@keyframes rwdcur246938 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVUlEQVRYhe3XXYiWRRQH8F/rssqun2WrybrIsgZJmQSJkamEoVhZRKTUjYlIN92laIUQ0VVIREhFFEVXXfiRFl6EpGLgauoi1mquYq6f68e6ur66r7s7Xcw87tPrun4QeNOBw8ycZ2bOmTNn/uc8/E/3mO67w/kVOS5PXIYedCUu5vg/M6AClRiMofMY+RLjqhh6nuIaWjfQgQIu4KLe8W0ZcjMqS0pHL2HKEb66xrki3YcIjYRDhCLdnVxqZOM83sJsTMLotL7sbpSXYyjq9vNBJ+3rCN2E8QQ5Xkg4T1hNKND5CxuwENNQl/Ypv2Plj1F/lg37CZOTshbC2yUG/Er4NvUnE/YTmjhYzdLkjfo7NWIw6s7w4xbCsJyy7wibSwy4RHghNx5G2ErYx99YkYyoS/vekiowpoVVgTCrRNkkwjXC64TFhKWEC4SBJfM+IYRobBOWYQbGpP37peFLmFKkfT2hk/AeYQChivAZoYtwjLArtVeTvIowitBAOENYTrhM90xWY5EYmMP7U16OmkOsWpNOsoBwMd1zA2Ev4fnek55By1zO7U2v4mK6opo0Zw3hJ07i43QVNfqJhUpM6ODAnJw7R6WTnuyVHcdGfI6Vqd14ms5tyVvZ2jlpLdZiASYkPddPnKeK+dxfQf3mnLALI/BaHJ7CVuzEYRFsKlH3DoUveGU4zqW1m/Fg9H1NY8SFoWIcFLgRICrmUtdCWSEnnCr68Oc43JuU78DuNN6NHd/z2wXOTs2tLSR3PROVPyC+hOuBWOqB8nHU1ok+y9Op2JzHkcRHk7iY27C6CuvcSA/Hkw/GoLzeUg+UHaD1sJgkMn4Zl+P3q4kzjM9wPusXinR0oC3H3WiKuvLcpwE9a2gdS09lTrgND2FuvOtBYptlRVn/fapHUttVeipsjQb25LhPA7o20HGZEzNywgtoxJfxDY9LXCvea8a1y/iwdM9yMQb29WbIq2Jc92lAER2H2L0oCWqwCY/iNP5k2hs8jcl4AhPfZdopPv2D2i2ildklD0RD7J4VH0eHflJ0JSbMZ/EVrixPiNaQsCBDwqtR3naYpjaOd9OdIeGAhJzFxJcJU2IY9IkDpVSeDj17J5sCYWUJxg8itKccsDjlhK6UI/LzZqVcsD6Om9wmEkoenIRFTRwszYYvJrjNK9uSS8fS/C2E7XHcjh/cJBf0VakU0Irm6Xw9kqMN4oXDq/i9ZMFqPJv6k8U7H4TnYsBtxx40p30LboMGi/l7NlasZU8H3avFyufNEg+MFyuldak2+CbK28R80W89cLOitFwMlGqxmpk4kyeXMu0pqgeiBZcwBGPRKeL+R/Rs5y8RonelNn/6f8FEf1VxZsRIMXDq8QjqH2fcdEYPobKdss107YvPq1WE6GYx8JpxTHyCNyi/lQHEGMnK8QxwxqR2hN6Kt0c0oE3MDydSe0pved6jD7qr/wIxkjNYzgzIcsQd/Rfc8z+j/+kfQ431AdhvDL0AAAAASUVORK5CYII=) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhe3XXWjXVRgH8E9zTdnmW9k0m0PGDBIyCRpWphKGYmHSRUrdmIh0012KVggRXUVEhFREUXTVhS+5wouQVAx8yRfEmrZp5nxZUzdf5l/3d9vp4py/+/F3TieBNz7wcM55fuec5znPec7zfX7co7tM9w1yflmGSxOXoBfdifMZ/t8MKEM5KjFiIWNeZmIFI9rJr6OtgU7kcB4X9Y1vy5CbUUlSOm45047x1TXO5ek5QthPOELI09PFpf1sWsibmIupGJfWl9yJ8lKMQO0h3u/iwgZCD2ESQYaXENoJawk5un6hAUswA7Vpn9JBK3+curM0HCLUJ2UthLeKDPiV8G3q1xMOERppqmJF8kbdYI2oRO0ZftxKGJlR9h1hS5EBlwgvZcYjCdsIB/kHq5MRtWnfW1IZxrewJhDmFCmbSrhGeI2wjLCCcJ4wtGjeJ4QQjW3ESszC+LT/gDRqOdPyXNhI6CK8SxhCqCB8RugmnCDsSe3VJK8gjCXsJJwhrCJcpmc2a7FUDMxRAykvRfUR1qxLJ1lMuJjueSfhAOHFvpOeQct8zh1Ir+JiuqLqNGcd4SdO46N0FdUGiIVyTO7k8LyMO8emk57uk53EJnyOj1O76V+6tidvFdbOS2uxHosxOem5fuIslS3igTLqtmSE3RiNV+OwFduwG0fFZFOO2rfJfcEro3Aurd2Ch6Lvq/fHvDBCjIMcNyaIsvnUtlCSywiniz78OQ4PJOW7sDeN92LX9/x2nrPTM2tzyV3PReUPii/