@keyframes rwdcur153356 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC50lEQVRYhb3WTWucVRQH8N8zTcI0xnYaJzUNJfiCoWhRqYKl4MKFIl0oZOE3kC66clGkils/QJdKv4AvC3ErSBcquBBFUVoEa2qttqXGmLFjMnmOi3szmcR2TDJP8ofLvfc853L+z73nrYBgCJMYxTwaOIzX8YKMYK7gFP7GJXTQLli0TQzl+SD25fUkjuB5LPQqX2X6Ph7fm+S/4jrGIukv4FKxRQIFBA9If7+KU9INzK7TnqB9g3ranZVuYQxzWeP7IpHaNGp5vtUjK4NvfmbWeJbsz/OacXgTT+DhnrOdrRhfh2AkaLQYfZuVGBdxv4hxEe48Ss4Hx4KjwfS2jffiMVa6RiY2GN2fR16fYcXaLW4LG31mJR5R6/r0CG6ihXtwIMtrGMYQxUUl9lRC4CHiybxu4BBO4oRE4EqLv/A+HsUrSXUgAutwg6Elmks0bzN1mZMfEHE4PUcrPcVnOWoqwbr3m6AzTDmMOktNnmmuag3ze1L7xIb8UCmCWqTkMr7MhTYRh0RMi7eSg1bj7Rn/8eCCsmCx4NYyX/4B1/AnT6fvcxvPVEqgF8tc/Wd106nY8mYwy8EXV51wWrya4r5S9L2B56jPkIJsKHlerBWwnSUQ1F5iZiJvFEwk/Xp20kasL2DVIjje5t1uGp4SX6T10aDZM8YGsdPvCZp7VkNuPDG6S7qr31k8AIH8zt8t8mGLlHNf41z6/NuGc2XlBCQCi9f4+mNSP1B0C8cUZtDMuttux/oRWMosRu6F5TRyX9KRAqKOhSLrVkqgSNc6/xPXb8JejHRz8EwvyUHRzwlL+BTa+IozSX4ax1Xw9/RPKvVhas/CFb2uVkr14pdBjbOJdmqU1P00+CGJPpJKciXoR6C9TPktPIhJ3kjydwou7ziBgvI95mcQB1h5OfEoBmm9t0IAzlPugwWKH3kKwbFdIwCfI45QXOR2Es1XSeD/0ER05kR5WlxIdXFX0ZSMxok87zaBHce/kmX+a3kmpBgAAAAASUVORK5CYII=) 9 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
}
div.testarea{
animation:rwdcur153356 2.6666666666667s linear infinite forwards;
}
