@keyframes rwdcur250745 {
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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhe2WX0ibZxTGf8m+WCcmG7LJTOJWdlU0eFVK2UXFELBspZTRq2Ii9HKM3is69LqXQ0iIoxe92tUoY3fzzygrlGliGY5CHUGSr1nqXJaPaZqk5uziO19NS9Uvdn9ufOCF5P3znCfnPe9zAic4weuhU8d/jgFgDijr+BI4828HNYCrwBIgwF4kEslFIpEcsKdzS7rH+CcDB4FZwATEMIzK+Ph4zjTNhihM02wkEomcYRgVFWLqmeDrBj8N1AAJh8P5dDpdqtfrTlxpNpvSbDaff6/X65JKpYqhUCivQmrKcSwYwE1AFhYWKtKCSqUik5OTJb/fX/b7/eWpqamSZVmtW2RxcdHJxk2OeSU9QKmvr890SFdXV6sjIyOmkxUgr0OAWiwWK2az2ZqzPxgMFoGicrUFL3AdkGQyWRIRWVlZ2dFADeA+9h1fAT7Vz/d1TTKZTFVEJJlMlvTMdeV0jS7gR8MwKo2GXWvDw8OmBrgBxIAh7Ps9rZ9jutaIRqOmiMjGbl08/rdqnHrzJ+V0jfOAjI2NbYqIWJblFNRd4BzQy4sG1Klz54C7eDyNi48s8f4qwo0Z0Sycdxu8A7gF7OXz+YaIyMTERFFJPtNAB6EX+BwQY3Zujw0R7pmC1yt437il3EciCFQGBgbyzlPr7u4uAznsVB9mvZ26Z9MIfVDjUVPYEOHiVcHwVXmFL7yqMLp0vnWtqcMCnh4i4KnueXbAuqs6CAPfAHuFQuHlK7js4vwVQLyzc/LCFXg8d4D33QjoAa4BkkgkTMd4sIvwDkdfwbcYvgYPLFvAfhFew6UfdGB3uwc+n2/Hsd5oNJpXEUOHnB0CakMfX94afSzCw7rwbp9g+NaV01URArwHfAHI/Pz8tohIJpOpsu/vXwMXWvZf0LkaINlstioiMpv6qqxnZpXTNbqAs8B2f39/ybHWbDZbjcVim4Aj5mcd4vF4qqOjo5tra2vPrTgUCpWAbWx/aMuIvNgOdxuQpaWlndZGY1mWTE9Pm4FAYCsQCGzNzMyYLzej5eVlR+Rt5WrLigHeBi6h/h4MBkupVGrrqHacTqfL4XB4i/2+cUm52oYBfAiMYT/Lbew/JDvxeNx0nqiISKFQaMTj8aJhGE7D2tYzY8pxYDv2HCGiC7t4gtg2O4zddAaA5uDg4BOA9fX1XuwU/wJ8D/wAPAEeA78Bu8cVgKrvxk5jjwo5A3wCfKR77gHfAQ818B/An8BfHOyKrgU48GIbTaBFyDu69ntLYMeum25I2xHQig7srDhPaxf719aPyXeC/w9/AwQNS2x+qBebAAAAAElFTkSuQmCC) 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,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur250745 1.0666666666667s linear infinite forwards;
}
