| Product Number | 3H32-1-B2 |
| Synonyms | 7H-Pyrrolo[2,3-b]pyridin-3-amine |
| CAS | 100960-07-4 |
| MDL Number | MFCD06659683 |
| Molecular Formula | C7H7N3 |
| Molecular Weight | 133.154 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-5-V7
CAS: 100960-08-5
Molecule Weight: 206.07
Formula: C7H9Cl2N3
PN: 3H32-1-AQ
CAS: 883986-76-3
Molecule Weight: 147.181
Formula: C8H9N3
PN: 3H32-1-AV
CAS: 910818-29-0
Molecule Weight: 147.181
Formula: C8H9N3
![3-Methyl-1H-pyrrolo[2,3-b]pyridin-5-amine](data:image/png;base64,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)
PN: 3H30-1-DK
CAS: 1289082-81-0
Molecule Weight: 147.181
Formula: C8H9N3
![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
![1H-Pyrrolo[2,3-b]pyridin-4-amine hydrochloride](data:image/png;base64,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)
PN: 3H30-5-46
CAS: 1134307-94-0
Molecule Weight: 169.61
Formula: C7H8ClN3
TSCA: Not listed on TSCA inventory
