| Product Number | 4H48-1-DQ |
| CAS | 1257294-05-5 |
| MDL Number | MFCD21643803 |
| Molecular Formula | C7H12N2O |
| Molecular Weight | 140.186 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-1-DQ
CAS: 1257294-05-5
Molecule Weight: 140.186
Formula: C7H12N2O
PN: 4H17-5-1V
CAS: 1403766-91-5
Molecule Weight: 176.64
Formula: C7H13ClN2O
![(8aR)-Hexahydropyrrolo[1,2-a]pyrazin-6(2H)-one hydrochloride](data:image/png;base64,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)
PN: 4H48-1-R7
CAS: 151763-89-2
Molecule Weight: 176.64
Formula: C7H13ClN2O
![(8aS)-Hexahydropyrrolo[1,2-a]pyrazin-6(2H)-one hydrochloride](data:image/png;base64,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)
PN: 4H48-1-S6
CAS: 151763-88-1
Molecule Weight: 176.64
Formula: C7H13ClN2O
TSCA: Not listed on TSCA inventory