![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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)
| Product Number | 7867-3-06 |
| Synonyms | 3-[3,5-Bis(trifluoromethyl)phenyl]-1-[3-({[3,5-bis(trifluoromethyl)phenyl]carbamothioyl}amino)propyl]thiourea |
| CAS | 1203579-80-9 |
| MDL Number | MFCD14702473 |
| Molecular Formula | C21H16F12N4S2 |
| Molecular Weight | 616.49 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7867-3-06
CAS: 1203579-80-9
Molecule Weight: 616.49
Formula: C21H16F12N4S2
![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]-2-thiourea](data:image/png;base64,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)
PN: 7H67-3-X2
CAS: 175277-17-5
Molecule Weight: 288.21
Formula: C9H6F6N2S
![1-[3-(Trifluoromethyl)phenyl]-2-thiourea](data:image/png;base64,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)
PN: 7867-3-X0
CAS: 1736-70-5
Molecule Weight: 220.21
Formula: C8H7F3N2S
![4-[3,5-Bis(trifluoromethyl)phenyl]-3-thiosemicarbazide](data:image/png;base64,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)
PN: 7867-3-35
CAS: 38901-31-4
Molecule Weight: 303.23
Formula: C9H7F6N3S
![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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)
PN: 7867-3-08
CAS: 1203578-71-5
Molecule Weight: 656.55
Formula: C24H20F12N4S2
![4-[3-(Trifluoromethyl)phenyl]-3-thiosemicarbazide](data:image/png;base64,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)
PN: 7867-3-X1
CAS: 20069-30-1
Molecule Weight: 235.23
Formula: C8H8F3N3S
TSCA: Not listed on TSCA inventory