| Product Number | 4H48-5-89 |
| CAS | 24946-86-9 |
| MDL Number | MFCD00245068 |
| Molecular Formula | C17H15ClN2O |
| Molecular Weight | 298.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-89
CAS: 24946-86-9
Molecule Weight: 298.77
Formula: C17H15ClN2O
PN: 4H48-1-5H
CAS: 881597-49-5
Molecule Weight: 278.355
Formula: C18H18N2O
PN: 4H48-5-87
CAS: 93187-18-9
Molecule Weight: 250.73
Formula: C13H15ClN2O
![2-Chloro-N-[2-(1H-indol-3-yl)ethyl]acetamide](data:image/png;base64,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)
PN: 4H48-5-W1
CAS: 52191-26-1
Molecule Weight: 236.7
Formula: C12H13ClN2O
PN: 4H54-1-4J
CAS: 33405-85-5
Molecule Weight: 309.325
Formula: C17H15N3O3
PN: 4H48-1-5J
CAS: 212707-61-4
Molecule Weight: 290.366
Formula: C19H18N2O
![8-Fluoro-4,5-dihydro-1H-azepino[5,4,3-cd]indol-6(3H)-one](data:image/png;base64,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)
PN: 4H48-3-6Z
CAS: 1408282-26-7
Molecule Weight: 204.204
Formula: C11H9FN2O
TSCA: Not listed on TSCA inventory