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)
| Product Number | 4H48-3-9R |
| Purity | 97 % |
| CAS | 1151397-80-6 |
| MDL Number | MFCD14584723 |
| Molecular Formula | C10H10FNO |
| Molecular Weight | 179.194 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-9R
CAS: 1151397-80-6
Molecule Weight: 179.194
Formula: C10H10FNO
![3-Amino-4,5-dihydro-9-fluoro-1H-benzo[b]azepin-2(3H)-one hemioxalate](data:image/png;base64,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)
PN: 4H56-3-13
CAS:
Molecule Weight: 478.453
Formula: C22H24F2N4O6
PN: 4H48-1-60
CAS: 4424-80-0
Molecule Weight: 161.204
Formula: C10H11NO
![6-Fluoro-4,5-dihydro-1H-benzo[b]azepin-2(3H)-one](data:image/png;base64,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)
PN: 4H48-3-7E
CAS: 145485-58-1
Molecule Weight: 179.194
Formula: C10H10FNO
![8-Amino-1,3,4,5-tetrahydrobenzo[b]azepin-2-one](data:image/png;base64,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)
PN: 4H48-1-AV
CAS: 22246-76-0
Molecule Weight: 176.219
Formula: C10H12N2O
PN: 4H48-3-0R
CAS: 143268-79-5
Molecule Weight: 165.167
Formula: C9H8FNO
PN: 4H48-3-95
CAS: 1187933-46-5
Molecule Weight: 193.221
Formula: C11H12FNO
![3,4-Dihydrobenzo[b]azepine-2,5-dione](data:image/png;base64,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)
PN: 4H48-1-00K
CAS: 16511-38-9
Molecule Weight: 175.187
Formula: C10H9NO2
TSCA: Not listed on TSCA inventory