![3-[(2,7-Dimethoxyacridin-9-yl)sulfanyl]propan-1-amine](data:image/png;base64,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)
| Product Number | 8H66-1-4H |
| Synonyms | 9-[(3-Aminopropyl)sulfanyl]-2,7-dimethoxyacridine |
| CAS | 184582-62-5 |
| MDL Number | MFCD02752814 |
| Molecular Formula | C18H20N2O2S |
| Molecular Weight | 328.43 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory