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)
| Product Number | 4H56-1-KZ |
| Synonyms | (1R,3R,5S)-8-Azabicyclo[3.2.1]octan-3-ol |
| CAS | 538-09-0 |
| MDL Number | MFCD00047140 |
| Molecular Formula | C7H13NO |
| Molecular Weight | 127.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory