| Product Number | 4H48-1-RE |
| CAS | 143673-66-9 |
| MDL Number | MFCD00210060 |
| Molecular Formula | C7H12N2O2 |
| Molecular Weight | 156.185 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-RE
CAS: 143673-66-9
Molecule Weight: 156.185
Formula: C7H12N2O2
![4,7-Diazaspiro[2.5]octan-5-one](data:image/png;base64,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)
PN: 4H48-1-018
CAS: 1200114-14-2
Molecule Weight: 126.159
Formula: C6H10N2O
![5,8-Diazaspiro[3.5]nonan-6-one](data:image/png;base64,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)
PN: 4H48-1-017
CAS: 1419209-31-6
Molecule Weight: 140.186
Formula: C7H12N2O
PN: 4148-1-1G
CAS: 32483-16-2
Molecule Weight: 186.255
Formula: C9H18N2O2
PN: 4H48-1-AJ
CAS: 22476-74-0
Molecule Weight: 128.175
Formula: C6H12N2O
Melting Point: 256-262 ℃
TSCA: Not listed on TSCA inventory