@keyframes rwdcur242821 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 17 14, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHjElEQVRoge2Zf2xV5RnHP+/7nnPuObfttRRwHbily7aMiaFRZm26Lv4hY5Nt2YxmZmzZZBYjMW4KCG4w1MkyAptCRKtWyBaRP/iV1UTIxqYjHdDEwaC0TMWsnZtYpT+ktLe3557zvvvjnNsCk+K9LatZ+CYn5/a+57zv99Pned/nvPfAZU2sxEQbADDGuMAngWT8VT/wlhDCv9i9Ew5gjLGAqwHrvKYAOC6ECEa7X14qY3koBVhDm5ur+z/+zMH+Tzy7f+i55moioNTFbv4oADgA4bGuSjqzDv/23bCtq/LsttF0ftgmQg6AmjnlqL7qZIbASDXryr/FbR/tOWCMKQemjXLJcSFEZrQ+JjoCZQDpeVvr9Z6eKgCucjL2Q7OWJOqqm4lWpVEBJnoO/Pf4ec6BiQboAkjunr9I3lfxbCEdTCiAEKIT6BlLHxMdAbhIjl9M4wHwCNALbBqHvvLWeAAsA0qBHwJNQPE49PmhNWaAYpLulOLJ3PKtW5jKpNryKz62Z9HXFxYbWqWhldxxqVQwQM6YR4IZsz7Pluef53s/vgMvdGr/1PTynrVf2VZMw3RJw3TJ3gqZAzqnj6iQXTnKMFPia8YfIHd/otjFxiKZLGL1o49y2523U+R4tdtbXnxpc9OWFCkpOZSRNEwHGIY4qwqPVkwdYNpoEAUBxCYka8qlh0tCOWAgmSzi4Uce5ubvfgNXJWpfaNr20ou7GktjkxYrpsqzIIarcL/YeEiv77gr179e33FXv9h4KD1va3381ZRxBRhWZyCLvSJsY4M2oA1JL8nKVSuZc9tcLFTNpiMvNL5yoilFh29RooYh8E0+Y+sLNRT6LCRZUy55Y0i6JHBVAkw8jAHP9Vi2YjmPYXF4d3PN03/5TWPyhsStN1xd1YcjYMXUgK6wh6mqPLl7/qIPMd4Fi13eERieiJ2BJG2kSwLH2BACoYGm0xAaPNdj8YNLqJ73JWwjqzc2b9p5pL2lFCksnAGLp3re41TYiW9GK2Q+cDKu2OMDMKyMhnJLJhIJXJlLIeBkBl7phSx4jse9y+5l9s3VOJZV/cT+hu0tbS1lnPJGIBLHX0O0HRZCfNDROpr5sQBEOZzR0sHGxokiEBBBHEvDn3sha3Atj0VL7+HaOVXYWlQ/eWzz9pau4yMQ507sAowUqqwB30hnyCJhVAxgojRq7IXWAdiXg0hQt3ghlTd9AWlk1ZOHN41AnDWxC4EYAwCS9gFpI7GwohQKDYQCfAN73oe2dAThR5FYsLiOypuuQyCqnjjcsP1Id2spnUEEsaa8IIjCAQIDxkFhYYdxBEIgiFc838DvT8PfB6Hp/WGIO+6vo3LubEBUbTjUsP3VriMpuvsknUGu2P2vANKSwJcKiZQyWkZDHZ0VoGS0497XB6/1Yfa/E6WT47JgaR2VX52Ntqje8OrTO5u6WlOUW5LuUObraQyFzINpFgqJREQpZIgBBKgQrQYI9CmCA//EnDiNOXASAoOb8Kh74G6unXsdvtHVvz5Qv3PPoT8UcyaEvRV5PfyN44YmAjAmQ8B7ZNW7aJUGJRDGxhzsgxNpOPguhOC6Lncvv4fZ865H+0HN4399pnFrx+9SdGTzGnUMAINEdSYuv8MY/RgVILAAhZAWSAuhFeZAH+bEIBzsAg2um+RHP72f679Zg5/N1jz+cn3jyl2r89pPFA5gJTUSgkQ0d4mz10iJQIJSCKlAquhvFEIraOqH1zNwoBcAL+mx9GcPUHvrjYRBULvzYONv87JROIAA29GaEK1CkBKkRkiJURYimsnRWUUQIhQRpVQgR35TSw+k6Xw7KriO5byRj43CI2Cjkb7OEpAlJP4nI3JmZXyoKCICCY6CGyfBjCTUlIKEnq5uHlqyijebX8dzvS1Hf7n/J/nYKDQCGluA0hGACKKVx5KgJLJmEuQiIIbJYJIDn3bhi6WgBD3d3fxi+Wraj75JkZvc9tz3NyzM10jhKeQIjevqjB3iqyDyawRiVhnMnAxGjByIqCZICZ/xwILe3m7WrljDW23tFFtF2+p/8NiCsoopAWXq0gIIronW6clKA9rPDjKk/SgCGPjcpOiRQnPuNiROf5Sgt7ebX61YS0fLP3AcZ0f919YtTJmUpj0Lt/8LwTWXDmBYJQq8K4IBfE73naZp3z6kEUgjkUYgjEQgRlZYYTDCoAU0btlF+/F2ErazY+N31t1ZUlQSkBA55AvuvsYTQDNZQYdPZmiQU+90sfq+n5O0EniJIlzLwVJRlRaIuEBrsmGIH/pkMhmStrNj4/zYfGgCurXmwVEf/ccVABa+DWvKkQlrh6+CGcr4WFioMCORBktoJBKJQSPQaAId4Ac+qZKSXeu/vWpdSSrlk9aaQaNzKZlP+sAYXnAYWmFvRfSTyadssIUkayyUkPRriTUkIRHtG+x4mABN1mhSMjoPGk13qJntar7ckbf5MQGcA9GRhQo7qsVnNJRISTpO5aSUpLWOP8MZHZkvU9CR1VTYFGp+zADDEGYm/HFAMi3OyJOB5LPnvZs44cM0S8ftMKdII9ryWnE+SOP6jswYc/GLACEm/PX0ZV3W/43+A1IHC/vdgRLTAAAAAElFTkSuQmCC) 17 14, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH60lEQVRoge2ZbYxU1RnHf+e5bzN3doftKkRRm7WppspbDem6AtFqNLW06YdN30KqpApaX+pbWxvDB6iaKmgKWBQRNLWNWCoUGq0krKFVXgrbgAq7q2CRKVWKws7uwjA7M/fec/rhzu4ihoUZlqxpfCYn986ce8/5/87znPOcuRc+t+E1NdwCAIwxCeCLgF/+KQfsU0qVTnbvsAMYY2zgUsA+rioEOpRS4WD3y5kSVoGlAbv43Jam3LlL/pG74JlNxWVbmoiB0ie7+bMA4AJEOw9N4EDg8kEpEbUfmnBs3WB2vNuGw1wAa8zZb+vz9xcIjVjjR71ZrvtszwFjzDnA6EEu6VBKFQZrY7g9UA+Qn7p8sV6bbQTgfLfgzB7/M29G0xbiVWlQgOGeA5/uv8I5MNwAhwD8V6fdJvc0PFNNA8MKoJQ6AGRPp43h9gCcJMZPZkMB8CugC3h2CNqq2IYC4H6gDrhpBDUbvsPVNYa2IWj21Oy0AAxt1OAnRo4cSXNzM06NN6V1RMfa27+9sMa05MS05MQYgzGGMwVVNYChDVoaJFGT5NKLLuEPz/+eG2bcSG1t7ZQ32jetfXL502lA6CgKy7qFlgY5HqScyEYN0s3Z5WuGFqBPPJmAmmQK27Lx/RQPP/gQzd9rJok35cXNK/+66vU1aXaVbNIiwAAIbcdm4cGSqQuMHgyi+hDKBJAW8b0knrhgwPdTzJ4zm280fxPXcictW/O7l1t2rq8joWyOaAFsthVimJLpz8I5tWibXpC5pa9pvSBzS04t2pafunxx+aezhxagpUHojIQDofgk8cQDA2hDMpFk1qxZXD31GlxxJj29+tm/bN3RWk9n5ALCWZbw6DlCYITAnGqP+kQVVW3mzNKueDRBvv7rb/We9+ULeOGVF8sQ8TW9+TxPzF3I23/fjmVZW35xzU9/MP7icd3kdIinQr6bHoWnzsFG45xUxv5y0vuUVewBQxt0RkJeA9ie48UhpIEI2NQDoSHpJrn75/fQeNXluNhNT65f9lJ7pqMeC5eisVl5+GOK5gAlUxrEE6XBxFcF