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)
| Product Number | 4H56-1-0DG |
| CAS | 1240725-47-6 |
| MDL Number | MFCD17012935 |
| Molecular Formula | C6H11NO2 |
| Molecular Weight | 129.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0DG
CAS: 1240725-47-6
Molecule Weight: 129.159
Formula: C6H11NO2
![2,8-Dioxa-5-azaspiro[3.5]nonane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-48
CAS: 1392804-64-6
Molecule Weight: 348.352
Formula: C14H24N2O8
![2,8-Dioxa-5-azaspiro[3.5]nonane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-0E
CAS: 1523571-80-3
Molecule Weight: 219.193
Formula: C8H13NO6
PN: 4H56-5-DP
CAS: 955400-08-5
Molecule Weight: 167.63
Formula: C6H14ClNO2
PN: 4H56-5-RT
CAS: 218594-74-2
Molecule Weight: 167.63
Formula: C6H14ClNO2
PN: 4H56-5-ST
CAS: 218594-76-4
Molecule Weight: 167.63
Formula: C6H14ClNO2
PN: 4H56-5-24
CAS: 59229-64-0
Molecule Weight: 151.63
Formula: C6H14ClNO
TSCA: Not listed on TSCA inventory
