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)
| Product Number | 3630-3-0K |
| Purity | 95.0 % |
| CAS | 1184136-90-0 |
| MDL Number | MFCD12779907 |
| Molecular Formula | C12H9F2N |
| Molecular Weight | 205.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-3-0K
CAS: 1184136-90-0
Molecule Weight: 205.208
Formula: C12H9F2N
![3'-Fluoro-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,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)
PN: 3630-7-00
CAS: 5728-66-5
Molecule Weight: 223.68
Formula: C12H11ClFN
![3'-Fluoro-[1,1'-biphenyl]-2-amine hydrochloride](data:image/png;base64,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)
PN: 3630-7-06
CAS: 139769-18-9
Molecule Weight: 223.68
Formula: C12H11ClFN
PN: 1600-3-0C
CAS: 505058-38-8
Molecule Weight: 262.154
Formula: C12H4F6
PN: 3630-3-44
CAS: 1038-66-0
Molecule Weight: 328.165
Formula: C12H4F8N2
![3'-Fluoro-[1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,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)
PN: 3630-7-07
CAS: 1210215-22-7
Molecule Weight: 223.68
Formula: C12H11ClFN
TSCA: Not listed on TSCA inventory
