| Product Number | 4H51-1-68 |
| Synonyms | tert-Butyl 3-(aminomethyl)pyrrolidine-1-carboxylate; 3-(Aminomethyl)-1-(tert-butoxycarbonyl)pyrrolidine |
| CAS | 270912-72-6 |
| MDL Number | MFCD01861798 |
| Molecular Formula | C10H20N2O2 |
| Molecular Weight | 200.282 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H51-1-12
CAS: 173340-25-5
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H51-1-68
CAS: 270912-72-6
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-054
CAS: 1158758-67-8
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-SW
CAS: 199175-10-5
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-055
CAS: 1245642-79-8
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl 3-[(methylamino)methyl]pyrrolidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-790
CAS: 872716-75-1
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl 2,6-diazaspiro[3.4]octane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-92
CAS: 885270-86-0
Molecule Weight: 212.293
Formula: C11H20N2O2
![tert-Butyl (3aR,6aS)-hexahydropyrrolo[3,4-c]pyrrole-2(1H)-carboxylate](data:image/png;base64,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)
PN: 4H56-1-TK
CAS: 250275-15-1
Molecule Weight: 212.293
Formula: C11H20N2O2
TSCA: Not listed on TSCA inventory