@keyframes rwdcur117051 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVElEQVRYhe2Ua2wUVRTH/+fOne3OdnZ5NdgPCEQJQtutRr6IhmAMSHwgkFSKpbvTLqhgfMRnJMaYiA8iRvADLUVgt7tdV7ChQIIaFfkEMRAe6e7yEKMNGrLBAqY7OzszuzPXD6VEEhoREhOT/X0899xz/vfk/C9QoUKFCv83TqZ2js32pGr/HktH43Xp7d3zbqYe/VNCOhZ/iIgZjPMT5DpdHk9VqxCCua5z2HacRQ2h5bn+rdEPmSS1ecaNu3364oXlfyOAjXbwU99e1r8ttla4YlHV2DGHRbm01qsoTUah8ELRMJZInE8i110z/AzyCceptS5ffhgATn6+o+aWBGTiycnmxYsHiKjQGNFeAhEUxRcp6HpHMKJ1BCPabqdcPsa5PBkAZFlWFVWFLPMVAOCaZl8mlnjxpgSko/FW17KOEGNdwYi2DgDMS5cbBcR4IbBvWGDPNEniD9qWdRAAGGO+km3bnMuPZ3tSEwVRSvX7Pz3Z3bPpdO8ufkMCMvHkpGwssYeEWE+cPznhs2/Onb+n6fncE6u8wnHqAIAYq812JzqVKu+Rcrn8s+RTOq7EVWLsKwCma9vhYHu4Q8/nX1d8vmdgWl9nk6nx12s+8P0PYKd7d/FMNP4aJzoFAiNZvrv2xMAhMWj0iUIp5P76x0oAAQJArpviEl9mFArrHWBO3bKlxvAEyOc6Ts6yrB6voqwAgIa20Md6oTCHMTZNJjqajiXuHWmcTabG92+Lrc3/9vsG5uiFI4yx9aVyeXO9FlpYH2q54AzkvHAEg8wGr/jEGJ4Xe4/LcoCIBuuWL9NHChIx1XEcQ0B0QYgZ6Vj8fgAItoV+LDnOLNcVv3irqg5mYolV/dtibzjF4lEiOhtsD7/MXNft5pznqtXqV84kU/vS0fi82j0dOtUoK0iW9kuNU7YS0QWAIAgJ0yy+pfiUznQ0vvLqLAk+4bp6gxbqFxCHJCY9PXJUH2q55KmZMN8sFuOiXO6EEHOZ7HkgGNHiAMCCEW2jw/mUQl5fLXF5mupXvzv7xc7jF1c96tXf1Tbe1vOJSYydAwBRdqbWa6F1pmm97fMpXZlY4jkAEEKoAPIAYJpWJ+d8aTaZCgDDdjZyuXcIaIEkPdu4sv2xBq31/DVLOLO5yQ5GtC0U8M/U8/klQgjTPyaQYkUzm452N8kB/wAIEELcAQD1WusHxaK5RlGUTZlY4k0IqCDSAcCjVvcCMFzLDmfiyYnloaH9DBQWjM0Ntoe3jOoCALjzkQVusF3bPf2p5tm6Xljguu6f/kDgSzKtA0LAZIzdNZLb0Bb6qFg0ViuK9/2SbdcA0AFgxtIm07atrbJHfpUTHQcAwaVZwbbQses5YdSfsEFr/XZ6S/Ps/NDQEsbYWKdU8nLOp16T0xbebBjFZmJ0jnGp/+pKSHxDybJrHMfZK6nV8+tbWy6N1ueGONPbx9Pbu8PpaPy+G71zakevektNK1SoUOG/4i+F/eKhur77kQAAAABJRU5ErkJggg==) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVElEQVRYhe2Ua2wUVRTH/+fOne3OdnZ5NdgPCEQJQtutRr6IhmAMSHwgkFSKpbvTLqhgfMRnJMaYiA8iRvADLUVgt7tdV7ChQIIaFfkEMRAe6e7yEKMNGrLBAqY7OzszuzPXD6VEEhoREhOT/X0899xz/vfk/C9QoUKFCv83TqZ2js32pGr/HktH43Xp7d3zbqYe/VNCOhZ/iIgZjPMT5DpdHk9VqxCCua5z2HacRQ2h5bn+rdEPmSS1ecaNu3364oXlfyOAjXbwU99e1r8ttla4YlHV2DGHRbm01qsoTUah8ELRMJZInE8i110z/AzyCceptS5ffhgATn6+o+aWBGTiycnmxYsHiKjQGNFeAhEUxRcp6HpHMKJ1BCPabqdcPsa5PBkAZFlWFVWFLPMVAOCaZl8mlnjxpgSko/FW17KOEGNdwYi2DgDMS5cbBcR4IbBvWGDPNEniD9qWdRAAGGO+km3bnMuPZ3tSEwVRSvX7Pz3Z3bPpdO8ufkMCMvHkpGwssYeEWE+cPznhs2/Onb+n6fncE6u8wnHqAIAYq812JzqVKu+Rcrn8s+RTOq7EVWLsKwCma9vhYHu4Q8/nX1d8vmdgWl9nk6nx12s+8P0PYKd7d/FMNP4aJzoFAiNZvrv2xMAhMWj0iUIp5P76x0oAAQJArpviEl9mFArrHWBO3bKlxvAEyOc6Ts6yrB6voqwAgIa20Md6oTCHMTZNJjqajiXuHWmcTabG92+Lrc3/9vsG5uiFI4yx9aVyeXO9FlpYH2q54AzkvHAEg8wGr/jEGJ4Xe4/LcoCIBuuWL9NHChIx1XEcQ0B0QYgZ6Vj8fgAItoV+LDnOLNcVv3irqg5mYolV/dtibzjF4lEiOhtsD7/MXNft5pznqtXqV84kU/vS0fi82j0dOtUoK0iW9kuNU7YS0QWAIAgJ0yy+pfiUznQ0vvLqLAk+4bp6gxbqFxCHJCY9PXJUH2q55KmZMN8sFuOiXO6EEHOZ7HkgGNHiAMCCEW2jw/mUQl5fLXF5mupXvzv7xc7jF1c96tXf1Tbe1vOJSYydAwBRdqbWa6F1pmm97fMpXZlY4jkAEEKoAPIAYJpWJ+d8aTaZCgDDdjZyuXcIaIEkPdu4sv2xBq31/DVLOLO5yQ5GtC0U8M/U8/klQgjTPyaQYkUzm452N8kB/wAIEELcAQD1WusHxaK5RlGUTZlY4k0IqCDSAcCjVvcCMFzLDmfiyYnloaH9DBQWjM0Ntoe3jOoCALjzkQVusF3bPf2p5tm6Xljguu6f/kDgSzKtA0LAZIzdNZLb0Bb6qFg0ViuK9/2SbdcA0AFgxtIm07atrbJHfpUTHQcAwaVZwbbQses5YdSfsEFr/XZ6S/Ps/NDQEsbYWKdU8nLOp16T0xbebBjFZmJ0jnGp/+pKSHxDybJrHMfZK6nV8+tbWy6N1ueGONPbx9Pbu8PpaPy+G71zakevektNK1SoUOG/4i+F/eKhur77kQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMklEQVRYhe2UXWwUVRTH/+fOnW1nO7uUhhBiEFFJhXYXE30RDcEYlRglSFLbUro77YIiJmrwmxgfDH4QwaAPtJQAuzvbsoANXwZN8IPEBBPbAKa7y/cDQYINCpju7O7M7MxcH0pVECJCYmKyv8dz/vee/z333AtUqFChwv+NI+nttbne9KS/xjJxvSGzOfnozexH/yTIJPRHiFiRcf4jeW6Pz1fVLoRgnucO2K47PxRZNDy0Mf4hk6QO3/jxt9c/Pc/5NwbY9RIndu5hQ5sSK4Un5lfVjhsQTnlltaI0FQuFF0vF4gKJ88nkeStGj0F+4bqTrEuXHgeAI1u2TbglA1m9b4p54cJ+IirMjGkvgwiK4o8VDKMrHNO6wjFtl+s4hziXpwCALMuqoqqQZb4YADzT3JlNpF66KQOZuN7uWdYgMdYTjmmrAMC8eGmmgKgTAntHDfZOkyT+sG1ZBwCAMeYv27bNufxUrjc9URCl1UDg0yPJ3nXH+nfwGzKQ1fsm5xKp3STEauL8mXBM2zKWE67bAADE2KRcMtWtVFUPOo5zSvIrXZfjKjH2BQDTs+1ouDPaZeTzr/vL7nO+/QNfnl36Zt21ip/++luwY/07eDauv8aJjoLASJbvDXdGv7tKGyQA5HlpLvHWYqGw2gVmN7Q2F0c7QH7PdYcty+qtVpTFABDqiKyRP951Tj71c73tYwczidR9Y5vl+tJ1Q5sSK/M/nV3LXKMwyBhbXXac9Y1aZF5jpO38NcwWR/vF3uOyHCSiXxsWtRpjSSKmuq5bFBA9EGJ6JqE/CABwPJUNGwNSjb+2uqrqQDaRen5oU+INt1Q6SEQnw53R5czzvCTnfLhGrXnleF96byau/+09E9F5gCAIKdMsva34le5MXF/ypwB+4XlGSIsMCYjvJSY9CwBUpywkgUH5l/ydZqmkC8fphhBzmOx7KBzTdABg4Zj2icv5HYW8sUzi8jQ1oH51cuv2w5nNydYTuz9nl+/4DAAIx53aqEVWmab1jt+v9GQTqRcAQAihAsgDgGla3Zzz5lxfOnjbD1v3Ge9qay7ODi0noA2StHTmks4nQ1r7uSuGcEZLkx2OaRsoGJhh5PMLhBBmYFwwzUpmLhNPNsnBwGkQIIS4CwAatfYPSiVzhaIo67KJ1FsQUEFkAIBPrekHUPQsO5rV+yY6IyPfMFBUMDYn3BndcHV3r3iGdz8x1wt3arvqF7bMMozCXM/zfgsEg5+Rae0XAiZj7J4xbagj8lGpVFymKNXvl217AgADAKY3N5m2bW2UffKrnOgwAAgu3R/uiBy6xmxd/ycMae376ttaZuVHRhYwxmrdcrmacz71Ck1HdH2xWGohRmcYl4b+GAmJry1b9gTXdfdIas1jje1tF69X54Y43r+TZzYno5m4/sCNrjm6rV+9paIVKlSo8F/xO6K6yaEKaDwQAAAAAElFTkSuQmCC) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 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:rwdcur117051 1s linear infinite forwards;
}
