@keyframes rwdcur153117 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzklEQVRYhe2W328UVRTHP+fO7JbWsrulpUt/YEpbS7GN0UJIiAka9Q3CHyIa31Dju8YnE/4KYzAxqFEe5AFMQEJRoPwIiUDbbbu73Z3dtttud+fOvT7MUKp0m2zFxAdOMplM5t5zPjnnfO898MJe2P/RKlVfrVa1el7+anXb0JdsCbDmq+npGX9uLqNEFEi4UASiz603RmajBwvGQH9fnxkYGIjtalHmn2vdrRy0t8XMd+cvmMOH31BKKawF11WIgFJgsTgiCGBtCLY5uAFsFEprw/XrN8zowcFngjcEAFBK6u3tu91KZYVqtUqpVAYssZhLel+ajr2deEWPQrFAV2cnqVSSglfCBIYgMLiOS2dXF76vUaLqjeJsA6DqQaDbcrkcvb29OI6DRLVYzIdBH09nKHpFKqtVXkt1oLVBicJ1HRzHAQStNaJ2ACCi6lprPK/E6OgoyWQSEcFiyWZzWCso5aBwUBI+giIIDI5ywAnrorVGKdkJAOva17S1tZHNZqnVaoAQj8eIx2MYY+jv7yOZTNDe3o4xlpaWFrTWADiOgzEGrQOUqPWmAZRS67726e/vZ2VlmbXVNUQE3dpCobDIuXPfsFQuA5BIJJiYOMLg0BAA1tqNt699REnzAMCa1prOqMFEhFqtxo8/fM/Dh39SLpXIL+Zpbd1FMpVi6s4UE4cnOHHiFPJEFhYCHQCy1jSAiFrz/QAAYwwiwoWff+LWrT/Y253Gy8xTrdYYHxujtbUVx41x8ZeLWAMnT57a8BP1QPMASmQtCHSUTiGXzTI1dZtEMsWxb8/TX1ymo1xHj49RFOF+fZnM7gSXL19iaHCYg6OjAPi+D9AQoPFxK1R838dai7WGu/emyGYXCK5eZWymSCwwBH0JbFsbL9V9Bqfu0TP5O7PTM1yfvBbts6EMRSrNA0BFa40xBmstM9MzzM/PM15coiXn4zuKpbePcSPu8qBUYuHxLJccRcErsDC/gDEWY2ykih0AiEgl0GEJjDF4XoFiociSUlR6W/BaW7jS14tXrXL30WMuWsPie+9QqfssLi5irQEsQaBRSpYbxdlOBct+lAEIz/xdtRr3rKJ+YC/zRydQ6W7Kt6dI337Aw3ff5HFvD3scF6L0W2uf9MCOAJa01huaTnWkaOvqYtnXfD0yyOuHDiFa8yifpyPu8sq1SfJYfKCzq3NDOWEPsNQoyDYloByqwGCt4cCBQdL9ffy2XGIYIVlZYXpujtV6nasDfUz2pClcucKePR28OjaOMQZjDL6vsXYnGRApP1UBHDlylF8vXyKd3sf9u3dwHcX6zCyxMEFkZqdJplL09PZy/PhbG5nTWuO6rtd0BrC2rHWAMWEtRYTTH3zEyMgIyWSKmzdvMj+XIZOZIb+Yo7u7m+GhYT7+5DPCGSLMXHQ3NJ8BpRxvcw9Ya3EchzNnPiWXy3H27Fd4xSJBELA7keD90x8yNDQcXUI2HFysRWsfJVJoGsAY8xQgggCLKGFfzz4+/+LLv60PZwXZADaGsAl9jcU2LMF2t6GndUA+lyccwiLHdou1sgkimhZFBFEKHQQopZoHGBoa9OLxOEWvGOp60z9rn6WQaEaMPkIcEQYGXmb//v3lRnG2tZlM7l+P5pn5/HMb71/Yf2J/AQdwjtWGK/aSAAAAAElFTkSuQmCC) 15 16, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur153117 1s linear infinite forwards;
}
