![2-Amino-1-[4-(propan-2-yl)piperazin-1-yl]ethan-1-one dihydrochloride](data:image/png;base64,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)
| Product Number | 4H58-5-18 |
| Purity | 98.0 % |
| CAS | 1049731-73-8 |
| MDL Number | MFCD06659049 |
| Molecular Formula | C9H21Cl2N3O |
| Molecular Weight | 258.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-18
CAS: 1049731-73-8
Molecule Weight: 258.19
Formula: C9H21Cl2N3O
PN: 4H58-5-16
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Formula: C7H15Cl2N3O
TSCA: Not listed on TSCA inventory