@keyframes rwdcur102126 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACW0lEQVRYhe2UTUhUYRSGn+/qODKKiuiMCtpFZjMYItpChCKsJApqUxD9QDSLalHgwnVfm2gR2SIoCEGIaOVKaxURSNpK8oeIuIuLQTQ6pIXWOHrntJgh7sqZbwaDaJ7dPXz3PS+H9xwo8y8h2m4QbVu+b0u03VCKppX/yZ9mtUAP0OQrNwE9ou2oaLtyTw0o7W4A74Gkr5wEFoBhYFq03WFqQJk8Fm0fB+qA10q7SV89BJwCngDtSrvrhWoWPIEcn4CzWKyKts/lmgPYwAWgC7hiImg0AYB7Q/WeJ1hHO2vu97ZWjQATzxc3Bw/uC9YlNr1UX2vwiNLujKluQcTj8dr+NgQQwAMQbTf2tiLXD9RIc7a+53iABAKBi77aas7U2p52LnbVdsPkDnQC50s9PEUbAKqAH8CGz9T+Ynbfj/EW+BFtnyB7jJaBTuAScEtpd+WvGMiZ6AZuAwPAEvAMmAIuAy+Vdpd2+9/0EPkbR0XbTwla88Bb4Bv1lYME1BhwBogBefNinOpoNGoBCDs3FIQllRlWVWqUbXFkfSeuFAtkczIO/MynZzSBSCRy2HEcz3Ecb/bz1s2tHRm6NrU6SkuQ+a/p6J3ptbFfXug00AJklHbzahoZSCQSb8jmRg20h0auTiaJNQdhJc3o7He6I9VUKK8NmFHaTRWiWXQIExOPCY8/EjYV9G3AZD2EhNlDjbGBB68+FqpTdAjDi3er8XIK6QpIAXMVPFwJL5volHYH+nuF2gx8qIQvCk6mUS/mjTSLngCAejenqMnANtAheMe6IqXolSlT5v/kN9OYxAbc4PNzAAAAAElFTkSuQmCC) 16 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDklEQVRYhe2WMWgTURjHf3cmTTShLdHmGsHyhlCqVDEYRaqIOBRUxCIuVSczuFjBqY4PQcXRIVPmODlYoeBWddUaR9EKZzF1aGlQmlZMk8/hDiyCeC9nRWh+093jvv/353uP/zvosNWxwgqIVgBpYNnS7rppvW3QaFi0uvrLWjdQAoaBlGh1SbSKmBgw+XgBeO03toE4sAIUgRbwAbgDdAPLm2HgGzDnP6eBQUu7L4A3vqlJ4L7//jSoaOAtAMaAi8WzqaaeqX2urbXuiVZJ0Sr/ZNz5Upr9WqQ/ngSOGGiaUSgUkoDMXsvIAYemaGWLVvaD0ymZPN4jfSCb1nwDzZtHExKNRq9sWFvEa177Fwb+L0SriGg11G69ySH8Hf3ABdGqq53iUEkoWvUCg8A74CAwYmn3rolG2AmUgMvAKF6mnPNDKjBtTcCP4DN4CTgE9OCloG1pd8lEy3gC2WzWFrghQq/AIWBC4HtLOCEwIVqNiFbJoHpGF4fjOCdzsbmZ69MJ3i7WuX0qw7F9O3j/ce3WakNYb8FeJ1VPbKvP490Tf6TtQ1ipVNj98Lyks9thpQGZGI+nlngUGe0rl8uBtyHUIUy/2gnPumA+CtMRxtw9xhptG8jlcvDJhl0NmEpCOQ6ujYismuiEy4Hx/cLzGCz8lLF4Gfovy8wEh0UG8iIDealWq38jWTt06LDF+AEXH6UqtGLzdAAAAABJRU5ErkJggg==) 16 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
}
div.testarea{
animation:rwdcur102126 2.6666666666667s linear infinite forwards;
}
