| Product Number | 8H63-1-Z0 |
| Synonyms | 5-Methanesulfonyl-2,3-dihydro-1H-indole |
| CAS | 387350-92-7 |
| MDL Number | MFCD01319203 |
| Molecular Formula | C9H11NO2S |
| Molecular Weight | 197.25 |
| Units | Price (USD) | Availability |
|---|
PN: 8H63-1-Z0
CAS: 387350-92-7
Molecule Weight: 197.25
Formula: C9H11NO2S
PN: 8H69-1-Y9
CAS: 99169-99-0
Molecule Weight: 226.29
Formula: C10H14N2O2S
![4-[2,3-Dihydro-5-(methylsulfonyl)-1H-indol-1-yl]-4-oxobutanoic acid](data:image/png;base64,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)
PN: 8H63-1-Z7
CAS: 396105-96-7
Molecule Weight: 297.33
Formula: C13H15NO5S
Melting Point: 129-131 ℃
TSCA: Not listed on TSCA inventory