| Product Number | 4H48-5-11 |
| Purity | 95 % |
| CAS | 1162262-36-3 |
| MDL Number | MFCD12910514 |
| Molecular Formula | C9H18ClN3O |
| Molecular Weight | 219.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-11
CAS: 1162262-36-3
Molecule Weight: 219.71
Formula: C9H18ClN3O
PN: 4H48-1-1B
CAS: 847783-37-3
Molecule Weight: 183.255
Formula: C9H17N3O
PN: 4H48-1-3B
CAS: 40004-14-6
Molecule Weight: 199.298
Formula: C10H21N3O
![N-{2-(1-Piperazino)acetyl]pyrrolidine](data:image/png;base64,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)
PN: 4H48-1-G3
CAS: 39890-45-4
Molecule Weight: 197.282
Formula: C10H19N3O
PN: 4H48-1-K7
CAS: 39890-43-2
Molecule Weight: 171.244
Formula: C8H17N3O
PN: 4H48-5-37
CAS: 939983-61-6
Molecule Weight: 234.12
Formula: C6H17Cl2N3O2
PN: 4H17-5-1X
CAS: 1403766-88-0
Molecule Weight: 228.12
Formula: C7H15Cl2N3O
PN: 4H17-5-1Y
CAS: 1403766-76-6
Molecule Weight: 242.14
Formula: C8H17Cl2N3O
TSCA: Not listed on TSCA inventory