@keyframes rwdcur98757 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFO0lEQVRYhcVXXUxTZxh+Tjk99NTDATooUvlThBYl0FqCQnDGFUWzJdvcRESHRAkzZolZ0AtvzBIvll2YxRivCKhRF2bc4i70QpMhg6n4E7D8CPLT2kJpBxR6Wvtz2p6zG10Ig62tjj2X53vf53m+5PnevAd4e9S8A46YoTlQUjIFQPO/qG8vK2vubmoSNRJJc6wckrfQl23Kz6/IYFk+j2EqAMhW1EBacnL1wcpKjQBwO5RKTTJJVq+kAbbWYDhZrNF4XwUCyKNp73aF4iQAdqUMFFWVlhaCILwQRUkc4C1JTCwEULQiBgw63SFdbm4IgQAAgBdFrKfpkC4h4dBKGMivMRhqUpVKDyQSCRsfD0IUJUqK8mxLSqoBkB8NGRmtulKhKN9WWMggHOYdMzPU7cFByAQBtCDwRatWUQqSLHeGQi+i5Y0U1Kn9+yeNra1i0969PduLi5sBfKBj2ebPlcqeFrVa3J+aOgmA+i/EZQAad2/e3KFk2folRCiWIOo3M0wHgEbEOBeWQqGCpg+fqKp6Vp6b+zSShtLMzKdflZU9U1BUPYDCf6pdLgMUgHLDxo1ffKTVVm9UqRhWJsMto/FIJAbmfb4LHxcUtGzLzr743OHw3B0dvd5ptV4BcB8Av7CWWNRbqKDpkn1btx5/X63WFmVmIiMpiZMQBHn86lVza0eHHoB/UY8KgG3RN9lBrfbpmcrKnCDPhyZdLnZgehrdVmvvL8PD5ziefwKg/42BJJqitJV6/YFdWm21WqVitVlZIYaiOK/fLxAEge7hYcWhCxeOODju0kKVdenpZ2v1+urW9vbrtlevmhaepdJ0/fk9e1qKV692hkMhxBOExMPzbL/dTo7Mzno6rda2302ma2ReSsrRnQUF39bp9chLSeHD4fDMVH8/BEEABAG0VIqhoSGJg+N6F90yq7aiovEbg4FxjIw0Ng8PnwNgeXM47fP1msbHJev8fvh4HmI4LEAU53UkiVKGYcsyMxvO+3wNcX6vd7DXbr/T//x52DM2phEslqT1Tqc81W6HfGJCKrNY4rPcbtLoduNlIHBrgQGX2WZTzo+NZfw4Pn7VHQxeX+hOTRC7vpRKP1E7nZL3ZmZI1dyclJ2dTRyamJDfM5sDF02mK50u14nFGSjKIsmSWpXq+M7k5KKshASkxsdztEQSqhsasrRZrWWRZqBaqXxwac2aLH8oRE4HAqzN68Udj8fY5nKdM4niEwDGNxlYChSAipy0tM90OTk71ygUMloUmWtdXV/bPJ5Ly/T8hTSart9XVPS9Jxz22DjO32e335nkuJ8AdGHRK4gEWpqiGnZrNI/zUlK6I2lYn5jYXZWd/ZgmyQYA2mgFl4McwNEdOl17MsPUYYlJyJBk3Sa5vB3A0df1/4q4KAwEARg/3bLlzHd1dXVyivowXirVv5ye9ujk8lMVDHP6WFrasXlBoAZ8vnr8PStLYrkMLIv0xMTDt0+fblFnZPA2l4u6e/MmEgYGkC6T8Raep06azUdmRLE1Ur6o94Epl6urc3DQC1H0pikUzqq1a50KgnDGEYTX6PN5ZkSxKxq+WBaSFzcePPjB4nAwIZ4XOJ8PoigKfwSDzL35+TYAUe0CMa1kvw0OXu4zm0mKICAKAqQEgdFAgOzx+y9HyxXrUmr8ta+vPxgMykVRFARA/sTt7sfr4bISBrifHz4822MyyWmSxEggIL/HcWcBcCtlAA6Pp+3Go0dDJMDenZt74RTFtlh43ubXzP/MbL4/6XZTo35/FyJ89+8aG/bl508B2BArwZ990B5fBEW5QQAAAABJRU5ErkJggg==) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPklEQVRYhcWXXUxTdxjGn3N6OLbl0EL5sDBAQSgiBFtLRMiARZjotmyZmagojKFjZjPxAm+84cYlyy68MJlXDtToNkLMphcui2ZDFD/Dh7YVASvUsiJdpfS7p6en5+xmLozB0taNPZfn/N/n/f2T97zve4BX155/wSNurd9XXv4cwPp4DchXyV5bUdFxuLZWnU9RHf8HgHRzcXFNGcMIb9J0DQDpigJkqVR79m3frhH9fmF/UpJmdZy1EC+AoqGu7pOCTZvGbqWnm+5oNGMF2dkfA1CsFEBZfWWlRk5RbCJNQ8YwbElGxnoAZSsCUK3TNdcUFpKCy5Us93pVyU5nsj4hgSxWKJpXAkDTXFfX9FpKikByHKMG5CmBALNOEIRtSmUTAE0sZlSs2TNUqqo3SksZ8DxndzjoH00myHgeiZEIp01MpFUUVeXk+YlYfaMVfWzvXpuhu1vs2LVrpG7jxtMAtuoUitMfZGSMdBUViXvT020A6P8iuRRA+46Kiv4MhaJ1iSS0giBaKximH0A74uwLS6lUJZO1HW1oeFi1bt1QNAGbc3KGDldWPlTRdCuA0n86u1wN0ACq6kpKmt/RahtLsrIYhVSKKwbDgWgAXMHgqfeKi7tq16w589hu910zm3tvTk+fB3AbALfwLLEotlQlk5Xvrq4+UlNUpC3LyUF2crKHJAjqyIULlu7+fj0AdlFMFoCZRc+k+7XaoeP19WvDHMfb3G7FI4cD96anH1weHz/p4bhBAKaXAMkymtbW6/X7tmu1jUVZWQpdbi7P0LTHz7ICSRC4Oz6u+vDUqQN2j+fswiz5mZknmvT6xu6+vt4Zv/8vAyldJmv9aufOLq1a7QyHw1hFkqSf4xTG2VnKPDfnuzE93XNrauobqjAt7dC24uIv9uv1KExL44RI5MWsyQQhEiEhCKSUooQnExOk3eN5sOiWuU3V1e2dW7cys2Zz+9djYycBWF++dASDw88mJ8kClkWQ40ghEgFE0aWVSFDOMIqKnJyDsmDwoIQNBEYfzM5eNTx+HJm2WDR2qzVF7nLR4osXIc/MjOC22bDK76dMbrfEEQpdWQDgtthsGdNPn2Zfnpy84A2HexfSqShqR71U+i7j9Qa5+XmRcrsJdm5OOWizMT9bLKHvpqbOD7jdRxfXQJmSosrfys09ok9NLStkGKilUg9FkuTnRuOvP1itumhr4P20tKGj+flr+UiEt7Os4qnfj2Gfz3DV5Trp5vlBAIaXNbCUaACvV6amNteq1Y0FSUlyRiLBseHhj6aCwbPLxPypPJpuPa7RnPHxPMx+f+Cm09l7z+8/D2AAi76CaFSWQlFtbXl5Rq1SGVUf0DLMUGtmplFJEG2IY0IuJymAQw06XV8aw7Rg6U7Yslku7wNwCFF2QkkMADwAw84tW45/2dLSIqPpt1clJOifORw+nVx+rJphOj9Tqz91RSK0KRhsBRCKxnS5GlhWq5XKtp86O7uKsrO5GbebvnbpEpIePUKmVMpZw2G6w2o94OT57mj9Yt4H7G73wM3R0QBEMbBapXI25OU5VQThlBBEwBAI+Jw8PxCLXzwLycTFO3e+tdrtDM9xgicYhCiKwm/hMHPd5eoBENMuENdKdmN09JzRYqFogoAoCEggCJhDIWqEZc/F6hXvUmr4xWg0hcNhuSiKggDIB71eE/5oLisB4Pn+7t0TI1NTchlF4UkoJL/u8ZwA4FkpANh9vp6L9++PUYDi2vz8hFMUe+LxeZVfM/ahxXLb5vXSZpYdwN9nxIpow26N5jmADfEa/A6chiTk0NZM3gAAAABJRU5ErkJggg==) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFS0lEQVRYhcVXXUxTZxh+