![[5a-S,10b-R]-2-(2,4,6-Trimethylphenyl)-2,5a,6,10b-tetrahydro-4H-5-oxa-2,3-diaza-10c-azoniacyclopenta[c]fluorene chloride](data:image/png;base64,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)
| Product Number | 4H56-5-4K |
| CAS | 919102-70-8 |
| MDL Number | MFCD09787521 |
| Molecular Formula | C21H22ClN3O |
| Molecular Weight | 367.88 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory