| Product Number | 3H32-9-64 |
| Synonyms | 5-Bromo-2-methyl-1H-pyrrolo[2,3-b]pyridine |
| CAS | 1111638-02-8 |
| MDL Number | MFCD15529124 |
| Molecular Formula | C8H7BrN2 |
| Molecular Weight | 211.062 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-9-64
CAS: 1111638-02-8
Molecule Weight: 211.062
Formula: C8H7BrN2
![3-Bromo-2-methyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-9-6V
CAS: 145934-58-3
Molecule Weight: 211.062
Formula: C8H7BrN2
![4-Bromo-2-methyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-9-52
CAS: 1014613-64-9
Molecule Weight: 211.062
Formula: C8H7BrN2
PN: 4H58-9-30
CAS: 1222175-20-3
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![4-Bromo-6-methyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-1N
CAS: 1000340-58-8
Molecule Weight: 211.062
Formula: C8H7BrN2
![Methyl 5-bromo-1H-pyrrolo[2,3-b]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-9-0H
CAS: 1234616-83-1
Molecule Weight: 255.071
Formula: C9H7BrN2O2
TSCA: Not listed on TSCA inventory
