@keyframes rwdcur72719 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2Xu2sUURSHv7m7szs7yb7XTYIxsilEUlnYhTTBQtIlRWwkYGwUUxisVLC2UgvFB5giiEgQ09mIgoWNpXYWkWiCa9xHdmayO5nXtdB/YO5CguDpz8eP8zuPe+FfjjOPn8izL1/IfhjJfpI741UC4fSDQKgmLq48lUbOJNXdPRwBerbCsOMy3Oow+/CSsg3KFhTbPdL7Hu1GA6qBKkZNwPLVFSk2dylVA/Zdl2KgKwtQsmCMiIx0MDs2QwEYocbNV+eVbFCqQE0M0IosXLeNa9qIlCCt+yqo+AI+XFmXrv6L1P4GtqnhCBczESKSauMY24IkW0Tdz5TDJnlhk9V7HB1ok/G6PL8/HduG+BX4sYHBNlM1Sc/skdWa0EzwZcciSykuDi12BrA6PyNP1yI6Qz4WLcxUiamlt0ospSlYWHut7QQWRqLEkeIxEnpeBQP0sYjebbWY0MegEeAVDGUB/0OpcQBunTspJ2qnQLfwCoMsXFtTYin3wPRoifxIiMwlcb0DPkar8zOymozohC2s9p8xVI3YZbsztywNNpmqSZoVyZZeZ6CY4OPfRXTj+vtYzNgVmBwZxxIBXb+B201j53wGynucqORIf0/ExcUXEDCKMNM0vU/YkYbtO4R7KUTJ4cLSm9gVjb0JJx/MarafpZ4epykzuJHBbpilE6j1gVITfo32cERE2igShDbC0+j50cEJ+IYgow0S5gN+OlBMSG7PPTu4Y3T33qIWHS/QKufoGgbbSbXXEPSxiNrFDK2SiRdWEE5PWYDyv8C3G9QHDeqlPOuXHymvdGUBK4sXNdfq4pkFVQTQ598wv7FDspzrS8Chx2/41eQCFp9IlAAAAABJRU5ErkJggg==) 15 15, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgElEQVRYhe2XOWtUURiGn3PvzJ2ZOzOZzIQsZHMLhIiFjaCkCYJVQNKIlWgIGBBiQBsLi4AQO3FrIoYg2KQSBMEyFuIfkICgcYkJk8VZ770zc7dj4S+4ZzBB8Ou/9zx877dw4F+Oo6uv5ZXFJdmORqyd5Hg+z8+Rtt5HU02cfbAsBzSBq9cPB8At9HG8WqKnVmb60R3lMihb0FutEzRbtOwiskvdBiWAhZvPZLhTwe8JSTUskqGnDKBkwRFdI4NDtlaj4HukQ5hfvapUBqUK5IVEhi2afhXbsAgMMExbRSo6wPu5Jdk0PxPXHOopwX7cQtcFLV0NILIFsdRHBFUKiQrZZJkus0lXZp+cW+H56oXINkSuwIevm5hZn7NjBm4uR7dwiYkG79ar9NpmVDlE5AxgZWZSnjnt4XR34oTbkIkxcXFNSUtpCqaX34hyuEe4WyFrSjSrX0VGHQBgbb3Gj0ofm2WdjYqyzP9Qa0KAe7Mn5OjAOMbQNyqNYa7deKmkpXyMJk52EBdF4vmAQiJUlVEDWJmZlHntzxjWHQcy28oAkdv34aUp6UlB2MzQcNLstpKUcJi/PyoX757/+5vw3LEhbMPDdm2sqs9ewkCXKYbHNHItPapcdAC/cQppbFBqxalrgl+BjW6laOVtbk+9jdyIkS0YfzIr6s4IO24/pYaJ28xgBWkaQTqqFKDYhGUp2NcSBLFOXL+GcMF11CZaCeB7EBJi4nckKVlxkprH08svDu4YLTy+LtzeTrxkmkYqg6VlVWSANhbRTi6LyJo4iT46q1sHD2CUinwaHMWjxqvpOeWVrnxHl27NiK1QYgTq5Yc2/4Zeuczgl2JbAIcevwEH8e5Xx1M1TwAAAABJRU5ErkJggg==) 15 15, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeElEQVRYhe2WzUsUYRyAn5nZ+diZdd0PNZG0D0izq6eIyP9AUjxKkJcgMDtFh6BAik5Z1NFD6C0yOnaTQLp18RSJfRi6muusuzOzOzM7M926z7tgBf3uv4eH39f7wr8cyxdWk4c3FpJOGHInyeFIg0hXOkGIC7yZXk30fgU8888IaDkZv9fHj2F+9qlwG4QFvL49WtoRnuJz5JZFMWICL57dTqrmN5KmRjMTop9uH6+AnEtwChI1o4aUj1DMkGuPl4XakBFJCksZvKSNVFAI9gx8NPxWUQSVXuDR2nzihjoVzcNwQlzZwDV0WoYmJJC6BWGXwrZk0yiCbYXULZ9mr45bthlbWU/dhtQV+PzhCy4QXTlLvi3j9TQJlR3sjS0GlY20OKTUGcDE0lRiXx5laF/lwAvwtPO8H58RYgltwdvZ15K30+TQCIjKXRTkSAQjLgBQX/