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12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElUlEQVRYhe2WW2wUVRjHfzOz9126C21DaUtKBRErkKjE24uixgivhoYHmxijxISERBIjKo9e4pPBRImREEwMJCZiFCE+aMQLlEQFUaGBXrlIabfbdruzO/f5fNhtYbvb0gr6xD85D+d8Z77/b75z5pyB27qt25qnRGSbiJwSkbyIeFKUV+qfEpH2+eRT5mH8CHAYSLnmBLmeY5jpHjwrT6imgWDNYmLNawmnmgCuAJsURTl+SwBE5GPgeWO4W831HKMweLbqPM/Ok2p7ikTLOsKpJh/YqyjKizcFUDJ/IdfXSe/+rWQLDg13rCa8cGnFXN81EddBiyxgyWNbCde2AOyZDWJWgFLZf8r1daon92wpi1WDmASYVPPTOwjXtviuMf5oIJr6WVEq7dRZATznc2O4W+3dv7UidrXvL8R3ygd9v6w7ePQDrPG/VS0UP6QoSlWvGQFEpF3Rgg0jv31GtuBUnZMb+KX8GaSs75k5xv48jKIFU7Y+sr2a38wAnvOaMdxN19EDjOZdRvMuuuXj+ddMxsayU1UQ36moAKpK/vJpXGMcLRDtmA+ACqwaP/MN4guxkEospBJQwfGEoQmHgl00c/RMEcCdViX1WuqJ7h9RAsGVQGDOFVC0YEgf+LVqLBnVUBUYmnBwcml8z0Z8r6o5gDnUAxBpTIVC0z1nq4Dq5DMz8U2BeEYWcayi6WSbJs/KoWhBbNcPbVnfMCcAxHMIxmsrxl0fdMtHt3zOD5nFN8wMzAoaTC5BPIcR3VV7h4w5V8BMLFtXNqhbPqZTXHvD9lABXddR1QBW5gJWur9qslCyERExU/HA1N6ZFeCJtiTiOufr1m0uM79eV0ZtANITxc2noKCoGnbmIla6/1rLXCDWuBrfKfSN512/sydXlqgqwHdns76du3oguKCe1rb7K8w9X4hHNAAuj9n4nl0WV1RtqtXe+wyRumWM/vH1R9W8ZloC/86Vd3/ou/ZE84bXWRQv/3ryplfW7+m7WDWJFkuSvGs9npUfXvxQx1eA/e6mlhtXQET8VDxgp0980hGtX859z71fFre88hPv8phNPnOpIk/zxp2EFzZx4cs3Xq6JajZgP7kmVTZntssoACSMdP/uSN2yzdlz33Ny3zZG8y7pnIM3DQLgweULiNcuRYslad64k1jDKgqDZw/GG+95BRgHJkTEvf5SutF1HEnFA6nB/q5d4UUt7Ua6l+Hj++j89gtGdbfqA48/vJbWTe8RXtiEMdx9sL51zasFy9dLAOYN/CqkAgmgceDgjnbX1IdERPKDXXLpyFtybm+H/P72A3Jm1wa5eORNsbNXi/9ntpHt+fSlZ4GVQGNLXThBlWN4rgoAiWRUa4yF1RWDP+zebusjXZ5jGb5ri4iI79riOZZh6yNdmdOH3gHagBXJqNYA1GxZ3zCj+Vz/CVUgBsQSES2im16oBKZGgsV9XDqgfMAF7EXxQKG+Jlg4N2iYpfGbApiECACRukQgNKK7oZqopvqCqpseiYiGbnouYFNca7sEM6P5v5UKhFY3xyJArLU+nKC4T2JABKi48f5rqf+34S3VP15UPHp26/6RAAAAAElFTkSuQmCC) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsUlEQVRYhe2WWWxUVRjHf3ebubN0Zlo609JCCqWFShESY0QNMSIPGhPfpDGRvhghRhNcEoNGHnwwGo0+mIgGJUSjCYkmJAWNQmIwGJVoACGURUCkQlva6TrTWe72+TDTyrSdKVX0iX9yk3u+c+/5/84531nglm7pluYpEdkqIsdFZEJEXCnILZaPi0jHfNpT5mF8L/AVELNTgwwe+ZTU5V/wcmn8iWUE4suItT9EINEK0AtsVBTlx5sCICIfAU9k+s+qPV3b6e7uLqkP+9Wp99vu20h87eMEEq0esFtRlM3/CqBo/uTYuUMc+3grwxPOjG+uBwCoDhm0bXqPSMs6gF2VICoCFIf9+5FTX6u7XnsagIZqH6ZRaujXFAy9tKmc5fHAs7upar7Hs1OD632RxOF5A3iO1ZftP1e/7/VHGUrZU3FVgUTUN1U2NAX/NIBk2qG9McSKzXswa5tHVd23APCme6jTA5MSkQ5FM+r7vttRYg7gCfSOWpXYiUcMxjI2Vw68haIZMSudfGE2v/IArv1y5uopvjlwcNZ6FRjPFPLB0Ep7n8q5+Iux3rM/Y6cG0fRA57wAgLahk10VqmEk6+J6gnqd/0jGJV5llHyXPPo5im4sB/TpnnqZtlVFM3yp8z/QUO1jaSKEURVHKaaMiIudHuJkzzgTOZdoQCPvCCqwMGrMaCzdcwzArI/5zP5Rq2TuygIAqr9mMW2qNqNSQcMXrefO9gROdpSe/lHCfhVNnT2nVVVH0Qwcx9O3rK9XPzzUP5WMZQHEtdEjCazR3hmV4rkYVXFUM4yJwqpmk2zyIvb4NRwrA4CmGfiqF2HWLiHUuAZxbZJpR714LXtDUwCQCy5caWZ6fi0Jep6DGW+eLCCqiiAEEq2T2/AMGZE6RCQXC+lkrNKVOGsSblgZRRz7t+qVD5Y3/zuIeKXLdLqCi1bj2ZnfRycc76cLqbkBvj095lmpgT16qIbw0rsAEGSmeVHi2Hju7PtCtG0D/lgjwye/3DmJPCcA4LUuX/G+51jj8bWdaMEo4lbupdh5PCdXEtP8IYKNq3DzEwN1d3fuA6w3NzbNDSAiXiLqswaPfNLpr25k0cPb0YOxigBQGAnXmkA8G/Fc6tZtxleV4HLXK89HApoFWNu+uFzyT6WzQAfC2cFLH5i1Sx7LD/9J33c7cPPXzaE3Y2sv9NysYuH9z+Bf0ESm7/TeUEP7i8AoMA6UHKdzHcdmLKTH+i6deddf09RhpQaY6DnKSPeBshChxWuoXv0IvqoE2YHze+NLb9+WyXsZYBgonaMbkAqEgYY/9r7U4eTS10REciNXZOjEfrl68B3p2f+qXDn4tgyd6BI7M1K4n1nZsQufPbUJaAEammr9YSov+YrSgXA0oDUE/WpL3+Gdz1np5BnXzmc9xxIREc+xxLXzWSudPDN0Yv8bQBvQEg1o9UB4y/r6suY3eifUAR8QDJtaMJ1zfcWYOnk5ydmeR2GJeYBVE9Iz8YiROdeXzTHLPWC+AFCYDh0wa8O6L5l2fJGApnqCms65RAKaN551HQpJlgOs4ntZ838qFdDvWBI2gWBLnRkEJh+TwkhVOuZvnkQEEflfvP4z/QUesQvHX4ZYiQAAAABJRU5ErkJggg==) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217482 1.2s linear infinite forwards;
}
