JH-XIV-68-3
JH-XIV-68-3 is a selective macrocyclic inhibitor of DYRK1A/B. JH-XIV-68-3 displays selectivity for DYRK1A and close family member DYRK1B in biochemical and cellular assays. JH-XIV-68-3 demonstrates antitumor efficacy in head and neck squamous cell carcinoma (HNSCC) cell lines.
For research use only. We do not sell to patients.
- CAS No.: 2426628-29-5
- Formula: C22H19F3N8O
- Molecular Weight:468.43
-
Storage:
Please store the product under the recommended conditions in the Certificate of Analysis.
Biological Activity
Description
IC50 & Target
|
DYRK1 |
Cellular Effect
|
Cell Line
|
Type | Value | Description | References |
|---|---|---|---|---|
| HT-22 | IC50 |
51.3 μM
Compound: 15; JH-XIV-68-3
|
Cytotoxicity against mouse HT-22 cells assessed as reduction in cell viability incubated for 48 hrs by MTS assay
Cytotoxicity against mouse HT-22 cells assessed as reduction in cell viability incubated for 48 hrs by MTS assay
|
[PMID: 36876904] |
Chemical Information
-
CAS No. 2426628-29-5
-
Molecular Weight 468.43
-
Formula C22H19F3N8O
-
SMILES
FC(F)(F)C1=NN2C=C1C3=CNC4=NC=C(C=C43)C5=C(C#N)N(C)N=C5CN(C)C(CCC2)=O
-
Shipping
Room temperature in continental US; may vary elsewhere.
-
Storage
Please store the product under the recommended conditions in the Certificate of Analysis.
Protocols
-
Patient-Derived Xenograft (PDX)
Patient-derived xenograft (PDX) models are generated by engrafting primary human tumor tissue directly into immunodeficient mice, allowing in vivo propagation of patient tumor biology without initial in vitro adaptation. These models are used to preserve key histopathological and molecular characteristics of the original tumor and enable assessment of tumor growth dynamics and therapeutic response in a living organism. The biological readout is tumor engraftment and subsequent growth in the murine host, which reflects the ability of human tumor cells to survive, vascularize, and expand in an immunocompromised microenvironment.
Purity & Documentation
References
Calculators
Concentration (start) × Volume (start) = Concentration (final) × Volume (final)