![3-(3-Bromophenyl)bicyclo[1.1.1]pentane-1-carboxylic 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)
| Product Number | 2621-9-45 |
| CAS | 1980044-16-3 |
| MDL Number | MFCD29037324 |
| Molecular Formula | C12H11BrO2 |
| Molecular Weight | 267.122 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-9-45
CAS: 1980044-16-3
Molecule Weight: 267.122
Formula: C12H11BrO2
![3-(4-Bromophenyl)bicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 2621-9-44
CAS: 1980054-39-4
Molecule Weight: 267.122
Formula: C12H11BrO2
PN: 2621-9-R0
CAS: 1820598-75-1
Molecule Weight: 241.084
Formula: C10H9BrO2
PN: 2621-9-66
CAS: 1314323-94-8
Molecule Weight: 241.084
Formula: C10H9BrO2
PN: 2721-9-14
CAS: 926261-31-6
Molecule Weight: 255.111
Formula: C11H11BrO2
![3-Phenylbicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-64
CAS: 83249-04-1
Molecule Weight: 188.226
Formula: C12H12O2
PN: 2621-1-0C
CAS: 66016-28-2
Molecule Weight: 176.215
Formula: C11H12O2
![2-[1-(3-Bromophenyl)cyclobutyl]acetic acid](data:image/png;base64,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)
PN: 2621-9-46
CAS: 1439900-31-8
Molecule Weight: 269.138
Formula: C12H13BrO2
TSCA: Not listed on TSCA inventory