@keyframes rwdcur42867 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaElEQVRYhe2Wz24cRRCHv+rpmd3FMcZ2bIxwOBABVySEhHgBLgghhHgBxJXXQsohBwsZ+Q3gzClKDsGJbRJns6zW69n5010carxeDp7dgROSSxqNRprq+rrqV9UNt/Z/s8PTQhe/j85KPTor9ab/l5nr6lBGePjMIA5PCx1Vyusy8su/hJCuDg+fFVpEJRGhiMqkUrwT1j0MEuHr/V6nNTtnoIjKpIbTPPLnLDKqlPMicpIr40o7Z6IzwHmhDIvIpFbKaAt4MbBxpYSodNFEp3QdnBT6+zgwSITMQc+ZuwJ1A7D/hiOqleO795aXw3cBeDqNfHAn4e2+MCqV7UxInWnhvFBGVeDFzDb/ZmrAX73bDrEywIPjQh9NAp/fdexkwl4f1rzggFphr6+MSuVlEYkK/QRmYXmCV9LA0Vmpx5eRjVTYzoReIqx7wQs4gczBRip8tu3Z7TmcwLRW8qD8fFK06mEpwE9/zPTRJJAHZacn87o3L7wwB9npCZ9uJez0HGWEcWW6OGiBaAV4cFzo8WVkWiv7A8fHb/l54CuI+dN8b6Y2E7xAVBtcbdaqgb8qpVb4aD3hk82EQSLzYFcAiRhRVNtkrXCSK05gPRU2UqFNiK0Z2MqEqFZjt+DgBXqJdcBVBiK240lT+/2BYzsTvrnX3gWtAN/e68l2JjydRp7nkTwoccFxESzq9XOVCSfWim3TcakI7/Yc40r57XXg12HNsLiGiE2QuLB8GS1Do9IEeBkgr29uhKVzYFyZ87RWnlwogySwmXkcStIoMqjOxTkN9n8elFEJax58enMVlgLkQfHCvN55MGHWCrHZ+mIGXs4iEdjtORQIClW8OQOtJTg8LdSJBesn1udbmcNhoitjA8I/67+ZCj/c78tWJgyS607pnIFEbPI5YFgqdYT7d2yxOlpg3wR/VUQG3gCf5zVgIm5bfynAF+9kAtgZfxEYNsIalsppHvHueuA8voisJTANdhKuaisdRsVC+z2eBF4VkUmlTIOSilCr3QdeqJ0JP344WJlgJYA82OUjc9YVk6atMmeqj2qZ2Bs4vn+/3+mOsRJA3QTwiZA6U3VUU/q4ssm37oXNlnb7TwBriVB6a6lUoFZryd2+Y80rRVDWvN2SutrKyAcnhc6CTb6+gy+X3HRu7dZWtb8B4eLFTh/0ua0AAAAASUVORK5CYII=) 15 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
}
div.testarea{
animation:rwdcur42867 0.66666666666667s linear infinite forwards;
}
