@keyframes rwdcur186008 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 21 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACf0lEQVRYhe2VQUgUURzGfzMp82bS1YQyw0IzStJKwpRNIhT2YocgSElqcNGbhB3aQ4duQRAFHbxV4EJQCIWERV1KshhKQRAPBglay2axyCYyzTir26HdWkSt1R277Hd78/7v+33v/95jJDZBBrbcR88lmS1LISb9USJlL3jgAcjZjACNouD8EevErXwKqaWRMYzklN/1AEII/aBVFzyFjsMCowwxzQcAP9DragAhhC7LctDCJIbDAhZDPOE7s36g1002Qghd07R4LY1xH63xBprjJZTFgfbUOtktuCzLwUqzllL2spU8tlPCSU53sWznGQ+QhAMUUfz7ezlVgW5uDCyvz2iAVHgsFmOOWUCinKpAC12PAXP5moxdwlS44zg4jkMzF4gSCbTQ9TABj7oSQAih11m+YDX1FLObCUYZpJ/PfOzu5GqPF2VptbUbDiCE0Juss8EKqqnkKAeoQUKmmNJAKxfvrgXfcIBk2wsoAmCGafLw4GHbTR8tE8A+YGwtj3VfQiGEvsuqCAJMMo6NiYVJmKlr9fi+AMeAJgNbW8tHShdsYOeM8Or6KK8vH+Y4PVwhrE0CcMhs6LjNwAhwLlH+Fej3okxlLMA93u7/RmjYwvS84SmG9gyAxcVF/6A91wfsACqBQiAMfAKmvCgr+qV9BB00RMZ5NzPMS3y0km8WJeHPgZ2ABljAeyAEWKvBYR0dUFX1jiRJnclxAn4f2JNSlpcIEQGimX6Gs6lw27Z7E8Ml/nR0Hgh5URb+ZpZWB1RVPSNJ0qMV4BjYHn6duwzMe1Ei6Xj/k3Jzc2s0TfuhKEr7SvMGNga2K39YAFRVrRNCtLkGyCqrrLLK6n/oJ1SBz1jVARshAAAAAElFTkSuQmCC) 21 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 21 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcElEQVRYhe2SQUhTcRzHP+/tbe//XmOKGzUeQlMxKsUi0lrkIYUwssvqJDTdIYSigyfvHQwPOwTloUPuRUXgSaKQLmkHNQoPgiYVmkW5zDRF1pvps0MGMspwunnZ5/z7fz+//+/3k8gSxzndVMsFX4D9Lb10e+aYdrvxoGRDLoQIH7VqOg2KiPOBBAu4cLHAXLOcDbksy6YPP172MM83VrHxs7elhwe3M9pAI62Xz1gXTX+iCBkHU0wywSgC95VGWm8CmVuBECJcZB245cTFPLNM8BoVQT89kSkmYw+5QcYaMAiEK60a8ydLqGgoOOmkDSACxNbXOrZbLoQIVy7XmmcJM8hT4kziw2AXnksfeXsntV7abrksy6aRKKGcKmQcVHCCYspipVSYQdTe1DfbdoQGgXCBZZgAeXhRcOGh4I+8D1AGSIrUd1u6gbXA/C46GpawojY2Y4khSihjhRU+M9FcSsWbNc9MENVKzUh7BQMkFaCwi47QPg5FZ4jzhY8sMs87hjlHpK2a+kfAMGD/TQ5bW4HeRUdonJGoDwODAAoK3/lKHQ3Xqql/BriBwn/Jt9TAVepC44xEHSj00Y2KYIjnPFHvRmo4f39d6eJGOWndgBAiPCq/6NydKOQIx7CxuUeUQbUnkkwmY/z+2AKwFESd3SgrnQnkS5LUDpCPlxWW8eLnFKG2NTlBVDuIGv+fHNKbgCxJ0gzgn+YTJ6mnmIOv8vC+TCNr8xPQNK0dKAfo1x/znrHWPLzXgd50Gtg0mqa167q+quv6qqqqTVmRrpOHdkwO4HQ6D+u6/mNH5ACaplUJIRp2RJ4jR44cOTLFLyGdsAz/7GP0AAAAAElFTkSuQmCC) 21 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmElEQVRYhe2UX0hTURzHP/e67Z57889yhBKVstmqMUVEyr0EPvTvJdC3elgpqBD4UFRC4UtvogbRHxAkNIzCqAcfrKcgyQb54h8qYhBhIqIxxpTtzrnZw+5AzKLcpi/7wuFw4Hd+n++593uOxA5JCOEF1lr1O7edVNuLKBYveIRpp+CyLA/uCx+kACsRVvjJPIXsbc+6gRQcwIQFCwoCjQM4np/hwuOsGrhExxVZlx9aEPiZ5htfWGKeImw95Rx9DSSyZuAqvdccuHstCGbwUUElb3lJiED7CU6NAYseFF3OBlwI4f3Ex94Yq1RSh4TMGjGOUdP0hO4HHpRpD8oCgJRpuItarwnL4Bx+CiimjCMcpgobpR0NtAwDQQ9KMFWf0V9wnuZWCfokZA7hZAYfYZYppPhGAy2vABmw+ogGPSiZNSCE8K7psT4LCrCOiTyauYUD95AD9+imchlIZMzATe5fN+tK9yxfWSb5dSVkKqgasuOaMIAphTwoidQibQNCCG++bu2u4ST7KecNz8hDpoLKDjuuEcAChIwR9qCsbtyf1i1IPTJTjLOHQoqw4WeSAEstjbQNAKvACsmDWjbD0zKQgjvDNSSI85kJAixix902xkj/Flu2ZG3LwMbntQwndZxmnFGWmO/spH/YKAthBM2Yg1v12k4GrJIkdaUWcRKsEMLD2bu11E8C+STvuu4jOgsIQN8YvHQNyOci3tACs6WT2jsW+YGNkp5a6v1AqTHmAAxo+G/N/tuAqqpdtkiJM04MgCnlfdO96OgHwEUycL8FLaMGgMBTrQeAeDzeFI1GB4w+CWP+vo2e/yZVVRs1TVvXNG1dUZTLWQP9SWazuVrTtMiuwAFUVT0uhLi4K/Cccsopp5yypV+wgLoJ2c+gdgAAAABJRU5ErkJggg==) 21 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 21 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 21 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 21 8, auto;}
}
div.testarea{
animation:rwdcur186008 1.3333333333333s linear infinite forwards;
}
