| Product Number | 8666-1-Y0 |
| CAS | 175278-46-3 |
| MDL Number | MFCD00084990 |
| Molecular Formula | C13H15NO3S |
| Molecular Weight | 265.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8666-1-Y0
CAS: 175278-46-3
Molecule Weight: 265.33
Formula: C13H15NO3S
PN: 8766-1-09
CAS: 175278-43-0
Molecule Weight: 273.31
Formula: C14H11NO3S
PN: 8666-1-12
CAS: 52548-32-0
Molecule Weight: 259.28
Formula: C13H9NO3S
PN: 8666-1-25
CAS: 270262-95-8
Molecule Weight: 265.33
Formula: C13H15NO3S
![2-[(4-Methylphenyl)thio]-5-nitrobenzaldehyde](data:image/png;base64,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)
PN: 8766-1-19
CAS: 175278-42-9
Molecule Weight: 273.31
Formula: C14H11NO3S
PN: 8766-5-02
CAS: 319454-75-6
Molecule Weight: 307.75
Formula: C14H10ClNO3S
TSCA: Not listed on TSCA inventory