@keyframes rwdcur117480 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 10 13, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
84%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhe2WwW4cRRCGv6ru6e0dry1rcaLESCCBBAiJHABx4mkRL8ANiXeAA+KQAxIiISJIRPHaHs/09lZxmLXjkCB211HgkH80t5mpT39V/dOBTRU4QGlwysbvbCDd9MHJrfbLyVH7xassDhA3BtifvheidsPj7r8BYMK7muPpK62+MYCgFrlD1tnrAxAUJYqiOExn7bzJKb0eAEElkiSQRFF38mcffz4frMRH/KyAXUGC4bsDvHwLBJVAkkCUQApZDj/54N7Rh+9/dDvl1KJEAhElXn1DdgN43gFZf0zHK0yYhUCSRo/v3n17Lk9/j9P99na9KAsMw6hW6bErR8CouwOsi0sgayTHxKxp5cBDuHM0v9UWis7me8f9k6cRx2xFT496oXPWSDdywDGEiFM1kLQhhURu2jzf25+lyZA5mO8dnxYpbljt/cwqxQodhuHbA/zjDLhT3UEEzdPmIKWJTic57x/OjkKijc0IKOMsKLK+bwywLqqB1Ewk50y7t5ffyjkDzmQynYmABlJoJEsgi5J2KQ5/b4ESEdQBM6otvdQifWpS2zQNw3Ig5bxflxRW1NXKixt1vQFb2/88gDCun6CiRBHUjVqX9Kq5DRIY6mBNM2nLhZ/5iupG8Uq/S+9fBFhbL4GocbR0Weitel0O0WKInC/PCU2Y2ZLeVhQrnPlA535t9QTdBui6A0ogSiQBWKWYYabE5dKz4Zz2CwbvZzLue/ElxX29fpf7v2UgXZ8BEx9j1SvFYQykQHI3FOekOyE0qbUVxQY6wDSSrF5LgC1j+bkW2PJZqok+Wytb1Yw7J2cn1KXV1QULrxRpSCKoOMlX1F1m4cUgqvQAPm4EBnTd0J6en9ufiycMdci+Gh0K498y+orqW/b+5QDXte6pOf3J01Pu/3JfH/7xG+k8RK/judAv+z4m6CvIgZfJsYvTbvH1t1+Vh48fpOaBPLqEWxU6GVNzpxjeGMA7+/WHH79XOQx0i667KnY5rDfQv9uW9J5M9Z0QVTUGaMOx7IVPb1j3ShudCe2ifjP8tPgOUcArssVh9o3e6I3+7/oL1etrqRq3sKUAAAAASUVORK5CYII=) 10 13, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
}
div.testarea{
animation:rwdcur117480 2.5s linear infinite forwards;
}
