@keyframes rwdcur4541 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 12 14, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACn0lEQVRYhe2XMWgTURjHf3ceR5BQao1WtFBNHZxKUXTo5KDhDhcL1cVq6tJFoqOLUtEuIoISp4IggoOTg23uXFwiKpIuIuIgqZRSrZRSS7VJmtxzeJfmchq54l0X/cE35N3L/f/3vfu+9w4kNwHhxiuaaQd2Am1EgOqKAij1welxngIxIAlUgS4gAehhG1A8Bvx0A7t8YwXACdOAiufJ60yPM/E+y31Ac8MBlpFLESreJVgXX6uhldbQgYorXnGNrERhABpZeL1vhMRqmVjNQUW+eDFX+GMUBiBnCXKWrICcJUgaAjgGpDyxNXxhiSKEEIoiEyCEQOkxoWif8M17jqyGatgGVO8PW19/HzVfpIjgBQQ3Ax5hrniecUow4Jk7QVQZMCqNQhjTZLjUMwDQEbY4gKZYNgCiIrAvNjIxBphZviC7oIZsSl/DNqAK0wBA6TExJ42mi1aGPLL06lnQCBlVsWzIu8JFO21mOeWbM4dsRn3I/SBcA+QNeGx6xwpmttGerQxTwBKyFfcB8XAN1CnaA8AsMAPgMzEJfECW4l7kFu2NmPemvb3HdXwl3hrZ+Z4Bp1tNsTIIK4MATgIjvhgGDnoFBwdHA/cMhaQhKNpb3Bu0rHMrg6j2grOtefzTPC8uXeAW8A4oBhWuo1K0FeRL9scmUzJ4WNvOgl7DWfkOuoNTdlja0cn+B484j1y+DRNwncC5y2hijo7FkvzP4ipqXNC2/I23w2dII7fsDRO4rrvjHBm/J8VfzkN/JwDqnji3+YttOnAGFkoUrh+WxzFXnKuH+JGb4Q0hH9NaMmly4/NZaiMHELNDlJ+kOLcpwi4q0J7qou9OP0NHd5MkglNyEHQiPCH959/jl6+iqEhfvvbbT0Cl1YXNInAnjIqf4jTITNAOZqQAAAAASUVORK5CYII=) 13 20, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 11 28, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABHElEQVRYhWNgGAWjYBSMglEwCgYYMO7pZPiPLOBSzsBITwewwBjO3okMDAwMDHsY5v+HOoSfgYHhEz0dw8fAwBCDhF0YGBhsyDEoIKCChbAqCEBW+IWBgWEFORZiAkYhBgaGV9QxizzANpCWj4JRMAzBejcGI0dJhrtuMgxPZ9sxpDCglh+0BcudGQweRDF8TtNg+P8iluFvmgbD3xUuDAUMDAxM1DCfUMXDZinOcFVXkEEFWfDNT4YP6+4zCFLDAYR8IcTCxMDWZArhwOhGE4Y31LCcGAd80xVk6K49zfCPgYGBoe40RPDJV4Y11HIAIcDEwMCgUKzH0Oonx/D2bBDDXRMRhvMMDAwc1LKAMb684T9hZbQDVEnJlAAAFwY1au/lvuAAAAAASUVORK5CYII=) 11 26, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA6UlEQVRYhe2WoQoCQRBA3x0LGkwGNfgDgvghYrDZVkTBIlZNh92PEKxaLQaj5arZIBjWLBpE16Dh2q2wq8F9aReGmbczDCx4PB6P598JgJ6j3Htgkxqldx2tdx3tSCIVkTgPgFzifgKWwBl4ODNw8fpmcyzSo16EQXUW2BYQIpO3ndPjDOP5K0kWaPDainVxbmczQsPiAIsoZgGsgKmN4sYCQA2oJ+7Dd0e+JlCOYsKtgigmjGIEULIhYISSFJTk2q+gleSuJEdbuY06UJxzArq3BxfgALRsCXyEksYj83iMCdqjyc9+QwBPC5s3PBbeJK4AAAAASUVORK5CYII=) 11 23, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 12 18, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA00lEQVRYhe3WIQ7CMBTG8f+WMhKCwuwGCOQMl0BMI7oEywEGqCV4LoDjCNyCYJAofAUSspDAEEOQZaZjdJD0Z5q+NH2feGkKlmVZ1j9SEqFkPXe5FZovgfN8x0VJJkYDKMkIWADdlksHWCtJ31gAYFhSC0wG2JfUDsVCGM7EVwL4G7bACkjvGSkw9Tcci+eEaPd07tWmJJ6S+gP8kxzN8wEweNufyGfgaioAgAcI4AHcXqtlfWRMPliNEOTve9kbb5kRxUkWxUnWVH+nyeZQ4UtWtyd5JCj0LYGRdwAAAABJRU5ErkJggg==) 14 14, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABDElEQVRYhe3VsUoDQRSF4S9xWYOCSJqAWFvYxyJPkc5CWFtBrLUKmkfJi9gKAQvFzhdYsRAFsdBosQpbCEluTFK4fzULc+cc5p65S0VFxX+nFinKM3vYxy0GrYFR1EASEO/gsjeUQr+tjeOogXqg5uRHHHpDR3lmbZEGtn85YytqYOoW4Krf1il9P+I+aiByAxe4/l6/4qA1iMrPQJ7ZyTONJUiPp9s9m7i1kRaMJUlWm/M4t2IurATrUqzjEx+zGIj8jDbRUQT4GTd4ihqIvIJdNBS30MRGVJzpR3GCUanuHW+zGJg2AyPF+IUX3OFBkYWFUjenIfYXpOO3VJQ4PD1feIDK1JZtYOlJ/gIv+iyJH+/fVAAAAABJRU5ErkJggg==) 14 11, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 18, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABBUlEQVRYhe2TsWoCQRRFzw6L2gmLRLAKVhZp9xuMqbayHANaWKfZFEGWbfILliGQUvIPKdLYphQx5UBSqIXBwGqzJsZKX1RCmFMNj5kzd+bxwGKxWCwWy38kCK7dbfeqQwRw3ax3CK/l72E0J0ZT+I3DEV6sgAegnpbugGbxfneXdAqugHqnj+r0UcAl0JaItp7XDWoAsU+yVqsC3WMF+Ehf/kXsM5eIpAEeY5/zjVpvba3gx+/sH6O5bVWYGc270dxIPaIpSKnkM5wmC5LpJ0NgIJFIW3ABnI2/u14GcsDLMQIUAC+9cMUEYc8lAd6AZyADlIAR8NQIo1dJAKcRRgvJwX2xBFGoMiz/VtlBAAAAAElFTkSuQmCC) 15 24, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 17 29, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 26, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 21, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
}
div.testarea{
animation:rwdcur4541 2.3333333333333s linear infinite forwards;
}