@keyframes rwdcur133628 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElklEQVRYhe2WWWxUVRjH/+fcdaZlOhRstYBSM1RSCGClMEMHJo08GIg+ECXQEMAIEdFoNFFCiMbEB6oNlSb6YFkkGAooRJoQKNRu0Om0nbJIVZDuQAi0JLTMvp3PF0soTHf6xj/55957lvv97nfPBoxA2dYcvf/af/+0xEYYXJdlebartsYFADa7wxaNRq8BCLrrncEJAci25uiyLC8wGI0/MsayvF4vdhcWwOv1IS8vD5aM2UEiagXwZiwavTNekAGBH0kz7d1/gMrOnKXFOcvo6r/Xqa2jk6x2B11pbqa9+w+Q1e5ottodHqvd4bLal5lGG48/+mC1O2Zu/WBLQJLl81b7sq8W5yy9nbPEBluOHf80/xk2T5kK4yQTNE1Dknkylr+eC8bY3N2FBYkrV7xhBWHHmAGyFtkS39+8qWPB/Hn4+ssdC2VZ+ZQxbjQnT4EgAc+DPpUxBsYYNE0DGIf4/w+mp6fj7VWrAIYVYwZgDN7Ori5kZMxCbm4u1qx+x8wYMwf8PsQEofJ8HTjn4JxD13XoBgM4lwEAUUF4ccYMAGz2mAEuNLhQduZsU0tLK4LhCD7auoUBQCAYgogJZGZmQgiCEITiPXtAjEEzGGCxWKAoGlRNBWNMHjMAABBRdaO7CYwx9Nx/QGlpaYjEYogJAUE00IJAAL4rKACBQDTa0HEBxG/lf1RA5gyBUAiff7ENpqTJCARDCA7iQDCEUCgMEgI0BooBKXO7nI2cS1cuXb4876V0C8zJyQhHIsO+hEFBd083iOj2aAH44wUkxK6Sw0dgSjRCliRwxoYxh66puHjpMgCcGz8AUcmFi5dutLW2wKBrD0f+YJYkjgSDjqrqGgBUOm4Ad70zSkLsPPjLIZgSDFBkeUgATVHg83rQ6G7yEtGJcQMAQEyI/a6Ghts3urqgqQokice1LEkw6CoqKishYrFjjXW1cfeDNTtT9LX5qeqIAZrqnWEhRNGvx44jwaBDkSRI/EnLsgSjruFU2RkIop8H+8r0rKkNM19NdgLAht0vmDcWpT3c0uMCAAAJUVxRWeX3eR9AU1UosvSEdVVBZ2cn2ts7OolowAD87ET6t9tPzTkNANf7ru663nft+w0HElPmL5p78+U509397QZdudz1zt7FS5aWnC47u2n9ujzExJNzXOIMR2vOAcARt6t2QN3NQFcVRagNAI6vpoMAsDLfb6xLKa9mYdbe327IA0m2zb5QkiTXUEssEQkhhK2x7nxjf9nagslGYzLC+967H43XZ1vpvE1GbVLarVvt+UOu3W5XbRMAZag28WTOUA9Fw5EGAPmP1731jWZWnxN7ZEMEkW5P/ag3j5HoSsXdtZKCcLy61Blmf8edG5/44U2NekT1sGfCserdfUnPK5o6tXhdz1/rC6cZOWd8UirPnD/LUe4PeXr/bnNm/7S+p3tCMgAAESWYEVMjlg8PT0987ZXl5Yxx3tB6ssSNkybISPSSLwVA94RloF8bjyZ8nGQxFQFAb0ffdo/H30oM937fiGpgiGn4tHTvrm9vL/dNAwOn+/ihdDO8Ex3zmZ7pmUal/wDxO/HroJYdJQAAAABJRU5ErkJggg==) 11 