@keyframes rwdcur156579 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
2%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhe2Wz2scZRjHP+/szs7+yuxuutmapLsmjUmTUJNYEEG7gkE89OIvaA+KFNGj4MXDeFXYi1dBRFD/gFKQHBUhWUptIkVbGkxCKtrQkmzsdmd/zs7M62G2mJZssqZJe8kXXublfV++z+d9ed7nHTjUE5bYbtCAceA08HXugAGUNuOrwJfAXAvmwLTtCQAYcBVFmWpGIpZqml8An+Wgvt8A7U4AYKEMFKPRwNqxY5/KQOCaAdOPE+CXEhBZX6egaSwMDDxTTSZ/MuB7A5KPA2BBB64BY4UC9/x+Zvv6uDUy8p6MRhcNOH/QANcjrlv/QwhKpslzpomiqqwcOcKNqalk/cSJbw342YCRRwHwtZvIg5uFMxUh0iuKwrOlEvJoCrtLR9V1rEwGdWhoIFCtfJgtlUQWLufB2TcAgCxMNhTlhTkh6Aeeth2q6TRhXUePxQj39hKcnPQricS0u7T0dhZ+z8Nf+wmQlEK8dVUINoRg3DSJxeOQyaDrOrqu0xWP0zU8jDox0WMVi+dPb2ykszCX7/DK7gZQV6X8aF5RKANdQpBZW0MdHSWUShGNRgmFQmiahpZIoI6NCSsSOeUuL7+flXI1D4uPCrDpg4+LihJcB24KwTgQrVTQTp4kFI2iaRp+vx8pJS7Q7O6mlk5HhGmee/nu3YkszOahvCeAvAfxWl2IwRXhFU0HOL65iYjFCA0O4vN5FrZt02g0qNVqmK7LRjwOqjoWLBTezbruhTwUt4vh3wmgpSvdUk7TAvhNCEZ9PjIzM9xTVcrBIDgOrmXh1GrYlQrhcplQuQzVKlJVnxK2/SrwzV4B5mO4bC0Zy0AGaFy8iAVYQKPV6kANqAD9XqsDs+3MOzqBiAu9iuR26+063pq4tMU5HA5j2zaWZTEBvAgkYB14JwdL7cx3qoQA5OCWgDtDEkCiIel1HEp4OXJfjUYDKSUa8IoX/AdgLAc/7uS/K0BLCykpkRKelxDE25K7ZYHjODSbTRrAn97Qag7+2c24U4D5eKszKCUVHtz9w7rjfaY6Me4U4JLuuvQBPa7LCl6ihdosbsG2vft7AbiigvuSlDSBy8AbwAf8l5D3lQKGve6FTozb/pI9LAN+deHU30AMiHuPzvUynFnES/ceYBTQYQZ4PfdgmmyrHSvhVmVhVcBZHQjBV8CbwHcBuNkPR0dA7YcbGnwOfNJJ8P8tA+IGdO+78aEO9ST1L1sCKyAm7gsSAAAAAElFTkSuQmCC) 5 3, auto;}
4%,5.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhe2WPWwbZRjHf8/5fI59VxubfDhp6iQNtF0SkrRUlcp0rQRCDLClNKqEBOrCwoRAchdLjDCAGBmZUIVYQAycoKSktESopURKKpVAEoJM3SiOXdvne4/hXIYSf4gkYiB/6dW9eu7R/3563vd5dLCv/1iyXTAHpwjWB1mo7yWA1iT+C/Ae8EMOTu4lwLYVAMjBXd8whr1wWOml0ofAW1nY2m2AZhUAmHNrNZZTKe1eX9/rwEIOXtxtgFCzFzb05zXt+bRSON3dVBPxeMpT02er1QkbZh3Y3GuAuityccN1OWgYfG9arCUSJKPRY7Fi8VXb97dsuOGAvxOAVkdwM65U+boIffk8w55HSdeZ7e1lYXIy7vb3vw98l4PxnQA0rYAD6gw8+7umDYWU4rAIdxMJwoZBLR6nNDKMlU4fNNbXX7M9z7LhqgPurgEA2HC0KvLMNRGe2toikkyyecAiGo0ROxAnNDRE1/HjWghOs7p6zoZFB+7sJoDpi5z7QoSMCCOuy5/pNGHTxDRNLMvC6ukhceIE4dHRZG1pacauVI7ZcMWBUicAre4AwNxjStEFXBFBbWxwtFBA07S/V+CiEZ+aIn3pErptTxO07IVOAFpWwIHSWZjZ1LTUz8CACJlCgUomA5ZFJBLBMAx0XUdEIBLBOHKEWl9f1F9efsmuVE7Z8HWrlm0JAGDDyYrI+III90QYq9dJiLAxMIAeDhMKhRARPM/DdV0eVCpUTJNSJoNWrT4RyudnbPjYgeJ2/nrbGsFsN8wArAOLmsbY0hLdg4PUlEKVy1R1HU8EqddR1SqqXEYvFqmZJmHT7KVUeg746N8CzCWVglBQrK9EeBJIOs4/EmtApbHKQBSIAQKLzcw7AbjZBVtjYN0iGHt64wNLBId7H1g1DP7wPDzPYxQ4A/RCXeDNLHzbzLxdF5AFBdwY8YOJO9kAuAN8AnwJXAfyvo+maRwCpoFDMC/wdBbebeXfFqChqz2NzZDvUweuPZLgui6u6/IbUAhC81n4sZ1xpwCzKaUA6FGKNeDXFslrwSPViXHHFYiBOg2YwK1GMNYkuSt4FHYNIAsbAj9N+T73gRXgFeAi0P1I7iAwEmw/78S7ky54qM8eV2p8hWDGRuEbYOU8vDxPUPbDwARgwqfA5U5M207Ch7KDezcShwdheBt4IwuXX4Dbo5CaAH0IbkfgHYLW29GPyr729f/RXyqlH1VQvArjAAAAAElFTkSuQmCC) 5 3, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
8%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhe3WX4hUZRjH8c85s7Mzq7vaupum7O6Fa4sQJGyYUlQGBTVG2F0QBIJU4FzURXQTdNFFdBd0CozwrruCitwsZRXqwsQQ7Y+VRkhiarHr6K4z68yct4vZ1YjZ3clWu8gfPHB4/zzP9zzned/ncFP/saJmgwmP41G8UuTc9QSIZxk/g+dwLOHp6wkwWwZi/J7m88viSgVG8GyRUwsN0DQDRVKM1jMZR/r71BYtKuC7hGeSGwEwrT0mJ2VD8OHKlcZ7e5dgB/YlrL4RAJ+XMXi+ZDyKvNfd7fv+fmk+vwnfJDz/1tz7W1LTGpjRGxwfZ82Z/n6j+bwoitye1t03Nq5zbAwOYGuRH64VIDPX5GOsPc361YJvOzvVo8h4nPFj52LdHYvcUi73RWm6rUC9wIGRRu38I82Xwj0R6hcu2jhVASEEFZFPu7p8MTio0tOTx2v4KuHOhQYYXUHt5zg2VLogOz0YQhAEx7JZHw8MOLNmDXE8jK8TXk1oXxCAIhe6OHgCuVLJhqmpq5OhAXIRe3t7HBkeVuvtbcPLOJww3ArAnDUABfomoujBEIKBKHK0c7Hwl9qNogiRsVzO2eXL9eRy8mNjt2JrgWyBL+eqjVYApuIQth2OY3eUy6KuLqfaMleCz1gIQSWKnFy6VHbZMt2XLmWiqakH8EiB90eoNPPfyjk+1Mv5Qyhhbak0vSkIIVVP62q1mmq16vLly8qVioO5nH1DQyZWrYK78eRsztvmi16klrB/A1t+imPrx8c93LnYZBzLpUG7oD3QHoLsjNVq2qpVbZUrLz3rPTEvwLQ+W52mWz6JY3dh6NerPamukdsyJjCJi+jCIHLsLrL/3wLsvQ2/aVydp3FYo2cfnw6cyWSEENybpjZhBTW8gxdbjDG33uSXjXEcEsJTBE0sjuPwBCFp2K5W/LbcTCJ2r5t+PjnLmjRNfaTxCTCwoADYNZCmqhrp78CSZhCunLejrThttQZgdCkTf9B5P+7RqIm3/7ZoHbobHK+34nTei2hGI1QLnM2yeS3nOniph519bC7RPoWHUEAHO4rsbMXvnP8DzZSwJOLS9kaVS+hLeSFlY1vjQHwQ8e72a2jNN3VT/0/9CdP0Hl9S8lyeAAAAAElFTkSuQmCC) 5 3, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
