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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGvElEQVRYhb2XfYwUZx3HPzs7Ozs7e3s7c9xel9srd3CUKuUUMZzttAFsK8EuzaFGQ2yVRjRVo/2jalrfmjSYaFJfEq0ta40kxmAokbQkF6SiBYQjjQ0v5aWU0OOYe+u9sLMvt7ezO8/u+MfenbzcUdpSv8lMZp7nmef3me/8nt/M+ACSyaTHZbJtG4Cenh4fH7J808Ff7u6+omOVaf5/IEzT9AR4yWTSE+AJ8KbbTNP0rh6fSqWab2Z8efrg5e5uupJJbNvmYE8PAIZhkEqlngbeBo4Di4DzwNDNApAMw7iiwTAMENS2mv4D5IDNwO+BdCqV+lEqlVp2UwCmD7qSSSzLwrIsurqSIM8k4zigAvdQc+yvwCFgWSqVeiSVSnV+YIBVpollWTONlmXRlUwCoArxBPBZYAE1X3qBvUAdoKw9cmSRgPr3CyB3d3f7TNP0IpEIVz+OTZs2xSITExdRVc2RZYuaA5PUHOkCJsd0fd2t8A3gxfcD4KN2WzqwWIbXYSbTFUDVveKP40X74bPaNcl/LlCtqot3/LHxpWz11N5y+XunT58+9F4BpnNABUwBRwTcv/nRR9+ZAtjgE/SJgn/mgvqyg0z1KPBOpOKM+9fP1043NXUmEok9pmn+zTTNpe/ZgWkJ+B3f5js4jGbcB7b3Nncs1Qu2fiHR1tnXMA+ABU6aquurDkQM0TJpK9EVBX75m5NUq1UAKpWKk8/n/37w4MHP3QiAfyrwoqfg+0AIPzEeIxFYVb1TOE3tdV9wEiPDMTKSBoAjByhJis/1+/1L9EG0NodjxzJksyX8fj+SJMmKonwkFost6e/v3/WuAAI0YA0/5yc8yBo2obMbpE/ZeCsXYzT3oN2iEjrvpxJTqTfKKBGPiYkAQ24DIyNxli07y/79aTRNw+fz4fP5UFW1o6mpqd6yrFcSiYSWz+fd2QAkYCOwmj3IOMAngV8At4Fh7ESSLBpuOYfd2oBtKwwPh+nvD3Ds2DE8z2X58l7WxgdwXZeLFy8iRK2CSZJENBp9pLOzcwXwwlwOyDL8SYBGIzpF4Ayw/MpBweDrrFixmIULb+Wtt1qZmChx5swZfL4zqOrtWLl2qtW3UVWVTCZDY2NjzV6/v8F13T3A/jkBpnbPil0IGnmea14/Nen6UUolnVhslIaGEHfddQeHD5/kxInTOI5DpVIhFouRz+epVCr4/f5piCZJkmaflMtKsQxb+QOn2AkcBWZ5YvH4PiqVIPX1k6xdG6a9XWAYBqqqEggEiKbTfHpsjEKhAIAQAs/zkGX52skuBxDQIuAx7qcFP1AGRq6ySj7H6Ogali//Fy0tR+noGKC5OUQul8MwDGRZ5skvZXmyO8f6tnFyuRzZbJanO0o83Fw3J4As4OvAM6xGZyXwcaARcKi9hJk6r4dyWUOSigihs23bCAcOlJAkiUKhwL1qhqXrh5EX5fnWT4sUnvBYcluQz2zoY/Rn+uG5AHxTZVifOt8407OOj9LKVwkAy4CHgFCtq7v7brZsKRGNRgkEAhQKBYYGB/lhe4UvPj5JeMkY53e1Ycwr8poVtZ56SfvE8ePH07MCzOkNIOA1vkknW2oOcBLIwL7dt/ODVxUCgcBM0oXDYYQQOI5DIpHA5/MxMTFBuVSyRsfG7hsbGzs/Wwz/bI1Twb/MOr7GEhQEcALYDvwTWk2JO76ykhhBzvaXqFarOI5DJBKhtbWVyclJJEnCtm3aFi6MBgKBA8PDw2/OFmfW9SFgI6t5ngh1/AXYRi8PsZ0/cx+CQ5eCEbZuPcdzL75Jxrax02nsS5cIhUJUq1WKxSIXenuZP38+iqKkE4nE0blu9Jr1IeAB4AUOcAroAV6llzdksACExY49z7rWG0VnQUjTiMfj9F24QLFYRFEUyuVybZ5KZXr5vbJ79+6+GwIQ8Dhw99RmyZC5qv8ezvKrvcHRXcOy/Ex03rw213U/Jvn9BFUV13Upl8uk02kSiQThcBhqX09z6moHfivDr68z+BBwiFIJSqWuOl2XXdfdoarq5x3HQVVVPM+jWqmQz+fJ5XKMj4/Pmv3TuiIH5Mu/hW9Ag4ODYmhoaE82k6FarTI4OEg2m0WIWoWsr6/PxOPxyevNMXeNvEG55XJaC4fHs5lMY0NrK7IsEwgEUFWVgYEB3bbtzcC+Dxrnugqp6p0NhjG4uL3di+n6xY6Ojv6gLBc0RfGMSOTfLbHYnLX4Zv73aXpd3T8UWTYLxWI7IMuy/N2Ipq1xhegbse0Hb2Ks2RUKBjdoirIzHAzO5FZLLNYUDYfv/dCDXyb93Yf8T/8FyeWfy7JM9sYAAAAASUVORK5CYII=) 3 3, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur186191 0.6s linear infinite forwards;
}
