![3-Bromo-5,6,7,8-tetrahydroimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-78 |
| Purity | 97 % |
| CAS | 156817-72-0 |
| MDL Number | MFCD08751337 |
| Molecular Formula | C7H9BrN2 |
| Molecular Weight | 201.067 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-78
CAS: 156817-72-0
Molecule Weight: 201.067
Formula: C7H9BrN2
![3-Bromo-6,7,8,9-tetrahydro-5H-imidazo[1,2-a]azepine](data:image/png;base64,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)
PN: 3H32-9-1C
CAS: 701298-97-7
Molecule Weight: 215.094
Formula: C8H11BrN2
![3-Bromo-6,7-dihydro-5H-pyrrolo[1,2-a]imidazole](data:image/png;base64,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)
PN: 3H32-9-M5
CAS: 914637-88-0
Molecule Weight: 187.04
Formula: C6H7BrN2
![5,6,7,8-Tetrahydroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-7S
CAS: 34167-66-3
Molecule Weight: 122.171
Formula: C7H10N2
Melting Point: 48-52 ℃
TSCA: Not listed on TSCA inventory