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEw0lEQVRYhe2WbWxTVRjH/+fce9vbrmxdCQMq4CoDDBJcgElLh3PRBDJfPgxcyGKMMb4A6gdiUBQhBGOMLhDRIDAGQ0NwQYgS43hR3sa2bitjhGjQbGPdHBPKmKxr19d7Hj+wEWCdW+fgE//kn9xz73me88tznpN7gASUZXeqWXanmkjMqMmRnWMHQACo73lUJA9nUpbdqQoil6u2Fn5/AIWFhS4A7L4A9JVcBQCzORVpaeMxddoMpNummgGE3DVVoXsCkGV3qrIsZxqMxq2MsTl+v78r2Zxq4YyBMQZZUf4moiZ7ds7zWix2ZaQgAwD6m6wvoatk9x5MesiKNR9+BM45AIAxhu1bv1Tr3PWzSnaX/iTJcro9O+c3gBbVVFb4EgHgtw/s2TnpK1csD0qyfMae/eT6+c6FHc4FDjic2Whu/NMExgDGoCgKUsypeObpXDDGZn2xucj0bN5iOwhrE63ALYA5TzhMb77+Wkvm47OxYd3aebKsrGKMG82WsRAk0OPr1rG+8uv1eoBxiL4+tNlsWJqfDzDkjRiAMfg9ra2YPn0acnNzsazgRTNjzBzsDUAThBNnqsE5B+ccqqpCNRjA+c0djAnClMmTAbBHRwxQX+vCkaPHzjY2NiEUieLtlcsZAARDYQhNYObMmRCCIASheOdOEGPQGwzIyMiAouih0+vAGBvWsY4LAABEdKrOfRaMMVz7x0dWqxVRTYMmBATRnRYEAvB5UREIBKJEl44LIL7/5dfjkDlDMBzG6vfeR3JKKoKhMEKDOBgKIxyOgIQAjYDijpK5XVV1nEsXGs6fn/2wLQNmiwWRaHTIJAwKvNe8IKKORAH43S9IiE37vitDsskIWZLAGRvCHKpeh3MN5wGg4v8DEO2rP9fQ1tzUCIOqv9X5g1mSOJIMKk6eOg2ADiUKEPeHMn/BwuULHI5tGzduQFe3H5oQgybQyTIkaFhSsMwfi0XH1VVXhgqLxuGRGemvKopq6exq+zok9eQzznlxQee3d8fHPTaaELtdtbXr2lpbrWPTJiA8SB8wMBhUHQ6X/wyhaQfqqitDAGCyUn5G+oxdMlfgi3SkdrR3b4lFbsas+tG2JqZF279a0r4XiLMFAHC2pioihNiy/8BBJBlUKJIEiQ+0LEswqnqUHzkKQVTaHx+I9XjKe/aGDgVKcTna0njwLc17aJXmBYDLvtZqb+DKhf65cQEAgIQoPn7iZG/A74Nep4MiSwOs6hR4PB5cutTiIaIKAFjxzcS0zClPfTDtxtxj6kXTY2VLxZ7b8+5/WVSYhaX9jZKJ6f8J4K6puhGNRPYdPnIM5jFGpCabBjjFZMSp0xUAUOZ2VQIAwrpAQSjFu1SZGHuBkWaKl5tb2KYkm3oaGOJCIoh27NhZ8kpxya5B5xGREEL80D/u6vGVdbU3OPSkepP0hnNAcEBMV+f11b2eq2ZglK5Vdyv/U6M8d17WcZPRPOGPltqnt710pb3/2/ryrI81Ebv8yXMN24Fh3gkTVY8/ojYr9ZmMM5PGacKGw453JC7p2jovvvsXXcwjgSYA24F7VAEAWPQZJjEgeYxFbho71XyVSUy+/nv3+GZ3pLe+dOj4UdXiIljzNmPKfV72gR7ogYanfwH/zvuqwBDmyQAAAABJRU5ErkJggg==) 11 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
}
div.testarea{
animation:rwdcur133628 3.2s linear infinite forwards;
}
