| Product Number | 4H21-1-4F |
| CAS | 306936-17-4 |
| MDL Number | MFCD01567230 |
| Molecular Formula | C17H28N2O3 |
| Molecular Weight | 308.422 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-4F
CAS: 306936-17-4
Molecule Weight: 308.422
Formula: C17H28N2O3
PN: 4H58-1-U8
CAS: 306936-18-5
Molecule Weight: 338.448
Formula: C18H30N2O4
![2-Methyl-1-[3-(morpholin-4-yl)prop-1-yl]-5-phenyl-1H-pyrrole-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-Y6
CAS: 306936-20-9
Molecule Weight: 328.412
Formula: C19H24N2O3
PN: 8H66-1-U5
CAS: 306936-21-0
Molecule Weight: 255.38
Formula: C13H21NO2S
PN: 4H21-1-0H
CAS: 423768-58-5
Molecule Weight: 179.219
Formula: C10H13NO2
![5-tert-Butyl-1-[2-(2-hydroxyethylthio)ethyl]-2-methylpyrrole-3-carboxylic acid](data:image/png;base64,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)
PN: 8H66-1-U4
CAS: 306936-19-6
Molecule Weight: 285.4
Formula: C14H23NO3S
Melting Point: 205-210(dec.) ℃
TSCA: Not listed on TSCA inventory