66%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmElEQVRYhe2WzUuUQRzHP7M+66K7Ztm+mG9ZtIekQ4WHDlIXwyKJiCiI/oZOHTcKpENJh8JTdYtIqUijVygooxcQ0eoQNEJRQhBBua3pPjvPTIfHbbclt3XblQi/MDDM/Ob3/cwwb7Ckf1ESdksYlbCn3F6eedrjwGbgmoQTcv648knCmAQzV+5IWF4On3wzO/3F70/XdwAjEjYsJkB/3LImb4VCGKsCYB3wTML+RQGIgmqenj7/0GvRHwziVFYCBIABCb0TJdoXeZN4lBrsSinOWV4uhILYVVXpriMG7kmoKytAFF6ut5PvhIArlsXZcIjvNTXp7k7co7qxbAAADd8SNzq0AQT3LYuT9RGm6laku1uBJxIOlQ1AaD3UmbIBgwFGPR566iN8ioTTIdXARQlnJsAqOQAw3Dab/GoAjEEbg0RwLBzmQ2NDdtxhAw8khH+fpkiAKKhgPH53u+OgtcFojdaaj0YTC67kTUtzdvhW3H3RXjKAOQ1tS9oY45o7joOjHKaUQ6y2lrHWluzYJuCRhIOlBLjdNjNjY0wGwHFQjmJWKY77/Qy3roaKinR8NXBJQk9JAKIQr00khruVQutfV0EphUopTvl83GxqRHu92UNjf7o5F3KbDXUkbbTOrIL6uRIuSJ9lcbk+gvL5sscdyJdUFOouoclY1mvbsgJaCLTHgyME2iPQQrh1IXAQLEulCCQS4D7rXVF4/tcAcxDtcRh4AWsV4OSURmAN7rstXPOdUXi6EI9CIKoH4fpeMOSUvsz/wUh4XFLjHIjgOLzqzgFoATOaAXhbSK6intQofA7AplWwC7DT7e+ByUxYbzG5i1EnMLIFpo+CGXdnHyt08II2YT5J97OyD0hE4Wqp8i5pSf+/fgAsOR3MUA2FTQAAAABJRU5ErkJggg==) 5 3, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
96%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfklEQVRYhe2WT2gcZRjGf983u5PpZmd3DSUkrq1LlNbGPwRUKNR/u62Xiih6Vw+ViujBmyfjVhA8iaCI4E08eRWRYpu18SCajTaxUCXUHmyzTbpNKpvNzM5+3+thtyqFzU5tSD3kgWEG5v2e78fzvfMysK0eOrZF++heLwS+KMPuWwYADANnyvBK+RYBzBpImx07PpZk8kQZClsNUF11HBpRxNLOnaUgl5svw6ub3RsbAfycFuFrpchevsy5XC59MZ//SBKJqTKMbQXA2QFrm0lgWin2LC5S8zxmCoUnwlzudBle24w0nF4vKmCL8Mya4+SntWZQKSYaDS5ms8xls27O8w4Prq2ViiKnKrCy6QAARXgw0vqhea057ziMasV4Y40rvs98KkWUydw5ZMzLh8KwUYIfp0BuFGCjIwCo5uQfzy8TCeoID9dqjIiw4Hl8k8+nlvP5DwS+LcPdNwrQLwFckaNzCYdIK5TWXHBd9rQiCkFAPZPhT8fhd8/DZjK7h9rtIwfDsFmCH+Km0S+BXzS07hEQEUSEqyKcHEzB+jr7azVyWqO15qzncSKfT9VHR98XmI47NzZMoAKmCM+vaz3yq1IopVFa0dCKyBtgbHWVUSss+T4thAA453ko3981FEVHDrZa9QpU/zMAQBH2G60nflKdsJQChaKuHTzXZdfSEmMrK9wVBBTCkDuiCICVVMpNw9OHwjCqwHQv/0Q/AKCatfYl0RoRizEKpQwoRbtbsBqGrIUhDp0z9bv3FuDCk8C7NwMwm7KWggjnBbAWYzob7G21aANfAYu+TxRFBEEAwKPAI531n29k3q8JAeYAOyYCIt0ULAeiiHQQsgD8BhhjcJzOiT4HlKDlweuT8OlNAUxCA1gYFkG6X4MWy74oYh042a1rNpsEQYDWGq9j/M4kfNjPP04CALO57oMIPG4tfttwBrj0ryJjDNZaTgEGDsQxjgtQzRhDsrtg3FiuAsd7FP8BtGJOxThNCDCTBO4T4TYgYy1TwGD3unJd8f2AB7U4xnETmAFsXoR7reUSsAy8CDx7XeEQ8Big+nT/NamYAJThdEPrB1LWMgeMAy58D0wsg3cBSNL5i/XhuIKn3uLvUdFTfSfhNRUh4YocjoDbwSbgbeAF4LNBSI6AOwwLA/Ae8MYkmDi+sRM4BlrgTWAf8MkkfBd37ba29b/WX8ncTqsQSDvpAAAAAElFTkSuQmCC) 5 3, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur156579 0.83333333333333s linear infinite forwards;
}
