@keyframes rwdcur220386 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbklEQVR4nO3c3YtUdRzH8c8u4UWYyqKlJlvmomUqay4ZS0oQCIEgBIEQ+Kd44Z8SCEEQBIEQCKIhGVsu5kMrW9pi5hOLlXQhuNtFVPtwvmfO78zv8cz7daX73TkzzHnvb2f2nDMSMLXm5GLqx4A0hv/9BxEMpuGl/yGCwTO88gtEMFhWBSARwSCpDEAigkFhBiARwSCoDUAigq7rGYBEBF3WKACJCLqqcQASEXSRUwASEXSNGcDzI2vNGxFBd9SuAGs3rTNnRNANPX8FvLB5gzkjgvI1eg2w/uURc0YEZWv8InDD6EZzRgTlcnoXMLL9RXNGBGVyfhu4cWyzOSOC8jgHIEmbdm01Z0RQllYBSNJLu7eZMyIoR+sAJGnL3lFzRgRl6CsASdq6/1VzRgT56zsASdo28Zo5I4K8eQlAkkYPjpkzIsiXtwAk6ZXJneaMCPLkNQBJ2n7odXNGBPnxHoAk7XhvtzkjgrwECUCSxt7fY86IIB/BApCknUf2mTMiyEPQACRp1wfj5owI0gsegCS9cfQtc0YEaUUJQJLePDZhzoggnWgBSNKeD982Z0SQRtQAJGnfR++YMyKIL3oAkjR+fNKcEUFcSQKQpP0fv2vOiCCeZAFI0oETh80ZEcSRNACJlSC15AFIvCZIKYsAJN4dpJJNABJ/J0ghqwAk/mIYW3YBSBw7iCnLACSOIsaSbQAS5xPEkHUAEmcWhZZ9ABLnGIZURAASZxuHUkwAEtcdhFBUABJXIPlWXAAS1yL6VGQAElcl+1JsABKfT+BD0QFIfFJJv4oPQOIzi/rRiQAkPr2src4EIPE5hm08l/LOv/vkfNT7m1pzcnHi6amhqHeauWzPCg6FlWC5Tv0KaIoI/pc8gLrTwkMign94DeCXizd9bi44IvD4InDu0qwk6daFH2uP31cZPz6p6U8vLvsaL9bi8LIC3Jn62cdmluGnM46+A7h7+faqr/107rrzduouDEE4fQXw2w9zvh5HJVaB8FoHcP/6ndr57NmrztusuzIIYbQK4OHMXd+Pw8QqEJZzAI9m7zX+3ptfXXHdfO2lYfDPKYD5Ww/M2cTTU0Oh3rqxCoTTOIDHc4/MWd2Onzkz7fiQ6q8NhF+NAvj913lztnLnswqUpWcAf957bM6a7uwbX37v8JAQU20ATx7+Yc7qdr6PVaDq6mBWAf/MAP6af2LeqM0OvvbFlOtNEIHz28CYB2mqLg9nFfDLKQCXnV/1vVc//9bl7hBB4wBSHZ6t+nwAVgF/GgXQdudX3e7KZ9+02RQC6RlA6hMzrINKrAJ+1AbgY+dXbWPl2T9VZs5MtzqWADfmKWGpfvKbvl1MvTJ1xZC0ejkN8eRWLdkHThzWwrMFLT5baLQqhHpsg2zVChD7Cb58+utG38eOD2PZChD6SW7zwo0dH9Z/K0BuT3Ruj6eroj/JvVYBdnxcSa8OXoodn0aSJ33pKsCOH0D8FQ8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKDe3/q2Y+lHqi5CAAAAAElFTkSuQmCC) 1 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur220386 1.6666666666667s linear infinite forwards;
}