@keyframes rwdcur50098 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJklEQVRYhe2UT0tUYRTGfw3TMF2nO3Gx8EhSyCxGqRQpExdBQ5hglEkZlOsgCvoM4aYW0TIKLNr2Ifqz6SOIZBNB1B0sCg51GIbobXGvMkiGvhd00fxWl/fP8z73cM4D/zu7fC+KWh74BRwE8nEYfPDRyfkaAMaASmpgQtQO+Ijkt3pB1HLAeWAJ+Ay8A0pAD7CyVT3fCuSAlTgMDIiAFvDNR8i7B2CtGtNAIw6DNz4a3j0gakWgHxgEFkUtErVo2wwAOX1wf/l3qzUPhMAscGo7DdjPep3m61eQTMNb4EUGvY0RtWlRO7ZuDcBxYtSJWkHUgvX7olZN+2RDNluBbmBY1Aqp+CAwDMDoKEAhnYh2SsAMyZRkNvAEuAF8F7Uaybw3qFRg5QuAiVpO1HpE7bqohan2XaCZVsvPgKjNpn9zGpgiid2vcRg0qA7Ap4+QBNq9/N49MXAbWADmgSJwnCSk/spmkrAA5OIwaLblP6KWj8NgNUdKQGF3svkjvVMHmsAiniGFqAWMjzvAEUVu/9Ky48hRx+UrTtS6286VuHnLlR8vOC5cdFy95spPnzmqA87r4TZhiKI1A5wcS75HRlzbmZeitg9I9mpnHBOTjkrFpWv/JGsUF4E5QOMweJ5Fa6sPF0QtZOaS49DhTGX2TcJ+oNY1NAR9fVne9zbwHmgEU+foOjuJqN3J5MIHUYvKDx8lDbdjRJGjt3cHDayOXocOHTpk4A9acsRTzVDfDAAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB40lEQVRYhe2WP2gUQRSHP84T4mwyF4yX3IuCKY4gFiEETi1CbMxdUBG5yioKImmUGLEUa4m2loK1nX86QSxEUQhYaKMQrFwRBHnBFxL1xuLW4yz8w24kKPvB8pi3s7/9dpllB3Jy/lVE7XxSC6LWmzankMHhRVKPAtc3Q+ChqHmgB7ifIScdogZTBwP7DwRRc2lz/ugNiFpR1CZFrf97L/YO1tagImzt2/ZJ1Op/TQBwwBww+UN3aIjylUU+r6w2gAei1i9qwxsmIGoVUXOxdwqcBu51nStQKvE1fgswkrT3ArtEbY+ojWcSELUCMAoMAsTerQNjotZMxq1o+wBbyoMAz5J5DeAM8ATYkUkg9q4FPI69e9PV7oSK2lSxVsPu3gGYB8aA18BL4BYwJ2qV1AIJV0VttGt8EvCidhv46I4d3+nPnmsA74Fl4BGwDlQBH3v37ncCv0TUhtk9EoAAhOjS5RBduBii+YWQfBmHRK0pah+oz7TnHT4SmK6H8tLzwMREyCSQEH5yIGonRG1G1JrJzQK1fe1arXbm/b9Ei9dC+elSELVZUSumyUh1EYCoVVsEevsctrJqwJe0WWkFeko3bobyq+WQ9uk3gsDsqU1daJlXepb9QJvpVD/BnJycnA7fAF76tr4f6v1qAAAAAElFTkSuQmCC) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNklEQVRYhe2VTWgTQRiGH5eocRM3JdDglFKLKPgTpSxKxYM/FA8KGnoRbSm0R2+KiHoXe/XoWQoKHjx40IsQiwpq7cm/i3qwuBpsCQN+pGXJeNgp9BCTTdZ6ygPLDvP3fjPzzjfQpUtClBZXael4/IYEwgVgEjhkqyYAL/DcSjvzpDoUzwJXgbfAB1KpR4ThM+Cd0lINPHdlXQOwCNAH/CAMh4EvgLQjnpziftNvjFFazq+bhtKSVlp2rBpNaXGUlqzS4uTuPzBMThmlpaC09Nl22jGlE6OPB/QDWaVl0JYPAg6Li/RevgKwFygqLR4wDVxXWmIdb8NOSss24BxwJ/DcitJSAYrAaeA20VmHa4aUlZZpwAV6gK+2rFsF8LcdWAJeAquGugTcsOIOkFZawPejL+IVsAB8BrLAkNKSbhVAwx2wTp5bU9VL5PijwEmgAFxjfh6IfGHb68AsULXBPwRONQsgjgcABoDv9v8z8NwpK5wjSmYO8Ak4Y4PrAYaAi0rLWLOJ42RCw4UxePMadu6CJ4+x4uNERzUHHNi4dcvT5V9V6gvfWHnxnLC2zO/ZMmrm3onAc8sxF9oA3zeAwfcNpdHo7/vGXkeUlk1Ky9nMzVuG7YNR3917DMOHo3ILOn4LIHqIbNEF6oHnLiWZr13xPKVRw/hEy1U2I64JG3EkMzICH98n0U8UgFCrgZv5/wHYNFvafOw47CsSN+3+U5SWgdzdGUM+n8gDSYl11bp06dKlGX8Ai1rL5hqg4RQAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur50098 2.6666666666667s linear infinite forwards;
}