![3-[(4-Aminobenzylamino)methyl]piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 4H56-1-498 |
| CAS | 1189107-00-3 |
| MDL Number | MFCD12674815 |
| Molecular Formula | C18H29N3O2 |
| Molecular Weight | 319.449 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-498
CAS: 1189107-00-3
Molecule Weight: 319.449
Formula: C18H29N3O2
![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
![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
PN: 4H56-1-508
CAS: 1189106-71-5
Molecule Weight: 305.422
Formula: C17H27N3O2
![4-[(4-Aminobenzylamino)methyl]piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-514
CAS: 1189105-85-8
Molecule Weight: 319.449
Formula: C18H29N3O2
PN: 4H48-1-U0
CAS: 206273-87-2
Molecule Weight: 290.407
Formula: C17H26N2O2
PN: 4H48-5-Y2
CAS: 1170424-76-6
Molecule Weight: 326.87
Formula: C17H27ClN2O2
![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
TSCA: Not listed on TSCA inventory