@keyframes rwdcur258104 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHElEQVRYhcWXb0xTZxTGf70t97ZZKZ1xUNRRiBn4JxJUCpFsCVuyCYumKAoaNWzMLCbDqNlM9mFmmduH6UyMcUu2D9MYJPJHEDKyaGKUZZuJLRIG4r8taomxhWSmQJdyL7Tdh9sqcIutsGRP0oT2fe77PJx73nPOqyN5rADKgGKgEFgCiIACPAK6gevAReBWspvqkuBUAPukTFtpRmUF1qJC0hyFmOxZCJJEWJYJegYZcXfjd3Uz1NqO7PV1ASeA9vkYyALOWNYUlOYcPIBtcwWCKCZ0G1YUfG3tPPjmOKM9vV1ADTD4ogaqdJL0Y+7hQ+acj/ej0+sTCs9EJBTi/rHj/Pn5V4GILH8ANCdrYKdoy6h3XPoJS/6qFxaeidG+ftzrN6L4hnYBZxMZqBJtGU3FVy5iXr5s3uIxBG7f4fpbZSi+oWpmRGKqgSydJA2UuH41J/rPJ/x+gg89TI6NYUhNxZRtJ8Vqfe4zo339XCt6IxCR5ZVMyQnDFM6Z3MOHnivud3fj+fZ7vE0tSkRW7gABwKyTxGWZ1VtFe90erI7CuM9a8lfx2hefme99eugM8Gbs91gEKixrCi6UuH6Lm3Ch8XF6t+1iuKNzEDgJnAKeTKEsAGqBvenODVkFjfXojUbNPpFQiGtFrzPa07uJ6BEVomv7cg4emFW8Z1MVwx2d54GlwLEZ4kS/HwOWDnd0NvdsriY0Pq7ZS6fXk/PJfoB9UyOwQsq0DZQ+vBv3nN+o2BoTrwbCGoIWAtCU7tywZW17i2YxrCh0Zeche30rgVsCUJZRGb/I+F3uWNi3JylOlLd9uKNz0O/u1roTRTIqK0At6whAsbUofuJ4vvsB1Hc+maR4DJPAyUH1eQ2sjrWg9hQEoDAtTuZO+P14m1oU1ISbC049bmpRJvx+zUJUrzBmYInJnqUhBR96iB61mQmXLJ5ExuV7QY+2DUT1FsUMiIIkaUiTY2OgnvP5YDS6zzRE9YygFiIlLMui3mTiZzY/JfWmjrIazPM0YDGkpmp+DMsywDioEXh0wuOcJg6QnW1CknTLUIvMXLBAZ5Ry475e9bU8jhnodrtHNCSrNYXq6kwRtcLNBbWLqreK8XrEiHo8u2MGrrtc2kwFqKuzA+xles9IBgZgr71uT9xFv/sGqOMbAnCxtXUIRdHWGYfDitOZngU08KxsJ4IANKQ7N2SlFa7VLIYVBd/5C6DOjgjALa9X7mpr88XdrbGxgLKyhVXAORJHwgCcW1j+TlVBY31cgq/1AopvqIvo4BrrPiMPHgS37d79KoIwfUYxGAS2bLFx8+bYyrt3/3kvKnIHCE6hLQA+AhqczvSSV1p+mbUb9r//IbLXdyC6xzRcPXIkLxKJlM/6cbnWRWpqFkeMRp0M9AO/A/1Go06uqVkccbtLnnLLI0HNJ/frLyPA1ami0yYiSdINuFwl5vx8S/wAR+H3T+DxBBkbmyQ11YDdbsJqTdHw3qXt6d+zTUSamdBmE5uuXClm+fL51qBnJpKdCWPYabOJ9ZcuOUgUiWTQ1zeKY/1fs07F8Qb+vkAgdPv06UflKSk6cd26lzWJmQwmJ8McPXqfHTv+CCgjgV2op0iD2W4cA6EQDZcv/726s3M422IxkJf3Enp9YiOKEqa52UttbT9nzz7uCoV4G7g2Gz/pu2FmplRaWZmBw2HF4UjDbjchSQKyHMbjCeJ2j+B2+2ltHcLrlbv4D+6GMzHzdrwItaWOozaWOd2O/