@keyframes rwdcur220383 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpklEQVR4nO3dz4sbZRzH8U8ycdMuinbdUrVoBRWhVBQFqSdBUESxUCgEFA8eBP+kBQ+Ci8JCoaAogrSnHsSbIKJsRa1UBEVF8CBsTA/rpNl0npl5nn1+zeT9grJpns1kNs8n3zzz3clGAiajs7PU+4A0huUFQrCahov/IQSrZ7h8BSFYLbcFQCIEq6QyABIhWBXGAEiEYBXUBkAiBH3XGACJEPRZqwBIhKCvWgdAIgR9ZBUAiRD0jTEAm+MN440IQX/UVoATR44bxwhBP4xMAxceenV+eWt3u/J7JqOzs529Lwb+dwuxtFoDvPPYm8YxKkG3tV4EEoJ+sjoKIAT9M5CqJ29zvKFiUGg0LPa/Dva/FoNC3/59zbhB1gTdYt0HkKQz9zxuHKMSdItTACTpyWOnjWOEoDucAyBJT288YRwjBN1gXAPULfiWmfoEEmuC3B2qApQ4OuguLwGQCEFXeQuARAi6yKkPUF5nuv7yr1eNd8iaIC9eK0DppfufN45RCfISJACS9MoDLxjHCEE+ggVAkl47+aJxjBDkwUsfoAl9gnwFrQAljg7yFSUAEiHIVbQASIQgR0H6AIvXV133/g8XjTvEmiCuqBWg9NYjE+MYlSCuJAGQpLcffd04RgjiSRYAiTVBDqL0AZrQJ0gnaQUoUQnSySIAEiFIJZsASIQghSR9gGJ46/J0NtXebKrpf9P55Z2fPjLuMGsCv7KqAKXFN6YuoxL4lWUAJOn8gy8bxwiBP9kGQOJ8ghiy6AM0oU8QTtYVoMTRQTidCIBECELpTAAkQhBCln2A6f//9gzXXf3tS+MPxJrATqcqQOm5zWeMY1QCO50MgCQ9e+9TxjFC0F5nAyDx9wl86EQfoAl9AnedrgAljg7c9SIAEiFw1ZsASITARdI+wLvXPoz+A7MmOCjbs4JDoRIc1KuXgLYIwS3JA1D3BpGQCMG+Vp8X0NbW7rZ1WS8GhfX9+MLnHXhsBC02Y1xe25ebOas+MbF4eQmo68S5okTHcegAVE2+SyC61HruE+Ma4OL1Txr7AF/9+Y1xw9f/uWF9PsAyXqPDc64AdZMvSZ/+csV6m288fN51d+DIKQBf//Wd7/0wYi0QlnUA6j4uZtnHNz633bwmp85Z3wburPoAbX7vvvyMrfvwSUnz9UFdFFkLhNO6AriedMERQd5aBcBm8kM9U1kLhNEYAB+nW4VoFMGP2vMBfv/3D+MNmyZ/eZuTU+es3xdw6efPrO8XdowV4DCTX3mbmj/6gHSsDwNjPgOr3h7OWsAvqwDYTH7V937w4yWbu0MErQPg65m/Pjqq8XBtfh5AMSg0Hq5pfXRUd91xp46t3a3N8YZOHDmuk+v3VR4SUgX8aRUA18mvuh1HBHlpDEDqVbcpMFQBP2oD4GPyXavA1u421SIC4+8CQj/zp7NpZR+g7UIxdWXqi8pGUIgH13TeYRmA977fabUdJt6v2ypA7Ae47buDmPgwDlSA0A+yy8KNiQ9rXgFye6Bz25++iv4gN1UBJj4u41FAbEx8Gkke9MUqwMSvILp4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9W4CQT/xSmSkAikAAAAASUVORK5CYII=) 1 