| Product Number | 4756-1-39 |
| CAS | 130369-36-7 |
| MDL Number | MFCD13152267 |
| Molecular Formula | C12H13NO3 |
| Molecular Weight | 219.24 |
| Units | Price (USD) | Availability |
|---|
PN: 4756-1-39
CAS: 130369-36-7
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4751-1-02
CAS: 65564-05-8
Molecule Weight: 207.229
Formula: C11H13NO3
PN: 4H51-1-2G
CAS: 130312-02-6
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4656-1-1V
CAS: 1188264-84-7
Molecule Weight: 220.272
Formula: C12H16N2O2
![Benzyl (1S)-3-oxo-8-azabicyclo[3.2.1]octane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-S17
CAS: 130753-13-8
Molecule Weight: 259.305
Formula: C15H17NO3
PN: 4656-1-F6
CAS: 937376-05-1
Molecule Weight: 221.256
Formula: C12H15NO3
PN: 4H56-1-091
CAS: 1403766-86-8
Molecule Weight: 221.256
Formula: C12H15NO3
PN: 4H56-1-Z5
CAS: 952183-52-7
Molecule Weight: 275.348
Formula: C16H21NO3
TSCA: Not listed on TSCA inventory