![3-(Phenylmethyl)-3-azabicyclo[3.1.0]hexane-1-carbonitrile](data:image/png;base64,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)
| Product Number | 3H37-1-6L |
| Purity | 98.0 % |
| CAS | 56062-59-0 |
| MDL Number | MFCD11042334 |
| Molecular Formula | C13H14N2 |
| Molecular Weight | 198.269 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory