@keyframes rwdcur200384 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
1.25%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,11.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhcWWe0zNYRjHP+c4x6lTx5LrYcx1uY65zu0fxJYj1xJh1pLZcYlZbqOIw9aMTKImrHRjZy4Zm/yhWczMGMLG3GIr49BqKXoff5g46rRyLr5/vvu9z/fzPs/32X7wn6UBOH+xWGq/1lFf9w0AP7/2LIoI0/gCQAug1+vQ6/Usiw5nWXQ4FZUO8gsvi88Aiq+X0qVzMBkn7ACsWb2Yyg+ffQKhBTCZAigovMSQQX1IzzjrU4jGOe/YdUg+fvxMVKSFh49fsHplBABH0vPo2iWIqMhZXsmEU9H/AdGkoK8hmi3mSwhtc4fJifGaTp2CyC8sYvjQ/l4NZosvaexEhIWyZ6+Ii5kPeLYTzXbgl3534hJDQryzoq16gTcz0eqL3oJo0yVvQLSYgb/VZDsy25aJ3IIiyfvrmzYBuANx8rRdoiLCEKWczv85PC2OI2Qy+osTeF36nq8V0OPwHZbPGUNm1jlMJiNLFlkafd3aY1cQqcXQ46SW0jyYXKtYYOCneaA/S6JmO3m2eQR/ytU41k8HXde+aIAFBsi5WUOQuX8Tc49p6/58WWg9KjcfVEnRGyULQa7YwmWdP5LYDdltxrs/NlljkaUFSt4qJRP9kLUhyP1Cm9iGIVdTY1o090hLToUi+nIwCIgJJBjyq2H7yi2UZO1nQ4lrH48AJIQi78qhXuC7CYw9wVIL9mrYsNTKXXsa66417+VWCH9JKsGcpMguU8yrh5kKbvtDeAc4mJPG6PlWUkO9mIOE3aelSimxppTI0ZG/jTbNRU7NRGaMQi4fiJOUKYhtgjOI2yPYvC1FYmMiSc/Ixb9jb/ZujXaqaQ1DpmmhshdYIjN4GRvHjUSFWT0iMKC9e+Y7d6VK+bsK2ZiwT3YkHXLZ4jPxiFqBPJ2EfFJKlBJRSiTt2D1xKwMaDRzPzCMwwEhyUrzLbnYQuNUOHl5QZJ+F+w8cADQ0aD2zBa3Rmj3PZfrUfugcT3hTXsOq2DEk24o8swWtUXfuMSAY/AIGM37cYB6VNTByxEB0vgJwfKnDfi4Xh6MKjUaHwWDEaDTyA77Iw+E4a4y0AAAAAElFTkSuQmCC) 1 1, auto;}
11.25%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,16.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYhcWWe0jVZxjHP7+fnrTOOc4dMzIWNZd5rORElNqqQa3WZSZj5ZlRUplZYSyD/hjEiNGQwRhskpieLtpN86zTPaIZlcISi+5X6EZJkOVORmXWfJ/+GOnOPEd059Lz58vvfZ7P+/0+z/v+4D2HBrDvQI20vmrjddsbACIj+/BN5iwtFAA6gMEQjsFgIHt+BtnzM3jU5Kaq+rCEDKDm+J/E9rdQttkFwMoV82h6/DQkEDqA2Wxkd/VBRliHUlLmDClEh8/f//CrNDc/JcuezuWrt1mxNBOADSWVDIiNJsv+ZVB6wiPp+4DokjDUEF6ThRJC97a4fl2BFhMTTVX1IZJHfhLUxuz2JB1KZKZz7eY98nK+RkQo3eQkxhIVkMvKqwLvolOJg4xI7BzRRdkZtLS8YLfziN9K9OgEweyJHm8MFkSvNgUDotse+G90mQ5H76bjdP15aThzyeObXgH4A1Fbd0ZSU2wopTzW/3fzdGtH4kT0/eO5X/eQCRHw2vGESaMsnDhZj8lkJDXF1lHXrzn2BfFbDXzo0HnghDlKYQVOnKzHaOxHWupoj5q9tuDf4cuOVVMhYsDHvASsQEMzmOOsXYr7DfAO4oNBVooqG7ClzeRII9h1HfOgZB4CW+N1WmfqpCRZvKrtNwBAwp4sIj9bzpBkE4XDdeIS4aOENOKTIDo/h8lnfVsdkFetfBpiaIQIATGDWKDqOaxd+h21W35idW2QAQomI3fu8I+eFjAPhvRWcD2H1QvyOesq5ts/vNcKiAVD2mDcJsW+24oZLTDlb6jvCxlRULSzGNvsJRRNJ3j/lo7KOlFKSemxJ3J0YmehNV8h5dORL8Ygh3/Jk58nIYXjPUH8tqDUUSW5OXY2lu2ib2w8OXM/9ciZPwv5XIemwZBuL+Nubh6n1ini1BVMxj7+FS/f5hKllGwo2SFbK/b4lHhnAaIWITcmIH8pJUqJKCVSvPGc+NUDmqZRsX0vJmM/Fi+c41PNKIHTYXB5v2K7Ey5cdAPQ3q4HZgp6Eit/vCVTp8QT7r7O/cYXLMsdy/rCQ4GZgp7EQM4xzAKRxiRSU5K4cq2d0bYEwkMF4G5pw/X7LtzuZyiloWkGwsLCeAveta9E+1OuEwAAAABJRU5ErkJggg==) 1 1, auto;}
