![1-[(2-Fluorophenyl)carbonyl]decahydro-1,6-naphthyridine](data:image/png;base64,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)
| Product Number | 4H48-3-4W |
| CAS | 1820572-24-4 |
| MDL Number | |
| Molecular Formula | C15H19FN2O |
| Molecular Weight | 262.328 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-4W
CAS: 1820572-24-4
Molecule Weight: 262.328
Formula: C15H19FN2O
![3-[(2-Fluorophenyl)carbonyl]-3,9-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H48-3-5G
CAS: 1206970-65-1
Molecule Weight: 276.355
Formula: C16H21FN2O
![N-(8-Methyl-8-azabicyclo[3.2.1]octan-3-yl)benzamide](data:image/png;base64,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)
PN: 4H48-1-00P
CAS: 329738-53-6
Molecule Weight: 244.338
Formula: C15H20N2O
![2-[(2-Fluorophenyl)carbonyl]-2,8-diazaspiro[4.5]decane](data:image/png;base64,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)
PN: 4H48-3-5F
CAS: 1206969-90-5
Molecule Weight: 262.328
Formula: C15H19FN2O
TSCA: Not listed on TSCA inventory