| Product Number | 4H55-1-81 |
| Synonyms | 3-Methyl-5-nitro-1H-pyrrolo[2,3-b]pyridine |
| CAS | 1288998-66-2 |
| MDL Number | MFCD20527500 |
| Molecular Formula | C8H7N3O2 |
| Molecular Weight | 177.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-1-81
CAS: 1288998-66-2
Molecule Weight: 177.163
Formula: C8H7N3O2
PN: 4H55-1-82
CAS: 1190322-73-6
Molecule Weight: 177.163
Formula: C8H7N3O2
PN: 4H58-1-AE
CAS: 1434141-72-6
Molecule Weight: 221.172
Formula: C9H7N3O4
![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
TSCA: Not listed on TSCA inventory
