]pyridin-2-yl}-2-methylpropan-2-amine](data:image/png;base64,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)
PN: 3H32-1-20
CAS: 534620-16-1
Molecule Weight: 189.262
Formula: C11H15N3
TSCA: Not listed on TSCA inventory