@keyframes rwdcur41295 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF/ElEQVRYhbXXS49cRxUH8F9V3+6e6RnbE78ysR2nCQGhxEmQIAsQEg+JFREL9kh8Bb5BfwH2LGCfD8AOBAuExEOJIoiSyLLJYPwY2+PxeKZn3O57bxWLuh1PHAJjRI7Uc6dvnT7nX//zqDph9pOLuXc8aB9kvbWguljRZvZblnusRM3VWlxCIL445M1nWF/CaZzABm/d5PKMQLOdpWkmEIZB7zhxOTDqyTuN8OyASLo2V0m0O1muyQ3tZiMOu//vtUJspYdZ+4DB84HVwIkKGXs44N37DCMXB2w1eiutdECekessjgKrPc4PhX5gFLnfyHMqAYk0I8wymXqT0APa+6R7Se9slJ8l1IG398mZO3c5P+R2zdkef39ILwqrUbjfyj3CkOZu1ltpGdTSjVo81soPk3Y/q+IKadqBmJIekKZJ9VwUKsKA9ipSkse94vh3O9J+Fs/1OdnnUeaDGa+s8qdd9e2svU/vdBBH1Dez+m4Wp3NpP6tvtjKa60nVbHXO7yWqbueRdpu4THM1cVCA1bez/M5MnmehH8S9hrs1N+aajxrpz49IhbXmepKbKCyTHiTNDeKIdICadBtLVMsvx1cwdSlOC+kG3Sdia/mta1PIPx2v4WWMZpfzr8OghKtancvbjepU+DlhB7/3vCteizuY4ixxC2vFpTm2w2RjmidjVZhsvO8JyZNxDJON9MTrBjO82FujvkluMhuNdicbjsMHuFZKAlRhsnFw6Pv0CXvCZEN88mW38KTzhexit75FXGLpUiUOCrW42QGoOt2Dz7DxCfm3AP6DboUYR4Rlmputdi9Lj8B3cXwBNEw2dv7fAJYwwigeY3CuNJje8WDwXIA3OwBXwmRj86hGq/+uQp6Mdc4P8Hr/VBDWusYScOUhrbPd+pGofyoAnV6jsDBLM3oHiY9mZNI0i8vhF3gnTDaexv+RQ9AgdfoPcyoV0O4k83+2Hn2U4Zc4UtyfGkC3q0UZfb86Rjjd13tpKA4CAYWlwecCoJNdrGM71d0vh8QVqjOB0qTOfW4ADsV2La5FvrTMuSGxtGy8jvHnBiBPxmu4gDWvrfD6iBOV+IWh3jMRvqW026eSo5ZhhdUO8G/a3+59vXenZhh4YYlZ4l7zVOW3kKMyMFCq4Ar20jSb/+Eht2rmqayUvxt5Mj6bJ+Ol/xlAnoyrrvEclsXZ8D5+Nf9H0t4n32t4d199uYafYVNh9eRRQXwcgjwZr3pMszwZHyh1vSiv40ojOpl3aXeTR70onmjV15L+meq9QxtKna3ZkQDkyXjk8UGykFHnUGc44cdYHbwSNbdoHyTNZjmY8B2lYW0qJ+ORcmLBwOpnrJ/Ddqf3le651lsN0rGsvUN/HOVyGq4pl42Rwtg0T8brnZ073WeRS7Mw2ZhD1e1+rUM/9zjeI+XefbZ7/21cwsVQEfqE1Sguk/vgfPfbCt/o7O3gbaVJbWBxM5In401ciYforQ6hp4TkdLd2sfvhFv6YM/1ng/75IK6GBeSBErJvKv1iUbpvdGuXOkaXuucP8b1FCM7hJSV+Vxw6+ZT2+6oS15dBLjeiuF5Jd5ty7y+68w5o7ECc7uw3uIuTSm58bQGw6l7+oFN+uwPRdN+/rLTYi7im50daG2ma9U5VvLoivrdfppiSI8c7eyc7x1sd8JHHubRgfYwPw+5XL+ThG7GMVHfQdikQo3is9Pm4EmipXqjk+435jWx4MfCFJfnqTK7LYCMQh2WWkIuZ+Y2s3fZYmiSMov65oL6RVXmP+YdJWC139d75otfeTtIWuaW6UIaUdlqX4WUvkaPhYK59UByn/SweC8KAMIysDzR/m0n7pO1Ev8wcoU8+SGZ/JV0nPPjiheywDEva5VuEdeI6YdEN8uOd5X3iM/ROFfbaXaoz9M8EuSXXPLqatZtJvoOV4pyytugSJQkXdZDJ93zcv+J6R2cgPyRtEyryvOikbdrriWHZ3fyeMg11k1W7UVi016Xn0KekEqguRfVfUlE8LO2hZ4f6E3TVHZi5MqU/or6cGJB3u9xc2NxDz6fO338BD4SUiBw3X0wAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBUlEQVRYha2XS28cxxHHf9Uz++CSIkVqLcmSQiwsW7ABwQiMOMnRQC4B8gVyS3zJIV8g1/0C+Q65BDnnmOTowEAQIXZi+gFHoVcUY9ErUnxouTs7O12VQ/VoFwQj0oAbGMxuT3XVv97VUv5608KyIA1AQXLQMZQ7hh4rYTXQuCXEE0PHIC1o3BAQkAaEjQxy0KcRm0H2/SU4rtBHMyyCZDhtBjoFDKyCamjEQyUAZFcD4a0l9BS0BFPINvygnijThxE9dXAolI+N6X/MhZ9GUCF0AiLAzhQigAu1CrSAeApxZMSRIQ3I1iCsBfLpliKZkE0mxJFhT8Ei6LFiBZCBWNJiCUIraaIQ9yIIZBIhE3QG8XEkW1VcNZAmxGcG5v9DW7DKlQwdyLNuYPpFRJYDqGKnDkCWwEogEee35+YMTZC2kN1tQgNsUAKGnho6AlMjNAWrjNARUNDnc0B6ZJBD9Y2Sk7mWOlRo4QAOwPZ5saQLOoLsFZCmQHRGFArR3RafG1ZA3Ff0BMKKm0ALB1UNFPsG5BrIFedrxyDW790H9oAT6Q9KzlnW73WAnwPXgfd5c+kewxmowVEFSxlMdAv4PfBnoACuAvvACVACR9If6FneufQHW+cJPbPaielt4B6rGVzN4LCCaw14PAUYAtsJ5HYtXPqDvZcxzi8hHGAMfA08BmBv5uZfcxA2ViSXB4AmnjXgcBHjCwkApD8ogIfAA+B38dOC8p9Tqr9PqL6aEUcAPAKqM0eLi3hf1gLgFjgCiuqp/VIaEI8NFLI1AVemifu7SO+j7wSA9Xt5Yr4BbEoLwrK8KDQ2NUA0CR7iLts7L+i+NQDr99qJLgCvAyOrmKciMNuFxk22gQ/xOFDpD86649z10hiwfi8sgGwDHfACpVNDJ0AG+U0BuLPI1/q9y8i/MAjPWqgEr2o6AZ2Yh50ZQBe4D6xckvfliRaEe32sO2FH0Kl3zxoccAuvLxf6Hy6OgcW8DsAI2Jfc+4GW3mTU0/CLBCLgrrowAy4DgAXhJAAlwZublWBTiAcKhGGiqRLwS63/CyAFURtPqc4CiDuSpU6JZ4K0ANe+Ss+5PeVbAVj4prjmdS34RbbuM4Eeg04UdWPXVa8imd/6vSbzFF60TEi/q5cBCMy11sTgJvBOWBbACK8K1ZOAzi1eAkPpDzR10MUg7zCvlLWFmi8ApGqXJ8IV3PzXk+BnyQp7wF9R3slfSZPNFKptwEv1OAlvnhFel+n6/cIaIQlv42X2FtDDc/oW8wzoAqt4JfxTdWDIaubVsCW03g3g80K9mgtP7boaUMCL1uvAa5LQ3kmE3UTcSyjHuG81AbkHVBbtt/LuCnw5AYP4NJJ15B/Ab/CO2WUeuGXis1gnmokvOfAD5tNLDaKbhA7T3kZywTLwQ/nVDbjRgusj+Ntz0hi8BfwYGCTX3UznQhK2lfh1FsAQgJ8lEG8uWKAuJp3EpJtA3qEhP6WdQWbQCXC37dOzaxkSfSedqc2+ArydrAgLc0OtXZ42d9LBN9J7H/gUaODjWEE0aPikSyeNZS6mBL5MQupAyxcEdvA4OlrYJyTki2s97VXp+0+A95JZN+m1nP1EYWtE/HjC7IkB/BEvx5qeeiQrE6Af4c1qkPivAptSvL9p0sLH6zFk64KOzXu9Qb4uaAHVgZFfE/L3rsD3mrAS4A/7jB9U6AHYzMXlvUC2CmHJ7wVaeK9o3RWmXxnlXxTakN9PLig/V2QJ8tsB1Keb0BFvtUBYDUhDqQ58+uFfI/jIiBOYfhapHgIzN3BYh/Y9QZpCfG6EhsCRefsu/DomrwLpjugxYGATsOSIaqRIM5B1001oo4GMI7I7I1uB6UP1MvxMHVABXIH8tYAeqjNey7DDitkTw8Yw+0SRdvA23gHdBe1CWKmDwaD6WpE26A5kbyhhLRCWBCaVZ1mE4jMDARspNgM7ATuE/C2o/q3YHlT3jVBWlNtGfKTofz0K9Ej98rvjiurn815PDUKHfi2L7YR0ZGhREZrCbFfRPchuu09tf359qz6cR/BsVwnLgThQdLCw/wHnrv8BKSrNGOzs1usAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur41295 2.6666666666667s linear infinite forwards;
}
