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)
| Product Number | 3H32-9-X8 |
| Synonyms | 6-Bromo-1,4,5-triazanaphthalene |
| CAS | 1204298-53-2 |
| MDL Number | MFCD13185282 |
| Molecular Formula | C7H4BrN3 |
| Molecular Weight | 210.034 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-X8
CAS: 1204298-53-2
Molecule Weight: 210.034
Formula: C7H4BrN3
![5-Bromo-1H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-X7
CAS: 28279-52-9
Molecule Weight: 198.023
Formula: C6H4BrN3
![5-Bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-N2
CAS: 69214-09-1
Molecule Weight: 197.035
Formula: C7H5BrN2
TSCA: Not listed on TSCA inventory