![2-[(3-Hydroxyprop-1-yl)carbamoyl]-1H-indole](data:image/png;base64,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)
| Product Number | 4H48-1-5P |
| Synonyms | N-(3-Hydroxypropyl)-1H-indole-2-carboxamide |
| CAS | 357616-16-1 |
| MDL Number | MFCD06622066 |
| Molecular Formula | C12H14N2O2 |
| Molecular Weight | 218.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-5P
CAS: 357616-16-1
Molecule Weight: 218.256
Formula: C12H14N2O2
PN: 4H48-1-ES
CAS: 69808-71-5
Molecule Weight: 174.203
Formula: C10H10N2O
Melting Point: 162-164 ℃
TSCA: Not listed on TSCA inventory
