| Product Number | 4H56-1-XS |
| Synonyms | 5,6-Dimethoxypyridin-3-amine |
| Purity | 95 % |
| CAS | 79491-49-9 |
| MDL Number | MFCD20715092 |
| Molecular Formula | C7H10N2O2 |
| Molecular Weight | 154.169 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-XS
CAS: 79491-49-9
Molecule Weight: 154.169
Formula: C7H10N2O2
PN: 4H30-1-C2
CAS: 1211595-19-5
Molecule Weight: 154.169
Formula: C7H10N2O2
![2,3-Dihydro-[1,4]dioxino[2,3-b]pyridin-7-amine](data:image/png;base64,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)
PN: 4H30-1-7Z
CAS: 1261365-47-2
Molecule Weight: 152.153
Formula: C7H8N2O2
TSCA: Not listed on TSCA inventory
