@keyframes rwdcur107464 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2VPWwbZRjH/3d2fPbZ56/EjnFcJ3bcNCJVWqq2GaLSClFEKiQEQ8UAFUOlFCQYgAEmUEvEUAYGhoIQqIKpqWhEEVWpICiNqjSYqqlQ3ISmseOPc+zY5zs7d+eLfS8rC83RhHrpb36f//PT+/G8mJq6nrpw4fswWgXP8ySdzqQuXpzoaZkAIYQkkyup8fFL0Ufdn1YUBYJQ0XmeXxRFcfBRC5ivT994Y2csNiQrivvkydcnjBQVP74a1HaYjoud+oHo7j1R1W6eEeYSfyyc/3ni+W9O1/6LAAUA58595Yh2d+G5kZEHFi+OfWv1mH0fyhx5u3yEY1UiwsV6YJotw1IzgYuGC4pFeVeONL/bFRwyLmCE+PBphF4dvqzp2gtZZhkLfgG7AjvBLRK4qU5Yoz5ISxlQNCDnxLcG3jv++bYK5D796QSzN3S+ssajJuRhCnXA4mTAbbggSxI0sQILY0GNU2BlOhryveyhp958bWazXNpI87Njo1bS7z5TmL8LZzgIlzeAJU8OZayBJCWoS2kknTxmPHeh1QkS1KKZGxn8xEi2IYFnnYejZZsYFh0V1Ofz2Gg0YBeb4JYoyI46UuEKeoo+HMjHQCWK6JdDSObnD459eYrdFoHuQN+T67oCoZ9GlapCq6vonfOhyqqoL68hkutEm5ODAxxChw/BQbvhv9lgn2BC+7dFgIn4tfZpBbYSgeRSkQ2WsBZbB5PRIVlrKLYVkWVyKNmKSE9OoSHK6Ng/ADWX3zTfkECVUgqOfT3g5hqw31IQTNpgbprhtbbD7GURqgZhrVOokjrKgzS0RB5lWtIGvbvjm2WbjQhQ8extnSb56LGjgQYakCcXsOFhwId4lDobcPtd6EiaUeiToeXWsN7tQXU5GX969NSmQ8nQDnSOPqOW1lc/UO6kcG/6F+SCBUgeCaRphpdvg63WBjUjQC/W0LPRhSKpgHW7x4xkm4wsAoDIy8E7B4+9GGFZxx7BLeNP6S/QXVa47utggn6Q1SpsFIvcjjr8vbHP9h0ZMTSIDAtcuzxLXjox/APlardZqqYhn+qkfSs02ARAuVlUFAGVQbtU0oT3r8yOn7lxbZ4YyTU8Cf/J779d7XOnNl4p2dWjTY7p52QmblqvX8FwdGIgMrDyMJkPxReXPvKe/fqd8a1kGLqE/0Z3oHdvs9nQWybw6/SPLOdwGnrK/4uATnStJBQnWyYAwGK3252tFIAO0roj4BwusDa73EIBD9KZ+5v++Q9iS9u3Wkiv2Kz2LQk85jEt5282MowqT1SpkQAAAABJRU5ErkJggg==) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhe2US2gUdxzHvzOz2Z3sTmYn+0h2k90krnnYGINpaVOwRalFTEo8aNNDEdpDoIj0IGhvLYRCKY2lPfTgIVBapLZGrfQSWlBqDJEmLVkTjUlcdR9xH9nn7GN2Z2d2p6eClN3o5mEufo7///D/fvjO///DxMRNz8WLV5qwXQQCAcXnW/FcunS1ZdsEFEVR3G6vZ2zsV8fzziez2Szi8UQxEAgs8zzf/bwFVDcnp060tbb2CtksNzT04dVSH80f/669fndbP2HXvZKxEmpSoYJkRrrWeOSN3wiC2JAAAQDnzo0yjuZGHOrrSz+5OXf4LG0c2PONoqsaCk/eVhVOdmE160d7016YmQYIrpAzvuz7qPP9vukNCZTiyvkR9et89wWq1Xg05Q8ipgrCy6Vho00gMkXULBGgrfXQNVmSUpT/wHbszZLtPQ2y3MaOguM0Og1HRVICxcswM03oYDugJ4xoYbtgeqkdOj2LpNvHKpzmh5mxX9b1lEsK3B34VqsC+fECNQ/JFUKVvRZ+lR8eygfqLg95NYkV3x2EtCGIcgKRe3Ms7Sue2TSBmoHdb6kLBUuayEGxqkEaGTDRKti9HFQ0g/vUEmRaBZf4CF5TCtEOCsy+1ndv3flDXamAqtSitsfukKZTMD0kES0E4U+5YRGtSCg8tAUCdWEWmhoOFq8JIckDqkWPv6VZS61sYgFENtxAtbYG1W2NMK4yqE3qUKgmwNdnoVkSEY77kdRkEJUfA/Ecdu47CJOLhEWnh3N5qtICSjcQHJ/x6hpMMO7vARkXoZF5iHkRcqca1ck0jKIB83uCqCkUEB+/gYael8HefxTTsXS61HkVCyxwK3/2NNlyYec0XYgK4MyNSHJJrHbkYQkyEBSgJWTGYr0XO9xVSCppmLvbJ068NpirVKDsHEglo8Phmduf+UwhxPgY2IQGdSoj9LIBOedjRHslJDI8dkbt4M1EnuOYV9sOvD1XqUDZOXBrafZzD8VPahcJGPJ6qDUkhH98ICgKGf8q1BECNrEBnmIAFKRP1xMOrNEAAIxf/5Fphu2C5Ir0F4UsWWd1QH4QgVCVQcCWQ4pDukOwntp17J3R9YQ/VeA/pr7/6YBgJC+zseKcXJQdxTbjAm1gfv9r9vrPJ48PB9cbDpS5hP/HVRugFx/Mjnxx6vyXGwkrRdk78CS+0MO9JEk6Nzv8mQRGLw8jI/AHc2J2YlsEFEW1q1rDRM5+MiZsi0AsEe4CUby2FeHPJCDmhcFmW2vlQ34zOP3VoPrMyHs3tjJjzWdorWvuz+bSC1spsOYv2N97aNrG2r7eSoEXvGDb+RdtIomCAL0PmAAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhe3VP2wbdRjG8efubN/5zo7vHNuJ3YTYCWoUR6TCgSAkKiGkUKEODFWlqlLUigHEgBgZKCwsoDIwwICqIIREEVEoIJkOraJCE6ChCopoSUvSOHb8307v7NzZPt/Z92NFSBXLBS/5ju/yfLYXN28uZxYWrjyGXlUsFkk2m8ssLn4X/ef98mcfum68+zH9vwAIISSd3s2sfJFMKN//fuG3rxZul+9vtQ21mVUy+V/zydULP5x5K3QQ+1QqlSKiKFn5u9u6mlzjw2en8WfjDoLBEJidBsS0C97xGBi/u2IxztdDk7ErdgKYxPTTZeimSXUxxV5PYfspGaxMIO250F/xghsMQv+rgPKNNcFMPzx97vjsL5d+SqbsAlAAkHrvmx3x5WPR3OfXQL8wBITdsLb2EYyOoXpnA80wAW9yqEgqxth44QGtPDH7zAnZDgC9ennhPMb4qFatQopFofE60s0U3Jk2tNUtGJ4uNENDzltBoObDurYe6RrKeTvGAYAO0P3PliZ0KLfvwpOIgdvUESi4YcUl5P1VOHQGY/IIJnIj8Gx2MVr3oV8YmLUNwBo4qtRKUKccKK//AY9DxIDsh2G2EMy4QQwLsqMIutiG82gIwfYgOosbCdsAHq9UCi4ZMI026qEuHkRyUAUFxv0qyv59sA0gc0RFfbiFh/fugZKc8J88ptsFcDjjg5VgKw52bQc8R8D7BDgj/WAHOHTEDhwKi2jVQoGrwRUwQbY2wUxGVuwC0HsrG5f6vH6ETx2H+FICgiqAklvYflxBa7gDWqfhzTvhHBbAGjwaThNkt/apXQAKAHav/jzfKSuvVH17aHm7YNwsHDIDUXXBM3AEtevrIJM+1FkDPOGvTZ85fcIuAA0AX+4uvsE+P74i8hF0uxRStSws3kBzeQekYYKFgAqrQh3iNjK+xpxd4wDAAMBS8pY5c3Lka8YfoIaFkSd9BdrF1jm4IkFo8h6aIcrwzUzM/3jr23OvnX2nYieA+vdh6eL7/tBQ/EVmNHBKrdVG+7L6J6rVuDrz6lzJzuH/7O2P5p77YP7Niwe988h/7+YErd3W6z0DeMQ+el+TpZ4B8tk073KyB73/aMB4bAoWIb0DWIQ0OZbvHaClt3ldb/QOYHYaCEjh3gHcHFcCRS0fuOCwww7rdX8DB0lr6r041XIAAAAASUVORK5CYII=) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD90lEQVRYhe2WXUxbdRjGn55+0NOetnDoaGmh0AqMbXFscyqOiF3iNjExJho10QtdMjO80BhdsgtN5o2JznCxxCgajcb4yXAuM0YzjDqYS6ZsZqQgpQVKW2htS+npx/loT8/xioXg4IJD5Wa/2/M+7/vk+b//fw6Gh0fmBgbOubBVxGIxORKJzg0Onm/eMgOyLMuhUHju7NnvPP/3fILjOCwtZaRYLDbFMMxupQ1vvPmlNTv8t5fjCw9P91/wxr4fdaxXrxm5fOWF1paWe1mOqz527LnzGx0cO/61q/hofR9bo35M3FlDpEd9QFmGbpsRKX/oov/a1Ve7nn7Kt1qnAoD+/o8oT5MTh3t68hsa3vdTd1klfRs9qLVm5RjIPEAPS7Dfvw/zl/5CyVCE2e7Iz8wHjh45+fLgfwwoIfTGuTayyXptYdxHBXqKaCk6QOerYXQ5wYzNgHdIEBkeUTIJj3ufyMiFvfftPXQzCUKpAYPVcsrY5aHKyQLa4jboHLXgMxkIE3FIViBYmkPUkoBbbMB8LqCZT033rdQrMnDmlV6CzWa8fD4H+kA71A4TpphJaAQCLFlAuBDCHrYdd856YCYscPss2BGzHZ648uvNd0eRgc4dnfv1B92OyC+XYaq3QZsCHAkj0jYOkkpGU9KOPJuBSElgFv6B1mYG3eoGH0zuX+6hUWKgLknq/fEJCHcBptkF6CgDDCECWrMO2VAEi5YszPVOpPUF6A0E5J8noOpyQepw2jclAQ1VG7TFSUhFEYvWAqa0QUTbGJQEAVQdDZe2AaacBlaGxHUpAOYAiZJQADmbC2+KgcaXHlwwyZTPPlQCOc6jdd4GV8IKunMXFhtZRDt4GKpp6GaB7a5WkHwVUsUMHyBmRpd7KL6GS1enTpQL3DtStQ5SqQhxNA6WXUTOJUJvNMOcIJEc80NuocDXEihbTZ92H3r86LJe0Q4AAB9KvEeUiWe4yfCetBBHzi2Dd2qRXkqjmRVhcLZAH6AgGPUoNBFhg1F9cqVecQIAcGN0hK53NH3B+cMPZXUMZiMB1NbUwDpeBbOzAaHpMRi87b7GjvZHaKMjtFKr3gwD/R9+wsm26Dee3fcEijKa68htNaqcVpMX8ijfUT2lYctvpczx53dt96ZWazclgdX8dmmAmvzhd3umVXxWLIuB13s/+GytWsVP8a3wPvBkvvf0maBarf9Ro9bdvV6t4iVcj2KJneQFbud6NRVJYJnXjr+fVgE4cfoJ3ZYYAACarotX6ck1f3oregQAYDJa/lRB7gYQvNX3iicwM+e/LpalNRex4gaEIvdHPBFprvScdXn381NDb3/8YsWPe00uDH1V8aRvc5sN8y8H/Z30gRzPrgAAAABJRU5ErkJggg==) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur107464 3.2s linear infinite forwards;
}
