![(3aS,6aS)-tert-Butyl hexahydropyrrolo[3,4-b]pyrrole-5(1H)-carboxylate](data:image/png;base64,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)
| Product Number | 4H51-1-SM |
| CAS | 370882-55-6 |
| MDL Number | MFCD09040441 |
| Molecular Formula | C11H20N2O2 |
| Molecular Weight | 212.293 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![(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
PN: 4H51-1-SM
CAS: 370882-55-6
Molecule Weight: 212.293
Formula: C11H20N2O2
![cis-5-Ethoxycarbonyl-1H-hexahydropyrrolo[3,4-b]pyrrole](data:image/png;base64,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)
PN: 4H56-1-Z10
CAS: 894854-14-9
Molecule Weight: 184.239
Formula: C9H16N2O2
![(3aR,6aR)-1-Methyl-5-ethoxycarbonylhexahydropyrrolo[3,4-b]pyrrole](data:image/png;base64,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)
PN: 4H56-1-0A7
CAS: 1417789-32-2
Molecule Weight: 198.266
Formula: C10H18N2O2
![6-Boc-1,6-diazaspiro[3.4]octane](data:image/png;base64,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)
PN: 4H56-1-197
CAS: 1158749-79-1
Molecule Weight: 212.293
Formula: C11H20N2O2
![tert-butyl (3aS,6aS)-octahydropyrrolo[2,3-c]pyrrole-1-carboxylate oxalate hydrate](data:image/png;base64,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)
PN: 4H22-1-98
CAS:
Molecule Weight: 320.342
Formula: C13H24N2O7
![tert-butyl (3aR,6aR)-octahydropyrrolo[2,3-c]pyrrole-1-carboxylate oxalate hydrate](data:image/png;base64,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)
PN: 4H22-1-99
CAS:
Molecule Weight: 320.342
Formula: C13H24N2O7
![1-N-Boc-1,6-diazaspiro[3.4]octane](data:image/png;base64,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)
PN: 4H56-1-194
CAS: 1148044-31-8
Molecule Weight: 212.293
Formula: C11H20N2O2
TSCA: Not listed on TSCA inventory