| Product Number | 4H44-3-00 |
| Purity | 98 % |
| CAS | 1267334-42-8 |
| MDL Number | MFCD19374547 |
| Molecular Formula | C9H10FNO |
| Molecular Weight | 167.183 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H44-3-00
CAS: 1267334-42-8
Molecule Weight: 167.183
Formula: C9H10FNO
![6-Fluoro-3,4-dihydro-2H-benzo[1,4]oxazine](data:image/png;base64,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)
PN: 4H56-3-GX
CAS: 105655-00-3
Molecule Weight: 153.156
Formula: C8H8FNO
PN: 4H56-3-HG
CAS: 898832-40-1
Molecule Weight: 153.156
Formula: C8H8FNO
PN: 4H48-3-9D
CAS: 1260796-58-4
Molecule Weight: 181.166
Formula: C9H8FNO2
PN: 4H44-3-0A
CAS: 1267472-81-0
Molecule Weight: 167.183
Formula: C9H10FNO
PN: 4H56-1-0QS
CAS: 77901-22-5
Molecule Weight: 149.193
Formula: C9H11NO
PN: 4H48-3-Y4
CAS: 398-63-0
Molecule Weight: 167.139
Formula: C8H6FNO2
![3-Methyl-3,4-dihydro-2H-benzo[b][1,4]oxazine](data:image/png;base64,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)
PN: 4H56-1-958
CAS: 32329-20-7
Molecule Weight: 149.193
Formula: C9H11NO
TSCA: Not listed on TSCA inventory