@keyframes rwdcur46839 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 17 11, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 17 11, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 17 11, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 17 11, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 17 11, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 17 11, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 17 11, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACy0lEQVRYhe3Wz24bVRQG8N9MhzixTRRCEkX8UZwI2FS0FQWxKWwQD4CEeAvEK3jDA/ASVCxQN4glG7ZdQIiAIhSsEqokpCFyg2Mae4bFPW5CFtTO2p80tmfunfN95zv33OvMBKjarVnMXnhcxwqaKNBDH4fn5gzQRT9rd8rzL2cTkBdBXmAmrkUsxZTReD0I97ETY2U8O7woohhXAPK45oOkiRciRhH3q/G7xGvYRUdypRtx9vH4MgIE+ayUfV3KfhXvYQPHMdaXsj+Id3ZxNCKv2q39rN2ZWMCIuAjya3gLtxTZhkbOsznHQ7olpZewHaJmQwTJiW6InEjAjFTHJl7B6/jQq7W6lYIrGc0cFXsDdgeLHg4W9Svh1M+S9SvhxPgCqnZLkI+y38BH3mnW3Zwjz2lk5BV/Dnl5ht8fs33Kvf6bKvMh/AQP0KzareOs3SnHdSCXFtao9u+7Prfg7QaNegxfScPL/6BHkbEzoJbTLxfChav4zlkn9ccVUEr25VhVy265Xg/y5dCUxZRhul/aR0Uto6+MGKM2HXVU+ngaYsWW0oJatzbD+qJUzjW8gRtSZRqopQQbOWUlWaIndUJ5nneSRTjazU7cbEjdtYx1vIhnItwwpuasFJyUpLofxHc/RJRjOxAulCFg11pNcnMpHFiWNsUm5kIEhhUDvSC+jz/Chd7EAs6J+NG9k4jxfGR/NUiL0HhK9YgHA/hF2g1/w6/OWnAwsYDAjjtHB2elnA/yGvYiwYd8f8pWH+7iB2kfuC+toyfnwaRbscjgYw5vJwcakrN3sYldvt3jm0fH+Aq3pRJ0pTbpZu3Ok7Ng7NPwPKp2q26h+Nsnn+JdfCE5/RObf3HnaBNf4vMghzJrd/oXY11KQIjIffDc0LUb2OazHY6GW/g6yLeydqf3tDiXFvAfIelEXJDKc3jxT8cUU0wxxRRTTPF/+Bes+O54WL2TNwAAAABJRU5ErkJggg==) 17 11, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 17 11, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 17 11, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 17 11, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 17 11, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 17 11, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 17 11, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 17 11, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 17 11, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 17 11, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 17 11, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 17 11, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 17 11, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 17 11, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 17 11, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 17 11, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 17 11, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 17 11, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 17 11, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe3WT28bVRQF8N+Mx44T8q9NoGqaRO4mGAQlW2DDlhUfAfFN5iuwZsOGLWvEgj+LFIgQApWiCKEyQsiE0lghhImTOB4W77mxIkB21j7SyPJ743vOPe/e+5yYAFXeypAhxXJ8buI5zGGAQ3RxhBK9uF6iTPJiMBozmYA8RSOSr2MRm2hhBfORLMMB9vELOiNCznA4KiIbO/3Ld9exhnt4FVtx7TgS/BpJl6LYBh7FvYbgWncYdCwHqrwFzfjje9jGmxJvuNMgq7ioQp4H/T5+wh4KPIzfi+gCwYXepA40hbPexlvma6/ZrHM7o5FSVZwN6KSZ7qCte9HWr76NHHORvDN0ospbvSQvJhLQEKx+HVtuZbw8w1aTNEXF6QUzNX4oeXTOw962XnUUSfcFjw7jZ4rBuAKG1d/CshvZqrt12nOoR211ZuCEFytOKzoZv51vCXWxGp/eaOB0AgdSwcpVqzXas0LhL+FWjP0sZoPWjTqLCeHY1oSuyYSjnLgLBlFAH6k7GSs1IeVnsOByDGTBkdUONzOW+qk/B2vxxWxIPmzFsRyIL5fCcOlppjHeYsx6Iya5LsylhbB/o8ZsKm42Xbbq02OYpAiPhH7et5RG8uVIvoGLGH9FmEMzIddzIuFwEB0LThrbgejCmdDbuxbqUcBtvIRX8HxcE8hVnAwoL+AJfo/kh0lePI07SRFK8mIfO37uCY620MYLQkHWcSrMtxN6FSfVMb50OSHL0ZgTCYjY9eAUNWEK343LLaHVnwSenS5flWf4EF/gR1eyv5aAJC8OPT7/KMyT+ZGdrwWXO3Q6fPI33Md3+AbF1ZvwWgIi3vbpgxgbdrGD79kreO+Pxwbexwf4GHtJXpT/Fmjs6/gqqrw1b7P+l3fWwsLnB3x23MW7wuUzvIC6SV70/yvOtQWMCBn+QZkXZnJfaLfy/4inmGKKKaaYYooh/gHvo+uOn7HF/AAAAABJRU5ErkJggg==) 17 11, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 17 11, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxElEQVRYhe3VwW4bVRTG8Z/dsWMc40LrpGkkIoNQqERFVSQ2FRKCFQveI4/BLHkF2PAKIJBYwArEJm1BVFDBgspCIUQQhcQJTkjGHhb3jBqysit2+JNGdzyee8//fHPuuTUzqsz7XbRQRxsdZJjgFAVOMIwpBUZQyweTi+vVZgzewjPxs4PlGAXAUVzNABwF1F5AFSjOg0wNUOb9DFX23Qjcj7EdAVsRdC+Aqvtd7AfEaUAUJOumVRZXW3JhDS/H2MOVyDzDAF9hO4K2I/vzCRW1fDAdQJn3K4B6ZLwaQW/iBaxq15Z1M4YFo/Km5NIDfBvz6uGKgMlQzOJAPcZeQLyGd1y+1HS9wbUGT9UoxuyNMzvFW7aLV6Q6+TiC16XPURXrdA7U8oEy71f0bdzGHWvNpucavN6h1Yq/T9gd81vBvVHPL6d3sIX7EbTaFaOpAUKTuJZxw/rCuje7rHTwLBoYp+R6B/T+Zu+M/aJvOFnFz9IOqWpieN7WaXQa719R97ZXF1lZlGrvKpak2lyMscHaAv0mrEeyhVSozWrRWRwoAiCz3uKlLq5L9XgNl3EobQA4YDnjakZyrn1hLczgQC0fVAstudXG0xH8Nt7Ai1gJmDYusVDjbELajpUDR+eSmckBMfmGg7Fk9fO4JbWCRXwj9ZtBYt0f8/1JNW9LKryqVc/ciMQCO44nUtEtRdbd+LsTr0xQ8uCY/cmP+CnIRPCTWj44ZbYirA6T9/1RSF28LbWFSj9Ibg/ZOeT+CDY9zn4k9YFRNWMmgNCmh8fvcYy/4lGBz/BdxNrl0yGj8iN8jkdBtoVhdQ4w42lYqcz7mZXGmY0NbOBDPMSAu9t8echR+QE+eUxkiKOLR/ITAQREE796d63niz/5+vCRVIW/S11vM+7/9c3/c5V5v17m/U7cV8+q50/yieeaa6655prrf6Z/ANvF9LtO3pk7AAAAAElFTkSuQmCC) 17 11, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 17 11, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 17 11, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 17 11, auto;}
}
div.testarea{
animation:rwdcur46839 5.3333333333333s linear infinite forwards;
}
