| Product Number | 4H56-1-734 |
| Purity | 97.0 % |
| CAS | 1788054-84-1 |
| MDL Number | MFCD28502466 |
| Molecular Formula | C13H22N2O4 |
| Molecular Weight | 270.329 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-734
CAS: 1788054-84-1
Molecule Weight: 270.329
Formula: C13H22N2O4
PN: 4H56-1-797
CAS: 1788041-47-3
Molecule Weight: 284.356
Formula: C14H24N2O4
PN: 4H56-1-777
CAS: 1788041-42-8
Molecule Weight: 298.383
Formula: C15H26N2O4
![4-{4-[(tert-Butoxy)carbonyl]piperazin-1-yl}-4-oxobutanoic acid](data:image/png;base64,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)
PN: 4H58-1-44
CAS: 288851-44-5
Molecule Weight: 286.328
Formula: C13H22N2O5
PN: 4H56-1-00C
CAS: 159873-21-9
Molecule Weight: 253.302
Formula: C12H19N3O3
PN: 4H56-1-9T
CAS: 99849-94-2
Molecule Weight: 216.281
Formula: C10H20N2O3
PN: 4H56-1-857
CAS: 745048-07-1
Molecule Weight: 257.378
Formula: C13H27N3O2
![tert-Butyl 3-[(3S)-3-hydroxypyrrolidin-1-yl]azetidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-SV
CAS: 1257293-73-4
Molecule Weight: 242.319
Formula: C12H22N2O3
TSCA: Not listed on TSCA inventory