| Product Number | 4H48-1-BP |
| Synonyms | 3,3-Dimethyl-2H-isoindol-1-one |
| CAS | 19194-52-6 |
| MDL Number | MFCD18449586 |
| Molecular Formula | C10H11NO |
| Molecular Weight | 161.204 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-BP
CAS: 19194-52-6
Molecule Weight: 161.204
Formula: C10H11NO
![2,3-Dihydro-2-[(1R)-1-phenylethyl]-1H-Isoindol-1-one](data:image/png;base64,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)
PN: 4H48-1-R10
CAS: 203788-48-1
Molecule Weight: 237.302
Formula: C16H15NO
![2,3-Dihydro-2-[(1S)-1-phenylethyl]-1H-isoindol-1-one](data:image/png;base64,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)
PN: 4H48-1-S10
CAS: 203788-47-0
Molecule Weight: 237.302
Formula: C16H15NO
PN: 4H48-1-CM
CAS: 1214900-71-6
Molecule Weight: 176.219
Formula: C10H12N2O
PN: 4H48-9-0D
CAS: 1403766-79-9
Molecule Weight: 240.1
Formula: C10H10BrNO
PN: 4H48-1-VP
CAS: 1440519-98-1
Molecule Weight: 186.214
Formula: C11H10N2O
TSCA: Not listed on TSCA inventory
