![tert-Butyl (1R,5S,6S)-3-benzyl-3-azabicyclo[3.1.0]hexan-6-ylcarbamate](data:image/png;base64,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)
| Product Number | 4H56-1-0FY |
| CAS | 185559-52-8 |
| MDL Number | MFCD16987527 |
| Molecular Formula | C17H24N2O2 |
| Molecular Weight | 288.391 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-0FY
CAS: 185559-52-8
Molecule Weight: 288.391
Formula: C17H24N2O2
![tert-Butyl 5-benzyl-octahydropyrrolo[3,4-c]pyrrole-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-01E
CAS: 186202-73-3
Molecule Weight: 302.418
Formula: C18H26N2O2
PN: 4H56-1-864
CAS: 73889-19-7
Molecule Weight: 290.407
Formula: C17H26N2O2
![2-Benzyl-2,6-diazaspiro[3.5]nonane-6-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0GT
CAS: 1206969-43-8
Molecule Weight: 316.445
Formula: C19H28N2O2
![tert-Butyl 3-(benzylamino)-8-azabicyclo[3.2.1]octane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-382
CAS: 944123-76-6
Molecule Weight: 316.445
Formula: C19H28N2O2
![8-Benzyl-2,8-diazaspiro[5.5]undecane-2-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0GS
CAS: 1206970-61-7
Molecule Weight: 344.499
Formula: C21H32N2O2
![2-Benzyl-2,7-diazaspiro[3.5]nonane-7-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0GM
CAS: 1206969-92-7
Molecule Weight: 316.445
Formula: C19H28N2O2
PN: 4H48-1-U0
CAS: 206273-87-2
Molecule Weight: 290.407
Formula: C17H26N2O2
TSCA: Not listed on TSCA inventory