@keyframes rwdcur10226 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG9klEQVRYhbVXW2xcxRn+/rmcs1lvNomxXdeNgpUEiYBRSZukL2keqNQ2ERIvUFWolUoV+rIUiaaoRVHbB0SrCnizQclT0ouEqtKqICIqIG2AkGCUS3NxAnJsKzJb13U2znp9fM6cmf/vg9coNs7NUedtbt988/23GeA2Wm+l8mBvpfLN28Gg2zi8AOAcgAaALz/R18dLwVFLJQDgGQDdAHpE5AdaKRNbW46tLSulzM2C6KWc3FuprAXwylX7vzY+OfnqdJqutsbcISIuhDADQP4vBHZs2fI7ABvm+kRU6li5csWp4WGtiLpEJPHMNRbJb4R101LNtd5K5UEADy4c/8KqVY8uLxaLtXq9TkQNa8xYYB4Vkev6xi0p0HS8NwCsXDiniHRLHK86NjiYaaWcVupSYK4xc3Y9zFt1wjnHW7T1dHd3fbG1tTOIrCXg7siYDkV0XZVvWoHeSqUVwK8BNESkAWBaRLLAzIEZzEwApGPVqmL/+fNTRutcKVVj5v8G5vRauEvOA9aY0guPP/5vZja79+37Z+pcm8is02utuRBFo1qpf/gQDqbODQZmtxjOLTshABCRioxpTZ0bz/K8FFlriCgBYEREiQgTUGorlzdcmpoa9CGMBebaLRPorVR6ADz/RF/f9nkEAEWASp0bzfK8rIn6TRS1Gq07WUS5PB8PzJM7t29/9EqjUX6jv3/gzMjIpACfi4hFCfRWKp0AngPwQwDzpCNAiQhneV5TSp3SSkXO+9dja9fG1m4UALn3p/MQhgrWfnd5e/v3frRjx9bA/OOf7NnzpgB8dWiaBQcXAfwMwE8BFAFARDwAaKUio3WJiIwPoZGHUF++bNmHUihgOk1PKqWcUqoVAJj5jMvzAaM1AwARdRutX39+586DH3788S/++sEHp3wIiYiwaR6smrd9FkDnAkF8ZMxKa0yXNaZbZp1pMIRw0Wj9CQDIrEoNrdTErEzUEMDRghCMo+iBrT0929Z3df3hL4cPPzv46adVapbTFwH0LGYOZp4UwEynaW2y0Uim03RUK3VodXv7wWIcjwFg531nbWpqC0Q2L4vjrpZCoU0rtYaIHICOxXCzPB8frFafMwAiAKXFFgGAZ1YEmMy50oxzUZbnNWuMTZ1TzAxFpJRSsFo7EUm0UikA3zSfIVo80mecMxfHx++lpgkKIvIMgJ8TUXT1wiTLkl/u39/vmYtWax9bO0BE7zHzmUe2bVsbW5vuf/vtfq2Uiq0tNW/XCMz8m8ceu0BE8y6XpKl789ix6vtnzoxaYyYMADzR15cC+NWTDz306pfa2vpaCoWtcxty702a5yUCEBmjIms7ClF0n1aqbLTeoJSqr2hpqebe1+ccNra2ZI0pCxDN3T8w+xODg4OvHT1avzw1pQQoBOaueU6y58CBkVKh8NQDGzc+/tW77nq0VCiUmPmzkCEiVkQ8B7qipaXTaF2+hvW4GbIYu3z56IGPPjr56cREV+pcB5o1iIh4HgEfQpI4N/rWsWO/P3z27L+2b978/TXt7fdYrdPAXADgfQhjPoQTeQjnW5cv/5ZSSl2Znh5daIIky+q59++fuHDhxdeOHKkqpXpE5Osi0qaVYqN1Yq0dm0cgMPvUufFmnI//+b33Ru4ol7+yLI7v9CGstsYYEak574em03SgGMedADhJ04liodBmjSkD4CTL6kmaTuzau/cbmHXCKDamaIy5z2idaK3rRqkRAOc+lwlFhHPvGyGEIWtMbXxysqqVuju2dkNsbacAVzLvnYh4Ilrf3ANFVIiNaQUARTQhIhCAMVugPIhSo/V/NNEpzzwswCc+hKEbVkOjVMEa0xZZ2/30ww/3rWhpuQezYeabce5FxLMIQggmMCd/O3LkkcMDA8fnUi4BKo6iNZEx65VSUe79SO591YfQuGE19MxpcK7qmSeHx8aevn/dur8vzHBEBE0ErRQuVKsHTo+MMM3mFw+ABWAfwjiARES8D6ExV55v9kEizOxODg0Nf3vTpjuJ6P7FFiVZNvnKoUPvuDz3pFQUWdtmjSlCxIcQkhBC4pkTEQmfKXyTBGZZiDCIdovId4iouHD+rePHP5lKkm4AhdiYe40xl5l5gAAfmBNu5omr2y1/TJ586aUqgBcWjl+oVmuHz57lqZmZzhnn7gnMmwhYR0RlaZphMbwl/YxE5LciMjbXD8z8p3ffvTiTZSZJUzOTZUXnvc/yfCzL84vO+9q1nudLIvDkyy8nAHbP9U8PDx+9VK9PCma/Qlqp1Gg9yiLnXJ4Pee+Ta2Et+W/ovN8nImdCCKMH+vv/aK0dM1p7rRRH1k4Q0bnAfN55X7uW/LdFYNfevSzArvrMzFPTWTagiYasMXVrTMNoPQLgfO79xes9yQHgf2/B18nFakKNAAAAAElFTkSuQmCC) 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:rwdcur10226 2.6666666666667s linear infinite forwards;
}