heiAWe6B0IjW1os+y1BqbdhxLfDyJ85kNqyqwwY30aDx5JYZl9RZ7oOQwbUdFkCjwAlyO368mLuT4Qp4v9HN5OhcUrf8bjVFXlvs1oHcdbRPoLc8It+NhzI93PUxsC6io0H+PqkpqtmfWluMRbIsG9ma4XwO6G+i8zKlZGeF57MeX8Q1PTFwj3muBa1byQTsl2XudhTYc7EPIq2Jc92tAHp1H2Ls0CaqxGc+I0fwnM17nWdTjSUx5hxmtfPoHNU1oEt8bMfvsjN2z4uPoNABEl2PyIpZd4cqqlNGuEToS4l0h9EZ5x1EaOzjZQ08hEw5JmbOLsJHQSZhGj5vkgWIqTYeeu5vNIcJraC/ikDBgWcKE7oQRMjwnzdsYx41uMxMS73kqljbSlM+cvj0h38UiZVszcCyh4VbCjji+gB/cBAv6q1RyYtw0z+TrJo4Px5D08X78XrRgLZ5P/XrxzofhhRhwO7APzWnfnNugShG/52L1evZdiWVX6CG8UeSBSUm+IXnomyjvEPFiwHrgZkVpqRgoVWI1M2U2T61gxtNUDUULLmE4JqBLzPsf0ruDv8QUvSe12dN3ZxUNVBUXjBgjBk4dHkPdE0ycybjhlF+gZAvdB+PzahNTdLMYeM04IT7BG5TfygBijBTK8ULCGZ/a0foq3l7RgA4RH06ltlVfed6rH7qj/wIxkgtpuWBAASMG9V9w1/+M7tF/tij9Gb363jcAAAAASUVORK5CYII=) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWUlEQVRYhe3X64vWRRQH8E/rsi7reitbzdZFli1IyiRIjGyVMBQrk4iUemMh0h+QohVCRK9CIkIqoih61QsvaeGLkFYx8JIXxFrNS+Z6Wdfbrj4+uuvuM72Yedwfj7vrhcA3HjjMzPnNzDlzzpnvmR/36C7Tfbc5vyLD5YnLUEB34q4M/28GVKAK1Rg2j1GvMH4Iw87TtZq29eSQRzsu6h3fkiH9UVlSOmYxU47y9TXOBXq6CdcI3YRATyeX9rBhHu9gFiZhTFpfdifKyzEM9fv5sJOOtYQCoZ1wPsOXUruKkKfzV9bjbTSiPu1TftvKn6DhLOv3EyYTEFoIl0sM6CJ8l75PJuwnNHOwhiXJGw23a0Q16s/w0ybC8LQ5wvdJYdaAQHgpM2c4YTNhH/9ieTKiPu17U6rA2BZWBsLMzMYIk1IYconzKSSDS+Z9mgxrohlLMR1j0/4D0ojFTOmiYx2hk/A+YRBhCOHzlHjHCTtTezXJhxBGE7YRzhCWxXD1zGAVFoqJOWIg5eWoPczK1ekkCwgXCb+ljfcSXuw96Rm0zOHcXsKeNLeJUJvmrCb8zCl8kkJRa4BcqMKEHAdmZ9w5Op30VK/sBDbgC6xI7YbTdG5J3iqunZ3WYg0WYELSc/3EWaqYz/0VNDRlhN0YidfjsBWbsQNHRLCpQv275L/k1RE4l9Y24cHo+9o9EReGiXmQ50aAqJhDfQtl+YxwqujDX+Jwb1K+HbvSeBe2/8Dv7ZydmlmbT+56Lip/QLwJ1xOx1APl46mrF32WpdbYnMfRxMeSuCuzYc0QrHUjPRpPXo3KrN5SD5QdoO2IWCSKPBeX4/eriYsYX8T5Yj/fRW5uyfp/0Bx1ZblPAwqraRtHoSoj3IKHMCfGulJsi1VRsf8BNdXUbcmsrcLD2BwNLGS4TwO615O7zMnpGWE79uCreIfHJ64T41rkuqV8dJ6ybFynow37eivkVTGv+zSgC7nD7FqYBLXYiMdxGn/R+CbPYjKewsT3aGzlsz+pO4iD4n0jos+22D0rXo6cAUp0FSbMZ9EVrixLiLYtYUERCa9G+YUjNF/gRA89RSQclJCzk7AuwfUUevSDA6VUng49awcbA2FFCcZXEjoISwiLCG8kaJ5UMm9mqgXr4rjZLSIhMc6TsLCZg6XV8OUEt1llmzLlWJq/ibA1jjvwo35qQV8vlbyYN4em8c0ojm0TAw6v4Y+SBavwfOpPFmNeiRdiwm3FbhxK++bdAlWL9XsWlq9hd46eVan+v1XigUcIPYS14uvo2yi/INaLAd8D/T1Ky8VEqRFfMxNn8PQSGp+hZjBacAlDMQ6dIu5/TGErf4sQvTO12dN3ZxUN9CouGjFKTJwGPIaGJxk/jTFDqeqgrInuffF6tYkQfUhMvEM4Ll7BG5TfzABijhSf40XAGZvakXpfvAXRgAtifTiZ2la9z/OCPuiO/gvETC7CctGAYo24rf+Cu/5ndI/+Ayv4ANAjJa48AAAAAElFTkSuQmCC) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur246938 1s linear infinite forwards;
}
