| Product Number | 4H01-1-8U |
| Purity | 95 % |
| CAS | 915160-96-2 |
| MDL Number | MFCD11848182 |
| Molecular Formula | C9H11NO2 |
| Molecular Weight | 165.192 |
| Units | Price (USD) | Availability |
|---|
PN: 4H01-1-8U
CAS: 915160-96-2
Molecule Weight: 165.192
Formula: C9H11NO2
![6-Methyl-3,4-dihydro-2H-benzo[b][1,4]oxazine hydrochloride](data:image/png;base64,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)
PN: 4H33-5-0B
CAS: 1095270-80-6
Molecule Weight: 185.65
Formula: C9H12ClNO
PN: 4H58-1-FZ
CAS: 918789-44-3
Molecule Weight: 179.175
Formula: C9H9NO3
![Methyl 3,4-dihydro-2H-benzo[b][1,4]oxazine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-1-072
CAS: 758684-29-6
Molecule Weight: 193.202
Formula: C10H11NO3
PN: 4H31-1-1R
CAS: 58959-93-6
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4H21-1-DM
CAS: 532391-92-7
Molecule Weight: 193.202
Formula: C10H11NO3
PN: 4H17-1-AL
CAS: 308851-67-4
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4H23-1-AB
CAS: 1160474-64-5
Molecule Weight: 207.229
Formula: C11H13NO3
TSCA: Not listed on TSCA inventory