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57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE40lEQVRYhe1WbUxTVxh+em9bq0C9SKnjs4wKjPGlFrP+YMFtBJs08suCYW4/DGNGDTHo/MAF2KY4o4lZlswYlm2JUQElcf5YsmitGDfDoCrU4ZQ1XTYzB+LqgqWU0vvsB+BQVGg2SJb4JDc5933fnPc579c5wHP8TyEAgNlcvMhsLl40WTZXzgWrtVzSJ2W49EkZLqu1XJqQzwkBURSh0MS0Vu+oY/WOOio0Ma2iKE6Qm13ngiBgvpTYaCkpo8/nD/p8/qClpIzzpcRGQRBmk4RNIIkoXUrVqtWlJBngPwiuWl3KKF1KFUkAthmTUIRDIScnR/L66K19fydezliCwMgoVColSBk3bv6MPQ0HEB2BaJfLdX9WCAAm5ZJMHA4ERpboF+vifT5/el9/PzIz0ob6B7ydDI3+JEUoNjmdztExe5sAnJTD8/EopoRyPM8guXlj1XZG6Qzs6LzaS1IAAIUivDM9M1cKQM7Ly5Mmy5qamtRAnQBAHQqFIIoiHjwYEgBoAQi1tbUCAKSmmrSGjLyVE4Sf5utJQgHj1R4RnVzh9Sk8xkzTEZLKlpYWtc1mE8h6AQC8fw3ifv8AZFkGAIGkkJWVpSapVGiECpVyniMiOqmxpGR9JAB5xsUpiiIWSPFHLCVlbPzyGGMT0tsetyG5+aL9LBs+/IjOK9fcapXqMQtlzZ6PD4V21zVQszC+w1w8w4lZVGTTKhfomy0la+kfDgTbO69xuXllL8ktJKvHv22jodDVpp4AW3tlkhwkWTOhI7llTdnb3x489BlJBt6r+YDaWENvUmp2/jNJrFhR+IIuPs21u24fhwOBIEnaHZf4Uq6ZG6u2c8PmrVxTXkHn5e/4tYdEZQfxzg9suRlk5/eXuKa8gu9u2sqq6l1cbn6N+w58wlAoRJLB1tPfMOHFbLfJZFrwSJymS4dKpURf310cPd4MpSjC2zcAU6YB6WvNAAmQEAQFztodOHW8BdGLdZBJDPmHsK68bLrtp01B6HK7k+ZXi33tHU6348Ilt93R5nZeueYmOdjUE+CpWyGSDHQ6r3rsjja33XHR09V93V26br13/8FPSTI44xRMYHIRHvn8KI2Zy9tJRpLUkpTG1zUPi9DZ5SEZP65fRDLSYMzeX7/3YPhFiEltGBmdWGFIW+pNSV96+HEjkltK11USCi3t59vcJB/JbVxKVlVa9iuMijFMtCGe1IZPqgEZAGRZhs97+/OY5JhTv3R13SeJ+vp6QZuVpb557twoAKWkjYSk1wEQBACaysrKkaKiItlms8lGY/5XI8Hhbp/3twtnznwxfrDwx/LUUTw+aklWVlXvojY2hd3dPb2JCfEAgDAnMcRp9Jz8k5yTI+l1hg2D/lBxt+v6qi7Xj8bf7/yBgXv3cPvOn9Ex+qSsOL2h9+7d2/4x8jYF0MOn7D1GeGY8x2615PTc19Uqjf2tN8swT60ECcxTq+H3+zEyGsKxEycxEhx+49db3ef/i5twCgmLxaJeGGtorqndO+VBUlPbwIWxhmaLxaIO50ESNgoKrJJGSujYtrOeJIMkg9t21lMjJXQUFFil6Xf4dxAAwGq1SpqoOM+JltM80XKamqg4j9X60PlsP0zHwpuasSw/yZh7I8mYeyM1Y1n+ZN1cQACAwsJCZWFhoXKybC4hPGX9HGHhb87reuwQB9ehAAAAAElFTkSuQmCC) 16 16, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur261295 0.93333333333333s linear infinite forwards;
}
