@keyframes rwdcur79757 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHvklEQVRYhcWX3Wsc1xnGfzOjnV3vSllp8TbSxsakSGJlJyV2SnEdEhdCwQETHFAuehV6EWj+ApPbXJQaEnLZQmiISwIJCdiEgAxOSz6cD9pUxth1ldjFwatK2l3tx+x6Z87MnDOnF845rJyQurnpgYGd2cM5z/u8z/u85zjc5XjxxRfrw+HwyTRNH03TtK61rkkpC1prkWXZhtZ6LU3Tj4UQ754+fXrtbtd1/tuEN99884TjOCc7nc7h9fV1RqMRSimklGit7bwsy9Bao7VGKfW5lPLU66+/fvYHA7hw4cLi5OTkK2EYPnbu3Dl6vR5JkiClJE1Tsiy7vYBzewkDRmuN4zgGyEdCiGfPnj371f8E4NNPP11+6KGHTr/11lvF1dVVhBCk+HT3PErbnaT7/qu0L39At9ulUqlQrVapVCqUy2VKpRKu61oQWutQKfXMmTNn3rkrACsrK7955JFHfv/SSy/RbDYJRULrwK9Yu/8Ic2GH2cYXlP71Pjkd4XkeSinCMCQIAprNJltbWywuLjIzMzMOgiRJnltZWfnD9wJ44403lg8dOvT2a6+9RrfbZTAY8I+ZnzN98JfUG3/B7/4TKSVSSrIssxtkWUaWZRbMjRs3GI1GzM/Pk8/n7X9SyqfPnz+/gwnP/Hj55ZcXZ2dnz62srOS2t7fp9/tcuHCBQ7thIVzDGTVt/tM0RSn1nY/rulQqFSYmJrhy5QrT09O4rmtAHL/vvvveuXnzZsfsOzEG5o+XLl0qdjodBoMBn3zyCY8//jgzMzPEcUySJMRxwvZ2m2azSbvdZmNjg1qttkMDhpVyuczS0hKXL1/mwQcfZGJiAqDouu4rwNEdKXjhhRdOeJ53ZmtriyAIWF1dZWlpibm5OYQQxHFM5/4nWC3U+PH53/GjcgHf93FdF6UUw+GQVqtFo9GgXq9zzz332LT0ej02NjZYWFhAa02apkgpn/rss8/OArgAWZad7PV6CCFotVpMT08zOztLHMfEcUzjJ7/m2v4n+EXnC/bNzgAQhiHD4RAhBPl8nr1793Lw4EFu3LhBq9VCKUWWZUxNTeH7Pr1ezwpSSnnSMOA+//zz9TiODwshSNOUtbU16vU6UkqSJKFz/xP8e+9BfvbBb8kaf6XT6dDpdAiCgNFoRBiGhGGIEALP81haWqLRaBAEgRVftVql0WhYUFrrww888EDdMPBkkiSkaUq322Vubg7f95FSEscJq4UaP/3bq8jeTTqdDr1ejziOb+fvGxMaFyHA/Pw8X375pRWr53ns2rWL4XBoq0ZrfRzAVUo9agC0221mZ2et2re328z/+RTO5t8JgoDhcIjrupRKJSYnJykWi/i+z8TEBI7j2Lx7nkelUqHf71vbLpVKDAYDOyfLsqMGQN3UdrfbpVgs2lpvNpvsnsoTRZGluFQqMTU1RaFQwPM8XNfd4Xxmg2KxuAOA53ncunXLpkUpVTcAaiY37XYb3/dtY2m32+TzeUttPp9n165deJ5nBTUWkX2XUuI4Dr1ez+Y9yzKazea4ac0CTCilCqaRdLtdaxoAGxsbNjpDs/nfbGRccRyQSaER4njzMnOVUkWACa21cBynaBxMKWXFVavVrLvlcrlxAVlqTYRm8dvivW1c5XLZApRS3inYEMDVWm8YBu69916iKLKbVKtVBoOBjRz4Fu3j1CulEEIghCAIAorFojEewjCkWq1a4FLKLQBXSrlmFpieniYIAhtVpVKh1WrZXj8OwnwbF18cx0RRxK1bt6x+pJREUcRoNCKXy5GmKd9U3ZoB8LFSyvr35uampXZ6eppGo8FoNLJpGY96HEySJIxGI4bDIevr65RKJXK5nLXyIAjwfd8CCMPwQwPgXQNgcnKSVqtFFEX2ZLN//36uXr1KkiSWGZNHs5jZeDAY0Gg0AKhWq6RpihCCZrNpO14cx8Y93wPwLl26tH3gwIFjWus9WmsKhQKbm5vMzMyglML3fRzH4dq1a0xNTRkvJ0kSkiQhiiKiKGIwGLC+vg7Anj178DyPKIqsF9RqNQAz93PglG3HWutTWZad0VpTqVRYX1+n0+nYrlapVPA8jytXrlCpVCgWiziOYxUfBAHtdptSqUS1WsVxHMIwpN/vE8exPaYJIYwdn9rRjgGWl5c/zLLsMa01URRx8eJFlpaWKBQKNudSSnq9Hv1+n16vRxAElMtlisUi+XzeisxEbnpGrVZDSkm/3ydJko+48zwAcOLEiUWt9UWtdRFut9vV1VUWFhaYmpra4WhGA8ZkjPGYErxzc6WU+RYCB4GvvgUA4NixY8uu675t3oUQXL9+Hd/32b17tz2EGnMx3U5KadVuBFcqlSiXyyilCIIAIQTA08B3nwkBrl+/fnXfvn3NLMuOj3e1LMv4+uuvCcPQsmDuCFJKWwWdTsdGbUwoCALDxnPAn7hjfOe94OjRo8vAacdxiuP1b0ptOBzuKK1qtUoul8P3fQDriEEQkCRJCDxzZ+TfCwDgyJEji1mWveI4zmPG7QyQ8WfcE9I0JY5jhBAMBgOklB8BzzKW87sGYMbDDz98Qil1Ejg83vHGe4IxJGNKYRh+/k2p/fC74Z1jcXGx7jjO8SzLjkop61rr2SzLilLKUCm1JYRYi+P4QyHEe8Bd347/7+M/FneFkcsbWv4AAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur79757 0.53333333333333s linear infinite forwards;
}
