![Imidazo[1,2-a]pyridin-6-amine](data:image/png;base64,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)
| Product Number | 3H30-1-16 |
| Purity | 95 % |
| CAS | 235106-53-3 |
| MDL Number | MFCD06739232 |
| Molecular Formula | C7H7N3 |
| Molecular Weight | 133.154 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-16
CAS: 235106-53-3
Molecule Weight: 133.154
Formula: C7H7N3
![8-Aminoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H30-1-Z3
CAS: 73221-18-8
Molecule Weight: 133.154
Formula: C7H7N3
![2-Methylimidazo[1,2-a]pyridin-6-amine](data:image/png;base64,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)
PN: 3H30-1-WP
CAS: 860258-05-5
Molecule Weight: 147.181
Formula: C8H9N3
![7-Aminoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H30-1-W0
CAS: 421595-81-5
Molecule Weight: 133.154
Formula: C7H7N3
![8-Azidoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H42-1-01
CAS: 421595-82-6
Molecule Weight: 159.152
Formula: C7H5N5
![Imidazo[1,2-a]pyridin-7-amine hydrobromide](data:image/png;base64,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)
PN: 3H30-9-0C
CAS: 1630906-80-7
Molecule Weight: 214.066
Formula: C7H8BrN3
![3-Bromoimidazo[1,2-a]pyridin-6-amine](data:image/png;base64,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)
PN: 3H30-9-0E
CAS: 1099621-14-3
Molecule Weight: 212.05
Formula: C7H6BrN3
![6-Nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-04
CAS: 25045-82-3
Molecule Weight: 163.136
Formula: C7H5N3O2
TSCA: Not listed on TSCA inventory