@keyframes rwdcur216437 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 24 17, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 24 17, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 24 17, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMklEQVRoge3Xz2scZRzH8dfOzk5mN5smTWMsraiolJ4rhK6CCEIh7MmLB1G8+T948O4/4MmbFv8AIS54VUwFPWhtqQoltDWtoU1L22w3m92Jh+fZdg+CuBtz0HnDMDM888z3+/n+mOcZSkpKSkr+z1T+jZeurq8lGB15PI/oo9tptQ/E1oEKiI6PHM6xOHZfoIsBerjfabW709o8MAHR+YbgbIYXcERwuCsIKMaue9jutNoPp7F7IAJW19caWBYcP4V3cQYnkGITX+FrbGArTu3iVqfVHkxqO53Ya4+jviBEOsc5vJfk9TPpXJMq+3sFiucrvN+/c/dtfC4IuRxf08S9Qxewur4mOp8LkX8Nbyb5zJn68hLVqkqWquUz9geFYb+nNjvb3Ll2452xORtCFg5fgFDvWbw+gTeSLHt9/vRLqnlDYkYik8pUJIb6BnZU0rTx8OrGCq4JfdBdXV/b7LTaxaEJiNEfb9hTKpW38uPLavmCGfPqqMfBArsyOzL15aOGe/3Tj65vruC3KH70lfrHJH//yF+Sjs1dxKvpXFNtYd6MeQ3Mx4FFoUHm49FA8+RzKrXaOTwb39Oc0I+JBYzPfQYL1TxTa8zJMSt8kpZxLJ6XBCEpZh01s3QMXhZ6IDMh0wgYpbyJLElTuSNyPOWJgKcF5+tCx9dRRX5sURwqTFg+TN7Eg3ik8Xxk0O2pSB5H/6QQ1iH246Q91EZG04Qni1p/Qj8my0Dcx/Si8dtIit2+gT0NIcq5EPElzAm1X40G9zHYeQTbuB+FHJ6ASFfcDuDn/aIw1LMXB5tCKR0XmjcRMtDDLvoPH8AlbE6zEk8sIGbhPm7gh2J39/Kgd8+ekJYsOj4rlEwPj4w2Rnf0b25dw09x/sRMkwGdVrvotNq38QW+vHvxit/xADtjzw3wh6D2pr7tSxfhU3w76QI2YioBIzqt9iY+3h8OP7h15Rs/CivUhhDe74Rl9zru/PK94YPueXwWxU/FQf8PLOEsPlw++8rKixbUhCbZsm3rwoU+PsInnVZ7qtIZceB/ZGM/NU1hpV2JQ7/iKjamLZuSkpKSkpKSkpKSkpKSkpL/AH8C+SHwrPGJg0wAAAAASUVORK5CYII=) 24 17, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 24 17, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 24 17, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 24 17, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHklEQVRoge3XX2sjVRjH8U/+dNq06aZ/Ql1aLbK6XfFqFRUjCOJdCSzoja/IG1+Be+GF+Aa8KQERbwQLIqIiFna1u2tlN+y2a9uk2TSZpF6cCS3emYks4nzhMElmJuf5Pef3zHOGjIyMjIz/M7lJ/tnm9lYeReQxi+jC6RjdRq3enuScExGwub0FZSHoGSwJIuLkkvhvn/fRadTqsZSkFpAEXxWyXRSCLyZjJrksRhud5PsQD9Fr1OrdNPNPQsCS80CrWMFlXMELWBAyfge/449kdPEYcRoRqQRsbm+N7EKwz3W8gnW8hmquUKjmpyPDXt9ZHH+F7wQx32LXeW2MZadiGgHOMx/hDXyA68Xy3HqhPCdfKskXcoaDgWE/Nmi1342PWiPREY7RTOJ4KgIiIfMv4b1coXAjWl5UvvK8WSumMEBXz8Ch/tGR1mnvrWH3tCsU+S+CjcZmbAFJ8RaxitdxY3b9WXPPrFm0YAbTgkfPRJ5Y0amscG3a0Y8/v4MvhTrZFQp6LPLj3tio1QmPzlW8ObW0EJVWlsxZMCdU7ui4LFT3IqqldeVrV/N4VbBSedwYmIyFVrERVSqi3LLZJKqS4K2iYKNpTAkZ6y9e1aseVHv7j58T6mjsfjD2ClxgGZeiyryCSBkFXBIyPi8ImRdEjY6za5cJT6uLDe8fk3YFujhF0dm550uoJMe80LUOkhumBIGFUpngsGEyxiLtChzjEPtx99Qg+XFa8H9FWIUSzpJzcTLpmT6hO7cbtfpTE7AvdNdbcaslNjQQ0jkv+GNN8FhREHEiLNnpQZvQzFJtJVIJSDL3DX54cr8Z9xzrJUHOCHWwIATfFwLvoOXEyZ1d+E1IwtikLuJGrf4Qn+Cjo7u3neAIjwS/F/EALfyJpq72wR7x4GP81KjVj9PMn7aIR/yKm93mo517na8/G7z8tu8FvxexI+wXmmg1b+vc3fsCnwqdOBWTfqGJhO764fzGi+9Xlzbk0BU7fLCjc2/vFm7ic9xPu5VmwgIuckHM6OVmtHE7Fnaf/9bUGRkZGRkZGRkZGRkZGRkZ/wX+As7s8tcRQ5dSAAAAAElFTkSuQmCC) 24 17, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 24 17, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 24 17, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 24 17, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 24 17, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRoge3XTW9bRRQG4Mdf147jJE7ShqRCAZUqrRASLNiEBRtWURZs2fR38COQ+BksKqGuoggWlAUoCBALqBApHyrURMH5alwncWwnZjGTwNrXECHuK41Gunfmnvc9Z845c8mQIUOGDP9n5Eb9wZWNtQR1VFBFHsd4Guf++vLq+ajsjUzAysYazMQxiTlBRAUJumjgMVrorC+vdtPaHYmASP6aQP55zAvE60IE8ujEsYVHaAqijteXV4e2XUzB+++oCWQX8TJmBUHz8V1XOD4tbKIfR1M4ZsfDGk4dgej9G3gdb+MWlvJJaX4wYNDrPRWI72NbEPMVPsMPaAvHqT+M/VFEoILXcBdv5AqFG8nMjHylJF+pyBeL9dPDw3q/1V48bx818T1uC0ndFLyfCBG5EgFLeAuvBPJ15YVZteoLEgVwOtXXHezrbP8xd/Trk0rc1xASvYmhq1IqASsba1XcEc7+rcJ4VXnhutnqTWNxTR5VRae5OScL03LF0mT751/mhRyZFHKgMyyHfBoBQpImWMwVCsVirWqqetN4/HAZYxi/ZFoydf0lpWvTd4SkT+K4mghEXoFIjqReNxZJlyMzwuHuxvlcSeW5Ob3dg6W4JO8qBKxsrOUjpwraBlQmJ1RQELxeiwZ62EHpYoxV4cVI/ELbvysgGj++nHM5lBUwIXSzBGc4Fep1I865ULzb0X5r2BJKihyI3bMldNb8oB96U07wft1f94kJISqFuLezc3CxtyFFEyN9DrSFZvQY5/3uSb6XBKJFQUA5LjwQQtXS19nfg4f4SYoKRPoq1BXIP8DXJzu7eoJLz4SLUS0a6WIPp+d7zlrPtnAfu2nuQaQUEK/FbXyK+ydPtrrNbsOR0J36QjSe4XecOHO4+SO8h4/Xl1dTeZ/0ERATcBsf4P39b77d3dTyG77E53F+5FDji486/cPWu7iH3bS2GfEPzcrGWg1v4m5peuqd6duvomv/4Xf67aN7+BCfrC+vjoQ8/8AfGZc31EToETPxcXuUxDNkyJAhQ4YMGTJkyJAhQ4YM/3H8CQTS8xUPUk2YAAAAAElFTkSuQmCC) 24 17, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 24 17, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 24 17, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 24 17, auto;}
}
div.testarea{
animation:rwdcur216437 2.6666666666667s linear infinite forwards;
}
