@keyframes rwdcur67220 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMUlEQVRYhcWXXWwUVRTHf3dmdrfdbgttbQFDoRRbwERNRYiaGBIfjBIfWpNCUl8xPoDRxIjw4Iua+IqJGI2JwYQYIY00BvRB1IiYGLRiDKShQCiUUmi7/djd7nZ3dub6MDOdO7PT0uqDJzmZu2fu3v//fNxz78DypUPAoTadkTUxZEIgBc5zTQzZpjMi4BDQsYI1EcuY07W5mlNpE3bUwrYaaElAlQbjJWiOw7wNI0UYnIPfs9AYg+sFuoH+/0KgY5POgG2Q6mqCJ2pBU2ZPmPDGVTjSDk0x325L+CML/RMgyuSGLTqBayslsCelc6K7CRoMWGXAlmRwggRKNsS1ykWu5GG2DFNlODUBOYu9wMkoID3CcKDe4PODGx2v/8yCLmB9opK5IaI9uFZwIrS7ER5JwV9Zeko2aQkX7heBPQ0GJ95pdXLrebqcQgmL+r/xErw3DFNleoC+xQh0pHSuHN4IrVX/AnGRRT25MQ8f3IScRTtKTSzMbdXJPtNE6vmGlQEtqFwc3JMzU3BukswNi1WeTXOfXdIg1WDA6bQTvqVAdcCQvurStbnvvLGnAvgmDU0GSIM6oEtdj83VyBcbnWqfLsOTdZXAmuulFuG5N14qAuczzo6atqA/DUPzzlQD6EiblftcBdZCwJoMkfDAl0jDrlrnWQY+uws4HXNIE/DSjghwgRta6YdV90Ku/NYlZEzfrqZBVc8eB56uBeGmQduks39bTaXXUUCGSko6Xe/sLHw/E7TrMqJGFHtnNbTr7Acw5jTWtyhNRldCrku/6Lxce6kYKcIXY3C+CAea/TlRKVCLWgpoS0BOYwMWGDNl52CZMKHZcAm4JHT8nHs2AQzMweFRf9Ea4ZMVYUSXkQRs4G4JUjhtGkArSZgoOQeLLf2QGx4Jxeb17ZP3guvXiFCowzXghr5sQ+8wjJlQdEkacQHrYvDRQ1CleK56reFvw+vzcLEcJFCvOSBR4VclCfRtAF2DKgEFCdpqA4o2PGhADB9c9Votwl9mg4v2pmB7dXDeYhoDWmJQtKDRDadWa3P7dtH3ctEISJg24XjGB99pwL4HIB5OVZQq74aLUGdzC0C7bnH08lzQ88gIABcLQe/fXger3fAH6iVKFTIDBRi0OYqL9fVvWZB2JQlvK2qAZUPfhA/+4RpoM+4fdk89gtjwUx6ke10zgKGmGFzIOXmZKsOzqSC4JmGwCJdsB/z1VbArGWrJcunz4Ls8NOmQtpx6m7QYwk07Q/N0f5l2DqJ7pvMHFVwDzk479hfi8PJq/31UjsMqJIwVYMqET2bg7yLdHjHvOO7XTXLpMvTWO3tWbUDjJnyVh1YBbzZDUvgh1SLCrIUIGBJerXfW0ctkUG7Lhje4atM5nubq41WwNRGs/t/zzpz318Jao7IzilAqPBH4TfFSCT7OwbRku5oaTRlfy9jsPXTHaZceQNGG42l4txE6E0EvtQhvvd/C9sejJuybhBmbHkJX9PCt+HJJkv4hx+4dVc4N5thdqNPglQb/NFRrY4EMvv10Dn6eg51VcNmE3kmYtnnNgmMhvMpruQ0XCpLBH+foiVvQWg2dSWgxguBIp5/HJOgimJasdM79c3l4KwOTkp4o8HAKFkTCyRmbLWcyZD6dhSkLpJJvTcJYGR4ehVErmAZsSNtwpAB982SmJO0ydBVXZVnfho/FOXWnDM8l4akEbDWgFrhlOs0oL+GKCb8W4dsirNdhwFzet+FKpEPAwUcFNzfqyKT7dZwUyFYd2Sm4KeAgK/w6/t/lHzOgN8C1VE8LAAAAAElFTkSuQmCC) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQUlEQVRYhcWXW2wUVRjHf2dmdru0u9AL2xIosBZaUKNYtRqCxMQYY5CH9qGQ9FljYjTxQQlEfTA++NoXjJdENCEaCIHGCD4pESEhKIaohLSU0EJvtN3tdnfb3Z3b8WF2dqez09rqg19y8p05c+b8/+e7nTOweukQcLRN5X5LCFkjkAJHt4SQbSr3BRwFOtawJmIVc7p3rONc0oCuGDxcB1trIKLAtA7NYSjYcL8Itxbg1yw0heBOnh5g4L8Q6HhI5bqtEe2Ow9MxUDyzZwx4+zb0t0M8VBm3JfyWhYEZECa5EYtOYHitBA5FVU71xKFRgw0a7KpdOkECug1hpXqRwUWYNyFlwrkZyFkcBk4HAakBA282aHx5ZLuz69+zoAporalmrongHQznHQsdaILHonAjS69uk5Rw7Z8scKhR49QHCce37k5XEyh+8X43rcNHI5Ay6QXOLEegI6oyeGw7JCL/AnGZRV25W4CPRyFn0Y4nJspzEyrZ/XGiLzeuDajc5PLgrpxPwaVZMnctNrhjSkl3S41oowZnZ6EoVwZVAU1WmipLY6V3bt9tAvguCXENpMZ6oNu7HjvWIQ82OdH+SxKGFuCVTfBoHWwMVZgKWdK+nbv9lSxwOeNk1JwFA0kYKjhTNaAjaVTyfGctXE7D5xPOhy/Xw7562BmpRL0ifSRc8BXc8HzM0SbwxRTgVMwhVcBr+zfwYmesstNEBPZEYXAebhTgYhr+nIOIBg0q1CnOPKVkEaVkdq8Oaq77pgwYLjAGXFHbVL7d18h6b54rQLMGz9bDfAHuGZCUcDULAykwLYipjkk1HxE/IRfYq3UbpvLsSkr6RUsI+c422FwioHoWVCXoEi7MwdfT1WZ9QoPDLdBVt3ImeGNaChjV4f1xmDAQStp0DpYZw1nAjWhX1wrobYAPt1QTuGHCsXEYK/oyQS5tbnYI4IEOUZwyDaDoEmZ052CxPeCuad3+3jo4kYBOrZrIiUmwbA8ovlZKV9OGvhGYNCqpLmoEsn8HWMAmrcK27FePf4WEBRtOTsOp7FIS7zXDwdjKhcjCAVcV6BuFvERo9RoUbdgW9gSODCYhgHoBb7TAczHIWFCQkLchpUPahI1Vx1tFFAFbQ3BXhyYVxkzQYjZjY0VaE+GVwb2W0CR0ratYJagWVIkAKZ2AHCnCept7AModi+M3FyqgXu0PSFX63vnHg/yPb76E63m4ZXOcEtbZq1mQdjUJNxUV37PbFElVxC/X3LnYcHERZOm6pgFD8RBcyzl+SZnwQjQY3C3B5ZiQ1WcCBAfiD4sQVyFpwWYNZi2GKLmUoQI93yRhzoQHhvNBELji29ESi7D87oWEyTykDPg0DX8U6SkHZkkPqAa5pAl9DU6QiSBw35jfDUFjbg14vQGmDVBNMnhuy+WyctumczrJ7ScjsLtmeXA/Mf+R7M0CQaUM/6XDJzmYkzzldY3i6Q9nbA4fnYApvQJAgCvKLgjYrfss7Ep/3IBXZyFt04vviu4vGzd1SfLHHAe6Is4N5mQKZixoD3vAPYS88eCOf5+DnxfgmQjcNKBvFuZs3rLgK39wVtUtG67lJbd+WqA3bEFrGJpV2KIuBUc69TwknWu710JZCWHg0iK8m4FZSW8QuN8FZZFwOm2z63yGzGfzkLKcKub6WJEwacIj4zBuLXUDNiRt6M/DmQKZlKRd+q7iXlnVv+GeMOcmTHipFvbWwG4NYjgXlTYNFiUMGnClCBeK0KrCdWN1/4ZrkQ4BRx4XjG5XkbWlv+NagUyoyE7BqIAjrPHv+H+XvwGRCUWa6SFlSAAAAABJRU5ErkJggg==) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur67220 2s linear infinite forwards;
}
