@keyframes rwdcur20789 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+UlEQVRYhe2Wz4scRRTHP9XdM5PZQFBvAYMgASGuIAHNQdl4zDk3/4sgeO2hCv8BD169ePDgIbnoScwmEG+SeAgelJA4a2azs0zv9ExP/6qq56FBg/NrZ8ST+4W6NK9ef+v7vvXqwRn+71DbbpTdXY21UNdQlqiDg95/TkCO39EAWAu3qz0+Kz7CWrhl97nh7iMC1qLez05NJtqIbl1DUcRMJvB7uu/+qAEIjkFNwpgwBKXMJinXEpAXV5pTFwWMRnB0xPExnPwCDkwAtJ6xd2HoOH/e0dkJkQdtjVKNGntupRrrFfAe8jwmScgGqen3MeMxVFdh7w49gEcfou2I+1UFr+LodCVGKcS6tWqsJ1CWkCSM+ylPn8K7t5g70cvfktvoKPKErQB1CoctJSAvrjQuTxJmh6k5OIDJZH1C56CuMWEkEEX4H6yuKjh3Y574Ssjzt7T8dknkXiBPvkRvtBmQfaXlx47IXST7dvn+YGkG52A2Y5z4U518Ds2NgDBEZHnYwhLIszc1RQGTiZlOGy4bo92GIDBYi/cw+Bp98eP5MixWIM8hz2NfVLEIXP1kw/oB6tqsRxiC93FdE0+ni+MWm7Asm0Wj5NaIon+mm8NiBaZTKArjPabVgv5XW5jwyRsaoCq8mUwweb4BAfVB1fO1Q4S42yXe2dn09zQGLMv45KSR/71PF5dx6S1wDkSaEmxFoKpw4ylpClW1PGxpI7IWvMdEEbRaIHfRBAHqul9pSBnuamYzGAwYDjFp2uTaGrPv0PZ7RO4FIg/aa70g/ctafrogJ3eQx1+s987at8C55iE8hyeMQB6+omm3odNBXe73AOTobY33TeBgwPh5xuFh4+V/TaCuwVqMtdB1FW2lYkQgCIz8+romCCBNIctiRiMGA8xohDlt91xL4LWbf7t3+A26XZR0uyWtdgpBEAPUhTNJ0owLqxy/FYGXUZaQZc08oJQg4qhryDLIc0xZsrLvL8LWQ+nPn6PL8q8Scb23ebs+wxnOAPAnBj6ObzllQVYAAAAASUVORK5CYII=) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur20789 1.0666666666667s linear infinite forwards;
}
