| Product Number | 4648-5-X0 |
| CAS | 927676-49-1 |
| MDL Number | MFCD08445469 |
| Molecular Formula | C9H6Cl2N2O |
| Molecular Weight | 229.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-5-X0
CAS: 927676-49-1
Molecule Weight: 229.06
Formula: C9H6Cl2N2O
PN: 4648-5-X1
CAS: 53312-88-2
Molecule Weight: 194.62
Formula: C9H7ClN2O
PN: 8761-5-01
CAS: 216501-19-8
Molecule Weight: 215.7
Formula: C9H10ClNOS
PN: 4748-5-X9
CAS: 61655-97-8
Molecule Weight: 218.08
Formula: C9H9Cl2NO
![N1-[4-(tert-Butyl)-2-chlorophenyl]-2-chloroacetamide](data:image/png;base64,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)
PN: 4748-5-22
CAS: 287923-74-4
Molecule Weight: 260.16
Formula: C12H15Cl2NO
PN: 4848-7-16
CAS: 247170-19-0
Molecule Weight: 237.61
Formula: C9H7ClF3NO
![N-[4-(tert-Butyl)-2-chlorophenyl]-2,2,2-trichloroacetamide](data:image/png;base64,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)
PN: 4748-5-25
CAS: 287923-81-3
Molecule Weight: 329.04
Formula: C12H13Cl4NO
TSCA: Not listed on TSCA inventory
