![(1R,5R)-9-Tosyl-9-azabicyclo[3.3.1]nona-2,6-diene](data:image/png;base64,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)
| Product Number | 8H69-1-2V |
| CAS | 35985-98-9 |
| MDL Number | MFCD26403985 |
| Molecular Formula | C15H17NO2S |
| Molecular Weight | 275.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory