| Product Number | 4648-1-6P |
| CAS | 22608-86-2 |
| MDL Number | MFCD00966715 |
| Molecular Formula | C11H13NO4 |
| Molecular Weight | 223.228 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-1-6P
CAS: 22608-86-2
Molecule Weight: 223.228
Formula: C11H13NO4
![Methyl 2-[(2-chloroacetyl)amino]-4,5-dimethoxybenzoate](data:image/png;base64,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)
PN: 4658-5-16
CAS: 285138-76-3
Molecule Weight: 287.7
Formula: C12H14ClNO5
![2-[(Cyclopropylcarbonyl)amino]-4,5-dimethoxybenzoic acid](data:image/png;base64,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)
PN: 4658-1-3P
CAS: 496913-51-0
Molecule Weight: 265.265
Formula: C13H15NO5
PN: 4648-1-1B
CAS: 82673-65-2
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4748-1-0R
CAS: 31601-41-9
Molecule Weight: 179.219
Formula: C10H13NO2
TSCA: Not listed on TSCA inventory