| Product Number | 4H48-1-00B |
| Purity | 95 % |
| CAS | 3842-20-4 |
| MDL Number | MFCD00087362 |
| Molecular Formula | C10H6N2O2 |
| Molecular Weight | 186.17 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-1-00B
CAS: 3842-20-4
Molecule Weight: 186.17
Formula: C10H6N2O2
PN: 8H61-1-57
CAS: 4490-75-9
Molecule Weight: 207.25
Formula: C10H9NO2S
![2-{2-[(Trifluoromethyl)sulfanyl]ethyl}-2,3-dihydro-1H-isoindole-1,3-dione](data:image/png;base64,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)
PN: 8H66-3-33
CAS: 1408279-16-2
Molecule Weight: 275.25
Formula: C11H8F3NO2S
PN: 4H48-1-02Z
CAS: 2913-97-5
Molecule Weight: 189.17
Formula: C10H7NO3
PN: 4H48-5-31
CAS: 6270-06-0
Molecule Weight: 209.63
Formula: C10H8ClNO2
TSCA: Not listed on TSCA inventory
