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@the_entertainment_studio: ASMR tapping really helps with anxiety. #asmr #asmrsounds #asmrtapping #tappingasmr #chiropractor

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Wednesday 21 October 2026 23:47:18 GMT
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အမှုဖွင့်ပေးပေး မပေးပေး လူပုဂ္ဂိုလ်တစ်ဦးတစ်ယောက်ကို စော်ကားတာမဟုတ်တဲ့အတွက်။ အမျိုးသားရေးတစ်ဖွဲ့လုံးကိုစော်ကားတဲ့အတွက် ကျော်မျိုးမင်းကို တရားစွဲမည်... #ေပါက်ကိုယ်ေတာ် #ThuYaAung💚🇲🇲💚🇲🇲 #AkarAung💚🇲🇲💚🇲🇲💚
အမှုဖွင့်ပေးပေး မပေးပေး လူပုဂ္ဂိုလ်တစ်ဦးတစ်ယောက်ကို စော်ကားတာမဟုတ်တဲ့အတွက်။ အမျိုးသားရေးတစ်ဖွဲ့လုံးကိုစော်ကားတဲ့အတွက် ကျော်မျိုးမင်းကို တရားစွဲမည်... #ေပါက်ကိုယ်ေတာ် #ThuYaAung💚🇲🇲💚🇲🇲 #AkarAung💚🇲🇲💚🇲🇲💚
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The 6-orthoplex (also known as the hexacross or hexacontatetrahedron) is a regular six-dimensional geometric polytope. It belongs to the cross-polytope (hyperoctahedral) family, serving as the 6D analogue of a 3D octahedron and a 2D square. In Cartesian coordinates, its vertices are positioned in pairs along six mutually perpendicular axes, defining its highly symmetric structure. This multi-dimensional object consists of 12 vertices, 60 edges, 160 triangular faces, and 240 tetrahedral cells. Furthermore, its boundary is formed by 192 four-dimensional hyperfaces and 64 five-dimensional facets, each of which is a regular 5-simplex (the 5D analogue of a tetrahedron). All of these elements are perfectly uniform, creating an ideal enclosed figure in six-dimensional space. In higher-dimensional geometry, the 6-orthoplex is the dual polytope of the hexeract (the 6D hypercube), meaning the centers of a hexeract's facets correspond to the vertices of a 6-orthoplex. It is represented by the Schläfli symbol {3,3,3,3,4}. Its structural symmetry is governed by the hyperoctahedral group B₆, which consists of 46,080 distinct rotations and reflections. #geometry #mathematics #Science #education
The 6-orthoplex (also known as the hexacross or hexacontatetrahedron) is a regular six-dimensional geometric polytope. It belongs to the cross-polytope (hyperoctahedral) family, serving as the 6D analogue of a 3D octahedron and a 2D square. In Cartesian coordinates, its vertices are positioned in pairs along six mutually perpendicular axes, defining its highly symmetric structure. This multi-dimensional object consists of 12 vertices, 60 edges, 160 triangular faces, and 240 tetrahedral cells. Furthermore, its boundary is formed by 192 four-dimensional hyperfaces and 64 five-dimensional facets, each of which is a regular 5-simplex (the 5D analogue of a tetrahedron). All of these elements are perfectly uniform, creating an ideal enclosed figure in six-dimensional space. In higher-dimensional geometry, the 6-orthoplex is the dual polytope of the hexeract (the 6D hypercube), meaning the centers of a hexeract's facets correspond to the vertices of a 6-orthoplex. It is represented by the Schläfli symbol {3,3,3,3,4}. Its structural symmetry is governed by the hyperoctahedral group B₆, which consists of 46,080 distinct rotations and reflections. #geometry #mathematics #Science #education
Easiest 25G Protein drink that tastes like hot chocolate 🤎🤎
Easiest 25G Protein drink that tastes like hot chocolate 🤎🤎


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