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)
| Product Number | 4648-1-0S |
| CAS | 860784-40-3 |
| MDL Number | MFCD05975031 |
| Molecular Formula | C12H14F3NO2 |
| Molecular Weight | 261.244 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-1-0S
CAS: 860784-40-3
Molecule Weight: 261.244
Formula: C12H14F3NO2
PN: 4648-3-Y4
CAS: 3832-55-1
Molecule Weight: 219.163
Formula: C9H8F3NO2
PN: 4648-B-X0
CAS: 175278-18-9
Molecule Weight: 298.059
Formula: C9H7BrF3NO2
PN: 4648-7-Y1
CAS: 175278-36-1
Molecule Weight: 253.61
Formula: C9H7ClF3NO2
PN: 4656-3-Y6
CAS: 175278-25-8
Molecule Weight: 205.18
Formula: C9H10F3NO
TSCA: Not listed on TSCA inventory