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)
| Product Number | 4H56-3-DJ |
| CAS | 887981-41-1 |
| MDL Number | MFCD06410125 |
| Molecular Formula | C12H9F2NO |
| Molecular Weight | 221.207 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-DJ
CAS: 887981-41-1
Molecule Weight: 221.207
Formula: C12H9F2NO
PN: 3H32-3-AN
CAS: 391604-55-0
Molecule Weight: 191.181
Formula: C11H7F2N
PN: 4H58-3-A5
CAS: 887982-40-3
Molecule Weight: 217.199
Formula: C12H8FNO2
PN: 4H15-3-83
CAS: 834884-77-4
Molecule Weight: 201.2
Formula: C12H8FNO
TSCA: Not listed on TSCA inventory