![[1-({[(tert-Butoxy)carbonyl]amino}imino)-2-phenylethyl][(furan-2-yl)methyl]amine](data:image/png;base64,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)
| Product Number | 4H56-1-868 |
| CAS | 1053657-29-6 |
| MDL Number | MFCD28898231 |
| Molecular Formula | C18H23N3O3 |
| Molecular Weight | 329.4 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory