![(Z)-(Ethyl 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)
| Product Number | 4656-1-ZJ |
| CAS | 85936-50-1 |
| MDL Number | MFCD02082701 |
| Molecular Formula | C11H14N2O2 |
| Molecular Weight | 206.245 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory