| Product Number | 4867-B-X0 |
| CAS | 208186-71-4 |
| MDL Number | MFCD00041177 |
| Molecular Formula | C8H6BrF3N2S |
| Molecular Weight | 299.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4867-B-X0
CAS: 208186-71-4
Molecule Weight: 299.11
Formula: C8H6BrF3N2S
![1-[2-(Trifluoromethyl)phenyl]-2-thiourea](data:image/png;base64,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)
PN: 7867-3-12
CAS: 1736-71-6
Molecule Weight: 220.21
Formula: C8H7F3N2S
PN: 7767-9-02
CAS: 66644-79-9
Molecule Weight: 245.14
Formula: C8H9BrN2S
![4-[2-(Trifluoromethyl)phenyl]-3-thiosemicarbazide](data:image/png;base64,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)
PN: 7867-3-02
CAS: 38901-29-0
Molecule Weight: 235.23
Formula: C8H8F3N3S
PN: 4853-B-07
CAS: 1179066-04-6
Molecule Weight: 283.048
Formula: C8H6BrF3N2O
PN: 7767-9-01
CAS: 122813-72-3
Molecule Weight: 274.18
Formula: C9H12BrN3S
![1-Benzoyl-3-[4-bromo-2-(trifluoromethyl)phenyl]thiourea](data:image/png;base64,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)
PN: 8867-B-01
CAS: 887266-94-6
Molecule Weight: 403.22
Formula: C15H10BrF3N2OS
Melting Point: 178-180 ℃
TSCA: Not listed on TSCA inventory