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)
| Product Number | 8867-3-X1 |
| CAS | 20293-32-7 |
| MDL Number | MFCD00172129 |
| Molecular Formula | C9H8F3NOS |
| Molecular Weight | 235.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8867-3-X1
CAS: 20293-32-7
Molecule Weight: 235.22
Formula: C9H8F3NOS
![2-[3-(Trifluoromethyl)phenoxy]ethan-1-amine hydrochloride](data:image/png;base64,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)
PN: 4630-7-0A
CAS: 104774-96-1
Molecule Weight: 241.64
Formula: C9H11ClF3NO
![3-[3-(Trifluoromethyl)phenoxy]azetidine](data:image/png;base64,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)
PN: 4H07-3-45
CAS: 76263-23-5
Molecule Weight: 217.191
Formula: C10H10F3NO
![3-[3-(Trifluoromethyl)phenoxy]azetidine hydrochloride](data:image/png;base64,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)
PN: 4H07-7-0F
CAS: 1188374-88-0
Molecule Weight: 253.65
Formula: C10H11ClF3NO
![N'-Hydroxy-2-[3-(trifluoromethyl)phenoxy]ethanimidamide](data:image/png;base64,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)
PN: 4847-3-13
CAS: 690632-15-6
Molecule Weight: 234.178
Formula: C9H9F3N2O2
PN: 2807-B-32
CAS: 18800-39-0
Molecule Weight: 269.061
Formula: C9H8BrF3O
PN: 4837-3-X3
CAS: 2145-31-5
Molecule Weight: 201.148
Formula: C9H6F3NO
Melting Point: 140-142 ℃
TSCA: Not listed on TSCA inventory