![tert-Butyl N-[(2S)-azetidin-2-ylmethyl]carbamate](data:image/png;base64,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)
| Product Number | 4H56-1-S58 |
| CAS | 1638744-09-8 |
| MDL Number | MFCD22397972 |
| Molecular Formula | C9H18N2O2 |
| Molecular Weight | 186.255 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-S58
CAS: 1638744-09-8
Molecule Weight: 186.255
Formula: C9H18N2O2
PN: 4H56-1-0PM
CAS: 99724-21-7
Molecule Weight: 186.255
Formula: C9H18N2O2
![tert-Butyl 1,6-diazaspiro[3.3]heptane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0TC
CAS: 1272412-72-2
Molecule Weight: 198.266
Formula: C10H18N2O2
![tert-Butyl 1,6-diazaspiro[3.3]heptane-6-carboxylate hemioxalate](data:image/png;base64,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)
PN: 4H22-1-43
CAS: 1431868-60-8
Molecule Weight: 486.566
Formula: C22H38N4O8
![tert-Butyl 3,6-diazabicyclo[3.1.1]heptane-3-carboxylate](data:image/png;base64,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)
PN: 4H56-1-680
CAS: 1251017-66-9
Molecule Weight: 198.266
Formula: C10H18N2O2
PN: 4H56-1-UY
CAS: 438050-08-9
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-QJ
CAS: 438049-35-5
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-S08
CAS: 928025-56-3
Molecule Weight: 214.309
Formula: C11H22N2O2
TSCA: Not listed on TSCA inventory