16.25%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.25%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.25%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhcWVf0wUZBjHP3feIXAiDDjn1mz2Y6I4Bq2NyCWR1eYU2BWDQCLHlW0UY1r+gTgqxuba2pCZhEGGqDO85ELRVsARHqFHwWaR9NPmVpcBkUyM8zh5n/4wceYdg7i7nr/evdv7PJ/3+36f54X/OTQALSc6xHXNzaTbA0BoaAjPZG/QBANAC6DX69Dr9RTkZ1KQn8nQ8GWaLKckaAAdtjMYY6Op228FoLgoj+GRsaBAaAEiIgwctbQSv3I5tXUfBhVi+p3LK6pldHSM3Jx0Bs5foGhLNgD76i0YY6PIzlofEE9oby4qX9+qiYmJoslykoTV91Fbf0OJgk0bufT7aMCUuONWvpTYW/sBS4xR5OZs9KsSXpMFE0LrbfOO5wigMWe8ybQS2ekMfn+RF81PA/5VwqsCN+OWEq3ExwWmRWd1g0B6YtYHAwUxp0MzQcRELyY/L2POEDN64N/ha1gVF+Xyq3OYNtuZGT3R3vG5OHq/mn8HlVdUy0slb8jp7j7Z/fZh8bjHRCkl9u4+6ev/xmuB9s4eUUrJF1/eDvCfzVNeUS1DQ3+Q9dQG3J5J0tenAvBJWzdL4taysHUttoYejBOwzDLEIwlGuk73YjCE81Byon8GWenOt6TstSq55nKLrfOsKKVEKSUf/6Lku8pIyQLp/2fP1nlWHL3n/P+f7N7TKHtqDorTOSRt7T3TEF/vipNCEKWU9IwocQz+Gbhv/UBLv5S/0ymXryu5qJQcB2nc/oTkgVhWIQOp+Cw+py7wFfdUPwjJaURqoeIuLYeMcH/SOlasBArNJNh9e80vZtiXhnh+gIUCITGgWwpWF+zcUor9/TfZFmiArWnITxdAswCIhoi7IcMF1quw7dmX6bPWUNLuvZZfniBOQUqD4vjPioxxWOcBRxhkLoa6ozUsS36MGpN3H/hFgfeaesSc8zD7PxtnRWUkj3bdyLvDhCyfgm89sCYhhZEfHYiC4hO36s4b4N36JnnBnENt3RHCYu/l+ew1t+XcbkIS3dByBcqe20R72REulU5iGO8mLDRkfsUPHLSKUkr21h6WhsZmn632qglpTkF2RCP2K2p6VpS80irz8oBGo6Hx0EcsMoRTuDnLp5qhU+CYAuMxRXO1E8ux8wAopfOPB2YTpsJPJemBJwn3dOH87SrmzY9TVdXgny6YTUTKIEsXwXVJJSkpkXMDE6yKX40uWAA6fTh22y5cE38xpbSIhKBdoONvyon0uFX437YAAAAASUVORK5CYII=) 1 1, auto;}
31.25%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36.25%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.25%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.25%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
51.25%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
61.25%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.25%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
71.25%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur200384 1.3333333333333s linear infinite forwards;
}
