Cepharadione A
Cepharadione A can be isolated from the roots of Piper betle Linn. Cepharadione A inhibits FMLP/CB induced elastase release by human neutrophils.
For research use only. We do not sell to patients.
- CAS No.: 55610-01-0
- Formula: C18H11NO4
- Molecular Weight:305.28
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Storage:
Please store the product under the recommended conditions in the Certificate of Analysis.
Biological Activity
|
Cell Line
|
Type | Value | Description | References |
|---|---|---|---|---|
| BXPC-3 | GI50 |
>10 μg/mL
Compound: 2
|
Growth inhibition of human BXPC3 cells after 48 hrs by SRB assay
Growth inhibition of human BXPC3 cells after 48 hrs by SRB assay
|
[PMID: 17624787] |
| DU-145 | GI50 |
4.3 μg/mL
Compound: 2
|
Growth inhibition of human DU145 cells after 48 hrs by SRB assay
Growth inhibition of human DU145 cells after 48 hrs by SRB assay
|
[PMID: 17624787] |
| KM-20L2 | GI50 |
17.3 μg/mL
Compound: 2
|
Growth inhibition of human KM20L2 cells after 48 hrs by SRB assay
Growth inhibition of human KM20L2 cells after 48 hrs by SRB assay
|
[PMID: 17624787] |
| MCF7 | GI50 |
6.3 μg/mL
Compound: 2
|
Growth inhibition of human MCF7 cells after 48 hrs by SRB assay
Growth inhibition of human MCF7 cells after 48 hrs by SRB assay
|
[PMID: 17624787] |
| NCI-H460 | GI50 |
2.5 μg/mL
Compound: 2
|
Growth inhibition of human NCI-H460 cells after 48 hrs by SRB assay
Growth inhibition of human NCI-H460 cells after 48 hrs by SRB assay
|
[PMID: 17624787] |
| SF-268 | GI50 |
2.9 μg/mL
Compound: 2
|
Growth inhibition of human SF268 cells after 48 hrs by SRB assay
Growth inhibition of human SF268 cells after 48 hrs by SRB assay
|
[PMID: 17624787] |
Chemical Information
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CAS No. 55610-01-0
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Molecular Weight 305.28
-
Formula C18H11NO4
-
SMILES
CN(C1=O)C2=C3C(C4=C(OCO4)C=C3C1=O)=C5C(C=CC=C5)=C2
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Structure Classification
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Initial Source
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Shipping
Room temperature in continental US; may vary elsewhere.
-
Storage
Please store the product under the recommended conditions in the Certificate of Analysis.
Purity & Documentation
References
Calculators
Concentration (start) × Volume (start) = Concentration (final) × Volume (final)