![6-Bromo-1H-pyrrolo[2,3-b]pyridin-4-amine](data:image/png;base64,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)
| Product Number | 3H30-9-69 |
| CAS | 1000340-72-6 |
| MDL Number | MFCD09880154 |
| Molecular Formula | C7H6BrN3 |
| Molecular Weight | 212.05 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-9-69
CAS: 1000340-72-6
Molecule Weight: 212.05
Formula: C7H6BrN3
![6-Bromo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-19
CAS: 143468-13-7
Molecule Weight: 197.035
Formula: C7H5BrN2
![1-Amino-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H30-1-GH
CAS: 74420-00-1
Molecule Weight: 133.154
Formula: C7H7N3
TSCA: Not listed on TSCA inventory