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5.4545454545455%,12.627272727273% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.727272727273%,21.718181818182% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.818181818182%,32.627272727273% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32.727272727273%,45.354545454545% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjElEQVRYhe2VS2sTYRSGn28yl2SmrSUtaRuSYKtUGyFaGqUuxMuiW4sbKf0Nbl34S9y4KairSpfuK0JFMFSMBdMiJKQhlV7QTpOZ6XwuJuAi0GRaLwvzrob5Dt88nDnve6Cnnv53iZD1JqC3nh3A/lsAJpABrgETrXdbQAGotED8PwUwDDwAFlVFTFqGiAIcNmXD82UJWAbetIB2wwJEOpybwEPg0WBMmZlO6/13LkWjV5Ja1IiIvu8NmWp48jpwDxgE6sDO7wS4ADwZjCkzizcs5fFcP/evmtydjHJzXEcixJe6ZzY8OQJMEfymz2EgTgIwgduqIhan03r/47l+cimdmCaIaYKRgQijAwofyi7bBz5qRFjHPgmgAawDR90AKCec6cCEZYhoNqmRjqttBem4Sjapcc4UnI+r9BlKApgnGNST7u4KoGvFNIXZCYOpMQ1DFUkgR9DBMwE4wNZhUzaKVZfyrtdWUN71KFZdfCnJZ3Rm0jqmLlQgCbS3LCSADRQ8X5Y+bbv+0prNesVhz/bZs33WKw5LazbFmsv4kEoupRHTw+ZaZ8oKsLx/5F9+/u5wuFB2yCY1AIpVl2LNZWwgwkLewtIFH6sutiM9oAq0t+wUADZByFT3j/zhta8OG3WXmKbgS0l2TGMhb3HrosFqqUlx26HpySqBC7qK6U4APkHCrQCjikJiyIwwO2GQz+jkUhqWLlgtNXn29ge1g+Naq3aLLqO5UxBB4Oc6kDn2STQ9LARoimDzm8eL9zavCjabO17Nl7wGngLlbj4O4bZhliCW5w1VJFvTju1Ir9X2FeAlsBHiztDrOE4QMjkCq0EwcOucchmF901gXZNf8+NxhnXcU0899fTP9RMNltWc0BtrPQAAAABJRU5ErkJggg==) 16 16, auto;}
45.454545454545%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,72.627272727273% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.727272727273%,83.536363636364% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.636363636364%,92.627272727273% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92.727272727273%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur112180 1.8333333333333s linear infinite forwards;
}