![tert-Butyl 3,4-dihydro-3-oxo-2H-benzo[b][1,4]oxazine-7-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-1-190 |
| CAS | 1206970-38-8 |
| MDL Number | MFCD14585235 |
| Molecular Formula | C13H15NO4 |
| Molecular Weight | 249.266 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-190
CAS: 1206970-38-8
Molecule Weight: 249.266
Formula: C13H15NO4
PN: 4H58-1-GY
CAS: 1038478-70-4
Molecule Weight: 221.212
Formula: C11H11NO4
PN: 4H48-1-XW
CAS: 142166-00-5
Molecule Weight: 207.185
Formula: C10H9NO4
PN: 4H58-1-00G
CAS: 1038478-74-8
Molecule Weight: 235.239
Formula: C12H13NO4
PN: 4H58-1-105
CAS: 214848-62-1
Molecule Weight: 193.158
Formula: C9H7NO4
PN: 4H58-1-BT
CAS: 179950-69-7
Molecule Weight: 221.212
Formula: C11H11NO4
PN: 4H48-1-KY
CAS: 674304-28-0
Molecule Weight: 207.185
Formula: C10H9NO4
PN: 4H23-1-Y3
CAS: 142166-01-6
Molecule Weight: 193.202
Formula: C10H11NO3
TSCA: Not listed on TSCA inventory