@keyframes rwdcur213951 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkUlEQVRYhdVXTWhcVRT+7nMIWUmR4KKImxQh45SKFHEh0lUScWGRUrpQGVSmtVODdChKM0Mpoa1S00qtYw3SRbGtVhcuorVZhbqRIoVgnBR05aKUoYh0UUI47/tc9N7Om2HSmfdGEc9m3rv33O+c852fdwf4P8tBd3PooLs5NAhGNKAPUwLfGQTAZT047W6NCPxNYCRw9H09fjsLziAMHAawQeDDAmeygmRioOqaeYFLAnOEgTATuOW4NjXSYmVlYBZATmB4zwmczQKU2oGqa44LnAzGBcI/T+53jcm0eKlSUHXNCMCSwAJhEIjkL2GNGLb5lJ5iTzAvaRl4U2DBR8wEC/RM5AGU0gD2zUDVNR8RuOKNzRA2JnCfj75O2K8xbJqwnMCxT/TMn/3g9mSg6ppR1TVLAlcAXAIwekyP1QWuhfwLXD2pQl3gqMAvCVvZ7a7uKbnFnvgPVKi65jju5fwzgSbwwFFtvAu0ii/UAAB8rKdXBb7rdT8VuPSGWxhP7UDVNfNV1/xO4JWQc4FHjmrjatBJRH/fAQCo69lVgTN+vSDwStHNX37NfZvvZqutBqbdrRHcm3Al+D4PBUfY6Q7atxG2VSBi2M+ELSa6YYiwfYRFYS2GGWFzAg9d1K7bbQ74L9oUgGkAG0KE3SLtpD5ub8O25+R7Qu8vwo4IPPW1imu5BKURgChJZ5LeTsOdxrvtt9ba3iMAuZD+thS85/541OfvdSRGrW+9tsqPYc8L3OoNXhe4mIh6iLC9hEUJJ03gWYG1r/RKs2sNBDngfi/42T6e8PytkyqcCTpld21W4H6/d+KMnquEvaKbL/nOCSwtCKxc1K7lTltdu+C4Ni1/qCcmCHuBsIbPYe1td3046CTzTNj9s0U3Pyyw5qm/AeDFC9o50c34ug4EOaH8DwK3ECz7yv5gr/tpGGivieCAN35M4DDBMoDN57Xj+wfZ6HsUl921EcJWBIY+f1LglHfkdIy1X3zkwwDGzml7XzekVF/D3e7qHj/hQmFG4bnV8yx/oZfr/WKm+hoKnBPY8NRHiRoIxm8InEuDmcqBOW0jYZXOXo9bg6ZyXjusN1JLMt0Ji27+svytKDFkFi5o50RarEx3QsIqMcziVgpMYKX3yX/IgXPa3iDs80Qazq7X5/+KAwAgsEbYHcLuCKxlxXko68FlfHM3714ioB8v6dWFrDi53irri8CPMPj/y/9W/gZl6MwVrd5buwAAAABJRU5ErkJggg==) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5ElEQVRYhe2WT4hTVxTGfzeGrCV0LaIwWKoZF65ciIgUFDcWERctiFCpNVIlC2EmNgwqqHSgSGinrrqoSuvStgy1ylCKK3Go/8GNq0GCyOyUeN53XHjf+CbGad4LFAseOOS+R+73nXO+c8998N7+zzYW5spjYa4yDEZpyBjqjurDAISiG8fD46qjh45Kwlaf9pVPi+AMU4EWUHW0HJgoClKoAs3QGXF021FFGMJM2LpvfORBXqyiFZgEKo6IXnY0WQQodwDN0NniaEeGPPXth8OtrXnxcknQDJ0SMCus5ohY/gVPsDvCRtu+QYNiDlyBSD7mqNYn+9TXOmoeCNcHxh3oj83Q2QLMOjoubN7RV8LaGeLvhA45mnc0IWz283BtIDmWDKAZOiPN0Lns6KqwmjActU75irOOuvEZR8/P+vq2sPH4ruboyr4wfXlv+HXNUhx9e2A8PK7y6px/weJuV8y8K2yzow1R+xvCZoRVhNWFlV697yLMEmzKUeuC735jWC0KYCzMlYE6cAyoAn21TjOP5Avr183YzTZmuk7laV/yvZZylnslcVSKv7wtgKXIM7Is8ohVpkf2vhIcDY8+cDQB7I9DZkECR1OOnifYplQCYTcdzQirJHS/jPdDmr05Oies9bN/+qSXq28TnvaVT874qoPC1gn7PZNdKcHuf+u1hrC/MhnP/OCbGgndu1lyR9PA6EXfc7Af+Vsr0GuHw62PhSbjOX8q7JijDx3VYwDtSH5SWNXRvQQ7ct53/fFv2ANPwnq4UXLUcvR1JFWarbCFtaMTQq2f/JOBpmGuUXwgXC8J+ydWYlHDxfUdodFBySHnZfS9b5SwI71dn2qeYI085FDwe2BfmP5N2PbX2QtH0+d917a8WIW+B4Q14oTLHrVGEaxCAfzoOx4k2FRGgnMXfPe9/ywAAEetOF7nHbWK4iwruvE2l559FHa+cJK/f/HP/iyK03sX5DJh7WH2v7d3wl4CqSFTZCAWuc4AAAAASUVORK5CYII=) 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,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur213951 0.4s linear infinite forwards;
}
