@keyframes rwdcur241267 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhe2WT0wcVRzHP292mRnYXXYWsLC0UKHEqqSEtIkQw4VLT6RGE7WHXjw2MSoHLybGeDPxwNWLMfVi1KQ2zQZTPTQxxHgwllTRUEH+Lbut3X+wLAszu/M87B9YmIUFNvHC9zIzv/d77/ud33vv+x6c4n+GOEnnkdC4CowB7hrSTeDu1NiEvTtYS8eDcB3JrZqzBa8Cd+op4DaCm0iG3RkX/nATQgKyWFoJQkqyLRbp4DaAuneAkwpwAzqAJ65hLBcECAnCLpALG5L2ZknAPijHZR4JjRvAfSSD3kgjrbNeR/LC+8F/cGR03hh6Of5g4VvbsjubEhreJ23kAiqaqjuT11FAt/pc20cNOfsN4+Gy12eBMF1sbEZ4GvZhGO10dfXhFu4y+WEVOMoUdKu9gYmh/rM3hqTp7XbZBHQbo9nibEeG36Z+ZOnqDItzM9hWbofclnWpgLvhQuDT4YGua0FNOPaRSp65935FAOqkSk/XCwhbltdFNdRUgWeuDVw9f7l3LKgpjuRffzVdfp975wGJ7GPMrSxISfTSBvG+7PEFjITGDePFc1+ck/mm3fFcDlZWfUSiHkTeVY5LJc/amzGSySesXkkTu5hluzl/PAGlrZbfss4Ye1w7HDHwB55H1/u48NlgRdvG5TXC3XGSPdsgmEbwS0n3Xo6Kkha9/Tpwu9h2H8mgFneDXdlR2gLNraHkwZV2VbRl3TnS7Sa6YBoYBXIIXgNCBwoAxpDcQnAT0Esmo8RayBJDU61yYrBjjXnjIbY3z8Lbf1aOsqihNCgRYHRqbCJVjH65l9xJQOFbMgzgjTRyZsZHujXI6j8RDH+ynKjrNr9//tP+ESVo93wba2b09b8+vJPan3CwgEIw48IT12id9aJIgd/fQtTVzHo6TbNv3zRWwDv5rJmcWvrGfBT7+TByqLII/eEm2mZ9KFIgJChSoae3n0Sig/X16tbhuded23o3FTIfxT6uhRyqVKB8qOw6WDy6j77eARYXXCRj6yxNrOB92oIlJeofBo3f+TeT3y+FcvOp94HlEwmgyqnmafTRf/El1lNxfB8EiXYm2GzP49Ib/k2trL5lzSd/wGGrHb0COB+phafAaG4lM6pi9LRjFLfa359MHrrgnOBsRLIKuS1BSlavpHdMpnKr1UdANXIh4fGlTN3IocoUZFsskvbmzv1u1zMdNEtpWxxxvmsRYAKkg9tV73BlSIaL9urocMcVcBfBKxQvmocgh4O3n+IUR8V/auSJitk7bCQAAAAASUVORK5CYII=) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsUlEQVRYhe2WTWwbVRSFvze2Z8Z/8cRJY9lpotS0FBqVVq1EUxQhZcPKKgKJqgs2ldh0ASgLNkgVAgkJiUWWrBAKS5BKVVlFdNNNQKxKKSBIk5Y2duwktWOrjp1kbM9jYcexE9txfiQ2OZuZee/OPWfuvHfug0P8zxD7eXk0Oq4CEcDeQbgJ3JqKTFj1g5282A5XkEx2HC14C7h5kAJuILiGZMSet+GLuxASkNXSShBSsuovkguuA6hbE+xXgB3QAdxpDWOuIkBIEFaFXFiQsQobArZB2SvzaHTcAO4iOetJOOmZ9jQlr9y3/4JdI/TuhdfSv/37vVW0Qq5lDc9iL6VuFU3Vm5MfoIBB9cXeTxwl67LxYM7jLYIwbawUEjyLezGMAAMDx7ELe438ICswqIa7Jy4M90eC0lSFTYAN0C2MriJS5kkkczyZXSc8NIxdqYqwZNsKdLoG7I4Xur8cOTNwKaQJVYjt9iEE9IfylIsx4rGZGvnGumiZuBP2I5deecOnOSJBW3nH+GBohSezi5hHhtAcGsnTeXJBs2X8jhUYjY4bxqmj3xyVZVf9eKkEsXkviaQby9r8RCEEujNHJrPI/PkcqZOrrHeV9yZgY6uV14p9xhbXjicMfN0voevHWVjwNMy53EXig