@keyframes rwdcur170458 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSUlEQVRYhe2Wa2wUVRTHfzM7++h2KO2ylD6WZsXyEBAoYKCthgSEaGKiJkQFiegHTQOSaNSY+ElN0MTHF2PiNlGMStIYJSQaBSUQo4SqRaQKLVq6LAXp0nb7WLbLzj7m+mHu0KWYuLv40ZPc7Mzsvef/P/9z7rlXEW1BnSnTgQpAk+8jgAm45HsloAIrAJ/8PwEkgRNAGkgooQiFmpb37JHg+d8rJSkdSMlvPjkvf24W8AORYsDtxap0WilBTPkNIADUAeNAI5YSPmAJVvTl0sdFACUUSReFLhcvwIrQlrdHAnmBDRJwUIKlJUFNzr+c5ydRLLi9ECwJkxLMVmMd0ALEseRVgR+YUi0o1yUk6aFSCKgSzCcdj2NJ/iiwA1gL3ImlUlICpbAkD0vQYax0aKItqFKkqViyerFyHAA24lK34tV0qlwaTrUCuAREsAo1KskMYaXOBBpkAF7RFtRuQPkXAlEZQQSoQ3c8xWw3VDhBc4DuRALEJKAH+Ab4A/hdrrW3L4BHtAULJmDn02NFIhaiKuB0gCbAFJBWwa0uxsitAmVURr8EuCrJZ+WvK8+vKpUpSAHkZJcAF0IBhwCHAlkBEwYIASjbQDRgFeQY4MRKTViSGi047H9gGheIAAJE9b0p85yAeBZiMyAtwKVCmQMBARArgSagT4JHgN/yIjaVUKSg6MFKQRQwEXgVh7qZkQMobhMUJzhikBGQMhEZM6po6mqEAFN4QNnPVAqugTPVMQtTQAlF4sAlASOWHgLKHBDPcDn2EBOuRhCgrKqsYb4OXg282mIQTVjFtwzrbPAooUiymOhtBQBSaZOf3RnzFP7WpadOb8DtSGIKB8HJMzDPCzM0yGUscqNpTIGpIFYoihKXPgJYO6IoUwEkazUrOMasuRhmGWXaBIsCbzKcugPGDLhswF8GpHKYWbMnJ7higl8IYfsq+hy4RgBg5GouYgrOm/NXgoDTo2sx4ov48MxjnAi/Av1JmMyCAKGWVyhwVzpHwjAZN4WIYhVk0abkPWu/bK4NLN/Rfq7nvRhZ4SSRmcnwVT+jRgVONUvjzHO01j1LbuWTqeTJrw9eGA7vXvLppR4ZfbYUAg77IfZ4Q3VdufaIU/NvUocH6R5pJWZU0eTvYmPDTqo9HvaF72MstQEj85lWe88TgeOpWQc6vu+MAkKOogoQ8lIw061sUhVqRdkMBidvx+0wyJoOyrQJUBVmebpo8ocZTPo4+usbfP7tIX3j/Q9+0vfClm3vr/NVMtVVSyMA6AjSuNxoapormXLmVQzw09B6vuz/iJ6xrVycnE2dN0Yy66Lv2KvsOXLUV/Pw0zuNHJ6bJmBkOZITDJtLmzk4sB5VEWhqhj/HaxlOVZHOuVAU+HGoka8G6nj5eD3RRBIjuDC+8+hotlQC147O8g/On31+efme3bfe9vZE+got+gXKtThO1WRfuJFUg5OBwEtUr27htTVrqK+vZ86cFxOhUOh1Ssj9DQQA3uqeNHfnctxSEcPnjjKSqqNvogp97XaW7drF9qaPE/39/Qd7e3u79u7d29Pe3h7Gar32LiiayI2XB08Zp2I1dA1t4eyEl03PvEtb257E4cOH39F1fb8Emz5SpRKYTkY3DENY568QHR0dYuRkV29ra+vdWD1/AdblpIap67kX6y5QdP7h+kakAp54PH6ou7u7BSAYDH43d+7c57AiTMphy21HbDegkqKfTsAFeDs7Ox8A/M3NzV8wdWO2c53f9W5K8ukEwEqDC67b19lpwCW13EIJqHnAdoHaMt90kRVCwCZhD5uAPf63/9z+BvE7ClVw/hW2AAAAAElFTkSuQmCC) 5 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
}
div.testarea{
animation:rwdcur170458 1.1666666666667s linear infinite forwards;
}
