![1-[3,5-Bis(trifluoromethyl)phenyl]-3-(2-{3-[3,5-bis(trifluoromethyl)phenyl]thioureido}cyclohexyl)thiourea](data:image/png;base64,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)
| Product Number | 7867-3-08 |
| Synonyms | 3-[3,5-Bis(trifluoromethyl)phenyl]-1-[2-({[3,5-bis(trifluoromethyl)phenyl]carbamothioyl}amino)cyclohexyl]thiourea |
| CAS | 1203578-71-5 |
| MDL Number | MFCD14702472 |
| Molecular Formula | C24H20F12N4S2 |
| Molecular Weight | 656.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7867-3-08
CAS: 1203578-71-5
Molecule Weight: 656.55
Formula: C24H20F12N4S2
![1-[3,5-Bis(trifluoromethyl)phenyl]-3-(2-{3-[3,5-bis(trifluoromethyl)phenyl]-thioureido}-ethyl)-thiourea](data:image/png;base64,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)
PN: 7867-3-07
CAS: 1203578-98-6
Molecule Weight: 602.46
Formula: C20H14F12N4S2
![1-[3,5-Bis(trifluoromethyl)phenyl]-3-(3-{3-[3,5-bis(trifluoromethyl)phenyl]thioureido}propyl)thiourea](data:image/png;base64,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)
PN: 7867-3-06
CAS: 1203579-80-9
Molecule Weight: 616.49
Formula: C21H16F12N4S2
TSCA: Not listed on TSCA inventory