@keyframes rwdcur8119 {
0%,86.438461538462%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
86.538461538462%,87.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
87.5%,88.361538461538% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHBUlEQVRYhe2Wa1BU5xnH/3vO2dvZXWF3AZcNLOEOFtaAISjBTgLUSyhMZqzVSRybTDq9JJDp2IQUNbQzNtKYYCeTaFqbJpmqLQbFlCaCeGlLIiAoF4O4y67cFpZdluveb+ecflBAbOM4gfip/y/ny3mf3++c533Pc4D/51akRc+XvUvLQvMAUA8STN6+Ruzaf+hDBvxnGJaNmRof1QOYfJACK17es680Qh1Nhz0UnymkQ7Z4PU44Z6f0ADwPRGDnS2Wln9Uc46+M1CBj3RMyiTzie5RAnOecnbL4ve5BAMy3IXBHv3lgmQCeL1yDK3oziLXridjEVY91xKXW9HVequ3raq5kWaYXAPutCPB4AEWRiAgLw5boKFhs0zjbxkFR+AORJj7lGXVc6gZ955fvjN7sPQJgfLkEFlpQUlZ6/VoHvyg/FyRJQioRY3WiGpzfBR+PRnT8KloqV+WJJSs2uuzTU1638yaA4FIFFh05klx8Ank8Hh79TizUSgka2wxYnZWDyOiHtZGxyccN3a2f9XVd2hfwebuwhLYQCzCAJElw/+MmsZCP76ZFIoKyQx4WgTU5eVRM8uqnY1Mz/wFg1TeFA3dtQpKkAG5BgeM4TE9Pw2QyYdRmBz/8YUxf7cC508cwcKPDOTth+QSAeckCFF9IgQeCoCi4XG4IhUIEAgG4XC6wLAsQfHjkSTj23lu42nQGttGB80wwsA9AM5a4DwgAiIxJXEEJxCKSIGF3OODxeDA1NYWQkBAolUooQmUQBF3QxKeAovhOJhgoB9C0VPi8AMsyBAAQJAW9sR/NX/XjzJV+GPsHQZIk5HI55Dw7MnOeRII2WyoNUfwcyzQzFhURS6QYdItgMegglatw+C+1eLviF5BIJIhUymB2urH2yUJYhgzbdR1f/A3A+bvq0S/Exm7KCg/Pp0WiBLffj4HZWePno6Pneuz2RgDurxXgANASKf76p0PQdbawP3r1ABEanYq6+vN4unADFAoF1LYZOJPTkKjNpicspl9PmAevAJgBgJcTE4u3Z2dXpaxdm+Dl8eBxu0FxHMQkueHHFsuLNRcv9h3u7X11xOOpu1OABIAV8nCVLCLmZ0d+t5vt62ppt0+PvyZTrOTlFBSnNpz5HHk5mZBIaDABHyan7aDDNBgzDUTZzENmlmHa3nzkkVdKd+w4wqpUYXWffoqjDQ040dSEc21tGNDroRAIUFhQoEyjqK0dZrNr0u9vWSQgoqVER9NZpXXYeJhhgrsBtA/3XTOmZOVti4pLFnW0/Avr12WBZVnwWTdmuBC4XW7e1Lg5rYAWuHfv3HnQYLVSVUeP4kOdztI6Ofme0el8S+9wVLfabCbK681+IjWVSEhNJcJcrvxzw8PdAY7Tzwu4HTMOt2OmHkA7AC8AsEzQJhBJNGvWb3r08uVWpCVEQalUYNINELQMtvEJWM2mkF1JMY/TUVGSg8ePo3ZkpMkRDBYA+DsAPQDDXq22oHzr1vWTHg86W1qwMTeX6DMas67Pzn4EwE/e0Y67xy071NdtSMzI3ZaUlim5eOE8VClr0GMcQfXHf0ZzYy0YQ/fw3u3bVGcbGvCBTmex34Jbbq8nKrTaypLi4rIJjwevnzjBdloszKa0NEIYCChO3bx5FcANAvcIyzDG5oZPPhCIZYhOycD7h/6Ad/dXoKnu6ERf56X9O6PUF1mSRMfICCZ8vo8XwdPTK0uKiubhp02mAwaH46BpdBSZcXFQiUT5i07B1zlcbqz5Y0bu5h297f/U6LqanROjg7Usy/wewDUlTdcHfD5YPR5wwNzGWgyvqWFPm0wHWGCP1ef7/qzLBVVEBBQCQYLF672vj8lw/fF3ykcHdPlBv+8jAG0A/ADgCgTA5zjQ1HyZW/DCwgX4yMgBFtgDgJVRFGiaBsMw8LO3Bug9WzCXIX13ddDv+ymAL+fgADBotxv5HIfM8HAICOLxivT0ypKnniqzeb14/eTJRXAAyFYq1z0UE4Ox8XGYPR7jfQvcLvBf3/2zFssFi9mMgrQ0/CQ+ftdLmzeX2bxeVJw6Nf/a5+ChfL66QKN5LkyjQX1PD9wMc+E+2feMdK9Wa7C/8QY3WV7OXS8t5bZERTEEUHnnw4Xy+erfarVfWKuquBslJVyKTGYAIAUWfsm+afyG2dmhWGBrSkoK0avTQWe1MgIer5UDxGqxOLlIrX7uxfT097c9++wqzunEr6qrg/8eH38BwFcAwFuiAAAgTiLZ9UpGxps/zM+neEIhrFYr7A4HRGIxVmo0CFWpMNDejt/U1QVPDg+/xgIH59YuiwAAiAiieGNkZFVxUlLCYwkJkMnlYBgGY2NjONPTg5P9/cY+p/OXABYNo2UTuB0pgA3hQmG+nM9PCHAcLF6v0XNrwzUCcC4zb+n5D6/mHNWf3746AAAAAElFTkSuQmCC) 2 3, auto;}
88.461538461538%,97.976923076923% {cursor:url(data:image/png;base64,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) 2 3, auto;}
98.076923076923%,98.938461538462% {cursor:url(data:image/png;base64,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) 2 3, auto;}
99.038461538462%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGrUlEQVRYhe2XfVAU5x3Hv7e7dwu3d5x3ByjHq7wchzCiEEQQnYTgSwZxcCITx2bqOE6ndYrEybS02qat47RxaidNUs2McZqmxsQXGNsRX4IxaQcFgxrAk1A5T14O7iB3x71xu8e97G7/EBRf2jKB8Fe/Mzs7O7v7+36e5/c8v988wP/1QIqqHfV/kisXlAOg5tOYnLzHv/67Ix/wkG7jBSHVZbf2AhibT4CYul8c2B2vS5bHJmYU0HLVyxMBP/xeVy+AwLwAfP/H9bvPN5yQLkxIwfKS55WMOn4tJYsu93tdo6EJbgAA/10ATMu3BAIfxo7KQtzqtYFYuZpYnLVkRUd6ToOps/WsqavtTUHgewAI3wmARAJQFIn42Fi8nJyEUYcbzTdEaCq3RKVkGLbp0nPW9XZee8d6v+d9APa5AniUgtr63V8bO6RVL5aBJEkomGjkZ+kghlgEJXIkZyyRK9SLyqOZmPWsz+2a4Pz3AURmC/DYliPJx3egRCLBc7mLodMyuHzjHvKLSpGQnLY0YXH2x/duf3ne1NV6IByc6MIs0kI8MgNIkoT4jI+iaSnW5CUgnvJBHRuPwtJyKjU7v3pxTkETgCXf1hx4YhGSJAWIjxBEUYTb7cbQ0BCsDh+kcWlwf9WBz/52Av3/6vB7naNnANhmDUBJaQoSEARFgWU50DSNcDgMlmUhCAJASBFQ63Hi8CF81XIRDmv/FT4SPgCgDbNcBwQAJKRmxVCy6CiSIOEbH0cgEIDL5YJKpYJWq4VmgRKyCIuUDAMoSurnI+G9AFpma/4QQBB4AgAIkkKvuQ9td/pw8VYfzH0DIEkSarUaaokPBaUvIHNpsUKh0uzCHPUMYvpDNKPAABeFax134fILeO/4WQiCAIZhkKBVggGHlS9UIikjdyuA5/9H3KjJ67/q4ShEAHJGgU+OHcHdzuvC9p/+nliQnINzl66gunIdNBoNdA4P/Nl5yFpaLHeODv3aaRu4BcAzFSNFLtfVGQw/1KembmDU6jQuEBAGLJa+T/v6mi6MjHyAZxQwEgBi1HGLlPGpP3r/4D7B1HX9ps9t/5lSs1BSWrEp59OLF1BeWgCGkYMPBzHm9kEem4KRof4kh23QJvD8DQB4LTt761tbt54rKi9/KUgQiW63m4miaUVhfn7ylhUrKpLC4e/ddjhM/kjE9BRAlFxBdLQ0a7+xmN/j+cg+ADctJqPZUFT+SlJ6dlTH9X9idUkRBEGAVODgEVXgWE7istvyfC77+Tq9fl399u1/HfT5lH84fhyHW1r8jd3dPed7euxXjUalOhCQbtu8WakLBqu/sFg6QoJgfgyAG/eMc+OeSwBuApgAAIGPOGRRTErh6g3Ptbd/ibzMJGi1GoxxACFXwmF3wmkfUXlHLaHDNTX7rH6/8o1Tp4RLIyPHxkKhLRzPvzUeiRwtiYvT7Fy/vuQbpxPFBoPUbrWuuTU2dhyTbZ6cNhtPtlth0HT7Xtbyslf0eQXMF59fwSJDIbrNwzj14Z/Rdvks7t9p796ZqPNtWLu25O2TJ3HBZjvGi+IuAD4AYq1e/9r+mpo3xliW+GVjI3JVKixLTVWd7u62hQSh/UmApySKolsUsWDZqvWrFTFKXGxqwrmTH8LY2uwcvv/125FQsO4nJSW1hEyW+O7Vq35HMLhl0hy1ev2e+urqQ3aWpfacPs19brf/KkMmW1NRWEheMRrJ4UDgxGO74D9IaL/ccHR52Uuv9tz8R8rdrja/0zpwVhD4PwIwApAxKlWax26HNxw2Axh9aL5p0yG730/tOXOGu+Z0bgfwdyfL/kAaHZ2uoen0Se/ITIqJ5dLH7+y19t99MRIK/gXADQChqZccxwk6jQZRJEk8NK+qejDyhoYp80YAlIqmCZEkMcE/yvaMqtlg7+1TAM7g6dI70We19q3MzV2kVyozV2i1h+o3bqyzsyy1p7FxujniaNpQmJmZ5PN4MMCypqlYBGYm4RnmAIDPLJYLRCSC2oIC+cHNm19/ljkA2Y709DdXlpVRl9vb0c+yTTP0nZHif1tUZGUPHhSNu3aJ1YmJIoCf48HsUgtpOm9vbm7TwP79orm+XlyqUt0DEDP1s2QuCOJoeuNviotPb6uokA+PjuJqd3fI7vUOK2maWKbXJxWsWkU5+/tR+9FHvuaRkSo86KRzBwAADEluqElLO7qjuDjFkJ0NWqmESBDwOBxobm3Fkc5O8x2vd+d08zkFmJSGIclXDTExlRqZLDPI84KF40yDHNckAp9gskbMlyjM8znzW+nfzGncpS+j70kAAAAASUVORK5CYII=) 2 3, auto;}
}
div.testarea{
animation:rwdcur8119 1.7333333333333s linear infinite forwards;
}
