@keyframes rwdcur211715 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwUlEQVRYhbXXS2xdZxEH8N+c3FgXx7hWYtJihdYpkVuVikShSAVyKeIlVgVUgWABW5BYom6QWLFAokKIBQuQisSjFCgPNe2uKEBvVLUllBLRqjIhWMG4iWu5jrGdG+fmDIvvuFhR6lfpSFffued8Z+b/zeM/c8IWpJvZxihGMFExXtPBMH6Pb3UiVrei61ppbWJ4GDdhDEPYG+xPOhUf3sVQv4CY7mb+bCcgNgTQGB7AXtwXnAs+exu39jCL3dy1wgfwJM5uF0D1eg+6meufL2JeCcGpfbgBV7HCi1GwTG/X+IYAOhEUxXWzfh/fTvrPYAGrZZnCnzC4EwAbhqATMdfNXGiu+93MkeCxKwxPlZyYaU4/22DatsRWNjXhGFISbhj9oJ18AX/HDzsR9U4AbJaEazLSGIZ28EF8LHgiOY/9yvqmARhq1gkcejvfzWJxFN/E0k6Ms0ESXiOrihfGMfQyp14t9x/F7zoRGwLoZr6unU090Lw8iKPBV4PZZKzHmSil19vgXQ3o4W5mH3NYWE9YrYbt7sBAJ+LJ6+gZUgjpQJvb93H7NCvBOdwT9LqZJ5Q8WMEM6mA4GY/CpANoZXk2082cX/NaC/dGU9YnM+9VXjzdKDvXADiEGy9Rz5SwnQhWsuw5UPG5LHmwkGXvWHI/Do0weJFezbPBGTyYtDEJcTLza1GIbSjpJR/CIzgbRdl08km0K/6Y3KfU/WLDAY/WHMMNgeA/NVND/GiscctlhUaX8EoTz2VuOxYx2Ur2BHcmR/HLZu++KIl3S5br0ca1z2MyC5ibaw5joCGTjyYjQSv48TL9C7QGGoOjSsIE5/dw0xK/6Ga+p4V/4BKeT44Fd+OOLBz/a3wvOV/xVANypeK9yYFdzCWfbvHlPXiVubcx+gqfSM4scvIF7hrgyASuMJP84UKx8XQnom5htub+ioHk58n7/a/kqorfJB+vaVUsJp3k7gOM/5vJdzFxBf9CRe8CvTZHeyxVzNQ8dJkH/lZ6yl4cxDfwOMVdp5OHklvw5+DxQT61zMngdM3Bil8lLyRP4eBbGL+I3Uy8rMRqmR9EoeXDvcKUU/gnBqOc/CuYq3gmOduJmNOUxnCT0UPNsLG6zJdwvC7l83CWdSFLHVc3ot/Ebb6E7rjSKSslTN9RTl9hKUspPoiqLl6YW6vxVpPl72iMH8YDSlnONqGos5DNalAFf1nAxXKvwpHkkU7EYqPzhGukm/lFvNiJONHNbHUi+q8B6EQsdDMfzuL+meSlddQ63/zWFI0F71vBAO3LPIeno1TPRnK8OZT1xlnXjruZIwpNXldDN3N/cCz5THC0zcQqkntqznQiZjYBcV15rRd0IjYbKFpZ8u2vmL9Ee1fhggnFEzuSrXZDSr+fbXrAE8FgXah4erNu+P8CUCt9Yjg5gM9nqelT3cwdzYNsfSChTESjeGcD5CPKMNrHW/H1NxtAS+kne4M7MZHFK31U3czxTsTUdgFsJwQrSkmeT45gsOJmpddMxjpy2Y7s2sqmJsa7NbUcpfWeq8v/n+In64hoW7LVkWxtX4UjFZNXi+t/24l4dieG12Q7IaC4u3eVd+NW7H8jFbAlAM0Hxxp9LkSJ90t4TPlmHH0jAP4LG9fLNdS6RrwAAAAASUVORK5CYII=) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmklEQVRYhc3XX4jcVxUH8M8ZJ9vpsF03cbtqDDZuQxpiG6MUKaFTqA+lVYttsWq1IlJBpBQffPBBRERU+i5VFApWRASloCgkVqlOqyW2EtN1DWtsS0iWGKdJmmw3y3Y6x4d7B7fxz86uLXhgYGZ+957zved8z/fcXxjRupmTwXgyCPZO87PzuMAncTiZ7USsjOpvaM1RFj2WOZN8BB18Fws9XIrgcwMW8DC+tV4AjbUWdDMnksngHdiOt+OWy/B6XMHVDd6NTjdzfL0ARslAv372J0fx5+T0C+xrcMN0WTP5LOew7hKsmYFOxBJ6yVyDZ4MlPJPcc4Z7Z/EcD+Cn6w3OiBxAr8H2QQH8JgzQw6E+X0t+gJOvGQmxdcB4XT+h8OFPyWmc6ETMrjfw0NYsQbUVJfXL2IzlqECCk93Msf+2uZv5H5+NmoHTaAcrlYjT2IHns4CbUlrx4sAtjNXv/cqnV9gobdhSTjtIjmM2mA+urK05XQFevK+J9hAAmtXXK6y5KsgdeKYT8cQqJ6IE2J5sa3AkixZ0NvOpPs7xcP3vSDdzCjtxUinXTDCWhbRH/x3QYQnGMImpbmZbEZ5+lt7em3wmaAU3jNGYxkt4nrka8HA3czx4fxWtMaUkx7I8bwTNZB7HVgOIbmajBl8KtibblBO1oyy+p5Zg/C1cd0ndeA5/59v4Y3AsCtAbMZ9M1QPsr36aWWT8x9X3rzoRB4cZmMT1Dc7i3nfyoQWc4sHk9rdy02LJ3dyZktdZXD3geN1zRfLx5GwNuifYkuX5VhxPbg12B6eTd2XhXgEQvLem5toBN7Urc3Bbmy0L6PMHLA7K/1ODAuL7WebCXvRex819fouDwW40kjcH85fwwe2YL9mdrXwoJXgs85fJk3g6uBW3bWJssqQY7kqeDGba7L8Mf+NUcGAzd8/gKZYGfKyeakfw6Tfw0R53KZoxg2aT+1/ivnImD3UilpoTvOc8reTXWWp+TZ/HNzFV5eMDteSPvsgtL3Jng79i+WXuXkSL9gXmkkUcTFq9kuY57ExamO3zYUUzekNNaJznUJYLBXweJ5Ovn+Bo8GgUp+rzQ8GuN/LV5BMv8MhRXCg+BljsRCx3Ig4EX6pZnsU3Khd2RSn3gdVd8M3gd8nPOxE9qC3VqEHbhYNauHkzP9yG57BYytOOog/zw/1DqxK90onQzWwGX0y+0onorwawpRPxLwJxkaOhpN4RfPZt7O2VujyA7yml621kGsYoi1bJ6k7sCy5PzihzYBkPdiIG6w3OiNOwpmwFvShM/z2uwhfwPqXtNmSjjmMVwHVZpuAp/CJ4KNiD66uirttGHceU9rlRYXIreST5ssKBxkZLMBKASsKd9efkoAjXDgz+l9vQyAD8c6Zfq8jpd3AYW7uZ2xRAjU7E4qsOoJu5B/twf5OJPnPBlVmkYAa7FC6NWSUwrwqAesHYg6uCs5uYeJmf4C/BUgXRw+HXqg3rYHQi+c2F8n5wIvlRllG8W7mmb6gDWLsEC8oJW3hKuVAciTKohq9hQ5E6txEAayphvVJvGQYY6viq+1+vEzG/keD/F/YP3k7BcIKvod4AAAAASUVORK5CYII=) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEw0lEQVRYhbXXX2iedxUH8M959jZrQuy2zJZQuxiyLlRXawmzF5rXKcJWZK6jONwQ/8yLiaiIF0PECy96MXYtyER6I+5i0A1hY4IXUvoWJ1JLV7oSY8myNYslhDZmWRpj9h4vfk+aKIW+b9Rz8/B7+D2/3/d8zznfc57QgbUyBzAUzCbL2G7jWeEq+poRS52ct9mig8vhIfQFA8lnsFbxbJujaAdnsgbSjLjQDYDqVhuacQNjf/Lg3XxrhKeT/XgHV5KR+qyBVmbP/xRAbWcxGcytYhbBU9iNVzET/ADLzYjVbgA0Oty3iktJtcRJXM0Comc8YqmVOZ2c7+K8rgGsoT94BW9lWS8ky63MvQqT79ZAu7JbJuG6tTJ3BAewB1/t5ZHrPI+/ZgnRyU350rF1lAOtzO2QzCQrwaG7yvrruB8TW7mcDkLQymygBz3Bx3EkOTHL28Enk7aiB1sD0Mrsv4WAVNgRPIAjeOAe9l9mOvl2lOSc3jIApXZ3YxinmhErN9tjQ/VG6kybD6pkCN9oZR5rRqxxg7V2M6JdC1k/9ilsnWtGtDcfTvFuABOtzJnNGxT6lxXRmd5O3/vl/WhwHFPYgTdamb9RRGkYC63MqRr4weBYL2PX+eHpzFfHIy5BI3gomUAz+FXy5dOZo8lr+HSUDK9wKHj7H0yvFAFa6GWoYnfgPZ6tGGmXvXMYxGqUZz/6dxYvvpPMtTKvNCOWGjv55Txnk6/gexUPZym3pfrDp4I9bXZFofDsRxleYaiBvyFZyuLpjypebnNfFOauYmwbx0ZxuTA3GKwmfViqRrGfMfwUtyfLFc8HU8HtwTd7ORzsapRQjQ3i3pqWYYzRX5VcuNpmEQeT0SwO7NyGO+o4Ks5+rc4H1fsbsX4sGKvY1y4UP4ynP0JjAMH2KN5OvFXWlvABrmG09g6/Db6Pn2EFd15n8nVOfsCTwUKU3DvQyqwab3Ax6dnG3n+yN8sh+5IXcXqJo39nss3xVRrJ5++tEd+BD+E2nOd88pwiVlOYwefwZruI1yvJF3bw2GL5/CVUjeQ0BtbYW3s/g1PBGZy7xi8qpoPlLIzfV9WuTXPhHvbPFyaeUzrjal2OM6czZ7Mw2U6exOJ7fLeO3u+aEWuN5MfBozj0YYYW2LPK67XCLWOuzbwS2yu3cWRKeREsXOad5IQNNVxbj2ndIx6sI3UJ0+MRf7DJAlqZ48FPBjh8jU+0WcCdwXyWUC/XorIHx4IDwaksk9IL+FPyx9r7f+uIdR/pb0bMu4mtA+jDuDJSnWll3mhS66LUyhyoONgu+55RKuW4MiktNiMmb3bBrayjFlZ78QS+FPw56cWbeC04nPQ0I369FQAdDSTB7uTxXXzxbo7+hZeTF7MIyslOz9kyAGXyHe5Ryi6L0BxW1O7nzYi5rQLoaCDJkukvvMvixbKerrF8DAdbmY9uFUA3I9m40lJ3KZUxUT8HlVp/phmx2C2ATsdyuIi1KJd+SvlBEVxQZHdLU1E3ANYv68cjwWcVaR7E41hpZQ53C6Cb7F3J0jXvV37FJrFcN6iXsPT/DkFbUcg5RSVHgj11Qo7+xxTVsXXDwCrO2ZiO5zBZS+yJrVzeFYC6F8zi91nArClt97+yfwEmI82c38qpWAAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur211715 6.6666666666667s linear infinite forwards;
}
