@keyframes rwdcur42316 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLklEQVRYhe3XXWicWR0G8F+n0zSdpLPZkMZ2GtNsmq4xrWtpa121tH5Ul+4u21VBKCKyKC66yKIyiN4IKngxiBfinQoLKkIVxYJgDUsNrFtLCFqa/Ujjbpt2s5M0TbPZdDKZjokX50xmMjuWoF7uHw4v73nPOc9znv/HOe8G67AcabTXdRez5HM0ow1NKGI2S3k960JineNSDfqacgG0UyCRiOO259aLjuQ6x5UjUCsKyMf+CnD9ms2CGv83Amlsj2DpSKaIkQZj25HOBaJNEaOAiSyl+sEbGqFFaRNxchKPoguTwu774qKDcVxFhXTNuO74Phuf8ziXDfMaE4i+a1WVsTOCPY30Mi+MMpnnQJ7+i3Rk8FEWrjGS4UI/f0uxgF48JLhvHNdwHpeyLFcw612QirJl4gJl3L/CwhJ9JR6YIfEyrsYJk/gF7S0c/yDHX6aU4cJOjmzH9SD7WSFTXooYCxXARgHUjY4oW+ciLVM8eJPMDRJ/5NmrPIE92BLbnnfz5EYulGha4cgWfACfDBs6HkE70JarA6y15QgMxQLvXeDrt0jNMbkluOI3dS5rxpwQD5deYd9mfrSN1KTVgjCOG/GZjCoUGhEoC9GdKjH/Jl/pJ3WFuQ4+so3xX64Fb4uEE5F8qpfxCfIX6b2MEsVNfCfJC6qpuYpbT6AS0X0TnCjR/iLz9/Lk9xnLkcgF9ukoJzX+xCuDPJOgt4XhO2RSZAp8/MjalF2tERvr5HwXludZuMR3XyVZ4lO7+f0nArFWITN2x2cv/iWkmDP8fIGjmxg6xrcxNsvDb7Kvg982B+CZ2lSsDcLm2NqX+EaG5m6Gj/FsNnxvUs2Qii3jQRwY5nSRDzdx7iFOYqKbvy9wIUXzGI9gRt05UUugHGXtuofjO9EdZOuLhakrtkxsqTDE5xZ5Zg+HMpw/yako8RVM7mSwA8mQCYQzZNX19QpMoDwVC0WaUaG09sfvMB2J9uDeMv0bae3Bh/gy5rKBQDf2Z3htAaPh/S24tQQqNfvSLM1voDUUkVRslbI8h+uYfp6j0zQVmL7FU7iIUq6qTnorpQ1Bsg5VEquVsJZAJTDmt1gtBunAQ5cQcAnBVaVhnspz+B8MtXECf4hE24UAXc2OO9gR5h7Acu19YZVAPKlmsDzOzEXcDDudiYtViBT/wrde51CScyf4vHDgVA6v1kg2g3ye6ddwLaxz1tq0XVsHsuHjQj8jKzzcwd7OUO6LEeDg83zzRQ7fw+ApvhCnFlWP2p6qgJK3ODiPJUayYa011vBGdIszy5iqRm4rPn2VzxQ5vINzp0Kq5SN4JYUJGbNqt3l0BZv4UyOshgSm+PU8hSscHguB01bgaIG+rQyfDHXrfjyOASHA+iKJ2craefrL7N9BYRu/aoS1sVEnirfZvMixf/Ke5+heYiDJ8CF+LKTiJrwjgm+ObSW2+8p0v8rXErTs4HfvY+jPIYPW2N2uZD+4zeO3eaCFvvlQ4Z6IO29XjeSDuIy9gktuLvLSeb66Qmc7E7s57T/clO92Ky4Kfr6+LUjVM8IhVYmTQuAVVWuFOXaN8rNF9t9heiufTTKUDRn1Fmt4J6yznr2caWEfNPHXPQztotTM1ApzBbo28MgEHSsMzGKJsQGe3sng3f4T1kPAl0hf4Xtv8MUVUrsExy/hdbxTyN874b3Qyk/fz09auV5/Cf2vCECOtht0jfJYiY+VGbgcTk6PUSgyVuLsaX6oQbD9zwQiicp5UKq92eZCnWjDZG3/2/a2rcf+Da0ej6QQPlVnAAAAAElFTkSuQmCC) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur42316 2.6666666666667s linear infinite forwards;
}
