| Product Number | 4H53-1-1S |
| Purity | 95 % |
| CAS | 18227-41-3 |
| MDL Number | MFCD00059721 |
| Molecular Formula | C6H10N2O2 |
| Molecular Weight | 142.158 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H53-1-1Q
CAS: 67337-73-9
Molecule Weight: 156.185
Formula: C7H12N2O2
PN: 4H53-1-S0
CAS: 5455-34-5
Molecule Weight: 156.185
Formula: C7H12N2O2
PN: 4H18-1-34
CAS: 5394-36-5
Molecule Weight: 142.158
Formula: C6H10N2O2
PN: 4H48-9-X1
CAS: 28484-49-3
Molecule Weight: 235.081
Formula: C7H11BrN2O2
![1,3-Diazaspiro[4.4]nonane-2,4-dione](data:image/png;base64,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)
PN: 4H53-1-1A
CAS: 699-51-4
Molecule Weight: 154.169
Formula: C7H10N2O2
PN: 4H53-5-0H
CAS: 40126-55-4
Molecule Weight: 190.63
Formula: C7H11ClN2O2
PN: 4H48-1-VZ
CAS: 5458-06-0
Molecule Weight: 172.184
Formula: C7H12N2O3
TSCA: Not listed on TSCA inventory