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)
| Product Number | 3731-3-01 |
| Synonyms | (4-Fluorophenyl)-[2-(3-fluorophenyl)ethyl]amine |
| Purity | 97 % |
| CAS | 885270-42-8 |
| MDL Number | MFCD04114497 |
| Molecular Formula | C14H13F2N |
| Molecular Weight | 233.262 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3731-3-01
CAS: 885270-42-8
Molecule Weight: 233.262
Formula: C14H13F2N
PN: 3H31-7-12
CAS: 1013398-57-6
Molecule Weight: 173.62
Formula: C8H9ClFN
![4-Chloro-N-[2-(3-fluorophenyl)ethyl]aniline](data:image/png;base64,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)
PN: 3731-7-01
CAS: 885270-48-4
Molecule Weight: 249.71
Formula: C14H13ClFN
PN: 3H31-7-11
CAS: 1158918-84-3
Molecule Weight: 191.61
Formula: C8H8ClF2N
PN: 3H31-7-3A
CAS: 1388063-84-0
Molecule Weight: 187.64
Formula: C9H11ClFN
![N-[2-(3-Chlorophenyl)ethyl]-4-fluoroaniline](data:image/png;base64,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)
PN: 3731-7-02
CAS: 885270-33-7
Molecule Weight: 249.71
Formula: C14H13ClFN
TSCA: Not listed on TSCA inventory
