| Product Number | 1700-B-1A |
| CAS | 1892592-56-1 |
| MDL Number | MFCD31621126 |
| Molecular Formula | C10H10BrF |
| Molecular Weight | 229.092 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1700-B-1A
CAS: 1892592-56-1
Molecule Weight: 229.092
Formula: C10H10BrF
![1-(4-Bromophenyl)-3-fluorobicyclo[1.1.1]pentane](data:image/png;base64,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)
PN: 1700-B-0W
CAS: 2209087-23-8
Molecule Weight: 241.103
Formula: C11H10BrF
PN: 1700-B-1C
CAS: 1236357-60-0
Molecule Weight: 247.083
Formula: C10H9BrF2
PN: 1700-B-1B
CAS: 1897838-15-1
Molecule Weight: 229.092
Formula: C10H10BrF
![1-(4-Bromophenyl)bicyclo[1.1.1]pentane](data:image/png;base64,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)
PN: 1700-9-71
CAS: 1823935-76-7
Molecule Weight: 223.113
Formula: C11H11Br
PN: 1700-B-1D
CAS: 1897738-22-5
Molecule Weight: 247.083
Formula: C10H9BrF2
![1-Fluoro-3-phenylbicyclo[1.1.1]pentane](data:image/png;base64,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)
PN: 1700-3-56
CAS: 146038-61-1
Molecule Weight: 162.207
Formula: C11H11F
PN: 1700-B-82
CAS: 1275621-14-1
Molecule Weight: 233.056
Formula: C9H7BrF2
TSCA: Not listed on TSCA inventory