![2-Amino-1-methylimidazo[4,5-b]quinoline](data:image/png;base64,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)
| Product Number | 3H30-1-2D |
| CAS | 156215-58-6 |
| MDL Number | MFCD00269890 |
| Molecular Formula | C11H10N4 |
| Molecular Weight | 198.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >300 ℃
TSCA: Not listed on TSCA inventory