![N-Methyl-N-[(2-methylimidazo[1,2-a]pyridin-3-yl)methyl]amine](data:image/png;base64,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)
| Product Number | 3H31-1-87 |
| Purity | 97 % |
| CAS | 857283-58-0 |
| MDL Number | MFCD07772798 |
| Molecular Formula | C10H13N3 |
| Molecular Weight | 175.235 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-1-87
CAS: 857283-58-0
Molecule Weight: 175.235
Formula: C10H13N3
![Imidazo[1,2-a]pyridin-3-ylmethylmethylamine](data:image/png;base64,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)
PN: 3H31-1-CH
CAS: 885275-83-2
Molecule Weight: 161.208
Formula: C9H11N3
![(2-Methylimidazo[1,2-a]pyridin-3-yl)methanamine](data:image/png;base64,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)
PN: 3H30-1-PV
CAS: 34164-91-5
Molecule Weight: 161.208
Formula: C9H11N3
![{Imidazo[1,2-a]pyridin-2-ylmethyl}(methyl)amine](data:image/png;base64,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)
PN: 3H32-1-23
CAS: 193534-56-4
Molecule Weight: 161.208
Formula: C9H11N3
![1-Imidazo[1,2-a]pyridin-2-ylmethanamine dihydrochloride](data:image/png;base64,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)
PN: 3H33-5-29
CAS: 452967-56-5
Molecule Weight: 220.1
Formula: C8H11Cl2N3
![3-[(Dimethylamino)methyl]-6-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-6W
CAS: 885949-46-2
Molecule Weight: 189.262
Formula: C11H15N3
![6-Chloro-3-[(dimethylamino)methyl]imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-6G
CAS: 866142-68-9
Molecule Weight: 209.68
Formula: C10H12ClN3
![6-Chloro-3-[(dimethylamino)methyl]imidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-5-0U
CAS: 1227954-77-9
Molecule Weight: 246.14
Formula: C10H13Cl2N3
TSCA: Not listed on TSCA inventory