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Product 4H56-1-PM
tert-Butyl 2,7-diazaspiro[3.5]nonane-2-carboxylate
Product Number
4H56-1-PM
CAS
236406-55-6
MDL Number
MFCD09834803
Molecular Formula
C12H22N2O2
Molecular Weight
226.32
Pricing
Details
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TSCA
: Not listed on TSCA inventory
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![tert-Butyl 2,7-diazaspiro[3.5]nonane-2-carboxylate](data:image/png;base64,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)