@keyframes rwdcur203589 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeklEQVRYhe2VT2wUVRzHP/P6drq7HZelLUMDrdQ1LbVRaAv+6RgNaWIKHEzUcGiMiRw0XPCwSRMO3jx4G43RyKUHDoQLKQkRFUNiFZ01QKJpKykVF9IuUJq13W3X7XY7fethh6UBaeKUg4f9Ji+TN/n93vczv/zm/TTWkUO8A+gEJHATGLew8+vl/Fdp/2IaBN4HBjppim5qa4KILrg6x9jSNDmWh4FTFvboYwdwiB8EBno37Yzxwa4cZtgADCDohSgm5vn9i+/EAoVPLOzjGwWoWWN+xKD22J7nuuc5sCNNXUCjLhAAaoGAF1aiMaTMg8+qFqfQ27/cbg6RGNkwgEO8L4j8cHd3l0NT3SIAtTWCkNSRotaDUBUIUPQ1uy1Xirv6822hIRKOXwDNAxjqbXhGp2PzLABGQMcMhZnJt3I9a1Jc1XlhK/Q1ux7IvcWNo2eCMyz0W9hTvirgEH/JxHi7vqf1WuVtUZWmv/p199XktdFU5u6J1OLscGrixlThm+svNvS1ryLFqgewulmESf1xUxsi8ZMfAAEceFrbMoNAeHuyPyc7UmTOWdhHLezTFvYFC/vTNH8P3hr8Wq6tAPt3FAXaYYe48AvQQyySQWggNQA5yWwrYD8YbGGfnWL+NCO3BODeWzEaFBDzC9CIGS4ihUAKwVzBcFFJC7vwiJxpkllY0wtRwgqI+AXIkV+RlX1jsAjUr5NTT0SvfD3gZsgD5PwCJJldMpBCoAswAm4zURzi7z4Y7BBvlYjD7NueQ5XKf4Sr1G2yEkj5AZDA94t35t57omdL2gOi5ZXOyfTFS4MO8QgwDGSAV4GB5/fsTWMEirhKIDTFb+lwnpURvzNCAGcnuLuN3EoYoQn0GoEZLnS/te/KXp48FCV0TqfmcidNH/Uees3k9afmKCoXt+TiKrV8YtwATvkxh/sX0ZEYDe9sfaNrtAwhRAVGF7LyDEqJ1ARSSIQm+PF2JHH+h18s7EG/AALAwj6e5K8Ly2cmO4Dy4ULDuxvuS5XALYGrFM6d8OXzF03gpF9zeHgaHqsnPLDz5a4J2qN5BOUqlBu0DOYqnc/HtiVW/rwEnLSwfc+BhwA8iDeBj9sxMw3bzQVikQKNIZfJjEEya4wtTUdzLH9pYX+2EeNHAngQgnLXW0AbEAXGgTHgWwt74XGYV1VVVVVVVdX/Qv8AuIczyVAA+fAAAAAASUVORK5CYII=) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhe2WT2gcVRzHP/P2ZTNs03Wbrs0fNdpkq22qLUipyUg9eLBavdhbWqSKoF6CsOChVFBE8DbU9mAOzVEKWkR7UCmCodRJMQ3W/LG1ZGtYN9skxCSmu8nu7Js3HnYXa2kiTnLwsF8Y5jH83u/7mTe/eb9nsIYckjuBTkACk8CYhb281pz/KuMepibwBtDzILHIQ8aWZYShZ7w/w2kWGhT6S+CshT2y4QAOyUNAT3dTZ4Ijj84ihYv2Na5WKK1xPRiYahxKjbYr9McWdt+GATgk39pGQ2/H0aenSdyXQ/m6bO4pXK1wPV2G0IolN3zrq6uJSeYvWNjvrQcgVDF/Ns6mDxInDk3RuqmIYQBofHyU1ni+xvN9lO+htI8Upc2PNU+b15a6XmZvYz+DTlAAUbkf3fHKgTliYY0UAmEIhCG5PB3j1Ehb/vRQgnOpVpZLsvJJNNrX97/4+FgD9ccckm2BV8Ah2bWPtjdDr+++jWGAgUBjlN51Wn78bXQ4oxfOznD768zK3OLcePqllvotC0TDK7ieBnTTJH5GL8T6GbwUdAVeqDu43UUYAikkUgjOjDdeIf25hd1rYZ+zsL+zsE8WUMdHh3/upKBAV2pkf1MWeM0hKf