@keyframes rwdcur232343 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpUlEQVRYhe2VQUhTcRzHPy4TERMvg4HQDu4QwmT0apn6NDsMKpBhg6DLoLGbh5QRNfEUzzJWEewWQV0Wwgp5oAcPzd42tcJ6GcQOXiwGwU6ViUVoh/cfrdj29nZ1X/jz/7//+/L7ft///f6/HzTQwEFHkxWyO6y2AaPAqQ8PRyeGptbngLPAJ0AHFoBFTZF2a41psyA+BrwBngJX3WE1qynSJeAjcBy4AjwDXtUasyYD7rBqc4fVWRG8p+RVvzuspjVFGgaWS/Z7AeyewHW7J2Aav5YTuAZMAtvAN2AH2BNj0B1WU5oijQAZwf8l5pvALbPglnLADENT66tAn6ZITXZP4DvQDlws6Mnnlg0cu/yoFeN/9mJ8VQuwkkuEBkxMZDVFGrB7Al+BDowcOVnQkzvl+NV+wXkhjhBfMxMH0BSpyGkWcw/GzSmLagYulKwzuUTotJn4f2gtWZ+qx4BHzMu5REi2KF6KlYKenKjHwFFAyyVCIy5/LFWHsA3IFPTkgMMbnKvHwItcIjTs8sfSwJk6DCwX9KTs8AZfYlTLsqh6DV3+WBboB/Y25yOHrDpweIMpDPNvv7x+IpXjNJfbFOL3hXhdcHiDaWBQPOqVeBUN8G9Nr7m5CPFVoK9ka6ESt1oOqBhFBOA3gNMXzdYgnhXixZK8ASxW4pvlwBhGE9renI8ccfqi+8Da1tKM1ZpQEaa9wOWPzQKTm/ORw05f9CdGVcxsLc3IXfJ4Mcn2BH0X47RsGIVoOp+O364Wv5ZueAOYFusWMQ86fdFUPh0vdkGbGG0Y9b8duAfcMQtuqRs6fdH3/O0PANrW0sxwlzxevK5g5M10Ph2v2AFLYelud3bLj4F3wA9gH3B1dssnPqfunutwejuBB0Akn45vWInbQAMHG38A3N69H44mH+cAAAAASUVORK5CYII=) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232343 0.53333333333333s linear infinite forwards;
}