2kyx9ZBcB/Brxu6t3I0lLTq7VeAG9W5u0jOamk7d76ao9CbrsUOv/c6wYyGUoZCuVGcpZfJBUx0wX1gDCgheBuIthUARJBMIrgG6Bsmo6T8LM90NwiIffYPynWwPGVmPv+dnz0rtbmLl8+hOJQEMDYVmchWh7/dSt5MQOVZMgLgSTjp+8tLridIz2SQxYuztcDnoSX++Hppe0YJj71ixTadfOfv6zez2wPaC6gM5m240xo90x4UKfD5/Hgf+Om7F2bp3OO2CT23h8zM1NPvzIepX3YihxaL0Bd30TvtRZECIUGRCuHwMEMfvEzgXrhlMvdPg6W1D7NR82Hq007IoUUFak2lrrG4dS8nhs7geN9O36l+UleT5E4sU5QS9U8D5w++QubHp9HSo+xHwNy+BNCiq7mdXoZPvsrzdJr0xwskQ8sUAmVsumMpG5u/WnyUuUOTrbb7CtC8pVauAqOrh/yYinEsgFHdajNf3N5xwTVDcyOSLcgtCVIyfz63aTKNW+1gBLQiFxIWTucPjBxa/IJVf5GMVdg839Vd6xrLGrv8350IMAFywfWWZ7gaJCNVe23qcHsVcAvBm1QPmjugRBNvP8Qhdov/AHbygVshi1fFAAAAAElFTkSuQmCC) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsklEQVRYhe2WzW8bRRjGf7Ner9eOHa+TkMgOCWlIaWkojVSJBpRLLhyQVVQkoEgc6LEHkHLgglQhOCFxyF+AUBBSVZBCVVkgcamEKkQvJRRSCCkUnMROQmyHbmzHXnuHgz8Sp7bjfEhc8lxmd76eZ95555mBI/zPEAcZPBaZ0IAwoLbQPQ/cuBWetLdXtjKwGS4imWq5t+ACcP0wBUwjuIxkVE078C96EBKQ5dBKEFKS7bAwgzkAbecEBxWgAjpAW8KFES0JEBKEXSIXNqTsTEXAI1D2yzwWmTCAm0hGvDE3nXPeuuSl7+Yr2DNCb557IfHjgy9tyw55ki68K10UAhouTa9PfogC+rWnut53FuzXjLtRr88CkXewkYnxz6IPw+ihr28IVahV8sOMQL82GJg8N9wbDsq8JhwCHIBuY7RbSJkmFjf5636OwYFhVKUswpZNI9BqDqjOJwMfj57pOx9yCU2IR+1DCOgNpSlaCywuzFfJK3lxIAGPnX/2xcBLT4S/m767a8SCoQ3WkyvkN7MgJfHTGySGsvsXMBaZMIxTj3+avbDuAbh2dQaAQgEWlnzE4m3Y9tYShRDobpNUaoWlsyZrJ7Lk2ov7E1A5asVNqzv3zL/V+mtXZ7jX68UfOImuD7G87K0Z52mzWOxPkDqWA8EMgh/KTYWdHDUhLXv7RWC63HYTyYgroaIKhfx25RsKLtWFUoRMsTYnbL2I2ZNHF8wA40ABwStApKkAIIxkCsFlQK+YjLLWQXI+QKYrUe248OFvKFfA9hY5GUvXTGJqoDiVGDB+Kzy5Xq7+bCd5PQGlf8kogDfmpnvWh9kZpHMqyMrz96sdH4ZW+fmTVQBmgdffGCkNlZKYw7FhzcVf/fXK9XV2Qd0cUNMO/FEP3bM+FCnw+zvw3eug+85gw4kqyRnPk4/fefBF7PPb3+9G3lCAf9FD11yJXEhQpMLg4DAD7zxNTxMRkbeShds/RSP539c+aIUcGjhh9VLZdrG06T6OD5zB+bZK96le1i7FMY8nsaRE+8XA/ZU/k/rm74j1Z+pdIHogATS41drcPoZPPMfDRILEe8vEQ0kyPUUcunN1fWHpkvVH6lvqHLW9R4D6V2qpFBjtnaTHNYxjPRjlozb/0de7Jlw91Dci2YDcliAlS2fNLZOpPWqHI6ARuZCwfDp9aOTQYAuyHRYpO7P1vttWmsGqH26yx/1uRUAewAzmGr7hqpCMlu21rsPtV8ANBC9TfmjuggJ1vP0IR9gr/gMjZI0g38pZfQAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur241267 2.4s linear infinite forwards;
}
