@keyframes rwdcur78243 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2klEQVRYhbWX30sUURTHP3ezTUOywiR6kCBRpkKSfRCMDZEIFArpSaSg54Kgpx6kpyjsIUgK+h+khyiSiF4qgoKC3m4/IMggQsTQ1F1Xd04PM7POjHfuTrvrF4ade++55/u959x75q4iBUTTDIz5zSfKYUFEJGyjlFIJcy8De4BJ5Wwdb0ojQDkURfMBaAaPPM7n90U6RXMTuAtklAOiOQ6UlMPXNLyJ8FcfeeIR8QVkYu0x0Yw2hDwsItaXzo/2fo15qyYgiHTAF24n7YUY+V7gKLCUqWZsEeK9bKwgC2+5Mv5f07uADqCrZgGbC3V5Nn2SbBYQF9F0iaa9yvQ5wAVWU50CE/xwV97ffVJQmAU4ARRFM6McXKN4h1nRzAOluiJw9eLm+2A/sPgK4DqwFCYXTYdobommVbR3OpTDKrC7rk0YRj4Hr98X4FvLsHJ4HpnjFbJB4AUwDnQC00CpYQIAZG0OvndMAhNAK16el8MVUDRngGHgB/C4sQL8Yyia/XjlF6CoHH6HBLQCh4Bu4KWKOUhdSIxYX4SdbVBeBbcE5RXItkNmV8RsS60QH8TKq+kJ242cio256wLIsSPI7WvIlxlkoM/so7JYS0k1igr6hvqR6XvmsXwOOdCGnBuy+xQRQUSkt2erujh5YBNx4K6LbBQEkAc3ECn8TIyayWdFwIWzUQKTcc9hk4CyiFsypue/BNSSguAZ6PPSUc0+MQW2TTh62ryafG6z/WgKefrQPGbbyAG5/RiWC7CjBSuKv0A2oKXTbhfGZ7UPyCqHufSToiJtR9Sz88pvVdT8MbKK1PQC9+NXsoYLyOesw3eSPsd1oVoKRNMkunKFbzySjlM+Z7+U+sK64/11XUhEBHHLKKV487FC1CyaEcOUg8D5WvkqCEdARERKf+JFZnsRD32kvTYvwX1/2wVYSvj2I0w+NZH81ywN6i5Ef5ft46ad3xBIDBYBl2x+/gFwHfJC71G6QAAAAABJRU5ErkJggg==) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur78243 2.6666666666667s linear infinite forwards;
}
