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)
| Product Number | 4H48-5-38 |
| Purity | 98.0 % |
| CAS | 100939-90-0 |
| MDL Number | MFCD02256019 |
| Molecular Formula | C11H13ClN2O |
| Molecular Weight | 224.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-38
CAS: 100939-90-0
Molecule Weight: 224.69
Formula: C11H13ClN2O
PN: 4648-5-2Y
CAS: 17271-15-7
Molecule Weight: 197.66
Formula: C10H12ClNO
PN: 4648-5-3B
CAS: 24167-52-0
Molecule Weight: 183.64
Formula: C9H10ClNO
PN: 4H48-1-G9
CAS: 13754-38-6
Molecule Weight: 190.246
Formula: C11H14N2O
![1-[(2-Chlorophenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H48-5-25
CAS: 13754-45-5
Molecule Weight: 224.69
Formula: C11H13ClN2O
PN: 4648-5-2V
CAS: 35306-50-4
Molecule Weight: 197.66
Formula: C10H12ClNO
PN: 4H48-5-6R
CAS: 1807534-81-1
Molecule Weight: 210.66
Formula: C10H11ClN2O
TSCA: Not listed on TSCA inventory
