@keyframes rwdcur178036 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhe2TP0gjaRjGn0vCSAwxBFY8xxgvXE4xKCg2Bv+MiGh9ELa5Lo3I2ggW24nFiVhoKVwRBMGDWAgBQS2MyQWLbYIHSaPRU7wxzkjIZJJM5ptvMtesy+LGXdd1hQN/5Qvf+/x4+F7ghRfu8Lvxm3FwcGA8V94PdwcbGxsGy7LIZrOoVCo3uq6/I4S8mZqa+udZBABgbW3N0HUdhBAQQmAYBk8p5WZnZ0+eWsBUa0gIuVEUBaFQCKFQCIIgsLquxxYWFrzPIkApfaeqKlRVxdHRETY3N5HL5VjDMGLz8/NPKmGuNRwbGzvUNO11S0uLXRAEHB8fQxAEuN1uO8MwgaGhoUg8Hs99N4Hd3d08x3ERhmECHo/HLoriJxIDAwORRCLxzRI1BQAgGo3mBgcHIwzDBNra2uyiKCKTyUAURbhcLrvFYgn4/f7I4eHhN0nUvIKPefv2rddkMsVkWWa3t7dxenoKj8eD8fFx2Gw23jAMbmVl5QQAwuHwK13XVxVFmQoGgzcPEaj5CT9mcXHxhBDCWa1WfmJiAh6PB2dnZ9jZ2UE+n2er1WpsZmbGCwC6rq/quh6glMaWl5dfPUTgiw3c8j4kViwW2b29PZyfn8PtdmNkZAQNDQ28yWTienp6CoSQqKIovkqlkiaEcHNzc59t4sECADA9Pf1BYn9/HxcXF3C5XBgeHkZ9fT1PKeV8Pl+BEBKllPoopWlCCLe0tHSvxFcJAMDk5KQXQEyWZTYej+Py8hIsy6K/vx9Wq5WnlHLt7e0FSmlU13WfpmnpSqXCra6u1pT4agEACAaDH5pIJBLgeR7Nzc3o6+tDXV0dr+s65/V6C5TSKCHEVy6X0+VymQuHw59I3HuGnyOZTOa6uroiZrM50NjYaJckCVdXV5AkCU6n0w4gIAjCnw6H449KpfKrLMsdkiSRTCYTvbvri1dwH+vr6yeEEI5hGL63txdNTU24vr5GMplEsVhkKaWxVCrVUCqVcpIkQZKkv2rteVQDt6RSqVx7e3vEZDIFnE6nXZZlKIqCQqEAh8Nhr1arrwH8ks/nDVmW34iiSO7ueHQDt2xtbZ1omsaZzWa+s7MTNpsNAKBpGgzD+FGWZVOpVPo7nU4Xa71/1CesxejoqLdarcY0TWMppaCUwmKxQFVVZLPZ02w2+/N3FQAAv9/vpZTGKKUsIQSqqkKSJIiimAfgfMqse+nu7vZ2dHT863a7DavVagAwAGw/S/gtra2tP1kslm0A4vtw17MKvPDC/4r/AEKX9tHMI+kTAAAAAElFTkSuQmCC) 4 4, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe2TQUgjZxiG3yZhJIYYAivWIcaGphGDUsWLQXHEg3othL30losVvQgevIh4WBEPehR6EEGwNIJCQFAPxtjgwUtKS3KJ0Sp2jBkJmUySmfzzT6aXVRYbd13rCgWf4wf/9z68/B/wyiv3eKf/qB8cHOgvlffV/cH6+rrOsizS6TQURbnRNO2YEDI2Ojr614sIAMDq6qquaRoIISCEQNd1nlLKTU5Onjy3gKHakBByI8sysj9FsbKygkwmw2qaFpmbm3O/iACl9LhcLuPX7//E29/bsLGxgWw2y+q6HpmdnX1WiaoC5XJ5jFLKDw8PY9VzjGQyic3NzTuJ6enpZ5MwVhvu7u7mOI4LMQzjd7lcVkEQkEwmkclk4HQ6rQzD+Ht6ekLRaDT7RQQAIBwOZ3t7e0MMw/ibm5utgiAglUpBEAQ4HA6ryWTy+3y+0NHR0X+SqHoFHzI1NeU2GAwRSZLY7e1tnJ6ewuVyYXBwEBaLhdd1nVtaWjoBgGAw+EbTtGVZlkcDgcDNYwSq/oEPmZ+fPyGEcGazmR8aGoLL5cLZ2Rl2dnaQy+XYSqUSmZiYcAOApmnLmqb5KaWRxcXFN48R+GQDt7wPiRQKBXZvbw/n5+dwOp3o7+9HXV0dbzAYuI6OjjwhJCzLsldRlAQhhJuZmfloE48WAIDx8fE7if39fVxcXMDhcKCvrw+1tbU8pZTzer15QkiYUuqllCYIIdzCwsKDEp8lAAAjIyNuABFJktjDw0NcXl6CZVl0d3fDbDbzlFLO4/HkKaVhTdO8qqomFEXhlpeXq0p8tgAABAKBuyai0Sh4nkdjYyO6urpQU1PDa5rGud3uPKU0TAjxlkqlRKlU4oLB4L8kHjzDjxGLxbJtbW0ho9Hor6+vt4qiiKurK4iiCLvdbgXgz2Qyv9hstp8VRflBkqQWURRJKpUK39/1ySt4iLW1tRNCCMcwDN/Z2YmGhgZcX18jFouhUCiwlNJIPB6vKxaLWVEUIYrib9X2PKmBW+LxeNbj8YQMBoPfbrdbJUmCLMvI5/Ow2WzWSqXyFsB3uVxOlyRpTBAEcn/Hkxu4ZWtr60RVVc5oNPKtra2wWCwAAFVVoev615IkGYrF4h+JRKJQ7f2TPmE1BgYG3JVKJaKqKkspBaUUJpMJ5XIZ6XT6NJ1Of/tFBQDA5/O5KaURSilLCEG5XIYoihAEIQfA/pxZD9Le3u5uaWn52+l06mazWQegA9h+kfBbmpqavjGZTNsAhPfhjhcVeOWV/xX/AAPi+HElzbPLAAAAAElFTkSuQmCC) 4 4, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhe3ST0gjZxjH8Z9jiMS4irCHZVpt2U0jhkoVQbS0juvBPycvy156KWmpFYUS8KCHIB4qIqJQtoTCNgiC0AgqFUGkqOPKFvRgaUkOJV1cyg7RSEwySWbmnfeddy+rLHZ217VWKPg9vjDv8+GdB7juujN9yz/jm5ub/KrmFZ09mJub46IoIpFIQNf1I8bYDiGkv6+vb/9KAAAwMzPDGWMghIAQAs65QimVBgcH45cNEOwOCSFHmqYh9fU2wuEwDg8PRcaYPDY25rkSAKV0xzAM/PTRH7j/24eYn59HKpUSOefy6OjopSJsAYZh9FNKla6uLsx4d/D5n01YWFg4RQSDwUtD2AICgcA+IUQqKytTenp6ThFLS0s4Pj4WOefy8PDwpSBsl/CkYDDoKSoqkrPZrLi8vAx/vBk/3vkV3d3dcLvdimVZ0uTk5L9azNcCAGBoaMgjCIKsqqq4srKCL/5qwcPbj9HR0QG3261wzqXp6ek4AEQikZuMsZCmaX1+v//oPADbX/By4+PjcUKI5HK5lM7OTjy8/RhfPvkYq6urSKfTomVZciAQ8AAAYyzEGLtHKZWnpqZungfwxhc46cUQOZfLiWtra/hq/xP88N4jtLW1oby8XBEEQaqvr88SQjY0TfPpuh4jhEgjIyOvfYlzAwBgYGDgFLG+vo7ep58iVCWjtbUVpaWlCqVU8vl8WULIBqXURymNEUKkiYmJVyLeCgAAvb29HgCyqqri1tYW+v6W8P07G2hubobL5VIopZLX681SSjcYYz7TNGO6rkuhUMgW8dYAAPD7/acvsb29jf5nd/FAXEdjYyNKSkoUxpjk8XiylNINQoivUCjECoWCFIlE/oF44xLaFQ6H46ZpSk6nU2lqasIDcR0DSjt2d3ehqqpomqYcjUbLTdO8q+t6PJfL+dLp9Dd2d10IAACzs7NxQojkdDqVhoYGfHfrFxwcHGBvbw+5XE6klMrRaLQ8n8+nMpkMMpnMI7t7ii8KAIBoNJryer0/C4Jwr7Ky8oaqqtA0DdlsFhUVFTcsy7oP4IN0Os1VVe1PJpPk7B0XfoGTFhcX46ZpSsXFxUptbS3cbjcAwDRNcM5vqaoq5PP532OxWM7u+wstoV3t7e0ey7Jk0zRFSikopXA4HDAMA4lE4kkikbjznwIAoKWlxUMplSmlIiEEhmEgk8kgmUymAVRe5qxXVldX56mpqXlWXV3NXS4XB8ABrFzJ8JOqqqredzgcKwCSL4a/e6WA6677X/Uc2mr88xqfNvIAAAAASUVORK5CYII=) 4 4, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhe3TT0gjZxjH8Z9JUGLUEFixDmrLbhoxKFWEoqU44sE/JynIXnopaakregl40EMQDxUR0aO0bEUQLI2gsiKIB3Vc2YKXlJbkUHQRsWNMJGYySWbmnfed6WWVYuOua61Q8HscmPf58Mw7wEMPXek780tze3vbvK95eVcfLCwsmBzHIRqNQlXVM8bYHiGkv6+v7/BeAAAwNzdnMsZACAEhBKZpipRSfnBwcP+uAZZcDwkhZ4qiIPFsF7Ozs4jFYhxjTBgbG3PfC4BSuqdpGn7+5Hc8/bUWi4uLSCQSnGmawujo6J0icgI0TeunlIqdnZ2Y8+zhqz8+xdLS0iUiEAjcGSInwO/3HxJC+KKiIrG7u/sSsbKygvPzc840TWF4ePhOEDkv4UWBQMCdl5cnpFIpbnV1Fb79Jvz45Bd0dXXB4XCIhmHwk5OT/+pivhUAAENDQ26LxSLIssytra3h64NmPH/8Cu3t7XA4HKJpmvz09PQ+AASDwUeMsRlFUfp8Pt/ZTQA5P8HfGx8f3yeE8Ha7Xezo6MDzx6/wzevPsL6+jmQyyRmGIfj9fjcAMMZmGGM9lFJhamrq0U0A79zARW+GCOl0mtvY2MC3h5/j+w9forW1FSUlJaLFYuHr6+tThJAtRVG8qqpGCCH8yMjIWzdxYwAADAwMXCI2NzdxdHSEiooKtLS0oLCwUKSU8l6vN0UI2aKUeimlEUIIPzExcS3ivQAA0Nvb6wYgyLLM7ezs4Pj4GBzHoampCXa7XaSU8h6PJ0Up3WKMeXVdj6iqys/MzOREvDcAAHw+3+Umdnd3IYoiysvL0djYiIKCApExxrvd7hSldIsQ4s1ms5FsNssHg8F/IKy3AYRCoURtbe0Lq9XaU1paWixJEk5OTiBJElwuVzGAnlgs9pPT6fxBVdUvZFmuliSJHBwcbF09651/wXXNz8/vE0L4/Px8saGhAWVlZTg9PUUoFEI6neYopUI4HC7JZDIJSZIgSdLLXOfcagMXhcPhhMfjeWGxWHpcLlexLMtQFAWpVApOp7PYMIynAD5OJpOmLMv98XicXD3j1hu4aHl5eV/Xdd5qtYo1NTVwOBwAAF3XYZrmB7IsWzKZzG+RSCSd6/1bXcJctbW1uQ3DEHRd5yiloJTCZrNB0zREo9HX0Wj0yX8KAIDm5mY3pVSglHKEEGiaBkmSEI/HkwBcdznr2urq6tzV1dV/VlVVmXa73QRgAli7l+EXVVZWfmSz2dYAxN8Mr7hXwEMP/a/6CzL2+DbSptQTAAAAAElFTkSuQmCC) 4 4, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur178036 1.0666666666667s linear infinite forwards;
}
