@keyframes rwdcur194946 {
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10%,19.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI0klEQVRYhbWWeVRU1x3Hv/fNm4WBYXCGMIjgkMkwgA6LOKJEUgFlGaJtjSaxyYnH6ImpS0xT45KYpmnNYk1PjM3S1qYmTaNJVOKJSzWYRklEDO4QGBGBGZaBGZiFYbY3y339o8ce60GMyfH71zvv+zvf7+fdd989DxhD08uqFfeWVytu5j+4bFX6g4+vnDhWxq3E3MxISklVtLY0rXUKFAc12fmbM7KyC26cUSXInoj6hsvuCICIZbKqnntlSa5C1GRcu+WFwqUvndPMeeiSWp2+sXLhI1oA8A3aNaEo9dwRAMLG6KbPKk25ev7Ux19uWVWeaLtUu2r1M7n56//62uX2qxdmVVbvUk/OKbY7BkM/BkBwM8MTiS5bsu45AxyOd44cPlD/bcM3H/HO/v75eelGQ3GJZMZ9JTn7d++MT0kenyhPGt/Z29XR80MA2NFuLlj0GLu/3ZwrDXGhaDTyvyc8VvuvHb1ud/f9P1v4TmxymqZlwe+xgbVU6NPTKnYmyHcIFEmbP3nv7d7bARj1FcikUimvSlWo5XEi0/kz8dd7psZTR//4yovz2ros5mDOTATcLnChENY//5vl9+bo67ImTa760QCJKlW8svdKklYmYcaNSyi83nt41bMs/N7W19/a9hQXCCBJJkXQ68OFi5egzczUvP/+x0dWrHjqrTVrnpX8YIB9n+6Om2/Ii+e5MDIyM+++3ktOSv7vBRuXwIhisPejnVClqKhSoUBDwyna1nYZy3/51GqPd7hmdrlR+oMABqx9yYuXPSnxeL3ILzD83/cvFosoAAj7mlPGv/4o2rs6OutO1DFpaWkwGAqZC+fOoe74V3jjjXery0pLvymeXaW7bQCZTJ7ARyPw+fwomGIwlM6uiLvmbd24hgJAdrJKuUB7V2RgyLHd7RqGpbsXIpGIFhYVIV2TToeGbHh27bqCXzzwQM3MynlJtwUgEoskPCNANBxClIckQ5ux5MaZrGx9Yp5hpl+jzfowHA4PWK1WxMbGMhlaLcTiGMbhcMDl8WLlyif05VOn1NxXXpX8vQF4SsH5ORCWhcPhQJWxet3GTb9Nv37G7XEnNTVdhGLcuMUCoYDt7u7C8PAwVSqVkMlk1Ol0wtrXR8O+CB5btrS4xYNdebOMcTd2jXoO8EAkwIUgEgoQjUYxcaJm4vF/f7UNwHwAYFlWX1RUPCMvf0p8lXHedoGAgcXShYb6kwwAqNVqJsJx4Bx25p9XO7DRKYZzzT/KnI+Ofw7Apuu7Rj0JhUJRSknpnMUajQYcF4CAEGRN0meJxSLF+bNnnCtW/6q2pGROYl5ePmVZAQkGg1StvpukqdW0tvYouUsup6FohDzzRT3dkWgg/vHpVHdhH3lksiY2tWj2HlPjyeBovdcr/80//YUbsI/wTc3tvNli41tMXXzjme+im57/Xf++msN8kOP5ra9v51WqZF6hUPJTCwz8vppDfO2R43zl46t4xWt7eXxNeWw7xM9bs5E/cOAI39J0ha+a+/P1t1yBDz78mGls/Hbx3Op5cV6vF/IEOWVZAenp6SViqTTOaKymmzZtIC9vfpH6/T4SDPqptd9K9uzZTXMmTyITZ86lhwRppPCr7XSdjCNzcvWUMkIS5Xlkp6tnBmIT91y5dNYJ3GQTWm12v91mGwpFw/AHgpBIRAyN8BCJRGAZBsMeN/PJro8glUoZqVQKsVjCsCwLAMyrW7dgisjHrLd8jif1mYxGp4NzxMtEAl7A64KDlUlPn7u46FrXqAB2l8szYLWaa49+AZOpFcFghPKEh1QqpYxAAFOribqHXWBZllJKQSmlhBAAoG63C3s/q6HVpSVobr4ICY3APjJCP3cI8Egz8GRHPAYtfbIxAd589SWqL5hW19vTjVAoDK/HzfA8QCllZBIxbNZ+RqFUIhqNMgBACGEikQgIQ5jNL/8BHZ3tTIjjEEhKjzyNKdgkyGcO0VTo/RZskZlCDy+sPjwmAABYB/pOBgI+DA7a0D/QT0WEQMT5qWlgCM1tl2mhYTp8Ph8NBALgOI7yPA/tPTpaNscIi7mD+gN+SISsUztowobAWfq27DJema1HbqqKxiQoI9d6Rj0HAKD24P7T2fdonUqeUXSaTIxtxI/N59uZi4UV0JmdzIOZ2ahvqGfur/4pIpEoc+jQZ3C7Xcz2bVvhcDgYUUwslP4h70N52iSPYiLj5UIYCEZxqcse6bX2Oa/13PSPCAAUUuk0Viqd9MFglP49IYf05ZVR4amDpJx3UzpkI4VFxfTMmQaSlaWnEmkMaW66SFtamoh+ci4qyytCX1wxh9rS8mQ7z5npvhEl2VN/Cke2vNAoSYj/82BPZ+iWAD0uT/j0pMcWuSuXE4n5AirP7CYb1ApUFUwlXISD3+0m6gwddv7tXdLa0gwABADW/Ho94mOl0W4qkA4xcQI9vGS+CrAc3Ll2wGpefq38lgBzFi11d+x/ryKT61Y9nyGDMT+XhnmGREJByqpSya7mNsqYO8i0e4sxo7AIquQJtLzCSKbkF9DGs2fZpdUVglzqwbR70vBt3bGjNTV7V9/YQcYCAIDp9y+MnzFB6dDlGFhddjZslg60DXN4TWvELLcJS3xmeqyhIcKJYkWT0iZQ+6CNsfb1oKfHAkop5AkKhIPBA+PStAsOfvpB5Mb8MVcAAPraWzkGJDVx/ISpWempOGwZxhvCAlrc+SVZIQfVZWYyx3U/EYTFLJ2bpcWJ48eIfdBOw+Ew6e/vR2tLc+fg8Ehly7nTgdHybwkAAGmFJaccV1uMdUhRfSrMRZn5KFmqjkMoGCDbmnpxkpNjJd9HrnR2kG9OnoDdbiNOpws2m+3DcYrERz0u59DNsr8XQG9bc8BNhee/u/BdRhFnkhriESuRydEyEsFBlwzrYm2IEQlQ9/Vx7+mGejvlmc/cw66nwWN7IOAfGSv7lnvgRs0ordBytp518lTdkhP2KJvq69yRLKRDRK68RMRxV+3WnqvmK63e2829bUnkiiRWyGbd8aI7rf8ACO79tcPwELUAAAAASUVORK5CYII=) 14 13, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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}
div.testarea{
animation:rwdcur194946 1s linear infinite forwards;
}
