@keyframes rwdcur98764 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhe2XT0zbZhjGHxvjJK4xjQUOtGxq1RIyFIUmo1CqbhVLKzT1VkELbZV222XaDjugHipN3Dn0sDMqE5cJaVXFqapUqX821HZoGi3QqGJIDREBQqNAEuPEsfN9O3CbOMQOpFLV52r79/70yX71GKg8g3vAsB3f1c7ONQC+9zK9t6dn7K/hYepj2TG7DLaC+c6Q13umRZKKraJ4BoCzqgIet/vStXPnfATInlcUn5vjLlVTQLoSDt/s8Pm0bV1Hq8ul9cryTQBStQQCfV1dfjCMBkrZGkDrrK/3AwhURSAcDF4PHjtmQtcBAEVKcdzlMoN1dderIeAdDIcHGxVFBcuyksMBhlJW4Xn17MGDgwC8VmCc1emKLJ8+6/eLKJWKyVSKvx+NwkkIXIQUAwcO8DLHnU6b5qJVbrmRbw0NJebGx+nwwMBsb0fHGICvgpI01q8os3fa2uhQY2MCgLxfAqGvu7ufKpJ0AwD/v2u8xDA3ukXxKYDQfgl8eKmp8PkAgM+ws4CSdgCMlZs5jjsxcPLkTw6n81MYBhtubu5qFgRhLZXSHiUSMyiVSCGXi/8ei/1iAi/LYloR+MTjmfi+vz/Q5HaD6DppEoR1F7CeU1Wnf2PjS6rr7OrKCp5tboaWM5mOcphWTyB05PDhbwRBOEQYhvgaGo5LDoe4tb2tLqRSSyCEzefzq2uJxK8m8M+eC+ySEHa++TTKHPgxlSbUFww+bhDFCHbfhJEuQXgMC5vQ6h4wLp469fNoJBJx8fwFR23t58vv3qlBQbj1hSiO/NjU9MNWqcQv5POjALRygJZfQk99/bcPRkbutLW0FFczGf7h1BTqXr9Gs9NZjBsGPxyPf5c2zfFyeZb7QDKTmf4zGtVAqeaR5XTf0aNpmWHSNQyjzWmamjbNaSs8O4Vk8e7z57/Fk0nRLBZJNp8HpZRsGIb4ZGtrEoClLmCrkv0RjU7Mx2IczzCghKCWYbCk69xsoTBhlWW3lM49mp9fMAxDoJQSAgh/53ILAOaqJZC99+LF7dm3bwUXx+FfXReeZLO3AWSrJYCkqk7enZl5wwHSw83NxTSlk3Y4lfyaFV7FYs8SuRy/VChMAyhUwLKd9ste7xqAdruA/wCl+zp5py5RYQAAAABJRU5ErkJggg==) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe2XQWgTaRiG35n8nUzG6bSZpVOEVCjaNCslbdJiq3QpNYrKnhZWbVWirDfBg5QehKV3D548FgtepAcRD9KLsNrdal1ZrKY2LFVwGqglGmIznSQzk+T/PXgTD51JzcLie52Z53v4mfl4B6g/YzvA8JzI2YGBDQCR/2T66MGD039PTLAIz097ZfB1zBfj4fBwSFGcLlkeBiA2VKA9GDx17siRCAWMo5oWCRJyqpECyplEYrI3EikVbRtdgUBpVFUnASiNEogeO3CgBxxXAmO8DygNtLT0AIg2RCARi52P7d1bhW0DABzGsC8QqMaam883QiA8lkiMtWmaCZ7nFb8fHGO8JgjmSGvrGICwGxhxO11T1UMjPT0yajUnm8sJc+k0REoRoNSJ7tolqIQcylerq2652416dXx8PTUzwyZOnlwa7e2dBnA4pijTv2ra0s3ubjbe1rYOQP1WAvETg4PzmqJcACB8cU1QOO7CoCzPA4h/K4H/X3x1Ph8F8CM+L6CsFwDn5mZCSN/x/v7LciCwx7FtOtTR0feD369uFAr5xbW1F3ytxhummXms6zeqwIsdF+jq6Hh5/8qVaGcwCNOy4GPMEhizzGJRLJqm6LMsrGYyuDg3l9INo3fHBQgh8ZFQ6HKzKO6pAfQnWY5rPl9r1rI25w3jOU8pbxSLmSe53I0q8HzHBb6SPnz+5vPY5pF/T72JH43FHgZlOYmvbEKZkGRckh7CxSZ0uwcqvwwN/X4tmUxKgvCzv6mpf+3DBzMmSVeHZXnqUnv7pU1KhZVy+RqA0naArl/C3S0tv81NTd3sDoWcd4WC8ODePTSvrGC3KDoZxxEmdf1ijrGZ7fJc94GNQmHhr3S6BMZK7aqaP9bZmVc5Lu/juFKqXDZzjC244XkpJKt3FhdvZ7JZueo41CiXwRij7ysV+dHm5iwAV13AUyX7M52+tazrROA4MErRxHF4Y9tkybJuuWV5LaWpP5aXX1UqFYkxRikg/bO19QpAqlECxt2nT68vvX0rBQjBa9uWHhnGdQBGowSQNc3ZO8+e/UsA5cHHj6t5xma9cOr5NbNe6vqT9a0t4Y1lLQCw6mB5zv7T4fAGgP1eAZ8AYRs+kyEgWJ8AAAAASUVORK5CYII=) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98764 1.0666666666667s linear infinite forwards;
}
