![tert-Butyl 3-[4-(ethoxycarbonyl)piperidin-1-yl]pyrrolidine-1-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-VR |
| Purity | 95 % |
| CAS | 1440535-57-8 |
| MDL Number | MFCD24850056 |
| Molecular Formula | C17H30N2O4 |
| Molecular Weight | 326.437 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-VR
CAS: 1440535-57-8
Molecule Weight: 326.437
Formula: C17H30N2O4
![1-[1-(tert-Butoxycarbonyl)pyrrolidin-3-yl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-129
CAS: 1440535-47-6
Molecule Weight: 298.383
Formula: C15H26N2O4
PN: 4H23-1-64
CAS: 125541-19-7
Molecule Weight: 340.464
Formula: C18H32N2O4
PN: 4H56-1-05C
CAS: 201810-59-5
Molecule Weight: 312.41
Formula: C16H28N2O4
![2,6-Diazaspiro[4.5]decane, N2-Boc 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)
PN: 4H51-1-41
CAS: 1086394-55-9
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-b]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H51-1-29
CAS: 186203-81-6
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl (4aS,7aS)-octahydro-1H-pyrrolo[3,4-b]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-638
CAS: 1229428-51-6
Molecule Weight: 226.32
Formula: C12H22N2O2
![(3aR,6aR)-tert-Butyl hexahydropyrrolo[3,4-b]pyrrole-5(1H)-carboxylate](data:image/png;base64,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)
PN: 4H51-1-RB
CAS: 370882-39-6
Molecule Weight: 212.293
Formula: C11H20N2O2
TSCA: Not listed on TSCA inventory