AZD-3289
AZD-3289 is a potent BACE1 inhibitor with potential Alzheimer's disease inhibitory activity. The application of AZD-3289 is intended to slow the pathological progression of Alzheimer's disease by inhibiting the production of β-amyloid protein. The development of AZD-3289 responds to the need to reduce neurodegenerative changes associated with Alzheimer's disease. As a BACE1 inhibitor, AZD-3289 can effectively reduce the accumulation of β-amyloid peptide in the brain, which may improve cognitive function.
For research use only. We do not sell to patients.
- CAS No.: 1227163-49-6
- Formula: C24H14F5N5
- Molecular Weight:467.39
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Storage:
Please store the product under the recommended conditions in the Certificate of Analysis.
All Endogenous Metabolite Isoforms
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Biological Activity
Description
Cellular Effect
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Cell Line
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Type | Value | Description | References |
|---|---|---|---|---|
| Cerebral cortex neuron | IC50 |
204 nM
Compound: (S)-10
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Inhibition of BACE1-mediated amyloid beta 40 release in C57/BL6 mouse primary cortical neurons after overnight incubation by ELISA
Inhibition of BACE1-mediated amyloid beta 40 release in C57/BL6 mouse primary cortical neurons after overnight incubation by ELISA
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[PMID: 22924815] |
| CHO | IC50 |
7.9 μM
Compound: (S)-10
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Inhibition of human ERG expressed in CHO cells by IonWorks assay
Inhibition of human ERG expressed in CHO cells by IonWorks assay
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[PMID: 22924815] |
| SH-SY5Y | IC50 |
22.1 nM
Compound: (S)-10
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Inhibition of BACE1 in human SH-SY5Y cells assessed as inhibition of sAPPbeta release after 16 hrs by immunoassay
Inhibition of BACE1 in human SH-SY5Y cells assessed as inhibition of sAPPbeta release after 16 hrs by immunoassay
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[PMID: 22924815] |
Chemical Information
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CAS No. 1227163-49-6
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Molecular Weight 467.39
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Formula C24H14F5N5
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SMILES
NC1=N[C@@](C2=CC(C3=CN=CN=C3)=C(C=C2)F)(C4=CC=NC(C(F)(F)F)=C4)C5=CC=CC(F)=C51
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Shipping
Room temperature in continental US; may vary elsewhere.
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Storage
Please store the product under the recommended conditions in the Certificate of Analysis.
Protocols
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Protocol for Water Maze
The Morris Water Maze is a rodent spatial learning and memory assay in which a mouse or rat swims in opaque water to find an escape platform; in the hidden-platform version, the animal cannot see the platform and must use distal extra-maze cues to learn its fixed spatial location. The assay primarily measures hippocampus-dependent spatial learning during acquisition trials and spatial reference memory during probe trials after platform removal; readouts include escape latency, swim path length, swim speed, quadrant occupancy, platform-site crossings, and proximity to the former platform location.
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Amyloid: Congo Red Amyloid Staining
Congo red amyloid staining is a histochemical method used to detect extracellular amyloid deposits in tissue sections based on the affinity of Congo red dye for β-pleated sheet-rich protein aggregates. When bound to amyloid, Congo red produces characteristic apple-green birefringence under polarized light microscopy, which is widely regarded as a diagnostic feature of amyloid deposition in histopathology. The diagnostic principle relies on the combination of dye binding (congophilia) and optical anisotropy under polarized illumination, which distinguishes amyloid from most non-amyloid eosinophilic extracellular deposits in routine histological evaluation. Amyloid identification by Congo red staining remains a cornerstone in diagnostic pathology despite the availability of adjunct methods such as immunohistochemistry and mass spectrometry, particularly because of its ability to localize deposits directly within tissue architecture. The specificity of Congo red-positive deposits is incre
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Alzheimer’s Disease Modeling
Alzheimer’s Disease (AD) is a neurodegenerative disorder characterized by a progressive decline in cognitive functions and loss of specific types of neurons and synapses. Alzheimer's symptoms can be simulated in mice by injecting drugs (such as Aβ) or genetically modified.
Purity & Documentation
References
Calculators
Concentration (start) × Volume (start) = Concentration (final) × Volume (final)