@keyframes rwdcur208581 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGP0lEQVR4nO1aT2gUVxj/zexkDGvSDKHmFKh1s/nTU4TdoiIIYbOVliJ1a6oYMPEg8SQ9lh6Cik3FQ4/S4s4uCILQS6mFsGtFLIWy7ikHDU6Q9RTUZnc1pqTZcaeHztu8ffve7MxuYgvODz5mMnnvm+/3e/Pe++abBXz48OHDhw8fPnz48OHDh4+3DtJWOjt79qyn9levXt3S/q2gbQGYoGUPXauC6y35aFWMtgSwybMBuyEgIt+Oj2orIrQkADXqsuDIngP1AXsRwI2f2tGrCJ4FEJAXndNoCFZwCydR2f7ccy8ieBKAIc+SZo1uKwqaB56YNFhfrAEeRHAtAIe8GyPteUHTZGjf7D1YiIibrG83IrgSoAl5hTnK+/bt6z127Nicqqofbmxs5G/evPlVLpcrw4MABw4c0BKJxOUmPkzB0bUIATcCRKNRmjzpR0grADpsUyKRSO/ExMS3wWDwU1mWuzo6OgYHBgZ2Z7PZ23a/AKc/sQDxde7cue9oH+FwePezZ89yT58+Ne12EuoHkJxb1FGKRqNWPp9vXQBmq5Ps8wATuAqgY3R0tPf48eNzO3fu/AQAstksQqEQVFUNA8gahrHKiKBQ/jqImEeOHAmPjIxcYH0MDQ29t7y8nHv+/HmFEoBYlZD2IoKXpIP3yBPyaiKRGD5x4sRcV1fXxyTweDxe6zwwMLAfQNC2TsoaroVCof2kXzweRzabBQB0d3cfnpycvDg0NNRHtVepOGrTEOI1xL0AzOiL5r1y9OjR4bGxsZ+7u7sP88gDgGmaKkWUJ0TteqVSUem+tAg9PT3xU6dOzQ4ODr5rkyZGBoS7E4nSbMVJANqBQAQlkUgMj42N/SRJkiIibwugzMzMfCZJUlWW5SoASJJUtwhaliXbbRsGJh6PI5PJYHx8HJqmxaamppBKpS4ahlGEeGcgfoSJl+MuQD0B7IKlAlAnJiY+OHTo0C9O5C3LQjuQpPoQiQgAUC6Xb6fT6fOPHj0qAli3bcM2E/W7AndHcLsGsImNfPLkycFm5LcD9HTQNC02PT09Ozw8rIE/BdpbAxgndY737t37pRvykiS1Zc1E6OnpiU1NTc1yiDdLqV0JIIK8Y8eOCPDmRp4FLUIwGBxFC+Qd/yFYNRseK0mSsGvXLrdxbyeaknXq5AVVAFhfX88DQCwWw40bN964CPRiuLa2ttCqH6EAghy6tp1cv37969XV1XnAWQTLstoyHmjypVLpjq7rlyB+v3BEq2tAdWFh4WU6nZ598eJFBtgUgUZ/f3+L7sWgyReLxbvJZPKyYRgvIXgtZo4NaJYIsdWXOnv48GFZ1/Xz09PT0DQtHovFkMlkuItiLpf7wV7Zq8SAzX2ejLZlWbJlWXIkEplxIr+ysnI3mUxeKRQKZTD7vRcR3GaCrAim3dc0DKOs6/ql06dPy5qmxcbHx7kiyLK8oet6VhBkrRkA+cyZMx+xN2bJX7t27cqTJ0+KqE96eEI4opUKLC2CCcBcWloq3rt373vLskwAICLQUBTFxGa25mR/BQIBU0TefuxZ8uToibwXAURFCHLzjfn5+cVbt259QYuQSqVqDh48eHCfEGxi64uLi/d55Eul0p1kMjlXKBT+xGbKyz4BJD46biEc6wH5fB7RaJS8Y/PSMnLdAoClpaWyJEm/hsPhzyVJkvfs2QPg35w9lUr9aAdbYYwOvALALBQKpYMHD77f2dkZCoVCtI9vHj9+TEae+KJFqAB4bRupD1hwqAw1LYjY1SC6yEATB3UTAKgahlFUFCXb19fXGwgE3nn16tVvuq5fLBaLa3aAfzNBEyKv7b9fAzCXl5f/GBkZ6bd9/J5Opy8YhrHCkCZ92WlABCCjLyyIeKkJ0pkWWxRRONfYoqholWbhVGFmpyL72LMLIdCkLui1KkwHxBZDG4qjjAtROZuGqNRO+9jSomgr3wV4IvCqRTQhXvCAOwFYbGlZ3GseQAIgQZpoFICuxLAVGTerMyuC6P5O02rrP4wQOHwac/MK6jT6PL88PzwRWyIPbN/HUVF+4faFha1A8Xzw/G3/x1ECjgjsOf03S9iLACI0+Hxjn8dpCIRwg2ZTwJOP/+QHEjS8/rwF+H/8RMaHDx8+fPjw4cOHDx8+3kr8A7FJWg1CFmKPAAAAAElFTkSuQmCC) 32 32, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
}
div.testarea{
animation:rwdcur208581 0.33333333333333s linear infinite forwards;
}
