| Product Number | 4656-5-1J |
| CAS | 28587-05-5 |
| MDL Number | MFCD00172116 |
| Molecular Formula | C11H12ClNO |
| Molecular Weight | 209.67 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
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
ammonium chloride](data:image/png;base64,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)
PN: 4933-5-07
CAS: 252367-63-8
Molecule Weight: 344.32
Formula: C18H27Cl2NO
![1-(4-Chlorophenyl)-3-[di(2-chloroethyl)amino]prop-2-en-1-one](data:image/png;base64,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)
PN: 4956-5-01
CAS: 20266-88-0
Molecule Weight: 306.61
Formula: C13H14Cl3NO
PN: 4956-1-X3
CAS: 1201-93-0
Molecule Weight: 175.231
Formula: C11H13NO
PN: 4933-5-02
CAS: 30956-95-7
Molecule Weight: 225.72
Formula: C12H16ClNO
PN: 4636-5-E0
CAS: 876376-75-9
Molecule Weight: 209.67
Formula: C11H12ClNO
![3-(4-Chlorophenyl)-2-[(dimethylamino)methylene]-3-oxopropanenitrile](data:image/png;base64,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)
PN: 4937-5-Y5
CAS: 52200-16-5
Molecule Weight: 234.68
Formula: C12H11ClN2O
TSCA: Not listed on TSCA inventory