@keyframes rwdcur214770 {
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10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAuCAYAAABXuSs3AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI3ElEQVRoge2Za4xdVRXHf2udfe698+iddmiHts5UoCoPEZBXKg7a+MVEg8aAiZAQQ4gmfiDGaDIhRhO+SO4nQgzRREnki0RAEq2EAAlUQgnQUiitPEpBaG9LoY+Zzkxnzty7z1p+OGfagbl9gDBjIv/k5J67z8k+v732f6+177nwqRZWMntSGxypAxcAoWwy4OWs2RhbDLBTKcw5vwC4F1hafm8B1wOPLzTU6WhuxIeBDbhtAV4urmovxeAOA3dkzcbuxYDspDCvJel+WSR5wm0G3K4FOwcYB75VGxx5DxgDns6ajWyBWd+neeCS9CFhmRFHDZu6171tuPXjrV8BnwNeBL5fGxxpAmTNRlxgZqADeFhyuZ1x5pdsdOyI5ZMvWD71L0MYcw93Ad1gS7DsTqACbKkNjty2GPDzwLWymmvWp9a/dMDu/ut6O7xnzDweygTdIZLg3l7ucBbQjdtKvPXj2uCIATuzZmPBFvJ8j2vNLjo3xOFLgzX3G/c/tM7aow+bSGKIItKzX5K+3yEBj4cu8Tj6y7Kff9QGR14te5nMmo3xTxI8OTaC+vAa4AbR7ufry4Z2Da1U1qxSq3X12vbtLxkiBpojiSOJiYRckq4x0e5nJCx9BOjGpn8N3ABIHN/07IKCI7r13cnz3wBs7VBiKmKbtq8wz6cMbxuS5CKJI6mhXZmmSw9KWH5QxNsgFUl69ookXWHJFV8J9eGvh/pwO45v2vPJg3vckk1P7Nq+M7fzP3+GddXEKtUee3Nvxaz1joloGfngosHQioukuaQDB7V2znNJ7ZzNHkc/6966HkkvRJKjYcm68VAfXhnqw604vmn64wDX+U2G50csz96wxh+P2v6DZj/5QdWGhj5jol0GakgwRCOIgcbiezDR1NCaJb1ffjTtu/qWtO/qWyRZMgRsKI9vfBzQ0NHjtc2iPa/juXk8bHkyZMvqaiuWqY1m59jowTdK+MREQ+n3xJE0FwmOpK6hryXp8glJByawo1No115Jl78Atjb0XvbdUB/+ZqgP747jmw58VPD5WQVFNDXAPI7a1pf2mcpq+9F1VWu33f69a4WRTxhguIFguBmYva8bUURSQt/Xt4rI1koQnXjngZuRcBFoxLL1tcGRQSADXvywWWg+uARDKgAGajb9im1//UxbPaB27tmJJbWzLZ96xdxmCr97C0ejeDS8dA9GMSgDFBUwd+1Zee3dSSL35LlXJvf+6Q7yI1cBTeBaiop82ppvlaS+WUL/TtHURUIOYuaJHZ2p28SU29K+bnu7OW4eD89GOhcpBgnSFiQHyUWSHJFckNxRdxdPU7FKSt5VlTybYZ9WVj2tlVXbPJ/8Tlhy+Y2hPnxFqA8/fzoLuEPE1USrhmgx9W5mrX3298fUhoaGbMUyMSwzvGXuHkXE3M3EzdzNABMMp3SRouJuLom224mCaEhg8KxLt4QE3fNOu9/ikbPF+pbiccDi2HW1wZEM2Ac8njUbNo+xE7ggoDWknHMXB2+ZZW/x9s5d9pa3zfMJw1oRojkakbbhLcNzK2wSDXfAEFCXikKwPCeoJrTaEpOkePaqgXSMge/9FtC9e14/rz362O2utQHgSTy+VBscaQGtrNmYOkXEA6JVm82U4tEcwDNzz8Eyw1rRfcZwi0AUxdwoPG9qRbTBC68rmqtoVUGjWaLmhDz3CBIofmmhAmn32t1uM7eBVay1fzA/uu1+CpCHgd+cCtyQGiIJYOauiIFLNJgx99wgFv72WFjKoyEhUtpFPOLeRlzBE8WD4qkiaPlMK3KQG2AqaA4sq8sU9S/uAPS9d/vGPJ9YCwRsalVtcOQXJeFzWbPx5AnSYbUYAIaY4mKzM1CkvePpb7YgxfIooi5z6poEBdUycrMRjkAwo+hDsWMPL67r8oE1uxlYcxcQ3ms+8zWPo7cA6u731QZH9p/AKl3Fw93MVQ3PQaZLUMqFG0xEiiqq3SbaZZJ0GVKJIiloBdEu0G4VrapILSShYmkqFpICUJXjfR6HZs6nAhZ6L92qldW3Ahont37Vpl/dMH9xSgJJN6CGx2KJSnLs8DJwRWRDkYG010SrJklPBLWJ7euP9dd3ZRORKtVKsGoVqwRMVGZBKQzj8ye+HIA52r+0MqmyJos5euDoNgW+0Dnikpb9Ki4RtAK5ltUwwbVCWWER7YGk1yTpMZvepfn0axeWrzoAmNn/B0Sq2kp6woR2qyRdAakEkaBIEgorhYCoSuExRXSuvRTRgJsC6jYTgac6eryAl2LpSCjbinakgkiYtRSS9JS/U/vIJzb34nY7cNXxmGU4LTyfYJZr3gNlXltZeXX2fM4N9nvgmg7gICKoQC5zgQMQkKSrvKlWQIc+JCyjdeC+YY+HbgQeAf7y/h7tOEwnzTrFLbjP1JEwJZJmdHbQjqzZGOsIrlJMVF5k2LI1IFrFvbAL2oskS9C0n9bBB9dhU1fiMQCPZs3Gq536PQ0FoA5MUWy+TnpjRx3f61lZTVOcGkIFkSqSLIGkW93bFY+jP/V84nDWbPzwIwLPKlK8fDqlTgRerkwDMMcBna1+KtqlEvq0feSfF9n0zp+75w8BG/9L6A+lE0Yc0DLuKgguwQroVEV7tT32xFXW2nex50ffBHsqazZ2LBQ0nMwqxcIoioIoQqrl1qKSz7y13FrNb3v7QAW46X/ihRCzNplbvSQYgorULJ/acVac3HKr28wG4EEKXy64OkZ8TrQp9iIVFUksjm9aZzN7Lnab3ohlG7Nm480FI/2AOkbc3Y9Bi6Du7ZBP7Vxtrb2XWWtfP3B71my8t5Cg8yBPelWKxejtQ/1x4rkRax8cA34GHFwQupPohB6frZ4zR569xKZ3Xo1nf8Oyxxc70rPqAG7gUZ1Aa3LbeTaz+1xr7QN4YDE9/UF1Ai92ZtYOcWLLzR5HXwRuYpGyx4k0H9wjceKZC/Lp167Fs/vBNi7Wvw4n09z3KjWgB0mVOLbc2+9O4e0/Z83GS4vId/qqDY7cVRscuWexOU6lTlnlTk6VJj/V/6H+A2cbdrgLEIxoAAAAAElFTkSuQmCC) 3 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur214770 1s linear infinite forwards;
}
