@keyframes rwdcur242083 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuElEQVRYha2XbUxTZxTHf3dD3kRnhwvaWjQMByFkziyGF2cEXzKcmkwH8YPxA1kcWba4GbNp0rHgpIluQ8heTAwm8GVbFggmCKMqS3FKGVM3yMYCQzulFDDa9MMAO0a8+9Ddp/e2t7fU7J80vc85T87/f85znttTMIAsy7KR//9AghG5bYMTWZZlSZKkxwm+MetlTQK97osRcXQFKOT266XEK2Kq+2hE1Rqbs0XocCFRK6CH8Iz08NobA7R/sweAxOV5pGVt4iDHaGzOpqy4XAhRRBgKuHr2gYZcFcAQ9poJAGw1MA1kbD0pRACKELnXfVESAmI13LXbDvFce+CcoQBTulkIUUREg6SQ2zY4I5zlhwtore+PsNuvl1J74Bx+34Qgiwa/bwJbTQaJy/OY+bNT3Q84XK0kyLIs77XaafPYgFDZ05akChFPZSQB4L3lB0DZvxARpnSzqIQeEiRJkhQR4ag+dZgTR+sj7G0eG0de+Shm9moRVYecfGG3RgoAUESoHXutdqb/mhWEasTqgXjwhPIgSZL00rNlmuDeWz4N6ekz3Zw+043D1Yop3YzD1YplV7EmoN83oUu0bm0pb9s80QUsBN4OF211nwLBBiorLme27w6Do6EGNqWbo4rQg+F7YOhaZKCFvAtM6WYGR52sW1sac69uBSoK99PmsTE07qLNY6OicL/Gr2QYT6YQPAZ1taIKgOCZ65FDKEPlG2Bw1Ck+CpnD1RpTlOERKA352fvPcejjUEkHR53CpvjVUOwLga4AdamU4GrCIMkfEcQKFHvFe32PJwBg8r6PY6+bWbnloLC1bIkZDwDZHSS+2pLPpopG0bh6jRnz53hxRq54nu5rQsoq0iVMK6rU2Kb7miL2Td73kfl0sHH7R1z0ui9Kcb0H0ooqRXZG5PHgSfXC4799fG56ribbmke2NY/m9n4utfeyaCiFdw6cwjKXwba3dmkCuKdyNP7Gr7/ik6rnATTld7haKcgJvTW9Pg8e/+3jumNW+ORTV93MlPsBK7KWU/DqI+3mZWb6m6eEf/3+pSz6tYtNFY2abWXF5XS5WijM2QiEjiDmnHfBXinvLNsp1no9AGiOptPRCcBuW5OknqTCBax8Jp0FDZoX7JWairyYu1rjvzl8V7PebWsSccNHuXARCxpK686Ok2xJ4fz333Lk8Lsk568D4Px3DurqG9i2I7hvz9Z9BLwPDWNJYTnHvAUlmdvlZEtKSEx9AzcGB7gxOEBdfYOw79m6D4B50zwlmdt150t1Iyo9YFgBhfzh37OkJKXyecNpNl65wqN74wD83NtH4M0qbv4+jCRJzAZmSEtdAqlQwna5Z+yy9N/4LY6hf8QFhP4bRO0BdeaKgOqlAXrujVNYcwKAH2uqKclYRe/mzTg7fmI2MENKUqqIEfA+5J+EUJH1/hkZCpg3zQcFBGYpKHnBqFgAdHf9wLLFJhITk4QtwZ9Az9jlqDxRj+BI1SrR7bWXJlmzOpP1+Tn88tsI6/NzADTPAGtWZ3Ln7hhfnvxQ2DrOfECPdqTUwPAaKtevaywRq2UFHu8UVssK4Q9fK7YdmXNirb6ScQsIR25urmwxZwHgnXAzPDws6dniifkv1QUgCbqWaXoAAAAASUVORK5CYII=) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur242083 1s linear infinite forwards;
}
