@keyframes rwdcur193322 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhcXVf2hWVRjA8e857znnvttkypyu5pxbzmkquM0y29wsspTs1x8iiIvEkAoqY5VSViImpTJqRBGFRmqU/ZFk2yxIjJg/wqgQ5xI1ZS7T3I93r/n67n3vu9Mf9920pf6xux8PHO49l/vwfO5zzuEGgAvAGeAYwxQWSACLhg2w8K5UK8TwICRAcYHDsvnpUgh2DjVC9twMF0JeO+lByCFEyL4PZk0dxVOPZQ8Z4j+AgDIYJ0hZ0RhWLikYEkQvQEqFcVIxThBtDBV3ZLF6+TQp5eAiJIAQAhNMxTgO2hi00RijuXdWNm88XTyoCAmgTSrGBDHGQRuN1hqlFdoo7i8bz5srZ8nAICGSAJP8eq94L0IplAqwoDyPjavKBgUhAZT22t47koW1Vijt3S+cm887a+4ZcESyA1e/WiuF1t5QKuAN7Y2H75vI++vmyYAUA4ZQAEoliyfXvel0J1WbDnI54t4MvhPIAlp9A7RRve1uOt1J1duHiETdNcCXN8mN+S3eC+hZ7+NnwlRtPEQk6q4GvgeeAxY4RhS4ro0kujkAfA58BYT9FgcQgP10QzmRrm5e3PQTkai7Fpg0KdepXLowgwdK05HW8ndrjBPNXdTtD9Pwa6Q15trHgW8HBPDKihnUbG/sKf7oM4szS16ozEJKAUBbe4z2jnhvUvP5GOs+vsBfre4TwDbfACmg27IauHPl0jGLnl2SBcC5izG+3hfil2MRlISKkjSKC1MIBATtYZfnN59z28OJmcARP4g4sAqomDYxaI/vnmZP1E63W9ZNsFpxEXgLqAAWA3tLpgTtrs0TbH1Nvn39ybEW2OunOEBm8rq9+qUce6J2ut23pdAqr/iU67z/3oK7R9j6mnxb926ezR6jLFDQ3+KSq0dpTlnRCAA+q2vDdakGfr9Ozst7D/8TuhRJIISgeHIKQKkfAABpKTJ39CgFQNMfUfCO4fUiGnc5cPa8tylvHa0Acn0DYnEbTSQsACmOBMi4SV6GY7wT0hW3AFHfgLhrj5w82wXA/LJ0gBU3yJmenalm3zbOAHCqJQZw1DcAqNv9QwiAB8tHUjQ5ZRGwHjDXvDNVSr5Z/kgGQgguXU7wc9OVMPDjQAA+2lHbHm65EMNoySfr83ho7sjXtOJPYBewPztTNb66bGxe6Yw0AHbs6SAWtx8Akf4CRJ955e35zvZtG/IZle5tyLZOl1PNXbS1dTExxyCEl/LdwTA1X7QdA2biYw8E+syPtIYSHXsaOucX5Dpi/C2G1GCAcVkGEt0IIQhfTrB1dzvb6kNHgXlAqL/F4f8d6InZQPWkXKe0tCiNnCxDy7koJ1tiHG68Eoq59kNgLd4v2VfcCNAThcAcIAevzb8BDfhY877xLwo+T9AVmgYjAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhcXVf2iVVRzH8fdz7jnnubtO22y7mzp/ROsi7rJcyKy22aqllhjDZBGEVGAaVMoUlwiKYbAJElZSiP0h4cjoj8g5+4FBP8BZFkmbNoe6lrlNp+LcfXZ3f53+uPdOW9Nodz8OHJ4fPF8+r/M9PM/jArqBduAUEzQMEAVWThhg2UKPsayJQQiAonybF5ZMEZbFwfFGiOTJRCHErRdJhBhHhBh6o3heBmsqp48b4h8Al9Ro203J/GzWPZc/LohBgBASbXvQthulNYsW5FDzUoEQYmwRAsCyLLTbg7ZtlNYordBa8WjxdLauLRpThABQ2oPWbrS2UVqhlEIqidKSJ0pmsmNdsXCNESIB0InVx8MHEVIipYulZXOo21QyJggBIFW87YMzEayURKr4+bJH7uHtLeWjjkh04OaqlZQoFZ9SuuJTxefyx+9lz/YK4RLWqCEkgJSJ8MS+nz5/neqdxwg4kTvBDwI5QE/KAKXlYLtPn79OdW0TTjCyBfjkDrWhVMMHAcn9bm3vpbquCScYqQGagG1A6SS3mBWOmlAobJqBL4D3gYuphgNYgNn/VhnOQIwNO4/jBCNvAoX+fHfli5VZlMxP5+4MSTRmOHdhgMbvrrP/0BXnRiBWA7w3KoDNq+9n90ctyfAVG1Z5/S+vzEYIa9iinmthXq/7k5+anVpgc8oAYUHMUAOUVK/yPv1KlReAC90h6huvcupsP25bUPHgZJaXZ2ArQaA/StXGc7Ezfww8A3yWCiIMbAIeK/SlmdbPC0xbg9/s3TbLSMll4A1gAVABHPDNts3PH881bQ1+c3hPvgHOpxIOkJU4Hti1Mc+0NfjNNx/6jHTRDcwd5vnqhYUe09bgN2cOFZgF8zwGeHik4YKbr1JpaVE6AJ9+dY1IlL3A78PUvHOixbnY1RPGsixWVGQAPJsKAIA028q70jNA29kAJ37rAzhym5pINErDyTMOALOn2TB8p/4fIBwxwWjUxDFuAZB7h7q8u9JdAPSHYgB9KQMiUX5t7wwBUFY0CWDNbWrmZGfKp4r9kwBoOtkH8HXKAODQ0R/jCyku8DDf514MvAu4b3nGJwRfrn/eixAWTjBKfeO1IFA/GoB9R47duPrXpTDSZbF1dQ5LH0p/VUk6gcPA9zO8qrV2/Qxf1ZKpANQ3XsUJxhqB3pEChn7qqmbmqIN1r+WSMVkC0OdE6egKY2uLxYsyEVa85GhTL2t3dFwE7gOckQJcQ65begOxzm9/CTw5LUuKGV6FrQXZmZKpUyRuLQhFDLsPXGL7B50dQBlweaTh8O8OJMcDwK7p2bK8yJdGbpYkHDF0dIU53uw4/QNmH/F/wIhX/l+A5Mgn/pWbRfz/3wz8QAp7PnT8DTEiSdqIs/ceAAAAAElFTkSuQmCC) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur193322 0.93333333333333s linear infinite forwards;
}
