![3-Benzyl-6-oxa-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
| Product Number | 4H56-1-639 |
| Purity | 97.0 % |
| CAS | 75390-09-9 |
| MDL Number | MFCD09608024 |
| Molecular Formula | C11H13NO |
| Molecular Weight | 175.231 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-639
CAS: 75390-09-9
Molecule Weight: 175.231
Formula: C11H13NO
PN: 4H56-1-UN
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TSCA: Not listed on TSCA inventory