![N,N-Dimethyl(2-methyl-1H-pyrrolo[2,3-b]pyridin-3-yl)methanamine](data:image/png;base64,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)
| Product Number | 3H32-1-MC |
| Purity | 95 % |
| CAS | 7546-48-7 |
| MDL Number | MFCD13191648 |
| Molecular Formula | C11H15N3 |
| Molecular Weight | 189.262 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-1-MC
CAS: 7546-48-7
Molecule Weight: 189.262
Formula: C11H15N3
![Dimethyl({1H-pyrrolo[2,3-b]pyridin-3-yl}methyl)amine](data:image/png;base64,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)
PN: 3H32-1-GA
CAS: 5654-92-2
Molecule Weight: 175.235
Formula: C10H13N3
![2,3-Dimethyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-1-KD
CAS: 10299-69-1
Molecule Weight: 146.193
Formula: C9H10N2
TSCA: Not listed on TSCA inventory