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyElEQVR4nO3d34sbVRjG8WczSdldW+Ku0HapKAXBC0GEhbKFgqUgQguKIOyVf50gFLwRrFQEqVShLBSkYL3xSqhdmzV2tbjbbLPxIp02k8yZX5kz58zk+7lJk9PMzuY8eXPmzSQrAdvtrZHrfYAbrfAfhGAxtSavEILF05q+gRAslpkASIRgkcQGQCIEi8IYAIkQLILEAEiEoOlSAyARgibLFACJEDRV5gBIhKCJcgVAIgRNYwzAZ+c+Nt6JEDRHYgUgBM23JMVP5nqnq2ApULDU0u7TPeMGrj+7s2Rx/2BZpjXAueUzxjEqQb1lXgS+sbJhHCME9ZXrKOD86uvGMUJQT8Y1QNIC8PMHXxnHWBPUS+4+gMTRQZMUCoBECJqicAAkQtAEmfoAkUvN3vbzP78afwBrAr/NVQFCm913jGNUAr+VEgBJuvDqu8YxQuCv0gIgSRfX3jOOEQI/FeoDpKFPUB+lVoAQRwf1YSUAEiGoC2sBkAhBHZTSB4hcKpi57WbvtnEHWBO4ZbUChK6dvmwcoxK4VUkAJOmjM1eMY4TAncoCIEmfnP3AOEYI3LDSB0hDn8AflVaAEEcH/nASAIkQ+MJZACRC4INK+gDR+0evD0dDffHH18YdZE1gl9MKENreuGoeoxJY5UUAJOnTsx8axwiBPd4EQKJP4IKTPkAa+gTV8aoChDg6qI6XAZAIQVW8DYBECKrgRR9gODoeX+o4ev355fd/3TH+AqwJ5uN1BQi9v37BOEYlmE8tAiBJl9Y2jWOEoLjaBEDicwc2eNkHSEOfoDy1qgAhjg7KU8sASISgLLUNgEQIylCLPsDL8fix+09+M/6CrAmS1boChN5+5bxxjEqQrBEBkKS3Vt80jhECs8YEQOJ7DItomwaSPs5VlqTjeRu221sj1gRR3p4VbAuVIKpRLwFZEYKXnAfAVcuZEIwZ1wA3Ht3K3QfYeXxPl9Y2c/cBXGFNkBCAvHYe35Mk/fj33cT37+Nsb1zV9YffRG5b9ImpSikvAXf3fyljMxGU6GrMHYC4r4n9ob+TeztJHwyBPXP1AZKO45P+zMyk8XogkNSZGeM12r7CFSCtiVOkyePzSShNVSgAVXbwWAvYlTsAeSafKuC/XH2A3w8eGjcUvlZPP2N7g37u8wGmsRawJ3MFyDL5cZK+JNKkijeiMJYpAA8O/zSOTU++rWcqawE7UgNQxp+NvfHoVvY9QqWMAbh2+rJ6g77xjkmTHzfWbZ/SyWBVK8GyTrQ6z4/9x32AE62OVoJlnQxW1W2f0nqnG7sYpAqUzxiAsj98UfXJH8gm92FglatxqoB9uQKQZ/Lj/i9VwD+ZA1DWM/9geKjB8dGL4/3haKjB8ZEOhod6MvxP+8/+Vf9oX71BX7tP93Tlta2ZbVAFypMpAEUnP+5+X+5+W2RTsCQ1AK47cKZvB6EKlCMxAGVMftw2ps/+iXOzd1vf7f00749HCuN7Abaf+ZN9gMnzAbIuFF1XpqaIfQPHxoOb9iUUTLwbMxWg6geYiXcrUgFsP8hFFm5MvF0vKoBvD7Rv+9NUlT/IaVWAia9WaR8MmRcT74aTB32yCjDxC4guHgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQLL/ARaXBWt9Vbu6AAAAAElFTkSuQmCC) 1 1, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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85%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur220383 1.6666666666667s linear infinite forwards;
}