![4-[3-(1,3-Dioxo-1,3-dihydroisoindol-2-yl)propyl]piperazine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 4H56-1-860 |
| CAS | 857266-28-5 |
| MDL Number | MFCD09029311 |
| Molecular Formula | C20H27N3O4 |
| Molecular Weight | 373.453 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-860
CAS: 857266-28-5
Molecule Weight: 373.453
Formula: C20H27N3O4
![4-[4-(1,3-Dioxo-1,3-dihydroisoindol-2-yl)butyl]piperazine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-858
CAS: 745048-06-0
Molecule Weight: 387.48
Formula: C21H29N3O4
PN: 4H48-1-PN
CAS: 198572-34-8
Molecule Weight: 376.368
Formula: C21H16N2O5
TSCA: Not listed on TSCA inventory