@keyframes rwdcur42232 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeUlEQVRYhe3UwWoTQRjA8Z+h1hoSrUWFrImiIEqKi4J66EHQmxdBfAofRcRn8OTBJ9B3sHiIqccibLpRzCGaYEsJHQ87B+kpW40e3D/MYeeb/b7/fDMMFRX/mGO/83OaZzUsoYZZL+nM/opALHwWq1FgHzNMMS4jUlogzbMVtHE+Fj2I40cUmWLUSzoH8+RbKlm8gQ3cxVWcwja2MMIgStSjyJ8TiG2/jft4dLLV7jZxHN8xGQ4+4jn6im7MRW3ehYrd3sS91Va7ewk3sI7rONdqd2vN5kskWJk3aZkjqCvavpHE4lei1WfFZdhtnDadTB5jcxEC+2jUW22XcQsPY2AHAV8w5aIFHcEYn07gDO78EriAFtaKzz72FiEww6s9fMPyoWA9zuPNQgR6SQcGu8PB0z7eHYpvIhsO3uJ9XLsY0jxbS/Ps2ZMQwocQwjiE8CKEkObZ1zTP0jTPSuU76lO8rLhsD3ANr7HdSzqjo+SrqKioqKj4v/kJlPNy8+snMTsAAAAASUVORK5CYII=) 2 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe3VzWoTURjG8V9DO7QhSrFBmpBUET+KyFBLXSl2Jy7ceQPiTXgJ3oI34U0IggsXElyISFUmTkFCqrXUUGOOizkFEaljW3QzfxiGOTPzzHPO8553qKj4z0wd5qU0zxIk8XLca3dH/8xAmmdNNDCJQ/V4HmAHo167e/wG0jyroYn5aOAsljGHz3iHN8gx6LW7k98KHcZAmmfiR5fQwRqu43Ic31aswGM8wwb6ZVZiuowBRd51LOIK7iatzmods/hGc5dzXzf7SdQc4ZMikgOplTQwHQ2cxHrS6qyewnlcVORwBgutzgrW461GjO1YDNTi0cTaPK7iBlbQxgJOIGl1bkUDpfTLRjCJYpNao9FeUsz8WhR4jaEip1ns0cK4jHBZA6MoOJyamTGHC4pioIjgLT4gFEPvo+k/7oRSEcQtNcDH71tb+Q5O//LMMvbwZbO/jefYLbMVy9YARUW/wsP92f7MhqIB4AFeHqU7HkiaZ800z+7fDiG8CCGMQwiPQgg3Qwhpnt1L82zxb/SO8i9o4g4u4SmeYFi2A1ZUVFRUVFTs8wM9JHjmdHLWbQAAAABJRU5ErkJggg==) 2 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABn0lEQVRYhe3VP2tTYRTH8Y8xKaGIStHijTfgIFYRM1ihglhdBH0BOrk5+gLc3Nz0TXQX0clJEDdxKMGl4JaYFAWp/RNDmqYOz6N0u4+B4nK/cOAeLvc5v/PnOZeSkv/MkWk+avU6FcyiijFGmGDcbjQPV0Cr15nFyejORJtgEwOM2o3m6FAExOA5TkURcxjGwD10o58sovoPweto4ALOYSkKGeOb0IbXWMV29AtJqkDs+TFcjwLuz2T58hxOYAc/MOh3v+AF3mC93WhOis6upAgQKlXFPJaOZ/nyAq7iEi5HVaez/Dwe4bbE6qYKqAjDVqll+cOzMfgd3I3PZ4QS1bL8Gu6hnppZCuNoeQ1NXMEtHBUmcT1aH7tcFK7pZkpmhbQbzbEw6cN9IdMbMTgsCFdjz9+h2sCk1esUnp3aAsL1+vir3x3sCekdZDfacPsnfMAgZSklC4gTvYonn/H1wLsdrOE79re2VvA2Ci5kmk04j8eLWf70WQy+gvfY6Hef4xU+pS6iaf8FdaHtD3ATL/FOmMOk0peUlJSUlJT84Tfk0nVbTEk9ygAAAABJRU5ErkJggg==) 2 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur42232 2.6666666666667s linear infinite forwards;
}
