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)
| Product Number | 1800-3-X6 |
| Purity | 97 % |
| CAS | 42134-71-4 |
| MDL Number | MFCD04972683 |
| Molecular Formula | C16H12F6 |
| Molecular Weight | 318.262 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1800-3-X6
CAS: 42134-71-4
Molecule Weight: 318.262
Formula: C16H12F6
PN: 1800-B-85
CAS: 178369-93-2
Molecule Weight: 267.089
Formula: C10H10BrF3
PN: 2801-3-01
CAS: 180635-74-9
Molecule Weight: 204.192
Formula: C10H11F3O
PN: 2817-3-14
CAS: 711-33-1
Molecule Weight: 202.176
Formula: C10H9F3O
![2-Amino-1-[(4-trifluoromethyl)phenyl]propane](data:image/png;base64,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)
PN: 3831-3-06
CAS: 1626-74-0
Molecule Weight: 203.208
Formula: C10H12F3N
PN: 2817-3-0B
CAS: 713-45-1
Molecule Weight: 202.176
Formula: C10H9F3O
TSCA: Not listed on TSCA inventory
HTN: 2903.99.8001