3f8C+J5DuGx5yl8AAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEw0lEQVRYhcWXX2hTVxzHP0ljbgpNGqTEtEhTB6tTmdrYRBgonQ9dOjpSzGwQJgX34kNlA/+wwcZYYbDSPijShz1MJupq1PQP7EEf1LxYaG4rM6IToWtTxKQ+uDQJpPea5u4hDTS5N21aB/vCeTnnd873e875nfP7/XRUjt2ABzgItALbASMgAy+BKWASuAM8q3RRXQU2XcBX9fVCm8+3DbfbistVi8NRjSDokaQc0WgGUVwkHE4QDC4Qi0kh4CIw9i4CGoErTqel7dy5HRw9asdo1K+rVpZzjIzEGRiY5dGjZAjoAeY3KqBbEHS/9vU115w5s4OqqkoOqhjLywqDg3/z7Q/RtCJJXwI3KxXwhd1uvHr3rou9ey0bJl6NTxkhGXmC+MlnyPGFE8C19QR02+3GwP37B9m1q+adyQtI//WcySMe5PiCn5KTWC2gURB0T8Phj2rW23ki8Za5uQypVBaz2UBTUzVW65ayAgCSkSdMuA+lFUnawyqfWO1VV/r6mtckF8UEPT2PsdvvyS0tDyOHD09OtLQ8jNjt9+SenseIYkKTHMCy90Pe//G7GuCK1tpdTqdFyWY9iqJ0qFom0654vTYFiAJnga0l87eu9Edt3k6lPfOP0qFkVM2TTSsW536F/NMuwoPh4X1lyT2eOgW4BRjKHk8eBiBQ19FeVsS+339TgAeFCTpgd3298HRurk3znXd1TTM+/vo24Ady6wiA/LUGbN7Ozw+M3VIN5mSZUNNOpFh8D/BMD3h8vm2a5OFwgvHx1/PA8QrJWbE7/nr8j/mEOKVWZzSyzdcF+W8dPXDQ7bZqrjQ0FAW4BGQrJC8gC1yaH/pFc9DqOgD5mIIeaHW5alVGicRbAoGYDFzeIHkBl18FbslvEwnVQK2rFfIBDT2w3eGoVhnNzWWQJOU58GaTAt4oS9KLTFQdBqodjQANBQFGQVDffyqVBUhvkryAZDaVUnXqBQHAVBAgS5Lav8xmA8C7/cdgMZjNqs6cJAEsFQS8jEYzKqOmpmoEQfcB6k+nUmzVmYTmleMuwsq1vCoImBLFRZWR1boFv7/eCJzcpICTDf5jxi1W9QtbzD/PqYKAyXBY7akAvb0OgNOs/wOWwgCcdvSe0hxMiNOQT9/QA3eCwQVkWe0HLpcVr9fWCFynOHCtBT1w3ebtbKxtPaAazMky8dujkM8d0QPPYjEpNDIS11ztxo39eDx13cAwlcWC4bqO9u79N65qGsSDo8jxhRAriWthVxcHBmZZXlZUE0ymKkZHnXi9tm5ghrWj4YzN29ntHAlQZTKp1lKWl5kdvAD5hBUoTkge9PfvbDt//r2y2xPFBEND8wQCr+SlJeUFkAQsOpPQ3OA/ZnT0nkLr2AuY6R/kxTffh4CPtQRsKCPqjP5ENpXCYDZT7WhEy9tXo1xGtOmcUCvrKYe1csJSz74Zj8snjhyZJBJJVkywFpKRJwXyE6XkWgIArsXjst/tnkj3989oOmYlyGWzzPw8wIT7UHpl56qUHCqsjM6e3YHPV1wZlbuCnCwTD44yO3iB5KM/Q2yyMlqNotrQ5crXhl87xtALAjlJIhOdZ1GcIiFOsxAcQ4rFQ/wHtWEpSqvjBvIhdYl8YNlUdfy/41/W+hyEgogM+QAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur258104 2.1333333333333s linear infinite forwards;
}
