| Product Number | 7766-1-04 |
| CAS | 6325-92-4 |
| MDL Number | MFCD00025188 |
| Molecular Formula | C13H13NS |
| Molecular Weight | 215.31 |
| Units | Price (USD) | Availability |
|---|
PN: 7766-1-04
CAS: 6325-92-4
Molecule Weight: 215.31
Formula: C13H13NS
![2-[(3,5-Difluorobenzyl)thio]aniline](data:image/png;base64,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)
PN: 7766-3-00
CAS: 259132-34-8
Molecule Weight: 251.29
Formula: C13H11F2NS
PN: 8766-1-11
CAS: 22057-44-9
Molecule Weight: 245.3
Formula: C13H11NO2S
![2-[(Thien-3-ylmethyl)thio]aniline](data:image/png;base64,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)
PN: 7H66-1-23
CAS: 114461-58-4
Molecule Weight: 221.34
Formula: C11H11NS2
PN: 7766-3-36
CAS: 710965-93-8
Molecule Weight: 233.3
Formula: C13H12FNS
PN: 7766-1-05
CAS: 884535-74-4
Molecule Weight: 229.34
Formula: C14H15NS
TSCA: Not listed on TSCA inventory