| Product Number | 4H48-1-06T |
| Purity | 95 % |
| CAS | 73415-55-1 |
| MDL Number | MFCD08444675 |
| Molecular Formula | C10H20N2O |
| Molecular Weight | 184.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-06T
CAS: 73415-55-1
Molecule Weight: 184.283
Formula: C10H20N2O
PN: 4H48-1-06X
CAS: 200267-73-8
Molecule Weight: 170.256
Formula: C9H18N2O
PN: 4H56-1-N2
CAS: 35090-95-0
Molecule Weight: 182.267
Formula: C10H18N2O
PN: 4H18-1-54
CAS: 885523-47-7
Molecule Weight: 196.294
Formula: C11H20N2O
![2,7-Diazaspiro[3.5]nonan-1-one](data:image/png;base64,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)
PN: 4H48-1-0AA
CAS: 1147422-92-1
Molecule Weight: 140.186
Formula: C7H12N2O
PN: 4H48-1-G1
CAS: 63214-58-4
Molecule Weight: 196.294
Formula: C11H20N2O
![2,7-Diazaspiro[3.5]nonan-1-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-AJ
CAS: 1818847-63-0
Molecule Weight: 176.64
Formula: C7H13ClN2O
![2,8-Diazaspiro[4.5]decan-1-one](data:image/png;base64,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)
PN: 4H48-1-QN
CAS: 546086-95-7
Molecule Weight: 154.213
Formula: C8H14N2O
TSCA: Not listed on TSCA inventory