| Product Number | 4H58-1-GM |
| CAS | 1214057-04-1 |
| MDL Number | MFCD09026073 |
| Molecular Formula | C17H24N2O4 |
| Molecular Weight | 320.389 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-GM
CAS: 1214057-04-1
Molecule Weight: 320.389
Formula: C17H24N2O4
PN: 4H58-1-S13
CAS: 159532-59-9
Molecule Weight: 230.264
Formula: C10H18N2O4
PN: 4H58-1-325
CAS: 1214196-85-6
Molecule Weight: 230.264
Formula: C10H18N2O4
PN: 4H58-1-R13
CAS: 278788-60-6
Molecule Weight: 230.264
Formula: C10H18N2O4
acetic acid](data:image/png;base64,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)
PN: 4H58-1-83
CAS: 834884-90-1
Molecule Weight: 334.416
Formula: C18H26N2O4
PN: 4H58-1-0H
CAS: 347186-49-6
Molecule Weight: 320.389
Formula: C17H24N2O4
PN: 4H58-1-S02
CAS: 796096-64-5
Molecule Weight: 244.291
Formula: C11H20N2O4
PN: 4H58-1-323
CAS: 129799-15-1
Molecule Weight: 244.291
Formula: C11H20N2O4
TSCA: Not listed on TSCA inventory