| Product Number | 4H48-1-06F |
| Purity | 97 % |
| CAS | 124725-22-0 |
| MDL Number | MFCD18087710 |
| Molecular Formula | C8H12N2O |
| Molecular Weight | 152.197 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-1-06F
CAS: 124725-22-0
Molecule Weight: 152.197
Formula: C8H12N2O
PN: 4H48-1-06H
CAS: 7151-19-1
Molecule Weight: 138.17
Formula: C7H10N2O
PN: 4H48-1-06G
CAS: 156741-80-9
Molecule Weight: 138.17
Formula: C7H10N2O
PN: 4H48-1-WY
CAS: 64230-41-7
Molecule Weight: 124.143
Formula: C6H8N2O
![3,4-Dihydropyrrolo[1,2-a]pyrazin-1(2H)-one](data:image/png;base64,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)
PN: 4H48-1-06Y
CAS: 54906-42-2
Molecule Weight: 136.154
Formula: C7H8N2O
PN: 4H48-1-06D
CAS: 1228957-04-7
Molecule Weight: 166.224
Formula: C9H14N2O
PN: 4H48-1-06J
CAS: 132911-42-3
Molecule Weight: 124.143
Formula: C6H8N2O
TSCA: Not listed on TSCA inventory