| Product Number | 4H48-9-57 |
| Synonyms | 5-Bromo-3-ethyl-1,3-dihydroindol-2-one |
| CAS | 304876-05-9 |
| MDL Number | MFCD06245570 |
| Molecular Formula | C10H10BrNO |
| Molecular Weight | 240.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-9-57
CAS: 304876-05-9
Molecule Weight: 240.1
Formula: C10H10BrNO
PN: 4H48-9-Y8
CAS: 20870-90-0
Molecule Weight: 226.073
Formula: C9H8BrNO
PN: 4H48-9-0F
CAS: 23872-19-7
Molecule Weight: 290.942
Formula: C8H5Br2NO
![Spiro[indoline-3,4'-piperidin]-2-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-BP
CAS: 356072-46-3
Molecule Weight: 238.72
Formula: C12H15ClN2O
TSCA: Not listed on TSCA inventory
