export default function Speedometer({
  width,
  height,
  className,
}: {
  width?: number;
  height?: number;
  className?: string;
}) {
  return (
    <svg
      width={width || 32}
      height={height || 32}
      viewBox="0 0 32 32"
      fill="none"
      xmlns="http://www.w3.org/2000/svg"
      xmlnsXlink="http://www.w3.org/1999/xlink"
      className={className}
    >
      <mask
        id="mask0_1417_6797"
        style={{ maskType: "alpha" }}
        maskUnits="userSpaceOnUse"
        x="0"
        y="0"
        width={width || 32}
        height={height || 32}
      >
        <rect
          width={width || 32}
          height={height || 32}
          fill="url(#pattern0_1417_6797)"
        />
      </mask>
      <g mask="url(#mask0_1417_6797)">
        <rect x="-8" y="-22" width="92" height="101" fill="currentColor" />
      </g>
      <defs>
        <pattern
          id="pattern0_1417_6797"
          patternContentUnits="objectBoundingBox"
          width="1"
          height="1"
        >
          <use xlinkHref="#image0_1417_6797" transform="scale(0.00195312)" />
        </pattern>
        <image
          id="image0_1417_6797"
          width="512"
          height="512"
          preserveAspectRatio="none"
          xlinkHref="data:image/png;base64,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"
        />
      </defs>
    </svg>
  );
}
