@keyframes rwdcur141545 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe2X0WtbVRzHPzn3NjXNLR1zuDUKHcFnH3RPYjdZ3XCjzgejYASpVbB5800KltL5R6gPfQslHWWtc7hWLENsC51YIdBIXOzIzLoal+W2uzU3Nzfn+NBr1truIcoNPuwLlwuHy/l+fr/zvZxzAMjn85G5ubnj3d3dHYCglUqn04csy/qyWCz+MD4+HjMM40grIbR4PP6UEOKj1OSl5/r6Tj8fiUTuLi0trddqtSog/QbQLcsSruuKy5enuZ3PP5tIDI0qpcTY2NjX29vb9wHXVwDHcQBQSvHt9e8gEIgmhj4cAWgFRGOtg8F2zpx/g5/SP/PZ519E+/v7R0ZHR8+Hw+HDgO47AMDR7md4/a2BlkLsS/uxFkM0AJRSONUqruty9NjTLYNoTFav17n5yyqWtUVH2CBsdHLqlX5mr6RAEU0k/Anmnmqcqs3WZpmtzTIAVdsmIDSufHUV8Afike2s2hVy2VW2rQe0h0K+QRwIUHMcbv2axSyXANA03TeIfQCu65K/dZPSH7+jlGqM+wWxB0DW6xTyaxQ37uwx9xOiAaCU4u76bR5smki5dw9SSiFlHSklSioCQjA9MwOoaCIxtBviHk1uYLt+QxezXEbTHjal7ro4ThUp6xiGweEjT9JpGGi6huM4rGYyXLs2G43FYh+vrKwUU6nUArD1rwD+rhRASoldqfBEexu9L71IX99p2dPT47QHg5ZSylZKuZqm6YFAQNc0TTdNUxSLxQjQAVjNdOGAENZwbJsTJ15gYOBdt9MwNhYXFzOXJidza2trv5mmaSql7La2NmEYhh4KhYKVSsXO5XIZwG7GfB9ArVZDoHgn/jYXLrxmzsxM30gmk98XCoUMUADueSbuP+aQwJ/e05T2hFDVXd774H1O9vauj4x88s38/Px1KWXaM7cAx/t8d5XigLHmAXRd581YjJdPndwYHh6+urCwMAesABue8aMM/tOxTQcQQnD27BnOnXv1/qcXL8565jeAIg+r9kcTExORUqm0nM1my4ODg5NCiDhwHAj6auxJW15ernV1dRWmpqayyWRy0XXdH9lZc38r9xRgJ0QGcMgzNdlJeksU8N67j2a+3wUe67H+V/oLgzDbB1FFh1EAAAAASUVORK5CYII=) 1 1, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBElEQVRYhe2X3U8TWRiHn86UImVcCItiGxMMgWiMIWZjvBM/iEYRdmOWbLLVC8UL6d3eKYkNQf8IVxPuKqGG+BU/wIhGaSHoLmp1u0GRWG2wzgKOZoC2jD1eMKv4gdpIJ174SyaTTCbn97zvec97zgEgGo26u7q6lrlcLicgYaXC4XChrutnVFW92draWq8oSrGVELLH41ksSdIf7YETldXVm35yu91Pe3t7R6anp5NAOtsAdl3XJcMwpJMnT/E4Gi33ehubhRBSS0vLhYmJiXHAyCpAKpUCQAjB5avXwGYr8zbu8wFYAfFmrh2OXDbX/Mqt8L8c+fNoWW1tra+5ubkmPz+/CLBnHQCgxLWUX37bbSnEB9W+xGKIjy43KyHmXO9WQXyy4VgB8dmOl22ILxpgiWsp23fspOP4MYB57RNfHEHRj4tYtXot14OheYXIKIXKwh9YWbmG68G+eYP4LIAQgmQywdh/zxhV40xNTlBUXMK58xdAiDKvt3E2xCgZbmBzAqTTr1DjI9y78xfD9yOkkpPkLXDgdDpRFshUlJfzTyTCxYudZfX19fsHBgbU9vb