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)
| Product Number | 3H32-D-28 |
| CAS | 1032650-41-1 |
| MDL Number | MFCD11518977 |
| Molecular Formula | C6H3BrClN3 |
| Molecular Weight | 232.47 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-D-28
CAS: 1032650-41-1
Molecule Weight: 232.47
Formula: C6H3BrClN3
![7-Bromo-4-chloro-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-D-24
CAS: 163452-79-7
Molecule Weight: 232.47
Formula: C6H3BrClN3
![4-Chloro-5H-pyrrolo[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-V4
CAS: 84905-80-6
Molecule Weight: 153.57
Formula: C6H4ClN3
![7-Bromo-4-chloropyrido[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-D-2P
CAS: 573675-31-7
Molecule Weight: 244.48
Formula: C7H3BrClN3
TSCA: Not listed on TSCA inventory