| Product Number | 4656-1-5P |
| CAS | 71150-68-0 |
| MDL Number | MFCD17170461 |
| Molecular Formula | C15H13NO3 |
| Molecular Weight | 255.273 |
| Units | Price (USD) | Availability |
|---|
PN: 4651-1-16
CAS: 144072-30-0
Molecule Weight: 221.256
Formula: C12H15NO3
![Ethyl 4-[(tert-butoxycarbonyl)amino]benzoate](data:image/png;base64,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)
PN: 4656-1-AS
CAS: 110969-44-3
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4656-1-8A
CAS: 144072-29-7
Molecule Weight: 223.272
Formula: C12H17NO3
![Methyl 4-{[(3-chloropropoxy)carbonyl]amino}benzoate](data:image/png;base64,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)
PN: 4658-5-02
CAS: 1031927-07-7
Molecule Weight: 271.7
Formula: C12H14ClNO4
PN: 4H56-1-0F3
CAS: 1224886-44-5
Molecule Weight: 299.326
Formula: C17H17NO4
![1,4-Dihydrobenzo[d][1,3]oxazin-2-one](data:image/png;base64,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)
PN: 4H56-1-06H
CAS: 13213-88-2
Molecule Weight: 149.149
Formula: C8H7NO2
TSCA: Not listed on TSCA inventory
