![(+/-)-[2-cis-(Trifluoromethyl)cyclopropyl]methanol](data:image/png;base64,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)
| Product Number | 2201-3-Z0 |
| CAS | 1416432-55-7 |
| MDL Number | MFCD22421751 |
| Molecular Formula | C5H7F3O |
| Molecular Weight | 140.105 |
| Units | Price (USD) | Availability |
|---|
PN: 2201-3-Z0
CAS: 1416432-55-7
Molecule Weight: 140.105
Formula: C5H7F3O
PN: 2201-3-E0
CAS: 78376-92-8
Molecule Weight: 140.105
Formula: C5H7F3O
PN: 2101-3-1Q
CAS: 10569-03-6
Molecule Weight: 278.118
Formula: C7H7F9O
PN: 2201-3-0B
CAS: 128230-71-7
Molecule Weight: 136.142
Formula: C6H10F2O
TSCA: Not listed on TSCA inventory