@keyframes rwdcur113809 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 8 19, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkElEQVRoge2ZTU7DMBBGv6lyF6AIJAKCBVyDsuYWHIFbIJBY9EdsOAes4TDxsKgmddI4cRapZ5CfVKWV3ep9GaeJbWAAfgYP9UkJ9TX68vTU3zcVs1CDyD98LxqftdEZQGQXX/fwjxpD7A0LX55o18zMWF2ut19SNJwaIiH5ul1hiFpiSL7upyzEDEAZKw8ARKTqmqAx8j7OOayvNtsfSViJQt7IsBDk79NnWa6mNxpJ0XX2+oaGhnHvE7yRWSE6AHPy67WTqADMbDeAyJsM4Ms75w7lNIrw02hL3mwAkTcZwJc3F6AtX1XVIb2iiQpQVZXdCoi8yQr48uYq0JbPFZiIXIHURFfAXIC2vLkh1JY3WQELQ6gITeDb8hKgq7+KZZW7z9vO5x95MTPmryf1zIyZ8fP4m8q7hoDdWb35uAYzd8rLEWjKp15m2VsbLZcXjbmAZnkgsDp9/n7WmJFplQd69gdO3+aN1QiN8kBgj0xCHL8cgYjUygOB+4BIirRWeeAf7FIOomETI5PJZDKT8Qcpzu+BnzsWdAAAAABJRU5ErkJggg==) 8 19, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 19, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 19, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABd0lEQVRoge2ZQW7CMBBF/yDu0qioSM2iLMo1CGck6YHoYezpIjLYqe0YqcUzkp+EENiE9zMOxDawAjN4rU9NKNfoyxPl+9Zik2pw8ufzELyWRjSAkx2GE/xniSF+DQtfnoi89xnjOM0fEjScApGU/L1dXoibxJr8vZ+sEBsAfak8ABCRqGuCHpH3sdZimr7mg1SsBKXOovv59LlcxvhBKgbYxr48NzQkjHuf5B+ZFooDMFe/XqMUBWBmvQGcvMoAvry19llOD5G5Gw3l1QZw8ioD+PLqAizljTHP9CqmKIAxRm8FnLzKCvjy6iqwlG8V+CdaBWpTXAF1AZby6obQUl5lBTQMoW1qAr+UdwFi/UUsqxyPn9H7H/dwd6duZsbMuF6/6weYZeYQh8MHmFmNPBBZG+3792AuIFkeSKxO7/dvwYxMqjyQ2R/Y7V6D1QiJ8kBij8yF6LoXEJFY+SxuUaLrutsCRW2nGOp3KVeReuYbjUaj8Sf8ACsf/69vAGRjAAAAAElFTkSuQmCC) 8 19, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 19, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 19, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 19, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 19, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 19, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 8 19, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiElEQVRoge2ZQU7DMBBF/1Q9CDsiEEh0AYuyR0JiwYKw4BxwCOAitFyAm8AuF7GHTRycYDuuBPWM5CdVbWU3fd/jtLEDzMEdz/YpCCVbfXk6SPctxCLa0su390+j99IIB+hl79pH+M8SQ/yeFp480U8zM2O7eek/JWc6jUUi8kOzwBDeEKflh27CQiwArHLlAYCIRJ0TtIu8j7UW79vX/ijlKkGxURx+Pj02b8+Ro5QLsAx+eWpqCJj3PvE/MiVkB2Aufr4GyQrAzHoDOHmVAXx5a+2+nHYiGmAqrzaAk1cZwJdXF2Aqb4zZp1c2WQGMMXor4ORVVsCXV1eBqXytwD9RK1Ca7AqoCzCVVzeFpvIqK6BhCi1jC/ip/BAg1F/Ctsr68iF4/eMe7urUrcyYGV+fHwICAMOonl+0YGY18kBgb/RsdTtaC0iWByK70yenN6MVmVR5IHF/4Oj4erQbIVEeiN0j60McNlcgIrHyabhjcMdN07B7XVophPq7lPMIHflKpVKp/Anf4lX+1klTYrAAAAAASUVORK5CYII=) 8 19, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 8 19, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 19, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 8 19, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 19, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 8 19, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 8 19, auto;}
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83.333333333333%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeUlEQVRoge2ZQW7CMBBF/yDu0qioSM2iLMo1Gs5I6IHoYezpIkzquHYSpBbPSH4SQigmeT8zgdgBFmAwL40pCc1tDOUJNDu2FJvcBpE/dafJZ20kA4hs99EhfNcY4ldbhPIUdA0zo7/0ty/paaeJSE5+3K4wxCixJD+OUxZiA6BdKw8ARKTqmqB75EO897h8XoadFKwE5c6i/HyGnPtzeicFA2xTB59rDQ19H5L9I7PC6gBc/npNsioAM9sNIPImA4Ty3vtHOd1F/m40kjcbQORNBgjlzQWI5Z1zj/RazaoAzjm7FRB5kxUI5c1VIJavFfgnagVKs7oC5gLE8uZaKJY3WQELLbTNTeBjeQmQGq9iWeX4fkze/8hL7k5lZsbMuH5dywcAfs7q4e0AZjYjPxz/hoRoX9vJXECz/OAQICH2L/vJjEyrPDDzfGD3vJusRmiUBzLPyCRE89SAiNTKzyJrEk3TjOsTpZ1SmH9KuYjWM1+pVCqVP+EbDyb/r2HVi9AAAAAASUVORK5CYII=) 8 19, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 8 19, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 8 19, auto;}
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}
div.testarea{
animation:rwdcur113809 4s linear infinite forwards;
}