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)
| Product Number | 4956-5-01 |
| CAS | 20266-88-0 |
| MDL Number | MFCD00102922 |
| Molecular Formula | C13H14Cl3NO |
| Molecular Weight | 306.61 |
| Units | Price (USD) | Availability |
|---|
PN: 4956-5-01
CAS: 20266-88-0
Molecule Weight: 306.61
Formula: C13H14Cl3NO
ammonium chloride](data:image/png;base64,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)
PN: 4933-5-07
CAS: 252367-63-8
Molecule Weight: 344.32
Formula: C18H27Cl2NO
PN: 4656-5-1J
CAS: 28587-05-5
Molecule Weight: 209.67
Formula: C11H12ClNO
PN: 4636-5-Z8
CAS: 836608-49-2
Molecule Weight: 209.67
Formula: C11H12ClNO
PN: 4933-5-03
CAS: 49660-41-5
Molecule Weight: 267.8
Formula: C15H22ClNO
![3-[Di(2-chloroethyl)amino]-1-(2,4-dimethylphenyl)prop-2-en-1-one](data:image/png;base64,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)
PN: 4956-5-12
CAS: 23960-84-1
Molecule Weight: 300.22
Formula: C15H19Cl2NO
![3-[Di(2-chloroethyl)amino]-1-(3,4-dimethylphenyl)prop-2-en-1-one](data:image/png;base64,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)
PN: 4956-5-13
CAS: 23957-98-4
Molecule Weight: 300.22
Formula: C15H19Cl2NO
PN: 4956-7-01
CAS: 24477-70-1
Molecule Weight: 285.79
Formula: C15H21ClFNO
TSCA: Not listed on TSCA inventory