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r1739 vs r1740
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66
}}}{{{#!wiki style="display:flex;width:200px;height:200px;border-radius:50%;border:1px solid @ClockBorderColor@;background:linear-gradient(0deg, transparent calc(50% - .5px), @ClockTickColor@ 0, @ClockTickColor@ calc(50% + .5px), transparent 0), linear-gradient(30deg, transparent calc(50% - .57px), @ClockTickColor@ 0, @ClockTickColor@ calc(50% + .57px), transparent 0), linear-gradient(60deg, transparent calc(50% - .57px), @ClockTickColor@ 0, @ClockTickColor@ calc(50% + .57px), transparent 0), linear-gradient(90deg, transparent calc(50% - .5px), @ClockTickColor@ 0, @ClockTickColor@ calc(50% + .5px), transparent 0), linear-gradient(120deg, transparent calc(50% - .57px), @ClockTickColor@ 0, @ClockTickColor@ calc(50% + .57px), transparent 0), linear-gradient(150deg, @ClockBgColor@ calc(50% - .57px), @ClockTickColor@ 0, @ClockTickColor@ calc(50% + .57px), @ClockBgColor@ 0)"
77
{{{#!wiki style="width:90%;height:90%;margin:auto;border-radius:50%;background:radial-gradient(closest-side, transparent 50%, @ClockBgColor@ 0), no-repeat linear-gradient(@hour@deg, transparent calc(50% - 2px / max(abs(cos(@hour@deg)), abs(sin(@hour@deg)))), @ClockHrColor@ 0, @ClockHrColor@ calc(50% + 2px / max(abs(cos(@hour@deg)), abs(sin(@hour@deg)))), transparent 0)calc(50% + (cos(@hour@ * 1deg) / max(abs(cos(@hour@ * 1deg)), abs(sin(@hour@ * 1deg)))) * 50%) calc(50% + (sin(@hour@ * 1deg) / max(abs(cos(@hour@ * 1deg)), abs(sin(@hour@ * 1deg)))) * 50%)/50% 50%, linear-gradient(@ClockBgColor@, @ClockBgColor@)"
88
{{{#!wiki style="width:100%;height:100%;border-radius:50%;background:radial-gradient(closest-side, transparent 80%, @ClockBgColor@ 0), no-repeat linear-gradient(@minute@deg, transparent calc(50% - 2px / max(abs(cos(@minute@deg)), abs(sin(@minute@deg)))), @ClockMinColor@ 0, @ClockMinColor@ calc(50% + 2px / max(abs(cos(@minute@deg)), abs(sin(@minute@deg)))), transparent 0)calc(50% + (cos(@minute@ * 1deg) / max(abs(cos(@minute@ * 1deg)), abs(sin(@minute@ * 1deg)))) * 50%) calc(50% + (sin(@minute@ * 1deg) / max(abs(cos(@minute@ * 1deg)), abs(sin(@minute@ * 1deg)))) * 50%)/50% 50%"
9
{{{#!wiki style="width:100%;height:100%;border-radius:50%;background:radial-gradient(closest-side, @ClockSecColor@ 5%, transparent 0, transparent 90%, @ClockBgColor@ 0), no-repeat linear-gradient(@second@deg, transparent calc(50% - .5px / max(abs(cos(@second@deg)), abs(sin(@second@deg)))), @ClockSecColor@ 0, @ClockSecColor@ calc(50% + .5px / max(abs(cos(@second@deg)), abs(sin(@second@deg)))), transparent 0)calc(50% + (cos(@second@ * 1deg) / max(abs(cos(@second@ * 1deg)), abs(sin(@second@ * 1deg)))) * 50%) calc(50% + (sin(@second@ * 1deg) / max(abs(cos(@second@ * 1deg)), abs(sin(@second@ * 1deg)))) * 50%)/58% 58%"
9
{{{#!wiki style="width:100%;height:100%;border-radius:50%;background:radial-gradient(closest-side, @ClockSecColor@ 5%, transparent 0, transparent 90%, @ClockBgColor@ 0), no-repeat linear-gradient(@second@deg, transparent calc(50% - .5px / max(abs(cos(@second@deg)), abs(sin(@second@deg)))), @ClockSecColor@ 0, @ClockSecColor@ calc(50% + .5px / max(abs(cos(@second@deg)), abs(sin(@second@deg)))), transparent 0)calc(50% + (cos(@second@ * 1deg) / max(abs(cos(@second@ * 1deg)), abs(sin(@second@ * 1deg)))) * 50%) calc(50% + (sin(@second@ * 1deg) / max(abs(cos(@second@ * 1deg)), abs(sin(@second@ * 1deg)))) * 50%)/50% 50%"
1010
}}}}}}}}}}}}
1111
{{{#!wiki style="font-family:monospace"
1212
@hour@°:@minute@°:@second@°}}}
1313
1414
1515
16
16
{{{#!wiki style="width:100px;height:100px;border-radius:50%;background:radial-gradient(closest-side, @ClockSecColor@ 5%, transparent 0, transparent 90%, @ClockBgColor@ 0), no-repeat linear-gradient(@secondtail@deg, transparent calc(50% - .5px / max(abs(cos(@secondtail@deg)), abs(sin(@secondtail@deg)))), @ClockSecColor@ 0, @ClockSecColor@ calc(50% + .5px / max(abs(cos(@secondtail@deg)), abs(sin(@secondtail@deg)))), transparent 0)calc(50% + (cos(@secondtail@ * 1deg) / max(abs(cos(@secondtail@ * 1deg)), abs(sin(@secondtail@ * 1deg)))) * 50%) calc(50% + (sin(@secondtail@ * 1deg) / max(abs(cos(@secondtail@ * 1deg)), abs(sin(@secondtail@ * 1deg)))) * 50%)/50% 50%"
17
}}}
1718
1819
1920
......