![4-Aza-tricyclo[5.2.1.0 2,6]decane-3,5-dione](data:image/png;base64,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)
| Product Number | 4H48-1-53 |
| CAS | 6713-41-3 |
| MDL Number | MFCD07366563 |
| Molecular Formula | C9H11NO2 |
| Molecular Weight | 165.192 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-53
CAS: 6713-41-3
Molecule Weight: 165.192
Formula: C9H11NO2
![rel-(2R,6S)-4-Azatricyclo[5.2.1.0^2,6]decane-3,5-dione](data:image/png;base64,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)
PN: 4H48-1-CW
CAS: 14805-29-9
Molecule Weight: 165.192
Formula: C9H11NO2
![4-Aza-tricyclo[5.2.1.0 2,6]decane-3-one](data:image/png;base64,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)
PN: 4H48-1-54
CAS: 1221715-77-0
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4H18-1-0G
CAS: 7506-66-3
Molecule Weight: 153.181
Formula: C8H11NO2
PN: 4H48-1-049
CAS: 1444-94-6
Molecule Weight: 153.181
Formula: C8H11NO2
PN: 4H48-1-JW
CAS: 64744-50-9
Molecule Weight: 153.225
Formula: C9H15NO
![3-Azatricyclo[4.2.1.0*2,5*]nonan-4-one](data:image/png;base64,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)
PN: 4H48-1-9S
CAS: 7486-95-5
Molecule Weight: 137.182
Formula: C8H11NO
![(1R,2R,5S,6R,7R)-6,8,8-Trimethyl-3-azatricyclo[5.1.1.02,5]nonan-4-one](data:image/png;base64,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)
PN: 4248-1-14
CAS: 1000304-34-6
Molecule Weight: 179.263
Formula: C11H17NO
TSCA: Not listed on TSCA inventory