| Product Number | 8H69-1-7R |
| CAS | 113162-45-1 |
| MDL Number | MFCD11647285 |
| Molecular Formula | C11H14N2O3S |
| Molecular Weight | 254.3 |
| Units | Price (USD) | Availability |
|---|
PN: 8H69-1-7R
CAS: 113162-45-1
Molecule Weight: 254.3
Formula: C11H14N2O3S
PN: 8H69-1-17
CAS: 3264-38-8
Molecule Weight: 240.28
Formula: C10H12N2O3S
![4-{5-[Dimethylamino)sulfonyl]-2,3-dihydro-1H-indol-1-yl}-4-oxobutanoic acid](data:image/png;base64,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)
PN: 8H69-1-41
CAS: 393795-65-8
Molecule Weight: 326.37
Formula: C14H18N2O5S
PN: 8H69-1-7A
CAS: 698983-77-6
Molecule Weight: 310.37
Formula: C14H18N2O4S
![tert-Butyl 2-{[(1-acetyl-2,3-dihydro-1H-indol-5-yl)sulfonyl]amino}ethylcarbamate](data:image/png;base64,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)
PN: 8H69-1-7W
CAS: 1427461-09-3
Molecule Weight: 383.46
Formula: C17H25N3O5S
PN: 8H69-1-Y9
CAS: 99169-99-0
Molecule Weight: 226.29
Formula: C10H14N2O2S
PN: 6H62-5-X6
CAS: 52206-05-0
Molecule Weight: 259.7
Formula: C10H10ClNO3S
![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
TSCA: Not listed on TSCA inventory