2IPDyqwFeaOP09VzmQeQ2K5ZXsHePJ11aWprKdTh0IURCCGHIsmy32Wx2WZbtmqZJqqq6ASegZ5KFdwCEEDyJPqTzbICS4kJ8Bw8YCxUlHgqFIicCgaHh4eEnmqZpQohETk6OpCiKPS8vzzE1NZUYGhqKAIlMzN8BEAgePbzP3Vt9VG+s4ue6Ou306VM3/H5/TywWiwAxYNQ0Md4bIw1Mmk9GegOQSibpuXKeXTt/p2rduhGf7+Cl7u7uq+l0Omya60DK/H12lNJHvmUOIEkSddtr2LC+Kt7U1HQuGAx2AQNA3DSey+Crjm32/823bNnMtm1bxw8fOtRpmt8AVN5GnR21tbW5x8bG+gcHB583NDQEJEnyAMsAR1aNTcn9/f3TBQUFsY6OjkG/3x8yDONvZuY8u5GbsjFTRApQaJpqzFS6JbKZ79nbctbvAt/1Xd+UXgNyXYhsTYxvJAAAAABJRU5ErkJggg==) 1 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADc0lEQVRYhe2X708bdRzHX3dXCowzIOtkrRoaxpbokpoQnmjc/EG2uAX0AWhGjbqgifSZzwyJhDD/CPUBzxoiC9nQzG0YCcEBhhk1aWJNIzI7utLdWmzmleuPu/v6gJOBbA+qtPHB3snlksvl3q/P5/v+3N0XgHg87puenvZ7vd59gEw1FYlEmnRd/0LTtO/Hxsb6VFX1VBNCCQaDj8my/MHnE+cDXV0vd/h8vrXFxcVkqVQqAHalAVy6rsumacoXLlzkZjzeHgoNjggh5NHR0cu5XG4dMCsKUCwWARBC8M3sHEhSW2jw/WGAakBsrbXbXcuJ0738FPmFTz79rK27u3t4ZGTkdENDQzPgqjgAQIv3CV5742xVIXal/WCVIXYAmGYJ27Y56H28ahBKf39/k8fjeWtq6sv9yAqFvEFO16mrrcP3pJ+52RnWkolH3wwGA86IJvZyRLdVIzCMDTJpjUxaQ5IkFMXF4acCzF1bBKjIdDywnXnDIJO+zYEWL0cDnRWDuC9AqVjk999iZNK3yel/4j90hKPPdPLt/Hd7DrELwDRN4jd+JX0nhRACLXULAP+hIzwd2HuIHQC2ZZG4uYKWuoUQAqDiEFsAQgjWkqvcza5j2zsDbts2qeQqpVKR5v0HaPa0cOmryyBEWyg0uB0iTZnTsfUesCyLzJ0UlmXdM7Ys8nkDYyOHIoNsF7Hyd1HrFA63t/NzNMqVK1fb+vr6Puzp6ekE1H/dgb+7ACBsm0IhT627huefe5aurpfs1tbWYq3brQsh8kIIU1EUlyRJLkVRXNlsVtY0zQfsA/RyurArhJZlUSwYdHZ08M7Zt81HVDW1sLAQPT8xsbyysrKazWazQoh8TU2NrKqqq76+3m0YRn55eTkK5Msx3wVgmiaSEAT7z/BqT092auri9XA4fC2RSESBBJB2TMx/PMMGNpyjLO0IoWWWeO/dAY4fO5YcHv7o65mZmVnbtiOOuQ4Undu3Vynf51r5AIqi8HpvLy++cDw1NDR0aX5+fhr4EUg5xg8y+E/fBBeALMucPHmCU6deWf/43Lmrjvl1QONe1ZXR+Pi4L5PJLMVisT8GBgYmZFkOAn7AXVFjR8rS0lKpsbExMTk5GQuHwwumaf7A5ppXtnJHEpshUoEmxzTLZtKrIsk5b/8zqvhe4KEe6n+lvwBLpeWMOF/YsgAAAABJRU5ErkJggg==) 1 1, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur141545 1.2s linear infinite forwards;
}
