| Product Number | 4H58-5-19 |
| Purity | 98.0 % |
| CAS | 717904-35-3 |
| MDL Number | MFCD06796413 |
| Molecular Formula | C8H19Cl2N3O |
| Molecular Weight | 244.16 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H58-5-19
CAS: 717904-35-3
Molecule Weight: 244.16
Formula: C8H19Cl2N3O
PN: 4H58-5-31
CAS: 917758-58-8
Molecule Weight: 235.71
Formula: C9H18ClN3O2
PN: 4H58-1-25
CAS: 691394-08-8
Molecule Weight: 157.217
Formula: C7H15N3O
![3-Amino-1-[4-(propan-2-yl)piperazin-1-yl]propan-1-one dihydrochloride](data:image/png;base64,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)
PN: 4H58-5-20
CAS: 1049744-34-4
Molecule Weight: 272.21
Formula: C10H23Cl2N3O
PN: 4H48-1-EP
CAS: 141516-24-7
Molecule Weight: 185.271
Formula: C9H19N3O
![3-Amino-1-[4-(2-hydroxyethyl)piperazin-1-yl]propan-1-one dihydrochloride](data:image/png;base64,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)
PN: 4H58-5-04
CAS: 717904-40-0
Molecule Weight: 274.19
Formula: C9H21Cl2N3O2
PN: 4H48-5-C5
CAS: 76535-77-8
Molecule Weight: 178.66
Formula: C7H15ClN2O
PN: 4H56-1-3M
CAS: 76816-54-1
Molecule Weight: 142.202
Formula: C7H14N2O
TSCA: Not listed on TSCA inventory