| Product Number | 4854-9-01 |
| Synonyms | 2-Bromo-1-[4-(tert-butyl)-2,6-dimethyl-3,5-dinitrophenyl]ethan-1-one |
| CAS | 175136-56-8 |
| MDL Number | MFCD00135073 |
| Molecular Formula | C14H17BrN2O5 |
| Molecular Weight | 373.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-9-01
CAS: 175136-56-8
Molecule Weight: 373.203
Formula: C14H17BrN2O5
![1-[4-(tert-Butyl)-2,6-dimethyl-3,5-dinitrophenyl]ethan-1-one](data:image/png;base64,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)
PN: 4754-1-80
CAS: 81-14-1
Molecule Weight: 294.307
Formula: C14H18N2O5
![1-[4-(tert-Butyl)-2,6-dimethyl-3,5-dinitrophenyl]-3-(3-nitrophenyl)prop-2-en-1-one](data:image/png;base64,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)
PN: 4954-1-51
CAS: 281224-38-2
Molecule Weight: 427.413
Formula: C21H21N3O7
PN: 4754-1-79
CAS: 145-39-1
Molecule Weight: 266.297
Formula: C13H18N2O4
PN: 4754-9-46
CAS: 22019-50-7
Molecule Weight: 258.071
Formula: C9H8BrNO3
TSCA: Not listed on TSCA inventory