@keyframes rwdcur20576 {
0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFA0lEQVRYhcXXb2hV9xkH8E9PsniTZfPW3GmIwTtG0NaKBOeUUDZLpaFg8mJuC8N27d5sLRRbaVpWCn3RV7Jp6tSpL/ai7o+DuDoZMRl7UUaoIlpbgrVGamLrTa6pplspyU1uM++5e3HOhSxNYtK17IEfB37neZ7vc57/hztTsACez01lCwCvip+3F6m7PD7F+CzagCSa8ApW4RImF2HAC3geI/gY+dmY5nJvHXZv4fEaUjWRcPkiwJfXMJUitYUfYDfqZ2O8a+bFJr5Z4OzTXFxO+RrW3kv4KdvQt0ADGpfQ1U95hvPXSRxgfSX3n+badMaZHqgrcPYVgq+zvprxC+SPkcEhpBYAnsKhYwxfIF+Gr7F+H8EkZ8zhCaKYH/k93SejuBXLKK4md4Le39CJh1ExD3gFHj5M5wl6V5Mri5PwL4z8jr/jSIz1Xx4IsGEL4aoodufLUECGxDs05NnYylOYmseAqVaemmDjOzRkSBREmf4Nzq+g/HtUY8M0bIHo8m8pzl3jZieDa8glIhuKd1PoZuwhsq10FNlfpL9ILj79Rfa3sO8hst2M3R3LJiisIdfJ4DVupjiH7pInS0mYwK4apsZpP0amyNRlGn5N7b8I6gn7mPgqwQccvZffYiCWb7jCz9L8NEfYSNUwwTLCXXy4joEiFY+wqpp9/4wq6lcIZ7owhUa8cZDOPVztYWwlhSLFUxR6yL7M9pmCL7O9h+ypmHdlxDu2h8E4f96IdS8kkaXQ3MJfm8mOMlZS/Go6ffPnnG2KlIEmGp/g3NF0erRk6ChjzWS30YXmhQJPpwpopWOCXA/Zo+n06ODSpZ9cYiigTdSmqwLa3mVoIJn8+NV0+mYP2UkmW+mYrms2+kwjmklF9l+h/E+8fovnd1L/Ey5fYdUk34FK3ryHzB9Zu5/hFezZwdZ7uH0Xzyz2y2ca0F+M3d1EY0BbJf042U5Ve+SFk5X0B7SVQlOksRjx/W8Ul1n1tKsqfKuZZQWyBbKxEdXxu5JcdZHcnfR/qbP+C6EvOwQLTsLjvH6DX+ykbq4k/ANrD3Kjjl+2fQFJWAEt7JtehlfnKMNLDF1duvSTo+n06GLKcK4cSOHBVro+pS1HGFL7+PXrqdPJZP4Aw5t5DxOY2Mx7Bxg+nUzmn8xkUiG149zO8+PWqBE9aIGNaLkohmcO07mXwe5ZWvFLs7Til9he4vlH3Iq7GdvL4OGoFZ+JdS+fzQMJvFjDY0voeo1gRfQViUfjwVJPuJmJB0juYGucZNXxadzB1jz5bQSPEmajZ9U4iRXUvkawhK4aHsOL08NSGsfd8TgeOc77q2eM4564t883jlvpaCZbjGXE43g1ueO8f42RaeM4QTQWwziWe+7jR9f5sI7wA1qmCBLxSH2X/Fe43EX7fKXTQsNe1u6iaje1eYJBqmq5mCG8jxu9/Fm82JRCEKKvl2CIxCQbVnKrgttp8usYqORCNwfdYSU7xaFK3l7HQDreCQv4iE0ZKnojzL4Y8zN9oO7bvNVBEEZf3DfCuoBbP4x+TL4f6ZqXUjh5gvICtbVc/IhNNQTPEr4V9Y7hEvPMMrxRRlM74RBX/o2NVD8S/ZjsXAC4mGfnDuo3kggJx3n7WcJK7p8OPh/V4ch3ObSMN2t4zuIWilQNz6U4tyVa54+YZx2fi5J4QJSxLyxWOJbpjnUk52edmwJRpXyeqZkQlff/deLeEfw/DcDuvS99ucsAAAAASUVORK5CYII=) 15 15, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRYhe2VMQ6CQBBFnxZUhNYLWFFxEnpO4C28gzF7DnsbjkFvZ4iNCfW3GawMDrA2Zl8yzebP7CfMzkAikUjMRFAKToJOMFh0dlbOrbd1XipBJghAC/RAA+wsGuABtIJgWs01M2UgMxMXQTGhK0wjQRbTQBgLO7Sj0RDr8lJwn/ryDzmFoPf0hKcHDkDYwNNrwLRny12HdXi1IK8SdDEMDIJ8QV4uGL7pXM/wl3gM3ID9gtp7y11t4ArUCwzUlruOXz9Db8E5g4iog8iKekfxqGljj+L3MrLfcbR3nltUdtZH3wMfzHxdx1E3YSKR+HteynGMefnsNasAAAAASUVORK5CYII=) 15 15, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRYhe2VMQ6CQBBFnxZUhNYLWFFxEnpO4C28gzF7DnsbjkFvZ4iNCfW3GawMDrA2Zl8yzebP7CfMzkAikUjMRFAKToJOMFh0dlbOrbd1XipBJghAC/RAA+wsGuABtIJgWs01M2UgMxMXQTGhK0wjQRbTQBgLO7Sj0RDr8lJwn/ryDzmFoPf0hKcHDkDYwNNrwLRny12HdXi1IK8SdDEMDIJ8QV4uGL7pXM/wl3gM3ID9gtp7y11t4ArUCwzUlruOXz9Db8E5g4iog8iKekfxqGljj+L3MrLfcbR3nltUdtZH3wMfzHxdx1E3YSKR+HteynGMefnsNasAAAAASUVORK5CYII=) 15 15, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRYhe2VMQ6CQBBFnxZUhNYLWFFxEnpO4C28gzF7DnsbjkFvZ4iNCfW3GawMDrA2Zl8yzebP7CfMzkAikUjMRFAKToJOMFh0dlbOrbd1XipBJghAC/RAA+wsGuABtIJgWs01M2UgMxMXQTGhK0wjQRbTQBgLO7Sj0RDr8lJwn/ryDzmFoPf0hKcHDkDYwNNrwLRny12HdXi1IK8SdDEMDIJ8QV4uGL7pXM/wl3gM3ID9gtp7y11t4ArUCwzUlruOXz9Db8E5g4iog8iKekfxqGljj+L3MrLfcbR3nltUdtZH3wMfzHxdx1E3YSKR+HteynGMefnsNasAAAAASUVORK5CYII=) 15 15, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRYhe2VMQ6CQBBFnxZUhNYLWFFxEnpO4C28gzF7DnsbjkFvZ4iNCfW3GawMDrA2Zl8yzebP7CfMzkAikUjMRFAKToJOMFh0dlbOrbd1XipBJghAC/RAA+wsGuABtIJgWs01M2UgMxMXQTGhK0wjQRbTQBgLO7Sj0RDr8lJwn/ryDzmFoPf0hKcHDkDYwNNrwLRny12HdXi1IK8SdDEMDIJ8QV4uGL7pXM/wl3gM3ID9gtp7y11t4ArUCwzUlruOXz9Db8E5g4iog8iKekfxqGljj+L3MrLfcbR3nltUdtZH3wMfzHxdx1E3YSKR+HteynGMefnsNasAAAAASUVORK5CYII=) 15 15, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA1ElEQVRYhe2VQQqDMBBFH13mACKexhO4FC/rGVx4hq67TkF+N5OdbWOc0lLyICBh/uRHJjNQqVQqBxEMgkUQBbIVbW/41KESBMEq2ASzYBQ0tkbb2ywmCORpIJiJq6B7EddZjATB08CaEmfEJqOr1+GD/dqnN9/RdKY5XxNWXHOBbhYsHgaiYCzQTYLoYUCCpkDX5tTMpcyWHzkG7kBfkLs37Tl+oQi/+wwt4ZFGhGsjsqS5rTjF3Lxb8d4wmuyptfadhpHvHNgx83Ycu07CSqXy9zwAJRmmB4GxVNgAAAAASUVORK5CYII=) 15 15, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur20576 1.5s linear infinite forwards;
}