uOsgvGpkt+c1tY4H8IDQ7A8P3pZGRsGDyZbldj5fo9IZbQJQTIjw8R5SCULCS3XxQjNoQTS1OJOZCl1NJQqg1qsfinJHXZZp5PJr8PUc3iRwVCpY/Dj1sMKlnePVhIxUzdgnMXz1CxmzSciEw9xjywCEoDFEd7OEhOAgupeKkF1EbEYFJk2/YwXJWWq+NGPlJcYn3uUuqKpp6Bu+OLkuX69O9qFJsqVhzR7fkUakFaFCC4BephG9PR8esRmhuimwGObgsJCG1B7EjkagmFVoGkrhB5Ki/vHONjdHPuiVT2TiFlA7JtFf+r8DkRP0Tm/gkMvYoZOcRWVVhA+DUMnBj9p44uw+LSLeGTLixw9dWk5FciMD1RRGcCAOqnLhRf/DPyV8QvX6npi+PMGUoAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACg0lEQVRYhe2Xu2sUURSHv7kzu7Ov7OZlHiagJKBBFBRsRFEhgoKNCAoSBa0Ek0YrE21DLASbKKSyMQhCwHIRUlhoYWMnCoqCee5mN7uz2dmZ3Zl7rfwD5i4kCJ7+/Pg453fOuRf+5Zi7fUstXZxW7WhY7SQfXhkkV0q1I4HQTVy88UgNBBmqSXNvAFI9ZcTYAN5IlheXF7TboA3gD+T4GStREC1aXUldGT0PvFy4ryotQSg9NgOJoFMbQKsCv0TApq8oJWJU4gG+kDy4+VarDVoV2OnLETOTSC9JPXBxnTixlp4ZIwNMvp9WVjBMzYohXBPf8vEMC18TIHILRHwUNzCp9PZR6+iiInqpZ20cK+D89JvIbYhcgdUPn5GpHsTZMerFkGqiip1TOF+/kHIyUeUwImcA44vzKn78FN73APd3mVx/B++undHS0pqC5Ykpwy86hCmD9GAXdl1/G2rfAie/zNDYMVoYxNd8bYD/oWUcgJMPH6u/LUiu+SzN3NLS0vZA9tI42600liMx9+u/SbSmYHxxXtn7spiuor6+jZ8OtQEiV+Dq00klqwWEcrHNkMZqEX/L5eiFJyplZfiUn4rUisgAQ6dPgKMo1yvELEnD8wlrGbLdR4iPepCPphcZQDZ/kLEOILcKCNekIbfwnAxWkCA/dz2yESN74Pm5OSPYWaFjc4NksYwdhHSqgOGYng+0piBTqCKcECNUpK2QdLaJrO4iwEFp4dsGYblFoxlHIJh9dWX3jtGdu8+Mzoqku5igv56ir7YHx8jeqDIYjKBkk8p2Y/cB3FI3cn2DRNPi3scZ7ZWu/S+YeD1rbFg75Br6WxDa/Bt+G17nkNne12zP4w9fnvGBmVpwpAAAAABJRU5ErkJggg==) 15 15, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgElEQVRYheWXPWsUURSGn3tns7OfsxvzsYEEk8JSSGFEiahgiLGw0TIKaiME0UZQELSxTpMggiAkYGInCDYKKRKwECy1E4liwJhsdnd2dmZndmaulT9g7mJUPP15eDnvOeeeC/9yLC2cUS+XplU3jFQ3yXZ4CK8adYNA6iaurUwpM9tL4Gf+jIC2eZBCBuJmzML1i9o2aFtQiyvU2nmipmTALuhi9Cpw+9FD9aUuif2Ydgyd0vD+CogLB2g5OVwvRUCWSBZZml3VskHLAlkaIXJyxFISR7tEXg+DnZIOKrmAm6/WVaoW0vIMvGodVY3oD9PYbUNLQGILUiJHoy6oO/3U/UEc2+J70+SDa/PsyLvENiSuwObbDQK7QNqcpBB3qPolPCGou+9RcjspDpE4A5iZW1Zh7TjDIztsffQYcjOsrJ/UYmlNwevHV0TH32F7M4sy+ijprwH9RRQ6b8hZ4wQixi86+gr++9BqHIDJ6QeqYo0TBDFDBYenz69psbR7IFU4iyuydJTAtFu6GL0pmJlbVj3mAJUxDxFVaXTRg4kFXLg3r1JGG2s4QIWKvLtLJKqcm7ij7h5d/P2bcOzEKbzPTZxqC2F79JkNKlEGchMcbo0mxSUXECqXUlmR8neRfh1l2QyFZfrbZS5vHEvciIktWDx/WoRFh3x2h0olotRnkLUCrKLecao1BXHjG4ZfQ/oCaUQY+TJ7YUNLgNYUSGePfMEllw1J42HETa6uzu7fYzR/474YLcdIU5KR0NPY0sEAXSyiXrmNyAzyo2izFyS/A36F9r8g43/FaYMsSm49eaG90rUFTF1aE75XI222dRFAl39DK/WJXkvvGP1r4idXRu1DukiA6QAAAABJRU5ErkJggg==) 15 15, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72719 1.0666666666667s linear infinite forwards;
}
