![2-[(2R,6S)-2,6-Dimethylpiperazin-1-yl]acetamide](data:image/png;base64,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)
| Product Number | 4H48-1-A7 |
| CAS | 1148003-52-4 |
| MDL Number | MFCD20686875 |
| Molecular Formula | C8H17N3O |
| Molecular Weight | 171.244 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-1-A7
CAS: 1148003-52-4
Molecule Weight: 171.244
Formula: C8H17N3O
PN: 4H48-5-A2
CAS: 1148003-49-9
Molecule Weight: 207.7
Formula: C8H18ClN3O
PN: 4H48-1-1B
CAS: 847783-37-3
Molecule Weight: 183.255
Formula: C9H17N3O
PN: 4H48-5-9W
CAS: 288379-50-0
Molecule Weight: 244.16
Formula: C8H19Cl2N3O
PN: 4H48-5-37
CAS: 939983-61-6
Molecule Weight: 234.12
Formula: C6H17Cl2N3O2
PN: 4H48-5-11
CAS: 1162262-36-3
Molecule Weight: 219.71
Formula: C9H18ClN3O
PN: 4H48-1-K7
CAS: 39890-43-2
Molecule Weight: 171.244
Formula: C8H17N3O
PN: 4H48-1-3B
CAS: 40004-14-6
Molecule Weight: 199.298
Formula: C10H21N3O
TSCA: Not listed on TSCA inventory