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)
| Product Number | 8767-1-X1 |
| Synonyms | 1-Benzoyl-3-(3,5-dimethylphenyl)thiourea; 5-[(Benzoylcarbamothioyl)amino]-m-xylene |
| CAS | 117174-79-5 |
| MDL Number | MFCD02631870 |
| Molecular Formula | C16H16N2OS |
| Molecular Weight | 284.38 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8767-1-X1
CAS: 117174-79-5
Molecule Weight: 284.38
Formula: C16H16N2OS
PN: 8667-1-10
CAS: 4921-82-8
Molecule Weight: 256.32
Formula: C14H12N2OS
PN: 8667-1-X0
CAS: 1448-64-2
Molecule Weight: 281.33
Formula: C15H11N3OS
![1-Benzoyl-3-[4-(trifluoromethyl)phenyl]thiourea](data:image/png;base64,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)
PN: 8867-3-01
CAS: 117174-71-7
Molecule Weight: 324.32
Formula: C15H11F3N2OS
PN: 8667-3-04
CAS: 82635-62-9
Molecule Weight: 274.31
Formula: C14H11FN2OS
PN: 8667-3-01
CAS: 887266-92-4
Molecule Weight: 292.3
Formula: C14H10F2N2OS
PN: 8667-3-02
CAS: 887266-93-5
Molecule Weight: 292.3
Formula: C14H10F2N2OS
PN: 8667-3-03
CAS: 887267-30-3
Molecule Weight: 292.3
Formula: C14H10F2N2OS
Melting Point: 122-124 ℃
TSCA: Not listed on TSCA inventory