7NbDWAJ7Ga3cpYAHI4NRYF7LuDLezzOYrnuZhtRvngajBDhShmDmgPChAnGobyZiPJlcIu3oSFXVhlzu/5fN5E+xrQAGFCCogGAZBADqWjSKEBiIYF0LjGnEaTugJK6+oDhS7nCSAB3CSTl5WxBER3qD3mkHz17mCH5CPAsdDu+DTK1ygflC9yFCNAJgiABL7nQtoi8UT1jQQnD7jx3pnjDsko8AWwCDwD9HTXddwgVl/tB5pf5uMKfTFojzAckpEIdT/tPX3kzgTlguwbkzPjk2KeZXaFWhSHO7KYoTSzK8vkSi5A6oeRrllyJyzsgUAAUN6Gu7fuepv39xf4+2+oXlWgJQpqnmx+nmw+x6JbYGBq22BxIm1hvxPEvJoYC7tv8I9rn3Fm3LzD9B8xgMSUYRrqTGL1JhOLrUPFm3uAT4OaQ6UXAPQzOHBw5uHNkW9u7Ys81+EjjKpxtWF5gEe+5Pv21QcuL/x6Q+N/aGEPrQfgXueBwwLjo6e27oTn22BPHCISrswqLmX1aOq6zFH8xMI+tR7jVQEqEIJy1VvADiAGjAGjwLcW9tJGmNdUU0011VTT/0J/Ae6Me4OFhCK3AAAAAElFTkSuQmCC) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRYhe2VTWgcZRjHf/Ps23XcDGtMQhrysa2RkNTUKn62E6zioWpFQS8avVgK2osHRxTBQz3ET3AKeokHhR5CL6WHgB/YorbYSWlSSdvVWpXY0m27rInZrNtNOpl918NOgyQm4DQHD/uH4Rme933n/5vnfXhfgxXk4fQAtwEKOAekbdzSSmv+q4x/MTWBF4H+O2lruLG7WaMEfp7mZPmClJg/AOyzcU+tOoCHsx3o39Jn38ezXRpY+ozl1Om935hFru6xcQdXDcDD2dVJ4ytr92wHJTpMLwYIqtmK5nXPGrn6234bd/f1AMRC84dbuWmg7eMnA8SQEKwSRh2+VxZADCNgW2qu40hp0yPz3danjHhRASSMz697+aECUAL8hbFMEQbTioHROMO/qzB/rToBA5vzTdTt9HBSUQGUh7N5E633kLKyQJxqmRO8ddwcmTpzCDgM5DnIxoaDYy91v/l4gZaED2iU0NV3R2HyqPcc8F4kAOCxug0tOXKzBcyYwoqbfPaTOTJ1Zq+N+84/5h7ycCbOv/31++s+fKKEGNXt2NZRlKPGDg/nAxtXL+OzrAS4i5bEJNlSgcyVPL9MT46ePWkC7uLJNu7wJWb288V5k0AHBFqTUEE79T7QGbUCTQT6ErnZ6t5nr1gBesLGnVtmzQXOFQRfB9cSSUwNJKMCFMnNQlPYfGIUgZ4V1jSQWOPjlwPEAJACcwIUowAIMEG2lFjIJNb4zVjaw3lh8WQPZ71CdrC1NU9QCfC1Zq6ssxQUkIkCoIBvp2amdzbSmAMEgVt7u9P5H8df9XCSwAEgD2wF+u+95fYMZqyEXxaUwPgflk/5SNQ7QoDhCSbbKc0nUAaIAS2Jubv77v++h7VPWdzwuUJGO2ncveUB2+LR1CX8sAH9cjDz5dkGYF8UcwiPYg9nVzv1/R0P9v6AkurhJIYQF1CiUCKYMSEeUyhDiMcEMQTvcvPIiePjNu5rUQEEwMYdzJD/burwrxuB6seVsTAOgK5AoHUY4Vi2fvTEWAoYimoOS2/DN5KYz/R2b0jTmcxXqxD+bVwEJYKumLND6fXjXBwHhmzcyPfAEoAQ4mng3RQ3T7bVNf1Ju1UiGQ/IFOvnL/9lneJik0/5Exv3o+sxXhYghBCqXW8DXUA9kAZOA1/ZuIXVMK+ppppqqqmm/4X+Bgv1SNQLyBWPAAAAAElFTkSuQmCC) 9 9, auto;}
}
div.testarea{
animation:rwdcur203589 0.53333333333333s linear infinite forwards;
}
