| Product Number | 4956-1-24 |
| CAS | 306935-77-3 |
| MDL Number | MFCD00173827 |
| Molecular Formula | C14H17NO3 |
| Molecular Weight | 247.294 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4956-1-24
CAS: 306935-77-3
Molecule Weight: 247.294
Formula: C14H17NO3
PN: 4956-1-23
CAS: 198220-53-0
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4H18-1-43
CAS: 38167-72-5
Molecule Weight: 229.279
Formula: C14H15NO2
PN: 4748-5-20
CAS: 203115-62-2
Molecule Weight: 316.18
Formula: C14H15Cl2NO3
PN: 4948-5-07
CAS: 680215-21-8
Molecule Weight: 302.15
Formula: C13H13Cl2NO3
![(2Z)-4-[(4-Bromo-2,6-dimethylphenyl)amino]-4-oxobut-2-enoic acid](data:image/png;base64,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)
PN: 4656-9-53
CAS: 1158094-67-7
Molecule Weight: 298.136
Formula: C12H12BrNO3
PN: 4956-1-20
CAS: 37904-03-3
Molecule Weight: 205.213
Formula: C11H11NO3
![2-{[3-Carboxy-2-propenoyl]amino}benzenecarboxylic acid](data:image/png;base64,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)
PN: 4658-1-0D
CAS: 62530-49-8
Molecule Weight: 235.195
Formula: C11H9NO5
TSCA: Not listed on TSCA inventory