zuF4OK2HFkoHhZUiKuVHhLKiCJE5GRlumpmRpQ5/GENDzLbELJgZb7hxybILL1zmFf5GtxFiNr0wWTQTUeZfALVFFCxQ24EUpLSnLT09Pe3ZzVwIytLWyZ7L837v8zzny/u93/sBr45P/gOOuJG/o6zsKYD8/0V9Y0VF2+2WFimfJNvi5SBfQZ95S69fr1UohFyWXQ+AWVQD6SqVaWdNTb4IcBvT0vLlFGVaTAOK7dXVB0r0ej7M82Q5w/B1yckHACgWy0Dx1srKQoRCdLbfn1zBcfSexMRCAMWxElHxqK8pKanXFhXZuaVL+eGUFFiVSrhpmtFxXL3d6+2OhSueHdB/vGnTljezsycTk5LcIa3W/Virdft1uskyrXYLAH0sZDHvQKpKVblx9Wo17fUyTyYmmK4rV5ilk5N8BsvyaxiGvURRlT5RHIqVN1rQX9fXO/qOHZO+Mpl63ykpaQNQU5yU1LZVo+n9vrBQMqWlOQDQr0OcAdC8uby8K12pbMKL555RE0RTOct2AWh+STxuFKlksqb9tbX3K1es6I0mYW1WVu+XFRX3VTTdCKDo39YuVAM0gMp3V63atcVgMK3KzGQVDIOLZvPuaAy4A4GjWwsKjm/Izj750On0XbZaO647HGcA3AAgzF1LzMstUslkZduqqva9nZdnKM7KgjY5mSMJgtp39qztRFeXEQA/LycTwPi8b8xOg6H3UE3NspAgiGMej+LB1BRuOxz3LgwOHuEEoQdA/3MDyTKaNtQYjTs2GQymvMxMRalOJ7I0zfl5PkISBG4NDqo+PXp0t5PjTs1VWZ6RcXi70Wg60dnZMe73t8yNvSGTNf5QV3fcoNG4QqEQEkmS9AuCwjIxQVmnp33XHI72P0ZHf6Ry1eq97xUUfLvTaESuWi1EwuFnE/39iITDJCIRkqGoyOOhIdLJcffm/aVue1VVc2t1NTthtTYfe/ToCAD78+BUIND3ZGSEXMnzCAgCGQmHAUlyGxISUMayivKsrD2yQGBPAj87O3BvYuKS+eHDsMNm0zvt9hS5201Lz54FufHxiGdsDIl+P9Xv8SRMBYMX5xjw2MbG0hzDw9oLIyNnvaFQx1x3Kop6v4ZhPmS93oAwMyNRHg/BT08re8bG2N9ttuDPo6Nnuj2e/fNroFhJUWUf6HT7jKmpxbksCw3DcBRJkt9YLH/+areXRlsDH6nVvfuXL18mhsOik+cVw34/+nw+8yW3+4hHFHsAmJ/XwMtAA1hfkZq6a4NGY1qZlCRnExJwsK/vs9FA4NQCOf8gh6YbD+n1J32iCKvfP3vd5eq47fefAdCNeacgGhSnUFRTU06OxaBURtUHDCzb25iRYVESRBPiuCEXAgNgb21paaeaZRvwYrulFQTRsFYu7wSwF1F2woQYDIgAzHXr1h36rqGhQUbTmxOXLDE+mZrylcrlB6tYtvULjeZzdzhM9wcCjQCC0ZAuVAMLIl2pbPqttfV4nlYrjHs89OXz55H04AEyGEawh0J0i92+2yWKJ6Lli3kecHo83dcHBmYhSbPpKpWrNifHpSIIVwJBzJpnZ30uUXztA8nQuZs3f7I7nawoCBEuEIAkSZHJUIi96na3A4hpFohrJrw2MHDaYrNRNEFAikSwhCBgDQapuzx/OlaueIdS8xWLpT8UCsklSYpEAHmP19uPv5vLYhjgfrl16/Dd0VG5jKLwOBiUX+W4wwC4xTIAp8/Xfu7OnUcUoLg8MzPkkqT2eHhe5WnG37fZbox5vbSV57vx4h2xKCjcptc/BVAYL8FfTQgsBiX2zzYAAAAASUVORK5CYII=) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98757 1.0666666666667s linear infinite forwards;
}
