@keyframes rwdcur81544 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 24, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFfklEQVRoge2Ya2wUVRTHfzOUdi20tIUWrAuUbUPLEp4aGiUpW4WEoBB8RaWrJS3p8gjGxPBBTPyAEBMxBjU8tKGQtinUoAaFiojtskUQNJCgVlhYgqUFTKW0S6lLH3P8MLstlIYdlm5B018y2dm5mXv/5557zzl3YIDwI9jmCrYfe2tT+1tMiJwCSu63iAEG6IVYICLEd1XABMQByX2m6P9IdBj7ngzITdddYySMtobSsUESAAoKCgL/79qQ+5oHDpA+H0BRFFwuFy6XK9Bk2AglHMKMspPxUllgw2633/I8KysrcBtUX1g9INhUwbZZsKX0bNtHxtbvaERRbtfoLiwil+GGxgg1BBpFBZLQw+UI9DWfDGTM5VSew+EgJyfntpeivC0MJwr0pXRHL/T3EpoHpGwjfWPsC4+R+LqjqyG28SrehHgAzGYzABaLJajGcHugJ1PzSVw3e0YaMSNG4W724hsW29U4JjkZUVXGWSya0Q77Owqty8idz6B5M1GbvLi2dxeYsZMnUZu2kB8sczTgVeApYFqwDsNqgAVkPRYZCT8D4nA4yMzLpXl0Mh0/uXlimR7/zWYzFotFO8LVNWfxvgT8BpwFasOpr1eqq6u7MmsFyaIxSxYzUgBxOp1y8OBBsdvt4nK5xOVyyblz5wToBAoAG5CGXh9FGhkvHJtYSv03hUAiQ1jIdQR9XThefgX7sqWIonTNPLAC/dByHvgbPfsb2gd9bYCU+oUD7LZau2qDPTU1RDGMOMZifT+P9ufnY0lNBXgLOAm4gct3I75vFOvJapFfvMzy/zZZrdJktUoJyCKQkSA7GCKXmSGtZMlaUgTYCCwGpoc6/j1vYgWnBuy6+dkzViugz/o+oAyYDXRwnb9oRRDMmM4DPvQZ94U6fkh5QLBNB6YepnnfTE7EKTh/Dyyd3TeJ/xa4QhxfkcgoOplgNfFRjZeFwBGaU9CXigbUhGpAqB7IAMYOZ3AyepmgBXK+RvfMVwKvEc8UHmLSw/Govkg8tODlOnkkacAqenivXxBsJg+Z1mkMSQPmAu/NYajswCRXrVax+8PoWpLkKGnii88UX2KmHGSKHCZdnmRoSIeX3ghlCUUqOJMyGTz5BO0m4FFg+fe0kAN8XVPDfsAOZBHNRHMsHbRTW+ejASGCJlroCBZlIoCOcBgQGbiO0u4FxgDL3W63Wl9fT3Z2Nr9gZT01LLBaiWiNhA44UvcPGhBNE9VEcAzfoCDjDEXf3G3BBAXrqKf4EUCMX3gq8IHb7R506dIlFEWhra2Nlb9W8ixwtqGB8qZOWrwqZgS4QSWaNnrB47L39B9rgozlQ8/OQTGayCLRD/cjADMwHth85swZ9eLFiwAUFhaSn58PQHZ2NgClQAyJHCVSu0wbRTTczYQZwsgSikN3acIqEsYnEjVpP63vfOo5Tl1dHRFt7aQXvMvq1bk0AGU7dwbe22CHN6AhEG0+7GvxYMwDk/GfpAqxlEwkWh1XtQm3qgeSYx9vYokpjmsT0yg/VcOq4m0AW4Bv6C4NQK91+pygBpQwoXM9tepJruPxeBgE/FlX19Vu8l4j6dRZaqsOsamiknIa3/YLPwQ00m1AWD7PGPFAp8fjURVF4cKFC7c1iggHiks4XrRLq6B5JXpFqQJ7+lZq7xjKxJ+kzoRdu0FuzT8iQllZGWuLtmoVNK9ALwkq6CfxYMyAzxtp58awmFseigg7yspo++xL9pK+fQuPtADOcIi8E0YMaCnmChMcS9B6eACB2STwNKfzl1Jf2vvrDwZf4K9vqqqqxOl0ypt5+bKBtD6rafqLrvNu8Ys54iNLBFt/f5q5Z8rxG5FuMN0PMMAADwiCzXS/NfTE8KFesKnAc2HUMsB/kn8Bj9nya/LLF48AAAAASUVORK5CYII=) 24 24, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF20lEQVRoge2ZbVBUVRjHf3v3RRYFETdE3BBWfFvE8XXwE672MiRpTTqjAziYJDBqZU2MUzk11ugHy5nK0RoczYRQG3NyUrTJkXXVbDQdNQVE11QW8i1aYRUE9p4+3AW0Uu6yLObEf+bM3fv2nP//POe5z3POwn8MAts0gc30qHl0GgKb7lFz6EEP/k8IBzobdBIQAkQAMQJbtMA21V8jgUZ8XQDvykCjr7l919wPfrzzCA2GUR9GA+Ke5jckFc/c6YxhlYgEyMnJaT33W8gjTRr7GD69Gg0nAIfDAUBKSgooIjRqbKjxQNBwE/Hm4ZwUZmZmtl1rFYJKTzwyAXsZseEHatFoNOibmjBV1RB7uhyt10vl+o1k0V+Vne4UYAKGATYgL5WK+YbcmWRkZBD2h5tI52UGL96Osd5DrzoP/ekFKrygap51IaYBcWn0XTtu/iyemZcFgLalhbBaN55+EbTodZjNZgAsFkuHHLs7iMfMJnLFomlTGWwdzbW6ehrDw/DqdLijTMTGxCAkiXiLRVZrsLsFrJiQ9SLxI6yEnyznu58OMy0tjd+HxmM2m7limUElDTIwF6gBajsyGLQYENgSVhLX+l0/Bojc3FyS52fhiTLhPVTOxIW5beQtFot8hD8/uEDdbOAMcAG4Eix+D8TBgwcFIPaQJK6TLArvybR2u10cOHBAZGZmCofDIRwOh7h48aIAvEAOSoAnoNRHBjX9BSOIRZHvxwbfMRtFwVwgPT2dvLw8gLaRBxYBFcAl4CZK9lcVBwELENjGACnAdg326iJgve/eTqu1bfh3lZWh8Ymw2+3Exsa2fmXeBk4DlcBVf8h3CXyL8OVvYRZFICYrHhBuq1W4rVZRCCIdxAAQhb5Ge1sLzAPGCWzhAtscf/vviiDeC6z5GFfbheetVkAZ9b1AMZDDAOC+zHQSpZS+4zuOAT4V2FTN/a5CH8CKb9Qn3zPyRSAyQKQSIXYyVJQzStQNTxJLGCiKQIzHKICPgFmBEAg0DxhQVlWyAEmDMnlLfCO/H1hNP5IwEjVIj8Hdiyz0eAhhHeFyMqfyA+w/oCnUB6WejwJWbaYPi+iLrlnHfqAIWEQUQ9AS08+I1Czx8rWznOUE73ODiURMD5Q8dM4DBiD6Z8a+HorWNJpf6oCFP+JhGUNwnYd44sjkEimEkmgOp4VmLrka6I8eGfDQInuVGHgYrxY1ZPz1gKG1haGXtGiigYWVlZVSaWkpX+GhniZGcps1Vitj4yIAOOJqoBpIRU85gzhKo1bPgZqH9NMHlYnMHwEGwDSe3ibAnMjRc4kcm/rb8ROSp6wCSZJoTH+KZCq4zQ12l5Wx/FI1u1z1ROIllAYOoZGfnDFJzTfeDTSpIaU2kRlOMyHBhCFVRowsobYmh3PLzp8/L12tqkKSZT7ftIns7GwApkyZAsBJEvHQSAmN8lWa2MgNrcr+VKNDD+whKfY44yeZCcmPRr+iBW/CFRrfczqdUk1NDZJXZviCD3ln8lQkYOvWra2vfiIwUoZOXkl1fjDIgwoPVDFpmRZpyA6un+qNWD0MozTQuZMql5K4jn62jldCIqhPTGBbRRn5m78E+AL4nvbSAJRap/sFLCXWOwyjtB4XXztPowUuu9qzbkhdPVEVF7hSeoh1JfvZRu27PuKHUOr5VgFB2Z5REwNep9MpaTQaas+WoWtq5pYpsu2mEIJ9mws5sXG7XMKtV1EqSgnYFQzCf4cqAUuIll5btZReXhnjjVp+feFZQCFfXFxMQUHBvSWxPXh0/wk1ieybFsQcoddRlTSUu8YQQCG/pbiYpoId7Gb4pio8njyq7UFl+y9QI8DzHFGEvbGFhsLF3I0d1H5HwNNEksa57KAxDBQC29Pj6P3tSzwhAFFaWirsdrtYsGBBpzdkuxUCW9x9p76WnZ3dupZ97LCNdiGPpYAedCVU70oIbKGAGbigwd59uwYdwJ9yOhXIAEYFiUun4M+K7AzK/2Wujh7sQQ8eI/wFoAMg1LjwoKIAAAAASUVORK5CYII=) 24 24, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiklEQVRoge2ZbUxTZxTHf71ApVixFqyIlUFVIN3GjGFxcclWFrcYHOgSFxOUsVDeDNMPJmZZ9sllbNmSvSTbnLPBl0lwxsTERJEFlFKYxpeYTV0HSBlDICgMFCswoH324bbINIHSUpkb/y9t7vPc8/z/9zznPOfcq+BfBIEpEtgB3FZg3TfTfPyCwBQhMEkzzWMW/xsoZpoAgMCkBjYB1xVYL0/l3kCDJRII9fNeCQgHNBfofwZIAIwB8pk5CExxAlNEMGwHxagHKTksEiXECwMIfwz4soUG/DHsI7TriMKU/jxrWQyyiCkJmdEDo5qkjLP00TxfRXbtD9hsNu+QzyJmVEAPYqeiIIOEbXkIhZwQpypixgRUklz6I70oFI9m8ibLfnKI8smOvynQH0QDWiAWSF5HQ25hYSFbtmx5ZOKcfidRzAHZCxOeVY/7IEsH4tcz/5vU3E1s2PgGQ3NVjIaF/WOSXq8HwGAwTMrxcXoAYOVmtCXF6a+wPH4F/GLHqY+ha1k8AHGxsQhJIsFgcPtq8HELKEnN2UhCshH1tSYudd9GsyMPkJ96myGTJgbdQDbQCfROZjDYQezN65cAUVhYyOrcHJy6aEbPNaJ6dzv350ei1+sxGAzu8/R90Ez/ZuA60Ay0BZnfo6irq/OSFmUgDj8QIaxWq6itrRVbt24VNptN2Gw20dLSIgAXUACYgOWABlD6sl4wgliUef5YkF1sRlaQDWRlZVFUVAQw9uSBYqABaAV6kE9/n+JgugWIMg9xgBNGo5wHXSFUNrYxwl2yAavVSlxcnDfLvAdcBZqArqmQh+kVMEY+H3jdKFfGZ+zd6FhMFy6G+BWQPeHBHuT4uApc8WfRaQviI+NKeS/5k3Y7FQzQygi9DAIP6oOF8HOeXMANAEP+rhuoADVyEyJc2LEgbxuQyZ8GOghDzSgpQIbRyCHgDPG8jX7lqyzQIW8Xu78EAj0HlMhdlVuApPCwqbDbqQTOAp+xgOdQoVsSxsjoXzzLIhKJYjkh7qe4+GaA6wfkATVybaMDPv0eNYWEowAqgTKgGB3LCCF2gQppRCK3qZlUbnGCOyxBlRQoefAviJVAzGrC1miIiHiL2IxqejMPcEs66DG4C3gNKCCeVXotAK3tg+yjm1R6+Jpw90WGQiZYIxQYDYYApVcAkHiMpzdoCMlLOfGRZI+cS1paGoc8EzONRkIHlChGJc63D+IGXNyhDomP6ZhsXQ1ycA9PRmgqW0iJXBJHA3ogrp2hPGPVl1KrMhRJksjKyiLHM/mU3c7u1g5Ott9Di4sIBqlH4V6a+YIvOf6OL+TBdw8okZt7L/lE4NsbN25InZ2dAFgsFsxmMwBpaWmAHAfzWMgFlO4uhtlP90TbJmjQeEin7EK76RMW7waEw+EQtbW14qeqatGT8LKwW/aLxtKDYmd+gbf2+cLz6wJ2BoucL2k0Dk8nlYjmcBIqqcVRz832dgDO7bVgXJOMuvtPjjbY+fz7AwB7gSrgMMF9q+HTFnLhiRWHw0EI8IeHPEB4/z10Dc201dSzp+IsR+l9H7mmqUeu570CgiLEp4PM4XCgUChwXr5Cny4axjXig/PUlP52jSsVVe4K7m5Hrigl5OIs6PApC3217EVCy46xtO4SMb/fHLsuhKC8vJwP95e6K7hb/B0rbgtMTuBksAg/jAk9IDCFltBa2cn99CFtJC5NJMOqcHlMCI6UlzO87zinSDp4E6ezgCXH8bERmS6MCRCYNgLVCqzOceOr0omKOUcoie9so6amBkka5zQBa9GynkYzQBEdEEBl6TcEpnCBqU9geumh69ECU9Yu9KfxtIU1NTXCarWK/Pz8Kb/HDCp8/LA21t+azWZvjn/icJQHQp5IAbOYxSxmMYv/Dv4Glv7afqO+KuEAAAAASUVORK5CYII=) 24 24, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur81544 2.6666666666667s linear infinite forwards;
}
