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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYha2X3UsbWRjGn0xSNxQLBdvFCtL2ojdtEHqTiZONMYmTilqp0nrTvWgvVhHRGxHcq0KR4p1/gehFi6gohU1Z21C2YJIFCy1Zoi3SLaWCo4sf8Tsmzjx7YU2NM/Gj8YVzMWfmfc7vvOc97zljwhEmyzIFQYDL5cLExAR6e3tx7tw5WCwW7OzsYG1tDXNzc4hGo+jr68Pr169NR2keyyoqKtjU1MRYLEZVVZlKpXjjxg0mEglqmmbYVFUlANy6dYs5DS5JEsfHx6mqasYADQ0N/PTpU1YATdMIAFNTU2xsbKQsyycHuX37NmdnZw3FHz9+zLGxsSMB+M1CoRAlSToUQtj/UFVVxf7+fhQWFhp+LIoiIpHIsSczMzODK1euoLq6+uhIlJaWUlGUrDNbWVnh0NAQr169SlEUeeHCBZaWlrK9vZ1jY2OMx+MZEYhGo3S5XFxYWODy8jJramqyQ/h8PoZCIcOBk8kkh4eHabfb6XQ6DUXKysooiiKHhoYIAIuLi3S73fzw4cPealBRlKz+qKur0yWcpmnc2NhgS0sLy8vLj5VMdrudAHD37l2+ePGCB218fJwVFRWZWm6AleXlfPjgAaPRaBoklUqxpaWFoiieOJNv3rzJ9fV1HQBJNjc3Z+pVAtQA/gWw3u1mw717fPv2LQcGBujxeH5oPzscDra1tTGVSukAJicn6ff7v+s++waw1/4G2OB203b9ek7FxOv1cmRkxDAKGfUhdgBAA/gnQAnIrZoBEEWRKysrOoCBgYG0tvCzgWMQQATIuabn5eVhYmJC12+z2ZDelvIpzPQw6+jo0EVgYWEhvRuEWQDbAHmgncYSAEA4HNb15efnY3FxEQAgbAMwGzjOnMboAOLxOEwmU0azWq1IJpO7AD8BUA0ci08J4Pz58yCZ0RKJBPLy8nYBigCsGjhKpwTgdDp1fevr6ygoKNgFsAL4z8BRBvBLjnngcrno9/t1/YqiwGq17gL8AZj+OfDBDIDQ2bMwXbyYy/hIJpOw2+26/lgshkAg8H2bV30rQP8C/D0/n77iYj57+pSDg4P0+Xw/FIXDKuH+A8kC7Cbhr1Yrli5fxm9PnqDrzh0IggBVVREKhZBIJBgOh49dmBwOB202G2pra3XvpqamIAiC3snv91PTNB3t5uYmW1tb6fV6c8qHrKfhnsmyzEgkYhiyVCrF0dFRiqJIl8v1QyBklvvAfpMkiXNzc4YQJLm6usrnz5+zpKSEkiTx0qVLhmIej4cej0d3J8h6I9pvNTU1XFpaygoxPT3N+/fvp5/3+7rdbjocDo6MjPDRo0fs6urK8D12uGpra6koiiFAIBBgd3d3hqjT6WRHRwdfvXqVPn43NzdZX1/PQCBwcoA90XA4rEvMzs5OvnnzJkM0W7T2LqLT09NcXl4+ee7Isszm5mZOTk6mf71KSkoy1vYwAJJ8//49vV4vKysrDQEshwEEg0FTMBjE58+fKQgCqqurUVRUhK2tLZw5cwYWy6HuAICNjQ3E43G8e/fOsI6c6NZTXFzMa9euwWw2Y35+HvF4HF+/fjUdXF+S+PjxI3p6evDlyxcEg8Gs45zKr/T29jbX1tagKApisRh6e3thNpvx8uXLI/X/B+bUzlZa3igRAAAAAElFTkSuQmCC) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur104177 1.05s linear infinite forwards;
}
