| Product Number | 2707-B-0N |
| CAS | 1355171-21-9 |
| MDL Number | MFCD15146804 |
| Molecular Formula | C13H10BrFO |
| Molecular Weight | 281.124 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-B-0N
CAS: 1355171-21-9
Molecule Weight: 281.124
Formula: C13H10BrFO
PN: 2707-B-0P
CAS: 1355170-91-0
Molecule Weight: 281.124
Formula: C13H10BrFO
![[2-(2-Fluorophenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2607-3-0Z
CAS: 81890-62-2
Molecule Weight: 218.227
Formula: C13H11FO2
PN: 2615-3-1D
CAS: 82097-82-3
Molecule Weight: 216.211
Formula: C13H9FO2
![N-[2-(2-Fluorophenoxy)benzyl]-N-methylamine](data:image/png;base64,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)
PN: 4H56-3-6K
CAS: 1095045-47-8
Molecule Weight: 231.27
Formula: C14H14FNO
PN: 2707-B-02
CAS: 242812-04-0
Molecule Weight: 281.124
Formula: C13H10BrFO
PN: 2707-9-0L
CAS: 1427460-35-2
Molecule Weight: 277.161
Formula: C14H13BrO
TSCA: Not listed on TSCA inventory
