![N,N'-Di-boc-3-(trifluoromethyl)-1,8-diazaspiro[4.5]decane](data:image/png;base64,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)
| Product Number | 4H56-3-1H |
| Synonyms | 1,8-Di-tert-butyl 3-(trifluoromethyl)-1,8-diazaspiro[4.5]decane-1,8-dicarboxylate |
| CAS | 1427173-52-1 |
| MDL Number | MFCD23381149 |
| Molecular Formula | C19H31F3N2O4 |
| Molecular Weight | 408.462 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-1H
CAS: 1427173-52-1
Molecule Weight: 408.462
Formula: C19H31F3N2O4
![N,N'-Di-Boc-3,3-difluoro-1,8-diazaspiro[4.5]decane](data:image/png;base64,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)
PN: 4H56-3-AY
CAS: 1980054-68-9
Molecule Weight: 376.445
Formula: C18H30F2N2O4
PN: 4H51-3-19
CAS: 1255098-67-9
Molecule Weight: 268.28
Formula: C11H19F3N2O2
PN: 4H56-3-82
CAS: 470482-40-7
Molecule Weight: 269.264
Formula: C11H18F3NO3
![N-Boc-3,3-difluoro-1,9-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H56-3-0M
CAS: 1427173-48-5
Molecule Weight: 290.355
Formula: C14H24F2N2O2
![tert-Butyl 1,8-diazaspiro[4.5]decane-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-942
CAS: 885279-92-5
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl 3-methyl-1,8-diazaspiro[4.5]decane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0FT
CAS: 1934962-15-8
Molecule Weight: 254.374
Formula: C14H26N2O2
![tert-Butyl 4-methyl-1,8-diazaspiro[4.5]decane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0FS
CAS: 1935134-99-8
Molecule Weight: 254.374
Formula: C14H26N2O2
TSCA: Not listed on TSCA inventory