| Product Number | 3H30-1-PS |
| Purity | 98 % |
| CAS | 15992-83-3 |
| MDL Number | MFCD01250851 |
| Molecular Formula | C8H7N3 |
| Molecular Weight | 145.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![1H-Pyrrolo[2,3-b]pyridin-6-amine](data:image/png;base64,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)
PN: 3H30-1-EC
CAS: 145901-11-7
Molecule Weight: 133.154
Formula: C7H7N3
![6-Amino-1H-pyrrolo[2,3-b]pyridine dihydrochloride](data:image/png;base64,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)
PN: 3H30-5-90
CAS: 1170585-19-9
Molecule Weight: 206.07
Formula: C7H9Cl2N3
PN: 3H30-9-51
CAS: 64874-38-0
Molecule Weight: 224.061
Formula: C8H6BrN3
PN: 3H30-5-5B
CAS: 15944-33-9
Molecule Weight: 179.61
Formula: C8H6ClN3
![N-Methyl-1H-pyrrolo[2,3-b]pyridin-6-amine](data:image/png;base64,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)
PN: 3H32-1-0W
CAS: 1018441-16-1
Molecule Weight: 147.181
Formula: C8H9N3
TSCA: Not listed on TSCA inventory