@keyframes rwdcur52977 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhe1WT2zbVBz+8mK7xnPTJiS0caTSFLKxrgRaOEydKlmCQxFC4jCBYNehCSRuoF194bAj2mFCQuKIxCT+DCFNCIEZHKBCY5qGiraKdmmbZCXNvzqJYzs2h9jdS+r8YQjt0p/0yX7+837f+97ve+8Bh3EYDzkCw3ykKAoAEBfeve3Bff//EFAUhQBg3KTelQCwKNiKotgPQiA4ZHIOgECBdZ97YcuybKuq+q8JMAPeewR4AGK12gh9t3FvoRzkJalRvL78/OxNACiVxqxvbMIBMFzioK/9oqcC7s9ecuGvXE76vBh8J3/qtVfq8aPHq8WdyBOs8ZswMtKo8Lq9KOiGqqoOnVSWZQxShfR5x4CS/2q+dU576exCIDLBYGKKqenGQjQUsgGQyUDApkiTC3vRxz64F5oFQAap4EuAmnse7TnnTe6RaKCx1y7AnQwSjPkF7juho78gL4TCQabstvuSOFADbnKOSi40GqYYd+o31n/6aiZgW9bjZuXy6WMTVwDocF1Ak3iPzWQQPTBAX5d02NBlyrkQAYh3KzVp1+YmOccix8e4bDAY1AHUAVQBaO49TYJQsDFgvfBzwb78X64VTt6Op992BFEUdu6uidXSpemwUKSSewpYXYnJJ1vm5GhD106nRqv9FOiuAa/NNJtN5k+E3kV6iQ88OW/VarWj02GhQI1aR9t23R2TixvGU5un3riwcSSW9kvaj4D3jOzqDE8iMcPRygTFHOJG+YqbkEa37AwApMziVuja5Q9frRd+6Td6wH8KbABgjaKd2NO+bq3kH02Q5h05Fb6BzjmlydPyYzk1WV8GrgPivkt6OaGbgMfUisVi+pkYrgIQyuUmn88XhERioo776wNtQXqjovuxcdCqHdGxEqqqClmWPSmDANhLt/4++3Ns/txqrfXsPNf4nmXZFgDHBXG/Yz7eNubUXWdJqm7eHh8fbwHw0He39KsBj7H1Q8mJlp954WTg6UXDORImmqYxABjTNLnt7W0Rbbsyn97anMnPvvh+fXru5cyuzmGA9ejoVQMWACuXzYmOPaaT7Jo+V9/6KJaMGd/uWDO/84m3YBDtPHAegHUiMpqt/PHjxYRjrS0tHNO8jobZjHrthjYA480T0gpQfb090gjJZHLCTWnxjJV6ThpZ/XVlff0al0wmjbQ0Xk8DKwC7rx76zPuwCnS3ydRUXB/JZ1aZSunOIil8lkwmNVCHEh8MDN8Tkbsf0PAqn2SzWU6SJDqpH4Gh5O9JgCKCLhK03TrkftAj2VCHUpdMt9f3SfyXQ+lhHMZDj38Akpah/OQ9QhIAAAAASUVORK5CYII=) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe1WTWwbRRT+drLZNcZO6jRyrMSWE5JGjkIFRGoaGUFMESCB+DlUSBVFqOKARM89Iu0VRRyRELlxAYQQqEKIgBAujXJIMSitSZOQVv5Jl6St3Xa92Tjr7ZiDZ5zN1rEdA4JDnvQ0q52d+b7vzds3Dziw/9iEv7NYURQAIMy5UQCUzf07BNjmIgPmI2HgFh8VRaH/GAGHWg4qMRfZZxSAafdGkRDrzuIBtRycA7sAuDY2Ntw//b461tVmrT0/OZlkSy3sRKV1AuwbO+gu8G8WMxOLhyNnyq+fkjK/xfXtK9enXj7aP49KBPhxtEZAURSu2MXcvXQt3b2ubfYejwysL6fXgiuhJ98QHo9JgADad6QDqxcloJ/U27dpAtgJuwTAPZ1UT98bOTEpWBbJp+dnwubWekmUu0hFLeQby6mRUF8KDVQ3RcCWdBIA6fzs/FjuuXdfFXoHIVCKW79+Nxry+9SHUpevmwI5JK9eUqPu0vTQUH9e18uWroMGAkJDIjUJsNDbs1wyfH3+yrsyJX8kisOHvT8cGwwu+dPpqburM2Q0MrQuimIRQHHtYS/tKWUtwLf/CDiVcw+7xdTNxPdJskDMY/LWl8eHgxkAZjgcNsOVZLPAEi8i6CZ8vqaO4YE6wNTzLHdrmubJFgV/j0yL3Z2dPLNNAEXsZDp3DmqxsWFVrJWt1X89cS3j/2Q78Pa3vsfOzWiu8UKhYAEwAGgAdJsb2Ck+FgCoqlrdrxUCBIB4QZfeKYy/FLOOjAVy+fyo1+s1GBj3IirVzlIUhUeAAsC0f/LDz+fmpD2Rme31FxBN04jc3fOneS9XbMtc0Sck/VPYzhmOWs+Ormonl78+OxqN7v8uUBSFn7/nYnKpXxW7hsc9dHEgGMg7lTO1HLhWNBvmQK0I8DBaTz0aUQHcdoDY7wS7QmJb3xR4XdZgYT6/pD7yfq5z6qNM6TUbaX4DVv2rXHvHx3pX0L5nMz3BXjWbAqCz2TueqyPPvmVNvNhtoH0Qu69i0fZMku7e925Z7a80RHRY3SMgpS1DTCVX5OzVlWck/QvAQxO3tY4L5eBp+U528exw589sjdVX2vxgQNLzjj0aWpvzRTweRywWEwAg5POWoofIpYkOJAIeaRtA+TMaetM4+vQLwvamGpWMBQD3AZSfkI3CQLtVAlDmHo/HW4qAXYGJ3TkB392NWdfCj5dPCLk5QKK2ebvqpnvCegTsHQ1/JmeCwi9AgTrAq2W4WWBuDXtCRy9o74B3Kd8vcNMEahCxW8vAB3Zg/xv7C2PToM8faPEgAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur52977 0.8s linear infinite forwards;
}
