@keyframes rwdcur139660 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 30 29, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 30 29, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGWUlEQVR4nO2dYUidVRzGvWX7EK3IaFxaOCNc0jYzzCaNNWkzZmU4dFPMwaZuU5pKF4oxtjKCvghFTtLasoFmc81p022RLtqc0AhptUXGPjTvh3BKBUEGjrAPQfD8rXN29r7e93r/z+/bwzn33Bd5PM//Pee87w0lBczs7OxsLL/vheqSUCy/L965JegLIMFCAyiHBlBOctAXIAmF/I3oGJcYC464M0Cic6rnpCdHPlP8rK//IYwA5dAAygk8AkIi9OW6gN81AUECN0CiIzP/9Pjvxv6n+8eN7c27V8F4XmsCRoByaADlxF0EsCaILXFngIWO18wvKFxm7F9QiOMVLLvTU03ACFAODaCcuIsAW+bLtX3WBN6Iu7+e3waQ/WN9IETWBIvSD0F7xvp1oMfOnAWdcs8x0B92HwUta4jm3atA22oCRoByaADlBF4DuE75cgrnOoE3AjdAoiEzf3KoAdo3HMPMX7NmqRgB27eFsSbYXroF9MRXn93MZf4LI0A5NIByYh4BN3GbBx3Kq4qh3VYTEDOsATwiMz+cuxHaM/f9KD5RB6r3Irb++ksJ6IrWFOP3X624ZGy3nR9gBCiHBlDOvEeA18x3hc/+ucEawILtHH99izmDvbJkQ7Wxvb7lFdDyPIHt/AAjQDk0gHKSbffNrpkc68wn3ggtNAPIhSC/kZkvM15mrOuZPlv/G3guwDz++JzMB811AALQAMqZcxv4H1O2nNKd9uOZ+fGN+nUAr5m/qzQVdHQax7f1T0rCfxDXmkBer62/hBGgHBpAOdYIuIGaQLbLzzPz4xj1NYBEZnDq7ebzJdFpN3/L/rbxJbb7fNe9CUaAcmgA5ThHADM/sWANYOG97qhTf9f78Jauk6CfL3rO2P9E34DT+DYYAcqhAZTjOQJc9w5IfMEaQCAz/Gjny5ZPNIHam/MD6PaDXTh+0hugb7sV9/dlxsua4ESfv2cQGQHKoQGU43sEsCZYWLAGsLBnzzbQH3d/a+yf1dAOOjc3DbQ8DTB3/x/bZU3Q2lAOuvYdrDFcYQQohwZQzpwI4OP1umANYKEsNxf06B2rQe9d/DXoCyOPgs7LewT09MB+0HJdQNYErvf91//ieQDiAA2gnGTel+uGNYCFy8c/AN2UbX42b3nVTtBlK/H/q33giPHz8r5f7hX4DSNAOTSAcmgA5airAWzv/Pnzm49A92RmYodRvM9eKWqCJrEu0L4P1+r7z+F5g5ws09W439e7whlAOTSAcmgA5SR8DSAz/83qImifWfoY6JraCtBdbbh2v7/rMujCJ80ZLTM/60U8YyhrDsmKQkuRIJDnBfibQcQIDaAcGkA5CV8DSCp3YEamVuDz9jW12L+8Bvfre0d6QV/Z9YDx+5LHfwL9WukToPPePwf6y/anQMszhn7DGUA5NIByaADlJHwNIO+Dw6u3GPcCsoo2mpqTmo9Ugj4/8KCxf93BGdCbt2INITN/avI86It9bcbxw+E0Y7sNzgDKoQGUQwMoJ+FrAIltbVzuHazNf9s4XsrUp6Af3r7c6XryKr8AvXPzH6DLc7B/W2sn6EXph0DPXDH/xpCEM4ByaADl0ADKUVcDuDL1M/7274Ed2P5JB54fkPf58vOSe+97CHTvCLZHGtNAy8yPduK7gsP46KIVzgDKoQGUQwMohzWAhbKS+0HX1G4C/XTjddCfd2C7rAlsDA++BFquW5zqqYZ1Cpn5tnUOCWcA5dAAyqEBlKO+BpBr/5f666E9OxIGffwaZr4kde0Q6Ojwpv/p+Q9ybX940NjdOeNtcAZQDg2gHBpAOQvuBVHlVcXzOr6sCd5q3Art+dl3gx4c/c043uGJV0GPnTkLOmP9OmO73N9nDUB8hQZQDg2gHPXrABKZsZHGDqgJht7F9wVkLrkLtHxnUP7kAdCDYawZ8rO/M7ZHGm1X7A3OAMqhAZRDAyhHXQ1ge0+gjdd7U0BfuLoYdHT4cdDXxHsFD0/UgY4Upjt9v+36eR6AOEEDKIcGUE7C7wV4zXzbs4Hy3L885y/P+MUavieQGKEBlEMDKEfdOoArtmf7vPYPGs4AyqEBlEMDKIc1gIWx7/E9fRkragK6kvmBM4ByaADl0ADKSfi9AInXvYF4h+cBiBM0gHJoAOWoWwdwzcigawa/nwWUcAZQDg2gnL8BqOMNY7v8v/4AAAAASUVORK5CYII=) 30 29, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 30 29, auto;}
}
div.testarea{
animation:rwdcur139660 0.8s linear infinite forwards;
}