@keyframes rwdcur192865 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe3Xz2tcVRQH8M9MBhliGtIYgpRYQyuhihYFd6IgiGAXrly48R8QZuFf4H/gwlm4dCFuXVl0UUQ3RQQLigqGUmuJNbYxxnSaDi+TGRfnvMzLpDYzRTfigcu77577zvmeX/fcx//0X6F2jkmpdp/KGmii26LX5gQWkr3e4sa/BqDNnBgwI8DMoFPZtooutOj/YwDaPCCsbeBpzIq1TWwJy+uVd+glmEbyei2KsQB8wGB0bYA9Q7MGuMNbuJ5gZnABG7mlDFfVQ71WvtePNDuV7aay/ojypCaewVN4BG/gZZwyDFOjIrKR3jyweFfazeeoq6pAcBorwqArIjzLuIovcm3U2AaKe3pgi9ptnrvN8x9iEcfxHrqsF2wXfJ6seSzhCUwngLPJI3LhEN3TA614XHyXxQt4O61+HMd4+BZrIvF2sJ7zWVGSS8L9a4H3UDUURwKo0Bb8hu2UdisUFqnoK9xMIL+k4qv4WZRkR8Y8gXRb6ZFJynDwfkpaxQpfCvf2E9OVBPB9Zb4tPNAwLM1uqyJ0rCqAVyof/BrTjii9vrC4mezjIgeup9JpYf2cCM0BnWMDeD2fDTwY000RhoawdgPXUuaWg3VfflqeCZMDqOeo2c+mFWHZQipeS1YnR33k87+VOzaVAJJ2cnyUrHN4VVh4TcSfyJMlw1Lt3jeAkubjcVZY30ll6/hWZHfpibL2S7AFFtuV6psYwK4oR5HpXcPk6yaIvlBQ5sGqKMlCJOIpnMiuOj6AQY5tXIqlz0TilaW2iTPCK8+motIDs4Y9oZ9659rMjAWgTXNPdMG6/ROlPFhKl782FQ2oKUrvTPLLzK/nvjI3YPqeJ2HZjgfC9X2czPl53jyW+17gHdzYC3aRyuYN82M21zsOJmH9yKN4L59TOV/CpyIBVkUc8IeIcy+Vn8Y3qbw+anU+CxRHAphKywcp6WNxwF8UPfdmbOuKfnAprfwT34m4L4twLYtmtZ0ie+gf2QvaofclPIkXRT1fHvB1dV+NR1P4j/hBJGXTMP7l9e1yWt9Fb+ooAJ8wOBfnz0M5fsdPqWgrR1HjmEi4XdwRTWleOHEqld8Rh1SRXhivHQ/yZKtFB3wMvVq4+sYglJ8UJVlP4ZuGGb9geBfYGJU96a14VtR3ST3h7mXBK41qihxQWS9Pxyr1x72QlDQ78t7ItZ5wd1mC1R+TMuk6ogJKnX3sTAqgO/LeMPxJWRPuLtt0leqot+jk71u9NUkOVGhDWDHnsEuL5Dfv8t0+5W1o/374F6dSJRJV65FgAAAAAElFTkSuQmCC) 11 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
}
div.testarea{
animation:rwdcur192865 2.6666666666667s linear infinite forwards;
}
