| Product Number | 3H31-3-22 |
| Purity | 97 % |
| CAS | 2343-22-8 |
| MDL Number | MFCD00214461 |
| Molecular Formula | C8H8FN |
| Molecular Weight | 137.157 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-7-12
CAS: 1013398-57-6
Molecule Weight: 173.62
Formula: C8H9ClFN
![4-Fluoro-N-[2-(3-Fluorophenyl)ethyl]aniline](data:image/png;base64,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)
PN: 3731-3-01
CAS: 885270-42-8
Molecule Weight: 233.262
Formula: C14H13F2N
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
PN: 3H33-7-0Z
CAS: 1820711-83-8
Molecule Weight: 173.62
Formula: C8H9ClFN
Melting Point: 116-118 ℃
Boiling Point: 100-102 ℃
TSCA: Not listed on TSCA inventory
