| Product Number | 4H56-1-494 |
| CAS | 1159976-34-7 |
| MDL Number | MFCD12026439 |
| Molecular Formula | C16H25N3O2 |
| Molecular Weight | 291.395 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-494
CAS: 1159976-34-7
Molecule Weight: 291.395
Formula: C16H25N3O2
![2-[(4-Aminophenylamino)methyl]piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-487
CAS: 1159976-36-9
Molecule Weight: 305.422
Formula: C17H27N3O2
PN: 4H56-1-500
CAS: 1159976-32-5
Molecule Weight: 277.368
Formula: C15H23N3O2
![4-[(4-Aminophenylamino)methyl]piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-515
CAS: 1159976-33-6
Molecule Weight: 305.422
Formula: C17H27N3O2
![tert-Butyl 3-{[4-(trifluoromethyl)phenyl]amino}pyrrolidine-1-carboxylate](data:image/png;base64,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)
PN: 4H51-3-06
CAS: 816468-48-1
Molecule Weight: 330.351
Formula: C16H21F3N2O2
TSCA: Not listed on TSCA inventory