@keyframes rwdcur136923 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDElEQVRYhe2WW0yTdxjGf1/5qJWTrlQojsMAM+UkSmUatLqpOE2aRpe5uAs1WYLhyyTjxixEM4M3u5hXRm20JpMskuxiCmYzBhfcdDFT42Ge4vmUjgKlRSsg1K7vLqCsRZFZdFd7kqZf+vX/PM/3/7/f874K44QmYgCmAv0ORWkbL18scA4ZSdFEPtFE9K+yWH0N4rah72+AtcDvmogPyAOCwE2HogRHI1BiVU7Mz3fO1LSP4hMTjUk5Of6eBw9+Kaqu/gm4CdwFTEN/ve9QFN9oPLoY9Z2mwkJ77sqVRkVV6TxzJuVhS8u8W42Nq4DrgI/Bp+8H/DFqjC4OuAGxt7bKwt27BQh/3PxTE69bN1ockPSKCknMzIw0EGXiTWPYSITwKyPWGgDgg/37h6/T585FE7FpImX/mYHjmzYNX6eWluqAd4EZr8WAJjK5bPPm71+62uNh0vTpABiLi1VgCdASwREuxudqQhNRNZFpoxq4vGvXt5Py85dpItmaiDpisX7q4sW67OXLWdLQQMnGjdxtagoCXzgUpUsTMWsik4GZwMz0iopwWIUTUwcYgZTRktA5xWJZJsFgAoOBEgDahwgMQOFUq1Xnu3oV17FjtJ8+jefs2ZBDUW5rInnAUgZ39wxAUlaWuQNsJbW1B4Bfh7h+BkIvSkJnhtVqm7ZmjdlUWorn3DlfUna26jp2LGCuqFADPT3ok5Pp6+wMeS9eNN5oaKCgqoq3Cgp8fx4/HlRUlWmrV+t7XK7Q087OUK7dbjhRW5sEULxhw6MpFsvttDlzvnQoSqsmoo7cASdgS8zKMqfk56MmJqLT641HV62ivL4encHAxIQE+txudKqK/+5dVjQ3U2K3c+vUKePAo0ec27aN+4cODRP+sX07ALaWFlJycye7T56c9kN5+aeayCUgLW6kOGDOXbmS+IQEQs+eca+pie5r1+h1uwkNDDDg9RLs66PX5SIlL4+krCx0aWlIKMTVvXtJs1gI+P0880cnsGnWLMzz5+M5f97w8MiRqU87Ombk2GzJI4/ACdhy7HbzE5cL3/nzZFitmGbPxlRaSteFC1zeuZP0efPIWLgQQ2oqCRkZxMXHM/D4MQM+H5a6OnTAzrQ08HiiyN/ftw/vpUtdl3fsaAKq4Pl2XAU4Hxw+bAPMi5xOJppMfmNxsd535UogOS8vCAR6PB7iJkxQA36/qd/r5V5zM49v3Ggvq6tTvVeuJAX8/hAeT+QWmIs0jb8GBny9bW1HwuIvgxNwJ+bliSZSpol8pYlsjBw2MisrO6avXy9TysujoniUJiSL9uzptre2ntRECscSjzKhiaRpIp9pIgtH3H+VXuCevm7dd5rIzJGZ8m9MMBQcUVja2NgNyIrmZvnw4EF5b9s2ryaS8DKeFyHmiYjBJzYDlG3Zgv/Onc7Kxsa3GUw4FWh3KEpoLJLxzoSU19eDojDRZArHa2bE7TGn5Ji6YeRWZ1ZWMsViYYLRyJCBMEYdRCPxqkfgXHrgwMeBJ08mn6iuBiDDaiVjwQLQ6ej3eFDi4rqCvb1HFzc0rHUoY9PHUgPDiRn+YVJREakFBRiLiroMqam/ldTUfM5gA+txKEr/y8hiOYIq4EeGuuOcrVtJMBrRxcd3ZlVW3i6pqfkaeAfIBma86A0ar4EoE93Xr+Nva2tPzslpNc+f/xDoYXAsD/OPa+oaC+EpOSovNBG9JpKpiaS8SfFIE/8jZvwNSEMMrq/J/r8AAAAASUVORK5CYII=) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAUlEQVRYhe2XX0yTVxjGf1+BgrQptittgY6/ItjJBq6gIcEL3bQOZGZeoFmIF4j66cVijFEvTNDdebtIL3ph4iRLNAsRRKPGLYgi/gkWmAxYhiAIBaQjtIC2lbMLwHQMFJgLybI3ORffd97zPs/7vud7vnPgP2CO5QbvXy4SM+BihoQsRKQshGUxQaR/AF4AmADWlJQw4XYPJmzb9sBSWvoM+MYuSYElxl4Q+EzmInHHDrG7rU0UPXkizJ9/PpCQn39uMcEUSwB/kzmAwWolNi2NOIsFTVKSobumxsYi9sSCWiALEQ+sBHrtkuSeft2/avdu06qiIsK1WoZbWtwZhw59YJcW19V3VkAWQgnogVAgNnhOn5WFKjaWV243nqdPJxcLviACdknyAePTj+7gue7qatytrYy0txOVmhoqC6GThQh9nwQcshA6IBLosEtSX/Bkf10dD06f5tXICCuioxXAt8CPshCG2XEWRUAWQpl59OgPKrO5ANgAWIHkuXzHOjtx3b3LxMBAAPgZcAFbgn10GRkFCfn552QhEqdb+nYCHRUVl40bNnyxatcuE/AL0DU9kIUwy0J8nFJU9GZtf10dtw8e9AFVwGWgUxZCMZNMYkGBKdpqLei4cOHsbMy5+uUYbm62ates0Yw9f45dku4n79ypGLh/fzIqPZ2HZWWhAFHJfy+IXZK6N5aXK3Vr1ypd9fU+4/r1vmqbTWGwWpkMBPSu+vqcW8XF3wGl8xFwAAXOM2f0UWlpBMbG+OTIEZMhOxtDdjYNx48zMThI+MqVeHp6ZuObANTx8YRERBCqVhNhNNJdVcWK6GjCVCqGGhv1TOmIY4ZESDC4LiOjwJCTY1KZzdguXUKfmcmk348qLo6Rjg5cd+4w9OgRo319uGprAcg7e5bhtjYyDhxAk5LC4MOHiNevGWltpf/2bfyjo2iSk/mtooLxvj4ANVOfczpQHUygOt5my9RaLLHtNTWRSVu3EhIezrjLRUhYGJ6uLlYXFxN4+RJ3Y+ObRX6PB3dTE1knTkxl6XTi6ezk94sX8Y+OYtm/n+xTp/hwyxYiDAYGGxpcwJW5KsBwU1NlX23t6oTNm83GnByVQqlEghFFaKjP7/V6em/e9D6/dcsDeKeH+iNZxpSby7Nr1wZDlMoJbVraS1Vs7JhSp/OOtLV5xgcGvFFJSWqmRMrde+PG5eA9MJ90ObKOHdvhGx3VbywvTwF004BtQWrXr1u3zrS+rAx9VhbPrl4dsezbtwdIBBqZ0o1BAJXZLMybNg0ONTdfcTudJcFA86lWaff164rMw4e/sktSpyxEl12SJoMdYvLy+PTkSf5obcXb00O4VgsQDwSm+/xixnest9fVfv78m7IvhABup7Pkpz17JgFmg09npdAkJRGmUhFpMtFZWTnJlGQ3Az4geM2c4DBrD8xh1fPOSNKRCZdL7fN6CdfpiEpNFaqYmO+BX4F+uyT5FxJnsecBAGQh9JbSUqVSq8Xd0kJlbi7e7u4A4LJLkssuSePvDLJUArIQGiBdFRcXusJoJEytJqGwkBdOpw+Il4X4bEaGF2KL+nUCjmqbrdBgtRoijUZ8Hg9Djx+jjoubktp79y75vV5vV1VVFfD1QgIu5VDqSNi+vTAkPNww0NDAWG8vKrOZmLw8DFarO0yjqbfs3fvlXBv3fdpfDqYEHc3/TdC3kVj2y8myX8/+tyXbnwMJ8g6lFcogAAAAAElFTkSuQmCC) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE50lEQVRYhe2WW0yTZxjHf19lHEopgrQrtVgOjqMykC0mmEAgSKYQEKPDRHahgYvPJZpoQrybidEbEr1Z0gtC8JCFmLnEqIQLp4JxaDwElXnIADlKoVCEFrBA7buLUq1S0KpzybJ/0jTtc/q/73N64T+AWgBZiDWyEAWyEIH+GCs+QfDi+e90IB7Qfi4CtUBxeFKSLvv48a2dZ878ALQCgx4FWYh/jIDn5LrUqipWrF0bCWSbJGmfSZJc88Hjgd2yEGs+NYFXwdcfPcrK3FwGW1roaWxU8zodAGogAFi+lLOADw0OMHTzJk6Hg7uHD3vkOi8SVcAAMOpnjPeGGRCeT0J5+bAshEEWwq9D+XsDPmEoLCQiOVnB6w4YWExXFkIHRAGPTJLk+tg2BODlixfePwNlIUpkIdYtop4PZAN6eHcR1i4ljM7NpeTyZUJjYnjW3OwCngJO3LWQuIifB0APYIGlU+ApON/QaFCtWoU+Lw97by/m69cBbMA4cAUY89IuLm1p+UOfk/OTSZJ+B/70CBYj8Ea1eyALoTdJ0iCAYd06RWRKCpfKyxl99Iivtm1TAEovG5uXqc5y+3bgYHNzFfC7t88FBIxFRfUplZVbn5w8qe45dw7c1Q5AW01NIBrNLCMjzI2PuyJSUhh7/JgJi4XJvj7X3SNHegFcc3Ouia4uF+Dy2E7290fqc3K+MxYV1fc2Nu7y/L/s7ZMr9fri9L17I8cePiRx5076mppUgApQDVy6FJK0fbsqTZZVCKEKNRiY6usjrrCQyLS00JczMyERaWkhQeHhylm7PdRhtapmrFYVgDYrC6VOFxSemBjbc/78auACgLTYtX994ADGzZsZvHaNabMZpV5PcEQEKwsKCAgOZrK/H8udO0z29xOi1RK9YQNhRiN9TU04HQ4cViu2p0/pbGjwkWGGgItAlfcNXACScbeHavjGDUJ0OmIKC/kiLIy40lJmx8dZkZ7Oy5kZZu12ojIyCFSrsXd343Q4QAjsvb2EaLXMPH/OREcHtq4u8k6c4HlHB/l1dUwPD1vs3d0XZCGqvj10SCf5YFcbnZtbErNxozaxogLrgwe21urqaU1mpkIdH6+w3LrlUsfFsWrTpmCVwaAevX+ftpoanFNTQ3GlpQHBUVEsCwpSWNvbnZ0NDe4a0Gh03+zZgyYryzZrs7VerqjYJAuxHIj3RYDsY8d+CzMaCxxjY+rUysogkyTNLlDSaMyGzEzdQFsbjIwADMlCJAGxwCzwl2czAiJ5927L6h07nsRs3PirSZJ+loVQ8easeA1ZCGVefX1jyZUrdp8KbpgBoS8o8OwDsyyEUhYiRxbC4EN3wVCThVD6nIQmSZq+umtXkWN0tHUJAgAklJUBEJqQAO7TJwNvj+GLuLfjgjg+U/CeMOM1qPJPnx5PqqiIng+uwL2G+0ySNL2Uk09GAHdrRc8XVyruITRkkqSepZz4vQ1lIRSyEKmxW7YsZushsAb3YloS/hKovb5v3/Dc1NTDzOpqbXhSEnl1dR6ZLqG8XDxrbm4fvXfvR9wLx/Euh/4+SKpsPT0BY+3t3y8LClJm7N/P1YMHXwmF02mRJKkzKiPjF9wpGVvU08fAWFRUX3j27ET+qVMiND7+VRsCtf4+yT4YsWVlJ79cv97zLvTZ558Dtf9mcG8S/+OD8Td5kduBqTSeEQAAAABJRU5ErkJggg==) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur136923 2.6666666666667s linear infinite forwards;
}
