@keyframes rwdcur74010 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHlklEQVRoge2ZXWxUWxXHf3Pm49BpO51+zDD9uP2ilFPTdjoNUIip1AuGBCQhoFe9aUwgmngfNFefvLkPxhgf74NvpskN+mDUGKM3kBqUG/DqA2pFlDAoFKTQlCkC05m2005nzmwfds9xz0enLcXbl/6Tnc7+OGuv/zlrr7X2KuxgB1uCs6B/ETgImMAMkP3YNdoi3gPEaosDvwTOA03bqdRmMML/CKgtA/wF+C6wH9C2Sb914QH+Q2kSansCXADOAP5t0bQMfsr6BNS2BHwIvA0Y26BvEb6IomB1dbXo6uoS9fX1orW1VQwODpYjYwL3gB8Ax5Bf9GNHA/KtCkD4/X5x+vRpW8lgMCh6e3vFvn37xJ49e0RtbW05QvPAr5COoGWdff2A61WRuGop0dnZKTRNK6mgz+cT3d3doq+vTxiGIYLBYDkyliP4HnCoQNkg8DfgA2DXqyDwLWtjwzCE2+0ufKtFCvr9fmEYhhgYGBCRSEQ0NDRsxBH8GHgT+Lsy/htegel1WwJ1XRd9fX3qxq8DbyDf1uJaCvb19YlIJCKGhoZEc3PzZpyCAN7fKgGAf1kCI5GIKvw9ZU0D8BWkyWVKKaNpmgiHwyIcDotAILAZEl/eKgE7Kvf09KiC71M6kLUiTe+vayml67o4cuSIOHTokNB1fT0CceTZKAtHmblPAb8H6OzsxDRNpqamrLkh4M9lnjWALyFdcrc6cfToUc6ePUsikSAWizE7O0tlZSVVVVWMj49z7949dfkPgbfKEShM5lQ8WX3YG4/H6ejoIBaLWXNx4EqJZ1xId6gDT4EJj8eTNk3TsPZyOp0cPnyYiooK6urqaGlpIRAIUF1djd/vZ2JiQpX3CeBHSMdREuVymhVVSSGEOne64Nn3kab1fJX4PeAPwM9XVlZGUbxKR0cHbrcbTdOKWnt7O/v371f38bLOWVgvKfvA+pHJZGhubra63cCAsm4E6AR8lHGBbrebSCRiK+xwOOy/DocDl8tVSADgC1shcAVYBohGozQ15WXVn1dk1K0jh7q6Os6fP49hGLbCpUg0NTXR2tqqPtpPmXR+vdD9DLiOfMOYpqnOnQHeQdq81xrcvXs3Bw4cYHFxkfn5eZxOJ4FAgOHhYUKhEEIIhBC2woVN13V6enp49OiRJVJDXrJ+/TIEQN7SRkCeA7/fz9zcHEgz6gcWUMwmHA7j8/m4dOlSnpCbN29y6tQpent78Xq9rAWHw0EgECgcXjPLLeeFLDwHvg4Qi8UYGBhgenpanZtBBjMAQqEQ4+PjRUKSySQTExNEo1F0Xae2tha3221/kVwuZ/9NJBLcuHFDffyfyBSjCBv5AndXWzdALpdT584gkzAby8vLZYU9fPiQsbEx2traOH78OP39/Tgc+eHI7XYXPla1lryNXg1te8hms9TU1Fhdw+PxfEZdmM0W1QG+A1wD8phPTU0xNjbGxYsX7bOlfo0CrFlc2CgB253OzMzQ3W0HV83hcLypLlRcrYVPAp8GjpYicvnyZaLRqK28EIJ0Ol0oY26rBK4jPZIajQFIp9M+67fH4+HgwYO0tOTdXY4hvci1AiI2rly5QjqdJpfLkcvlWFhYKNz/31slsAL81upMT09TUVFRtOjEiROEQiFOnjxZuMe7Sv8aksg1a2BycpK7d+/a5qM4CQv/2CoBkO4UgCdPnhAMBtm7dy9Op5Ouri5GR0cZGRlBCIFhGLz22mt53MiP3CBLNLY5Xb16lXQ6TTKZJBqNqusWgJtrKbWZO6gVlXcBpFIpzp07h6ZpeL1eXC4XmqZhmia6rnPs2DEuXLig7vMO+WnBNeAjVmPMgwcPmJycJJVKkUwmKVhXZFMWNhIHLKSQ9txuEejp6aG+vr7IDQLU1NRw+/Zt1Z57gADyohRfHZtCJmsOgHg8zszMDIlEQhX1LpD3SV6WAEA9cNzqtLS0EAqFihYJIXC73Xg8Hm7dumUNO5CH+S1gHzJ7/RPyPLQDJBKJQuUfAN9AlmtKYrMlwj+qndnZWUzTxDRNstms3ax+f38/Q0NDhTI8wCjy5nbR6XR+WGa/7yMdyJrY8Bfwer3BTCbzC2C3Ndbb20tTU5Ptv4E8f+5wODAMg0AgwOzsLKlUShWpAd1CiNetAZ/Pp8aA68i3n3cReSkCu3btCi4tLV0Gwur48PAwlZWVtvJWPlMYURsbGxkcHKSxsZEXL14wP198wQqHwywuLrK0tASQBD6LrNOWxYYIZLPZ3cA3gUp13Ov14vf785IyS3E1OTNN084yw+EwbW1txONxkskkmqZRW1tLKpXi2bNnINOGUeSNbl1s1ITiSHf2OcCOYI8fP+b+/fs4nU4qKipwuVxFRFRCpmmyvLzM3NwcyWSSp0+fIoRgaWmJxcVFkHHha8BPNqhX2apEKfQj86L2wgmfz2cHsKqqKnRdx+VykcvlyGQypFIpYrEYd+7cKUpHVrEAfBX42SZ12jQakAXbdYtTa9VUS7RbFEfq/zvOoFTvXrI9B77NNpXhWd34DeB3QLqEgqWaiSzmvs0r+O/OZs9AOQSR1bwDyNtbEHnZX0Gm4g+Qt7ePgMlXuO8OdrCDHWwj/gunyWxANttf4AAAAABJRU5ErkJggg==) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur74010 1s linear infinite forwards;
}
