@keyframes rwdcur30472 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 13, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 13, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 13, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADL0lEQVRYhc2XzW4cVRCFv1N9+2d6PG174gQT/5AoKIogCCQEYcEqsGaF4BmQeAIk3gP22WeFBLHCjk1ALIiSRQIIgUMAKwHseMb29Nxi0XYAIStyRzTU6rZ0q+rTOVdVatEiRusv/iwbnJBPYJqQvPfWE+mld39pU8vaJPl0PUDdfATw83VsU6c1gJIlwx0kcEP35+puAdQzJCDAXoJur3arALLwMH1zgL5a6RjgL3naWEBp0q0FfwO4fQpmrLUCoXWeO8QE3TwLuf4jC36tsGvPQaS1BS0VcBxIbp1BowK7/lTb/kdXYHTnFQPQTo59/BpEWsvfCgBkuKNbT2M3zkH6eACHWrBz732mXpp7GrIwMRrY4L5TTEZfkK+9AZXhK7/V9Udrqz63a8JMCgZZQJmhYGAB7M+zMoPEUAhSYRr9cH4L5SYVhoqA9U12zLA+xBFKhmBzSAWQgTJGv5+gunoRChFf/Rzmt3AliBQpAVJQCoCrhxDT+hsm4zXMKmSzmCpkFcHC0gwqkXJQDiqQMlw5hFkgQySAmtmPM727CEB85gbM3Wsa+hRk4AJNAcMJNA9WKG5hk69RsgB2HE92gD0CbuAGSsAMRNMMp1k43pyJ4BEE1elv8d0CVtcfQkmhuUPczwft12kqxKYHCZI10CQERiXJ5bfRZB5mIj4cwXAE576D2e0IqgURFDnYwflWFZ//EkkQQ0TpjxBqKY/u4ygV9f79CNSCKB8PhZ0iboBCA2kVgZl6EC9+FsMH70TtVTWFRftw8dCXPb7z8gKkG0BjlW/f7y1dW3nUax9/8vrQqmeXlR830sqUVzh906MS/wlwYVFW3UUDpID75Kdi8fKTR61zEEefhHHZCAGpBKUI73YQfbr9kvmDZWSzyAbIjnUL8H19OuxeeRNUgQbIBq0XEbSwoAyFjbMB/ekcZA6Ef2cUHxZ99Wxa9GA6D9pDejyAI1tw4fqZcHJziPbmkZWgslsLTm4Ojb5gZwiqQVm3FqhvRiKYDJAegNJuASgtEHQgPyh0awGlzhIEoQArgfBCtwA9WyQAcQaxub/hOgXQTVIhL2F3Hu+1/zH9X8Qf2BH6cdcuBJoAAAAASUVORK5CYII=) 16 13, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 13, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur30472 0.11666666666667s linear infinite forwards;
}
