| Product Number | 3730-3-0E |
| CAS | 1897552-25-8 |
| MDL Number | MFCD31621131 |
| Molecular Formula | C10H12FN |
| Molecular Weight | 165.211 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3730-3-0E
CAS: 1897552-25-8
Molecule Weight: 165.211
Formula: C10H12FN
![4-(3-Fluorobicyclo[1.1.1]pentan-1-yl)aniline](data:image/png;base64,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)
PN: 3730-3-58
CAS: 1936606-29-9
Molecule Weight: 177.222
Formula: C11H12FN
PN: 3730-3-0G
CAS: 1547145-65-2
Molecule Weight: 183.202
Formula: C10H11F2N
![4-(Bicyclo[1.1.1]pentan-1-yl)aniline](data:image/png;base64,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)
PN: 3730-1-79
CAS: 1823343-61-8
Molecule Weight: 159.232
Formula: C11H13N
PN: 3730-3-0F
CAS: 1893987-81-9
Molecule Weight: 165.211
Formula: C10H12FN
PN: 3730-3-0A
CAS: 35694-68-9
Molecule Weight: 169.175
Formula: C9H9F2N
![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: 3730-3-0H
CAS: 1889232-33-0
Molecule Weight: 183.202
Formula: C10H11F2N
TSCA: Not listed on TSCA inventory