@keyframes rwdcur194140 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhc2XT2gcVRzHP29mZ2Znu7P/ktQ2bUNBUKrYprSKlNRgLwGDCq0K4sGLPVSriEg9BEsP5lApvShC8aJIqAdBrFqsVKh/DoJg/AMV1EJR0xqSJrub7s7Om5n3PEyaSNPdbTdp9QfDvnnv/eb7md/7vd+bhf+DHT5o6f9KOwUQxZoDz6c0QN8GgZeFp58NxS0DADANTawEtpncv/uWpaMI/AbsP3DzYIwFEsugb4PAtCCKkstvgLINjh4xb9oSGQD5vKBYTF4yDpOB388p9ux+jqm/VvHjuMurL9+cPDEASnmP1UWPQjbH1IzGcQwKeYPXDr9DvgQlz6Jvo8XoSGrFIQTA2NuuFsrFSim2bx+gUChx9I3jWKYBjkl11qCnGGA5AtswkErx0ohckbxY8pDzPw/prJfnoxMfsmatgWWnCGXE7AyUKwqBhY4VSileWAGIJQ84N75T5/IFurq7+PTEcRwvhZYRMoBKDeJYEUVJrsg48VnOLjGu7rh969dCBQFa1mgELpfLibjtQE8JvFUGxbxBoWjgZcE24c3XO0/Qa5JPnh3UWc8jUyrywfsfo4WPawPCAK1AGJiWid+I8X1FuaKQocCvK0ZGoxuKxpIIAMTUCVWA8hsJpXaTgXnxMFL4jRjbBNc1cNNgzwfh4CuuvlJVO44AwMSvO3TGzXH6828X+tLpAEjWvnutDXaiI4SB1gqA7iObAUgJuPPEN22jcc0IADQu16jOVRncdS9B5Cd9DQc/UKjQoTYbw/wmuCL+wHuD3LXmNnK+jz8zy9wjO9pGoiXhL9/361w2w5kvxwGwDQcAqQKe2usv8dXPPKwRNtQDCBoQh5zMpBge+6KpTtMIAGBJolSdoUf7F4SBa4oDcKkK6XTSjkMIGjxUj1pKtATYdM9ZEaoGgfSp1jT1QCxAXG167x7Ni/vAMeDJJ8C0IOMtFotOAACklPgNn+HddyDrUA9arFomC5V60nbSYANuenkAgQyRMkxApEbWm0zUEo4dg5oC04HpSSjPgZPmh4G7myZjW4Ct/X+KMAqp1WsMP9aLnWkyUZWTCyBlQl8frFsPGYeudPMopJqO/MuicDGR9u6vt690l/6AXA902zBXY/1ssenUthEA2LbtogDwK6rpnNMXLize/PQbVKdgWkJXb5IPywEAqEwr7t850f7tRZicXFv6obcn6XtwcPkAu4YmW4oXjRyIdXDoIMggqQebt8B9A/DZqeUDtLPtJ8cFogZSQqBh0yYoFWG119JvxQAAcHMweihp24ADVGdgrtLU5bp2wXVbJJPfygRMXoTzf0MgW7qsLECYfD9Q9uHMVxAomKkgTn3X4WF0o1b2QQIb14Jtg9e6DEOb47gT0/se10zNJjkg0oixT27Jf8yO7R9MJJOO/CarfQAAAABJRU5ErkJggg==) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhc2XaWxUVRTHf3ems7QznQXQ8AmjXyBN/CIpWrUoEiEFGiOhYEwJLhSlwCRWBBeMkcSExCgRhciiqUuIkWqKCUiwRotBBSVECMEEqlE+KMrSWTpvnTl+eNOZPKdaOx3Ak9zcm/Puuf/fPefk5T34P1j/wZhcK20PgHhzfPl5/TWB8ADkDQXAmVOd8uPxjqsKooYXp0+sENu0MA0LyzS4bdYe9W+BVQc4drhdbMvCtm1+HugFoKFhKm91n2VqQx2WLTy5Pll1KM/wYvod7yvd0Bg4s5empltpbJxOIBikaUYOQ8uTTV+ZypTd6OKv8yVn25i2Tc62sW2LY0e/5Zffwzy1IXXlMjBsE6fsU5FInGg0RjgcJhyKcPvMWdwwOVNt7ZEBAN77eD+hUIz4hMlMvH4C0WiM2XNa+HCXp+p1GBFAUl5UKI4KxfGG44QnxYjGo7S03l91iH+s6c4dEVnesQ7IAiagkctcRssa9PT08vCqXFX6YdRDRF4VB2IQ0JAhnbxovL51N088PXr8aDZiCVyEqktBBIgBUVQoiLeuljWrHmTzJlzlkPZ5Iu3zROSCSGKJyKKZo5brP99AZItACicbScjr5LIaXx/fT3Pz2dJGS3dm04LsEKQ0JJHAs/+bEbXGlMIyiI0+WLPWvakmD5YJWa3gMMHQQNPhxY2onkMuzTEC7BRIAxfgDQ8sWwG2pyTc0cn5XJoscGNsEvhqYXUn5LMOQEZH3bOocgAHopAF6yHHoecdCL8FeS9vL27j0QNHXOfKV58JRhY8Fmgaav7S4vNRm/DvplRCseEc+ILO+OkUiO7UW0/xiGWVxzTf6wZa2V5szjEDAPD8eqfZLB02vQJvdoMhYBjQ/Q4y+5by7j/8BfiDUFsLC+aW4CrRl+/6hTofnDqBWvy4ApCTR0uiHpttKxOsOvS9++Yn+4TkZUjqxTJUlgEjDZeGIJUuutTNMxS6BroGl4bo9OXL45K6M7Qk0rVSKgfwA8EcnE+6/b27IWiBMuCZF8pLYeqQyzprcQArA6gNQiQA2T85t/Cuooh6abuiNugAeixIrHPHZS46LyiA3wbGAaDpznigDSNS5362dYcz500wDGTJAgE4urBZiuKajvqgbxw98PIWyGRA07npj0GOPNZaysLmdxWmBkYOTBNa76OvY740vratFO83i8uKANSegwrdAi2NeraLGf7r2LdsbgnizjbF0BCgg2Eyu34KHOkvHbDnQOmsSgCGTT7ZLqQKtznwKXsvDWKaJi31QcIT43D3HHeA3wceG7VodVF3fADt84SmJsgb4AlATQ14a8o3BoOFWbnExw1QBNn8nOAviAzDDFug4A8o1NK1ZXpV+8yW5a3CtGluZyAAP5x2hHZ9dFX+tMZsfwGLNLQ8ECz6mQAAAABJRU5ErkJggg==) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur194140 2s linear infinite forwards;
}
