@keyframes rwdcur56273 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3klEQVRYha2XYW/bNhCGH1I0oyiO6yVZt6bZii7YgH0o9hf3F4f0U9ENbbcFw5Y0rq0qNk3z9kGSI9OM7QQ9gKAsUXxfvne6OysebLLjOvUFV60D6y2Lw67b70hgCd4FTpEIDyVhHgEez9veD5tIbFFA7gPWbFYgdEbn/jrcBgXWwLvDJEiEaPjOfc2qe5Z2jwJJcJMY7bN2c58YEZlVyIQCa9HeAtnE6L4fAAdTD/m0vl6SaknqOibuzh4RWAm4+OR5Mwogx5ADBmmUUniYO7yeNuur6GStGg0ZiQlsBS+APoY+Qh+hQLCwMM2GHkJFNq9YYGqBlsq0wO3vpZkEeDvH4AMMA4QhwgDoN88MhIDMHdxWMC6h0NAPcND6P/4qlnGT+gq6CrS+rk8vDJHFCTBEsicQClAa5sDEwd8O9c8n9HPQTz3eONhz3AVkVwXdEEhmua4KFjMvkF4fWQzBHyG9Y3QY1gQWBsYQ3gO/BeTPCvXKI7ak1yuZSwV591ApFyRPb5YE6FmY9WE+QKbHUBxBb4BIAZWFSwOvDbwG5ArmBSxyxFpQqZyxRuC+tKrBGSRYZGbhug9XR/BsiAybGBjlyDsLby1QwvkUXgQ40dDTsBcnsZVg3KEWAMw03FjkzSG8OYFXBZxb2MuhtPDJwoGH8zH6pzHywtcxajal7RUFQnrRLZCFOnl8DvBRw4ccigL6Gk4DHDnULw5+rFDDEZxU0PeQBzDdyN9IIGUB9j3MAkocgkPNb5GxhwuLZKD2HXwzheceKGFvDEUF2RSyNvrjGrFCKD51tPBzqD8j7VCHJZx+hLNLKEu40MjvHiYVyo6QwxGhGCHZBLIKcHV2XCHRxWkVUDSfYpytAgQPOPx+RSYlnF2hfn6PzC1cfg9/eOSkRA5GsDdGqRvIRihfokzFnCncS6LrgiWJLjsPh65eYysWfkz2xCLPLOovi7ztIxcFKndQjFAvr8GMUH7Ewoxql9AWpVQ2DADZHZdfaVgoljXzXw0HzfMeSAhotYCZR93MkY9Sn/boEo7/QxXXKHtDcBPIJtRRPKVOlYtmf4lc0NqKKxp76u+uKw05LL72ZD84mI3hwzvUVwH17RjyEqUrPBXYiroati5IBmBEIOmKTjNRNPfEsfjO1RF/agn7wJmDgYPgGslb6bt1INmeJTqiZFmOUnNlYGZgYuqCOGhyxX4XMO6KGvBVyE0tWZcE3HVGndw+0XU17Me9YFyGk+AbCKyRSCmSyiHtvHNXvEtbHpNIzTGBaH70/4Ikifg6tijjbYZ46F+zbeAJEl+EwINI7Ay+baPH2MbSm7L/AY1Yv1ynHaQtAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYha2XX2/bNhTFf6RomZZl1VFapAuKosWettd9/++wh6HYgAErWjTBimBwHEeWZYrcg2SHpuk/CXoBQoZM85x77uW914Jnmztzn/iBu/aB5YnN9tzjzySwBfeBYyTsc0moF4CHz1O/t8dInFDAHQKWHFfAest7vw93RIE9cH+pCAkbLOO9l+yGZ2sHFIiCq/219Eg4C5npgf0VkNmFjCiwl+0bb9PdtUohUTDrCWQGVgZcA7oGmv4M4ykgO6JPvgcEdhJOwmcFHxTcp/AqBTSQwVqjpMbda7hNoQXKGjGpMZOqP7cKPNuo0ZPpsJLD4EiYJsAA7AiWYzAFKp0g1lNYlrjb1/DpJ/jnNaxGMFBIJXAKSGx/aNsDOw9oC6Yi4J70sxTWGh5yWE5JrnKcynFuCnWB+/cNfLqGGw1fv0P9FbgB1XuZbuIf3optUsZugafAUsFDBp+n8O0d7jcNHzNIpzh9AVdT+FDC3RS+lDipEWNIxgaRNBjXwLDhKSE3Dm5CQRLxXsCNgnYASw1/TeH3d8g/f4XLAt4UOH2BTErEoIBhBmIEsxz+G8JkCRdLmFSoYY1dN6DWfShcEI49BXrPr4F7CQsFJoXHAnd/BXUDjQSXw6DATXJ4rxEWXGvhjxwWJTzmsNY4k0IWqxlbUx5wyEXCuMsFSYpDQ6uQbUfAyQySDMYKriXMLHyXsMqh0rhKI3bAwwp6MAc8W0kYdJFCAisFVQpGQZt2JIcSLizilwZGFc7O4b1BlBb0sbK9o4Dd3+T6LB4ZyGoYVl2cbxWUsvtOWpAGtOnqwHCOcHPcuAFt+6ITLcEhgYgVFtYGygbxcQaP33B3P2P/VvDWIPK6UyaRIAxiuAC1AFGBqEFtsj/sETuEQgJBN9MG3tYIMcMVXxCP4C4vocwRgwwS3StnsKoCOUe4B0gqoEHs9IPIrACqq8kuDEP/g7GBcY1RC5LpHa6SneevCuxgAlL3ThigQsh7YIZgjqBiTQ0HSfgKbEn47AxdQ1EwqmiHM5KJhNTg0hqRLKC/GSQGqIE5gjktc2DRv4uFYosTC0GgAg3oCpC0a0kyMAjTdNeStMuBfp+gQjCHgwRiIdjYTig2ZrzP3ZVsG4NK6877bau2CBqgxlDTdcKqJxDzfmuBAnuh8IeJ/l3aYLbgTwSeQtZ4nvt9IDqeHbqG4Rjlj1debuzUjtg0FAE/ORFFQxEOm7EK5ysWtuEo+AbtgEVnhFhNP0TyrKn4nLE8JBF7hgSC54v/F0RJhJ9DC0J3HOK5f81OgUdI/BACzyJxNvipg15iR1tvzP4H6IirPC6U+hwAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlElEQVRYha2XTW8bNxCGH3KpFbVRJFuWawNt07Q9JJeeiv7/X1HkkENRFAlaBTEadb3a0Fyyh/0Il6I+bGSAwUoUpfflO8OZkeDR5s/cJ77irn1geWKzO/fnzyQwgIfAKRLusSTUE8Dj56nvu2MkTijgDwFLjivgAg/W9+GOKLAHHrpKkHCR22BdMg7PYAcUSIKrfd91n80cVEBhO+DQIzJjyIQCe9nenzb/4nUOIocs+H7hABM5HXivgGxz4svZIwKjhItPrjsvwGlUo/FN3u5xIHQLaqmAmlaS0Ho1OjI+JnASvADmqN0CX8/xd3N8XYCSsDYgDEwrFCWWbQDc54QM3g+mEuD9MwCvC5ALMneBry7wmzW8XeM/PYeJRLz+D/99CWILMm9JDWD9ycNbMSRl6haECuSwyyEroFnA5xV+t8b/8y28eQl/r8BKPBuYbxBa47Uksw6hDHbIhT4hQ2ISIEucXgQKTGEyQ7kFolrhy2uYXEF+DWoF5gI+XEKh4MbBwiOyBvIWWPEZhwEegKaT2oWSxwok4m9y/F2B/7CAzTf4765gtkDcavxGQzOHdxI+GuStQeh7HAVYjVc56ZoxmAqAUybhXsFHDb+v8G9/gF8LxMsCMg15DmsFRQ4TDZnGixk0ug3fCDyuoAdzILAdUEkoJdxpeHcBywJ0BzqTiN8quKzhJwvPZJuA2Tlle6SAO7xp4kA4cBZKB2/m+JlE/ALi5wrmwMzA0sDUgop7QLIE93asozmY2dZXNbz4F358Dw8V/CnxlYVlBVclXJaIaQWyRrCDUfbHPSJVB0LQkPm9A28Q1xW8ugP3F/6PHOwtTEEUrq1RyuBUBWwRlLRV0CBG/SAxK4Bqb53vF+WYwDMLGKypyG62kL1H3IA3JbzIcc9VG3NlgQrBp47EFkHFAzUcJBEqMJAI2dlORgWupsm3ZLcKvwRhalhqUBqE7PbWA3jDFii7tVQoBpxUCCIVMKArQNI8SDLlwNV4VcCkv2auk7xCsIWDBFIh6G0Uit5s8FrCBBpvUVkNk/CeOwQGqLFDJ+y7Yur0g0UK7IUiHCa6tdx0IH2zksG+Pvtr2OsDyfHsUCGKx6hwvApyY3SNU9NQAvzkRJQMRVxYUhUuVCxuw0nwHu2AJWeEVE0/RPKsqficsTwmkXrGBKLnk/8XJEnEr2OLQncc4rF/zU6BJ0h8FQKPInE2+Kkfeoodbb0p+x8tIpeGvHZG5QAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur56273 1.6s linear infinite forwards;
}
