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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPUlEQVRYhe1XT0gjVxj/fTNh4kHUlSBBTSzWmzQoUTZ7KRuFHkJkZhMRMYdSSsHiTQ8e9mA87MGDe5MKUqQHpYhxZ9wwh4Jm7WVdMAQs3mypDSyySBZEZDOZzOtlJp3E/FGXtof2dxnme7/3fb/35n3f9wb4r4PuOzEej08B2AAQi8fjm/f142hEWF9fb2ptbf1cEITjcDh8bhvasD1LAoaHh92GYfiam5t/Pjg4+NDIP1dvMJFIuNvb21c4jtvQdf2kkTMAMAzjhIg2rq6uVvx+v/ujBBwfH79jjI0TkYuI2mVZnq3H9/v9s0TUDsAFYDydTr/7KAGLi4sGgHmbaVlVVaEat6+vTyCiZZtpHoBxZwGJRMK9sLBQskuStMoYOwcAIkKhUFiv5qitrc1uP0+n06v2OF6vt+rnKBOQSqWaHA7Hs8HBwfeyLE9bdsMwnthoU8lkstc+b2hoqBfAlPVORCW+x+OZ7u7ufs8Ye9bT09NUKaAsDXd3d78wDGODiFwAwBg7NwzjSSQSOZRleY+IRgAc5vP5sYmJiQtr3sDAgIvn+ZdEFACwf3R0NNrZ2RngOO4FEVkrvwAQy2azP9UUkEwm3bqu/2IJsMAYe6Xr+tdOp9M7Njb2qnIVFvx+/+Pr6+s/rq6uvgfwuGL4guO4z87OzuypXL0Qmad9mahseFQUxf1awS10dXWNcBy3V2Gey2azz6vxa1ZCVVUF88BNATgURfFRo+AWPB7PawABAJtOp/Or09NT7bZzbyCZTPZubW25GjP/gtvtdnm93t7GTNsOKIpi1fYbEEXxzj2D53lWzV4sFmOwlW57GlYN/jegLI5dQOwfEnC3OKqq9qqqeqczoKqqS1XVW52Bmu1YVVVB07QfCoXCJIBDALfOgkKh8BJAQJblHwVB+DIUCtXMgqrNSJblWU3T8kQ0aZoCiqKM3Ca4yQsAABFNapqWr9dFy053IpFw8zx/YrbUEhhj+5qmfeN0Oj+pV4wURRnJ5/O/C4KwZpZtu49csVjsj0ajZZWwbAc4jvNVVL+3jLGHkiSNCoKwBmBPUZQ3iUSio0J4h6IobwDsCYKwJknSKGPsIYC3pZUSgeM4X90dSKVSTZeXlyuMsXEA85IkrQLAzs5OgOf51xaP5/lPi8Xir7Xei8Xio0gkcggAZlddIqLtlpaWmWAwWHZNK9uBYDD4Qdf1p5lM5oEV3NyZFzbaZjgc/s0+z3zfrMaXJGk1k8k80HX9aWXwGztQDbIsTxPRdwDAGIMgCM5QKKQpilKqdKIokpk1eesTMsa+tS+iFupeycyb0ZLNNFcrpUz7nM20ZL9Z3UuAz+frIKJtxtgFYywnSVLVlmpBkqTnjLEcY+yCiLZ9Pl9HPX5DAdFo9DyXy80YhhFzOBz9jZwBgMPh6DcMI5bL5WYqU64a7v1nZOueMVEU7/1n9D/+dfwJZrKuf+R+1qoAAAAASUVORK5CYII=) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur88430 1s linear infinite forwards;
}
