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<svg xmlns="http://www.w3.org/2000/svg" width="1024" height="1024" viewBox="0 0 1024 1024" role="img" aria-labelledby="title desc">
<title id="title">Mathematical diamond logo</title>
<desc id="desc">A metallic diamond-frame logo generated from exact rotated-square geometry and a central astroid curve.</desc>
<metadata>
Geometry:
outer diamond vertices = (512,142), (882,512), (512,882), (142,512)
inner diamond vertices = (512,198), (826,512), (512,826), (198,512)
central curve = x = 512 + 314*cos(theta)^3, y = 512 + 314*sin(theta)^3
implicit curve = |(x - 512) / 314|^(2/3) + |(y - 512) / 314|^(2/3) = 1
palette = Hyper3 landing active theme: #000000, #ffffff, #f8fafc, #64748b, #93c5fd
</metadata>
<defs>
<radialGradient id="darkBackground" cx="50%" cy="42%" r="72%">
<stop offset="0%" stop-color="#111827"/>
<stop offset="100%" stop-color="#000000"/>
</radialGradient>
<linearGradient id="innerPlate" x1="242" y1="230" x2="805" y2="825" gradientUnits="userSpaceOnUse">
<stop offset="0%" stop-color="#1e293b"/>
<stop offset="100%" stop-color="#000000"/>
</linearGradient>
<linearGradient id="channelBlue" x1="238" y1="236" x2="770" y2="770" gradientUnits="userSpaceOnUse">
<stop offset="0%" stop-color="#93c5fd" stop-opacity="0.72"/>
<stop offset="100%" stop-color="#64748b" stop-opacity="0.54"/>
</linearGradient>
<linearGradient id="channelSlate" x1="805" y1="230" x2="250" y2="830" gradientUnits="userSpaceOnUse">
<stop offset="0%" stop-color="#64748b" stop-opacity="0.62"/>
<stop offset="100%" stop-color="#1e293b" stop-opacity="0.72"/>
</linearGradient>
<linearGradient id="centerPlane" x1="280" y1="260" x2="760" y2="780" gradientUnits="userSpaceOnUse">
<stop offset="0%" stop-color="#b8c7d9"/>
<stop offset="100%" stop-color="#64748b"/>
</linearGradient>
</defs>
<rect width="1024" height="1024" fill="url(#darkBackground)"/>
<g>
<polygon points="512,198 826,512 512,826 198,512" fill="url(#innerPlate)"/>
<polygon points="512,142 142,512 198,512 512,198" fill="#f8fafc"/>
<polygon points="512,142 882,512 826,512 512,198" fill="#f8fafc"/>
<polygon points="882,512 512,882 512,826 826,512" fill="#f8fafc"/>
<polygon points="512,882 142,512 198,512 512,826" fill="#f8fafc"/>
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</svg>