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Product 4H22-1-99
tert-butyl (3aR,6aR)-octahydropyrrolo[2,3-c]pyrrole-1-carboxylate oxalate hydrate
Product Number
4H22-1-99
CAS
MDL Number
MFCD28976650
Molecular Formula
C13H24N2O7
Molecular Weight
320.342
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![tert-butyl (3aR,6aR)-octahydropyrrolo[2,3-c]pyrrole-1-carboxylate oxalate hydrate](data:image/png;base64,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)