@keyframes rwdcur46942 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuUlEQVRYhe3WP2gUQRzF8c/urdEcEeEQCxWEkEIIiJVIKk0VLFJZCbbaKmKRRoWgVhKw0VRRLBVrixQpFASvsRIFwSKNImLQwtze7lrcHxSCl7k9twh5sDC7MO99fzOzM8OudqRq9uEciurD92uYNqPmTfUAk5g15ZhXlhQi6aAuycjCa/iiYdycK2ZArC37d7d4ZADUpU7LXex/yQcXOCqAROa4ussuOQVSuaIKgHFwVN2CG+ZBLrdne97lAVITGubcdh5kcvH2fcstwkjikJOue9ANb6uFFVVmBBKTDmpb/MMtDvUsA1D32T0LznTfc1G437AAY5i16MIIvIZSgndIxTZFMp1td6tnVztLW89z59RLkeF9iGH4RrQ0wOeqayF25X+dQrvfvuWRyGp1AIVc1K1+2XNH3FT4FWJR9izoFLBiTWrZuvVQi3CATOf209N9r2166qumlvz/A/RmvAfxzQcbXoh8D/YSugZqWn+NwF3PbFjBJ0V49eEAiVa//VDTD0/EmgwXHg6Qi/u33MJjsZdyP4cNH0aFO1IHfHTWYdNVRvcAIm9NOWGvierjO3v/vNjYqAx/Axl5cWtEFL8GAAAAAElFTkSuQmCC) 17 17, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe3WP2hdZRzG8c859yT3JrnRJjWBFNEoRdRQJxHpINWpOBSHoDjoJBbBwW46aJKhioMUnNRFpVDEVhcHHYp0sCDYoh3soCgBxUqSJr25N/Em9573dWhurNAk98YQlz7T4XDe3/d5f3/e83JLt7TTKijhScTdh/cbNOaggu9238C9eMJ+dzvvhCjRaGdZtiPwAmYM6nHYKw6CVFO+9dJ0RwzQq+FRwXPrb0J7m9sJA5nc/Xod9aJHQEMQd8NAD7hTr9e84QgIgq724/43Aw1lgw47bhzkgrSzmIVtgSMWj2WqCw87ln4m6SP0NWV9iaQvkfRxcZllU1uF6mwKIkyk3vk1M392WHH2uHSt1ROpZG33Af1DzMyQJJuGbD9dLfhCPTO6OGwpP+GFvY8pDlEcCkpDqeIQ3cOU7mBfDz7IxIlNGR1kYCL183ymujJoLn/K+MC4RGuH/4Y0Aw/UufZH2Z4rNTGGjTKxeX5aipGLRzN7R8pUR+3p/r6tdaV4j1JpxunLdU+fDjf7pM0MTKaqI5neRkmhWLYcn1WKZYWYytN0vZXzEKRJUx4XZdm0RldNSdOPD24YeesMxMi5yUx/vVeSjlqKlxxow3MWxjSS3w2UlplsblSC9nugWk919aVEzv6AOiEnueGnF+PaiA6+5JmxPw0U69iw/u0bOHQ5OD/aVEhrQmCxQl4hNogFNJsSmZjwdfcpL991xm3FGppM3bT2LW09hkmCT4NSpa5emPP2l/w1S32R1UVWKsHqbGZlllNXP9cVX5ffd20dvkWR2zsHkoQvRoL+KzW/XSWvki+Q14jNVOjmo9I51cH3HXh+2qGppmRrOO2OYUsxMlyOXu2lMPvPnedd31px0pxPrJrvJGRnR3GrmRpL1+Gt8Zv3k4qvJK51FM92/oYFq/Ib4G85o+JDTIs2bbidMZBZXX9+zwVVJ6Uu0Dl8ewaCdP2uF30s9Y2gth34dhW9qeF2v3jcPmO7iW4ZSFyy30OKyruPv97/R6S6/w/4jutvW9gChZv6YLgAAAAASUVORK5CYII=) 16 18, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACVElEQVRYhd3WPWhUWRgG4Oee3MQ4ipqQDfhTicXirouVWLoWsoUIgloIttrYiIjYrC5htZIFm91UKhbCKnaiYIotthBMoYWKgviDGtRoFH8yyZ2512JmRGFiZm5uIvjBhXPgnPd9v797PmbLstaOhdkhzzi3PcimVxEVT344MBI81WWZSZamoj/SqY4XG4Esw0gw1lMyv6fPWE+Jka9GojgBWYYdwaWXS5y9uU0UPRTiPs/jbnZMKSIuTAAcfNKrs7zWRPc+ENJunZXA6oCmaSguAkNXGL3f69rzAWvKP4M0lCVxyq1ZroEObN3U63rnJpvfrvfhFXsvlqWVUf2VMv+moub1XlQKShLrjT/aJV1AMsbd8VjP2IdaF0zdbEUIiFX9aJE9dlsne0/5h9SDdzGDla+Rz1zAfIxboeSQ320BqVTni1pqpyFnpjWQWKjXb/60DVSlQh3zRWsQ+SMQifVb64C/6+QVHe07lDcCsZX6VAx8hhTy4OUVUPLMcYdsqO9TUT6sPJe6sNGAnTPEyW0xbiMRTIhU1V7/Zt/3ac29jSRIUMWdVsHyteFf02Dts79VqGKKJ1P5tD7ilMjQ3AnIpKK694MuWO6wTLnV6zN/jBr9f9J/EoMee9zO9XwCqmozQMNOuGrCOaOGTTaffIoV0Mh4Q8Qrd71xWeR1u1Dt10CHyS8icMx5b5zEA1l73ucTEJv8tP7HsLfOCIZNMXQWLyAVVOvrzGnB/1Lv8pDntcxRicXu+dUyP80ldUNA5IZVfjHPwrmnr/37twi6vgV54fYR6FW1zotJDN0AAAAASUVORK5CYII=) 16 18, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur46942 3.3333333333333s linear infinite forwards;
}
