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)
| Product Number | 4630-7-X1 |
| CAS | 202197-26-0 |
| MDL Number | MFCD06809822 |
| Molecular Formula | C13H11ClFNO |
| Molecular Weight | 251.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4630-7-X1
CAS: 202197-26-0
Molecule Weight: 251.69
Formula: C13H11ClFNO
![4-[(3-Fluorophenyl)methoxy]aniline](data:image/png;base64,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)
PN: 4756-3-27
CAS: 202197-25-9
Molecule Weight: 217.243
Formula: C13H12FNO
PN: 4756-7-14
CAS: 439095-33-7
Molecule Weight: 286.13
Formula: C13H10Cl2FNO
PN: 4756-7-15
CAS: 453557-77-2
Molecule Weight: 269.68
Formula: C13H10ClF2NO
Melting Point: 82-84 ℃
TSCA: Not listed on TSCA inventory