0G++CHktCbsMEJm4/LcIb3RDYEg4CX5y7+1MnPI1LKRx8WvPrdi1Z1cdOT0AsajrXdyOt1Dt25VSx5e2wcRXD3AkgqIRjmjxcEkYNx79kPjYkY8hSoaEneCmu2by1cmXYQfS+NTG51bsOvTeAETfnACpJldUB9DgCjkteEo8XFxxygAmDqU3DsO7vbChDGF5TL/zx4ybPAHLnABi6XlV6ak+hAIDJSMuNjZ2LD4sh1GoYHMOdhdgYw8UDZ6V4Ed3TGfc5PFIJI2LNj674p3s7joK2gaEtAhLz6s4Y1cHkNcQGiEbiWBhR1Y88kFZPMQeac3Be72wuQcKGs9ymXbHdMZMGQeRaXxi/ZIVO7Lv1BEYm8DYdEZCS0NFmioHMGMGzn0RG8EWOx55DWgDouKWjYK38rDnKGw9CCWDZ7vccNd0xl05AaNonL/uqRX/zGxP062FC524iwq8UH0IhQZ0gLIFQQZygC63KgYjeSK6iXbuR79/GFo/hhA8J8GNd9/E2CvHo9FNj69btOpv72+owVFCJqhIxmnsRouf/GrKRRWJyBJKFi2Fcg8OtOcxmV5oPQiRIeElmHHfrUy46jJCHTY9vm7R6lXrV9fQ4MgnvDzkAKo9PtoJEAcTGgymP6drk8cQAhZgo7BRygJtwY6jsLcArVnQhkQyyW3338nE6xoJdTRpfsvil+etmO+fqOuhAQCgGyiAoCM0Gh0DCKDiE4UCFKh479YP8WYe9hRhaw8YQ9JPcu8D99F0/STCUjjphbV/fJ7Xjp6yruoA/HqwlSZfJCIi0mE57gERFOVS3kUr+o4WsWfkGFjI5/N89OFHAHiO+69KpFQHkBZNyte4SodEhCoCS4GlUFYfier/9HtEBCbWwkU+XF4HCrKdWR7+5UPs3bkH3/eXty7d8ADXpk64+zzeqnsyt6MA5zqQ9MKAEiWCvpAHSyETasHYqHL4oKw4lEbYcGECrkiDBV3ZLPNmP8q+9r34bvJPS2YuuLlSKdUB1FpQJ5pCry4SUrRCsBUYUGPr4RJAq7j0zwViyC8lwVF0dXexYM5v+ODdfaRSqZW//eHcm0ecW6/JBLp/oTgTAIqxmLO6NJ2RZoTS+bCXQtgbAwBcnI6zcF9iG7gxTnA2dHV38cSDC/j3rr0kHG/lgmmPzKwZldYERtPgVKSnOg80OJCNNIcl7A166ckdYePrGxCjsIwgRhADyqj+iWowGAUazasvvUJmdwbXdv88f/ojt6YsP8RRIbtLUG+hGHvKUqr7R0ZbvAVO9sgVj32/mPR9amwf34uL57g4loOFIBKvE5HWhFFIMSpSCIp4trty4fS5t6Ysv0RSxQCHtWbmh7oSgGofr2smJiDbCZ6sDEz4lYCQkgQipggRhERiWzaiyzuMSBNEgS6FJdI16TXzmuc8lvJTJQR9jPiKRh9O4wWHMQaWdQsNjnBECxZCgI0gREaQQMCNd60EYKPRjsZSceZzCImI4/6wjmP/ukxFo396AH3PhmIT6iz4TyDUlrNXwcCIY9JMzxH4QlrTqwE02Ugz1tPsD+G6jI7FVCb+tAD6IcwY+lP/aBtSIhyMBi4634YPym9KR1pwVMdr0/4Qrk1pVHtVwvtsSN+RGXNqz3mUGvbX05/b5/Z/Y/8DuLFMNfd0XYoAAAAASUVORK5CYII=) 17 14, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
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95%,99.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
}
div.testarea{
animation:rwdcur242821 3.3333333333333s linear infinite forwards;
}
