| Product Number | 4H56-1-0FG |
| CAS | 393781-70-9 |
| MDL Number | MFCD03411920 |
| Molecular Formula | C11H22N2O2 |
| Molecular Weight | 214.309 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-TN
CAS: 325145-35-5
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-0FG
CAS: 393781-70-9
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl 4,7-diazaspiro[2.5]octane-4-carboxylate](data:image/png;base64,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)
PN: 4H56-1-01P
CAS: 674792-08-6
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-UT
CAS: 674792-05-3
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-1-0TA
CAS: 674792-04-2
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-1-0CY
CAS: 886766-25-2
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-1-02G
CAS: 906559-60-2
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-5-RU
CAS: 1217449-00-7
Molecule Weight: 264.79
Formula: C12H25ClN2O2
TSCA: Not listed on TSCA inventory