@keyframes rwdcur136929 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhe2VTUyUVxSGnzvDz1cch4+BgQHHYaofzEAUkAhBMfWHsClBowshmOiishhrEzQG04U0arpoXLj8UkkTl9qYWJs01FQNsQ4NopFaFeNMyIAExuEn8iMME+B2ASTUSgUZki58k7u65573vfec91z4iCjDI6VhOfExq6Ch3iPlc12InzxSKoAbKAbu60K0r7qAPy9eLBp7+XJzZkXFvlBb26ZETXPGmc2qMBqrgH8JEFHmbwR2JebkUNnUlLEmPV0JDw1Fxnp6wgPt7fdyjx7drwsxtfDAsuq1FBTU12tTo6Oa/+rVhKGODoPJZlOmJybUeFUt/q2m5of5OI+UZo+UW6MtoFaxWK69mZxEdbkY9vt59fAh8UlJrM3MjBvt6prySFk9F/sZUBjtEszDl3/qlJZaVIS9rIzM5GQGgcDt23ftZWVfA0+AHYB9NVzgA7Thzk4SbDamJycBUIB4i8UE7ALCwGOgO6oC1jgcvq1nzmiKxYK1sJA+rzcYevDAZti2jVetraFhny9g3bKleS58RhfiSTR7wJdSUKBl7NjBJ6mpjAeDr7MPHfo5JS/P33ntGkIIMisq3EAvEJxb0XHBGk3zba6r08b7+uhqakIIMZRWUjIDmNY6nSfeBIM/JmragJqdrQAGXYheXYiZFQvwSKkCvsw9e7TsmhoSNY1hvz9gKy09C4wAvwDND8+dq1Jdrq+A74CxhTlW1APPGhufYrVmxJrN9Hm9aNXVoU/37nUxO35fAC90IcYAdCHueKS8o4t/Gu+DbOiRUrvf0HB74NEjx3QkQvH588SZzWNJbncV0AMEdCFGlpLrnSXwSBnjkTJ17jN5e8/Wef26V3W5HEk5OYx2dRFsaelJcru/AKaYfdWUpV5msR7YANgB98Lv1SMlvx8//kdkZCTVYDQyPTnJ9gsXQvl1dReAX5m9/QwwtFIBCT23bl18fvnytwvIlfsNDV15J044C44cIT45GVtpadBZWbkfuAfYdSGeAe26EK9XJODZpUtnjXFxm2Yikc91Ib4HuHX48FPT+vUO68aNvB4cJEZRhrSDB78BzAtzvd1k78M7XRD0ekeklOH+tjacBw4cnZmY2KNmZW2wlZYyEAgQam0NalVVWYCJWbupLOPZ3yug//HjCAZDOFHTsJeXo7rdGwB6m5uJV9VgVk3NPmBs3mLA+IeQLypgrcNhSCspUWIUhaScHIItLYwGAhgVpXvTsWNfArVAAAh9KPE8FitYo7WoaFdCeroWazJRePo0hthYum/eJL+uLhFQdCFWTA7/MYr729qw5OZScPIk4cFB4i0WMnbuxH/lyjCQEA1yWHwU1wKNnTduMDU+HmOIjcW+e7fTmpbGwLp1YWA7syVYNQEAtcMdHY1/dXQAIIxGU2pxsSXObFbWl5ffiwb5R3zE/wJ/A4C/bnzQ8QctAAAAAElFTkSuQmCC) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur136929 2.6666666666667s linear infinite forwards;
}
