@keyframes rwdcur71764 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhb2XXWwUVRTHf3dmv3fb7TcUqEECIlGgGDTV0OBHiDERQ4iJhpCY+BEf1SfeTEx80DcTTfTBjzc1RowPoiYqaaJYVBpo0aQtoaHtYm2hdJdpd2Z25s7xYddKtcgtrPzfJrn3/P/3f8495w4Ywvm0Wy6/v1VM15vCMl1oN0EsFxEMdNVVRMxkUfn7baK8kKhQYeGE0RZjGDmQ6R1SzrCH3RNi52LMvbS+bi4Yp0BKEe5hBaEQa1H14sc4kjfcLRKCDHnY6QDWa5I7zt2wEmMHKsfmkC/LZA4Mq8DKoCfTN8q9MozsbpOB7sbF3E8e7KxLHRiXtFf0cefCxe/vjhf5eHtenhwsLUnDPpDPQX3SaEvfZc1Dm7IQV1xa0JQXQobnAvo1TAM+K6iBi8+sl8Ivs3QPOYt7ngLxgduSinW2xRlPMxLBPNBmQRiBB7RkLNriFsGCZiYUpqkKmF+JAICxR1bJ+V9L9E56CuC5moAs0Am8DGoviAICwAX6ahw9ILpGqAEHGAVlLMA5tEm8ixXa3xtXnyWV7PdFAbybUnLWF2ICmxUclOUPdRdInKrtp644uPEtaHj9jEq2xhnd0y5rb8nwdUdCADpaE2xZG6cDqCyz70GQnTXyn0Cd+ofrxkXo9+8QXdC0dlqkJjLkBhwmepPiZyNGnQAn4fL0mKsA3gJRCgoCk8DR/0j1impg5qM7JbsuRvk3D18sGpptopkF7NVpoo1N+JcqnDw0zNjgPIEWXrhKOq5bwPHbc+JeDshvzqJaLOwLmnTKwsLG6krS9EQH+D6Th2cZ7Svy+Dm3PgJO72wSHUZUPI0OIu49Ww18ZENG7IRFPmEz9YfL/pmK+qA5JjofJxUKBwvejQmY79sqY69O4I6H5PIx7jhRbTofZi05W46IZRRlrfCCiAaqdyqM4JUI9SjIFwYHXLYIz+1dLVbawh9ZYNu3pX8FaW6OsyYVMTIXcD4SLgFfXUH2MMj8tZiXEzB1YJ1EGvxSgISa8Fi19Y7taZcN31xQ869tENo0kbYo/uiTOjpHZcrFDZcGFSBlKEAV39wipZ+LXBhwkAjaN+Vo6EoTOJooFOJZm+nTJWLNNqs2NpLYGaFuzRPlbaaPOIy8U2D4d5czGt6uubAbJAJs/u6EVxUAUHh2jRTHXXRRSCZtgrIGG2xb4cwGeE4Fz41oaI1z35ir3MFdkt7+w5LALyrkjdq12wXy16g8tsKbxuS+Ndc1Zp8HeazqPveDPADSU/u+adh2BeEukHsMBNT1iesDm2v5LxruMR5GJhgB1QiEVMete7MFAGSAZiBB9U1wLdT3L4PqSE5RfXRog/V1d6AfVJlqDzAJXncHqJErIPd/BDfF3YY9oO4pWCn+BD4wsVgT1UeeAAAAAElFTkSuQmCC) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8UlEQVRYhb2WS0xcVRjHf+feuXeYYR4QhkeLCKRNa6htXCiakJhoujAxNSam+IhJF/XRxLjQVRcuXehGE+tCYww+Vq2bJtZXA2jxEdNYKrG2xBRaBloKDAwDzNw7j3s+FzxLG/EOhP/qnuT+v+9//t93vnMUZSCX7BBulfCuu0Q7B1Q5MZYRKIekh1xMr4CayW8mNwBGOaSBE9fw5rOIFEgda5FtFTD6bKNYaY/hD9JgeoR3lmXiCnyzm07eUG5PqzjjFrkeFzuqNyXAtwODRxKiPUVoj6K+K6mMhk1VwL8DuT/yJEfT3NebVgC6trgpAb4dqD8Qw53xVtZD72e2V0CsOUy4Jriy/nE4y2cJq+w6+BagXSFgr9LGXM25VJHDIGd22L6F+JpiN1+4RwK2iXhC/ZfJFe4RkAWgJgBtpsFcSRj0BCuoaLcM4g0BHuqIsffzqTvy+R6jM2+2SDEFI+dTjFzPcdjV6tOgIb/kNQvAV6BeB0kCU0ADEAN21ATYYxpMOx5OQfN9Aa6K+DsFud8eFv3nAtrJEoqbxMIGuJqoAV2gXgTpBDmxbmOPgiSnS1xQsNsyMD3YheD6deDKy01S93iMoK2JPHNFDTxVK/P98zhAqiBcnC3gFIT1ApaxDyQAxIESkPcroLs5JHaFSd0TMeoOxCjkDEqOh3s2zYytaf82dVu8jxTSJ3ALmAWywHKX/rOU+64Cpo7eK4ZpEKiB0Z9nyWU0QUuRmsjjFTW5rMfTWU/9fighuJrGagsjYVN5MM6ZL8ZJ/pBmwtVUCBSB9/5jo2rh6wfl5rvDuHMFrKiNYSpMy8CKBEg8aVP5ysgd5G8ihkw4mnDQIFxlkQibROMW+y9k1Fxvm/x1MsV3n0zytt7YYaOUKRLaF8HNC+nxPMFqC2UqMsncXZMDBOI2eUvxXE6ry3MlprMeV5MOH4YN6T02glXQPH8osVHuRQeWPy62V0n6hktFQLFzfxWGpdAFjV1pMjvmYkdMYo0h6rpG1NhLzfJT9xT9oznGPDgF6ihILfAOqOMBJfXVFm9MFTZ04LYffr0/Kh2X5tX5XWGpagrhOJpQ1CQznscImtTvjlDZYmHGFJnBIqfPTtIzmef0ujidIDNA9/9oct+DaPq1FrEf0Ei1Rd9b4/QPOVwqCqeWYh0EMQEXOFdGfN/4OKTk+Orp4hGQjjXrjVDWm3AtXnVE7W1dvR1tFgfMtgkA6Lu2mtLvdbglAv5e850HTB/czT1pl5AFWkEUsABc9tF8W+JAG1DL4gUzDzT7qMSWHZPHQKaAaWB8ux2AxTIYQMgnb0t6ACC9FMz2ydsyB2xAoxj0WdYtE2AB/qcA/AsWlYfl25eUDwAAAABJRU5ErkJggg==) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhe2XTWwUZRjHf+/M7M5H22132+6WbSm1FUttBVMhPaAQEUWNmhAMEr14McaDHzejBzwYDsaLJxMPRkLUeBBMOJgggmJMDQkGI2J6KDVGkYgQ+7Hb7nZ35vEw46YrOztb6saLT/JmduZ53+f/n/d5nv87C/9biG0EGQZpNo4W5igBerPR6xFYBgrApibvQigBLyCxiJ+OZhFQYY40iAPYwWgFvqozP8p+3ZuVxISNMebgPHKhEqduwGGQtmDS3+PsKkkUjvUJyzplQB/ugxbTd1ycx957ThlRAVz8PH0LakcDqXgFZIsOfT0WnQMOVz5wsZLQtsvCiytU3MMZ+LKxHQDYARIDToHaBaIDJ2usuwekFxjRYNTW6Gk1KJeEqwtlCkqR6TfpvL2Vrcf/qFobSeA2EAv4Ppi7G8QFvgjud4J0AhkdhhIxspZGyvN48PdSJfbk5oQUcyXunVm6AS+SwDYQjerc7wYpB7+zCsbjGu268MyiVMUrHu8XcjHcaYVzcLomViSBTcG2A1xcMf+J4PmQBtu6TfqzFneen6v4Z98aENNW2M/+VBcjsginQI2BxP/xXMcvztc91HPXipLKlyu+n5/MSGFWo+OlmZtu2yp7XiFvb2ypdMDhdFwAXlDIoyB7gu54EeRIKiant7Q1LFwNM3w1ocvcvMtdfRbjKYOZ6yXmri0zuSwsCPQD3UC3DmiKp0vSUOyGCRwAacE/pI6AegwkB5wG9TBIB/AhqPcMJV2OzpLrsT/vRcZfVY4OxTXxRPitJFzCPycU4AAmsAEYjSlGu02SWYuxc7OR8UMPo1qW94SUgmEgDazH3/Z2oBdoU7AsQlmHBV3x40OZf+8Qux/k8RVSfABkf3B/OKHLx5lYFdhrGnIoriIJRLbh1kCKC1RL8EegHgg64LOcSzrvVq1zPRjojMOV4s0TmAhk+ExIreyJKZQraLrCUYqjMZF9Bb/6hxMGvY4B1CcQWiQ7A/ATwZynQK4DWSCrw0jaZPOAQ2nJY/w7XwFPJg1JZCwmpnLqwt1JaV9nETcNet7/JRSnpmM7iMJPsLHiWsBXwDbAAo7VWD+zLy2DR68qgKV3B6UwJSTfDJfjqi7oAhkCmQfyAaAGJIAYMAmqCHwKqhY4QNeIzeI7twiALGnkLhX5YaIjtBgrQSwQM3jTeADYHoyvV6kXcwcHRTNN3D9dNMOlKAW637gcfRq2gNj4omICM2v4Blw8v12UaGCCxBQqZWN3nVj998BaLD99n+iG8lE0sNZ/fgNepA6sxVpuPaW+GUtI+o4Ezga7mVDh9kkcOZO1mv4Xr65dfnndf0ugnv0FO6owGI00odEAAAAASUVORK5CYII=) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur71764 0.83333333333333s linear infinite forwards;
}
