@keyframes rwdcur183842 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhc1WW5KEIAxspvZe5maEm8WTZT8QCY+oM7ur21NUCYLdCXkM8E+gTxG/AAD8nIjX/vSQiFcze0BEFRCfEfGart4oohUQzfNNIuYeuFHEKCB28z8WceyBG0SEjUAHy5MrJMw+JCKuQCKangGAr2ElYbwGK4ChVsSMeFmWqThfCEObXyY5GxARLRCRfcxQ3vXUYwykzVJFcTk2i5shIkqdpR7WdR28MRdQyIGwX0WeN4dm5L3bj2BFVAGW/OSwJT/cjNZ6oAotIvpuGMzc9YKidUk5VD7ek7bkActCw9kmso0INc8QkcHV9gMAkFLNX6JKVMgtUuKp0B575HsRrqoKVWXmJlOYudvRDmbWsQ6MsLLVu3TmBGYGM4OIICJgzhbGWC1NXYG7VorfABGBiIJ1f0nenhyYVcJTeHHPAHKcbEXHvMsRErmLAX6TWkRUgXGYO0UXA/bW6ySfuxoDPrSdxK6HxBj3thIAhG2/hj1n3ufMmdDY1dR6O59lShmbt34ShLUceYWnXy92i7P/Mq52QW+tWA98lAW5rx/9AfGwrmupD3s6fHwFR/9yelKPHDhvZqconvDacSEGMJD/ioACe6+Tdy7PN/V620KoU6pxAAAAAElFTkSuQmCC) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur183842 1.3333333333333s linear infinite forwards;
}
