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20.289855072464%,21.639130434783% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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23.188405797101%,24.53768115942% {cursor:url(data:image/png;base64,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) 24 24, auto;}
24.63768115942%,25.986956521739% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELElEQVRogdWazY4bRRDHf1XT87GTeHcTFkVRLhAOSHCBCycunCMhxMtwAylvsA+TAweuiCfgECmESLCIbBKBvfHanpkqDjNej73mkJ3eYEpqjabd1VX/qY+udrdwBXrAQwDtGkDovasnc0Rk+ZuBg3hNVVj7ftEA7BHfXkWNC8FDqa98UY1Ojk5uP/pGA7fdnU55U+XkvfqL7+qnH571eG3rjG8o/I1o4+v3WwBupymfTKvJV7Pz+WGf7847+y/uvW/Hz54y7boGKw/DLdBXPgMO6wX3PZdMVdcGjkalHuwXRTe2ZuV+MADMEADaey5BFCFNRh/cv6eSGshyqHD3aF9vlqNig+/tu9AG9ZUJQLhRFvrl158zOsiQDoCIkIWMZz/mfZf7z1yon3367wqEssz0s0/vcnBUtgaQFkDToL/9dKpb+HnAQ66aiYa60KWWJokKC5pKLiwAQrUwxuOpQrnJP8gSMdIo9L5qkoi61VijLINABOqqYfz3GVBessBQwUP5193Jhd6n70hQUfIsjaZ4X4Go5Jsdsux35BKw4RQTQGcNp5c/Vz+KkmVpRHEroXHpkgnaThFI090HYFarbcPg7iwWTZTc36eYADrlfKuSDtbM4yxefYpugW3+D22vJrLzAABfZv+1XhEhpLGWnRVdbxqV9X6V+N8rPoCtWQhATD2rY8uLDqCpBfdVsPbKIeo6egjEz0LNQmv8ciC7O3XdRBTXUvyoEqz1IwMLbUxIA+Y0C4nuQrEBGIAmKZoEZPEunpwj4axbHcwgrhXiWwAhzfbI93IkN5AAepOQCmnasPMAmsaYTGdIYYhZ6z7a4LViFj+IowOoqponT0648TIQ6ru4nmE6AUuYTPLoIuNbwIwXryZMK0F43eXRGjxhvrgVXWR0AKqiWRrIslWGFgmIB4ryGuTFni/JLIi4bi7IokKahZ3eUrZzSbcM9GqKbo+mSRq/GIpfC1m76kK7D14v7urdB2DeKu2wZXu527XQitZKUr94XkctdD0AoK/36vmvpfbV6VoAbNVTREP+f0ijwTol12GoCnmx2//MKSyD97IN3J26il5Nx7cAvt2F3J3ZbBZZ3DVu6tdi1kFFCEn8kIseVO6OmV8sZtACMXeS+JVEVAAGWEiEw4OS0WG+OmJCSENKWcbfP0WfschTPv7oDreOyg5Ai8Ia4fEPp9GX4qEA1k7cAUtDYglzrOqNEqFaNLyeToGyzzOYYllgdX1AnZfP/2Rytj5gPnfG44beGVkUIEMAbN57MMCqmde///HKQr6um9WYsL9gi+Jv+67EUnjvMseqNY3X57OKxDYKN1NLPJsSuSSNFQNGe31gdv5Xerp4fvRzWjQFAIKF3Kf5nv06fVmON3gG01AXWp7zLu8+vDofh8ffH985pmchEV6I+i9W6yaAwUD+AQM6mWT7LnbBAAAAAElFTkSuQmCC) 24 24, auto;}
26.086956521739%,27.436231884058% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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72.463768115942%,73.813043478261% {cursor:url(data:image/png;base64,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) 24 24, auto;}
73.913043478261%,75.26231884058% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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}
div.testarea{
animation:rwdcur67735 4.6s linear infinite forwards;
}
