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)
| Product Number | 4848-3-Z4 |
| CAS | 566926-08-7 |
| MDL Number | MFCD08689696 |
| Molecular Formula | C11H9F3N2O |
| Molecular Weight | 242.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-3-Z4
CAS: 566926-08-7
Molecule Weight: 242.201
Formula: C11H9F3N2O
PN: 4748-1-X1
CAS: 64488-12-6
Molecule Weight: 188.23
Formula: C11H12N2O
![{[4-(Trifluoromethyl)phenyl]methyl}({3-[(trifluoromethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7866-3-09
CAS: 1208080-80-1
Molecule Weight: 317.29
Formula: C12H13F6NS
Melting Point: 125-127 ℃
TSCA: Not listed on TSCA inventory
