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)
| Product Number | 3H30-1-NP |
| Purity | 95 % |
| CAS | 43170-96-3 |
| MDL Number | MFCD06738922 |
| Molecular Formula | C9H11N3 |
| Molecular Weight | 161.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-NP
CAS: 43170-96-3
Molecule Weight: 161.208
Formula: C9H11N3
![Imidazo[1,2-a]pyridine-3-ethanamine](data:image/png;base64,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)
PN: 3H30-1-05
CAS: 664367-52-6
Molecule Weight: 161.208
Formula: C9H11N3
![2-tert-Butylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-5Q
CAS: 406207-65-6
Molecule Weight: 174.247
Formula: C11H14N2
![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
![2-{6-Fluoroimidazo[1,2-a]pyridin-2-yl}ethanamine](data:image/png;base64,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)
PN: 3H30-3-1K
CAS: 1216295-83-8
Molecule Weight: 179.198
Formula: C9H10FN3
![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}ethan-1-one](data:image/png;base64,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)
PN: 4H17-1-04
CAS: 602313-68-8
Molecule Weight: 160.176
Formula: C9H8N2O
TSCA: Not listed on TSCA inventory