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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrElEQVRYhcWXUY7DIAxEn1e9V3Mz7JuFk3k/CFtIgCYp1Y5kNRWkg2cwLsJ/QPH8KACq6v3ZE/hUpSIPgAEKoqoeQkAkzVnXdSr58/nMvy0VeVoMDwAzw32uCDHGOpkGOSA/WZ4YI2bGV6DQIk/Pqu4pfQd8FtZ1dVV1FMdJn2nzVVJ/zYKUqPYzryaq/q24BXjFWbzLvCJPJEcLSuI62gu9TA78wMuC0gY5ClUgINLesGLSkr2LqVXQIn97rvQsAO3K37KgJXveWwws6FaBe1tm93A68zOn6tAC93CIPcwMD16R75MZ4pOD6FW2HN7PZX3bgncwM0IIgCByMesC4yoQeUVBnOeJfEYODCzYbX/ddnWW9zB/h88sKDKWtEgAlmUhxsiyLPcz7qlQ9YJd9nRihLMKNC3QfhNIYyfwkQXBHROhrHorxmaiWwXBHduIbft+JJcibuLeQcQgrlnQbcd9jLM1u6bG1HZ86/WrFqi2pVdlG5tQBSOE4E2ZQ7hXHQ9VFVX1fJFIDeb9Imbhsb+anVnATPxZkP+9xBinEmx9o1saeeCbt+NhXf4CD0vL9Vs6zJwAAAAASUVORK5CYII=) 0 2, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 2, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 2, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 2, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRYhcWXUZKDIBBE32ztveLNaG4mJ5v9QBJRIMZobVdNYSpoM93MoMZ/QHi5NABJ3p99AZ9kFXkAIiAwSR5CwCzPmef5UvLH41GebRV5Xgy/ADFG3K8VIaVUJ9MgB+ynyJNSIsbILRC0yPO15J7Td8CvwjzPLskRjpPHvPkqqW+zICeqfubVROm54hbgFUfxLvOKPJPsLVgT19Fe6MfkwA+8LFjbYHuhVgiYtTesRWvJ3sWlVdAif9tXehaAuvK3LGjJXvYWAwu6VeDeltk9HM78SFcdWuAedrFFjBEPXpFvkxnim0b0Klt295eyPm3BO8QYCSEAhtmHWa8wrgKzV6yIyzyz78iBgQWrrS+UY5m7krVrz1EL2o1oyTii5Y0lxzRNpJSYpul8xhv8SjJJXs7v7Gsmz9xCUvPmr6RfLaB6IwohPMkLtPkdGuV4Fk0LRgRXksOgCrZEwcOe3Fiq5IsVnGpEUPTaj7c3IrPleZ0xN4bDApw4jgfkz/E4mlUwxhvyDyvzcwvc2zbcchaMFuGb8SROWHAtnhaUt5eU0qUEy7nR7RTljzu/jodt6g9UmR2mlOe8/QAAAABJRU5ErkJggg==) 0 2, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 2, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 0 2, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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div.testarea{
animation:rwdcur17194 4s linear infinite forwards;
}