@keyframes rwdcur117461 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbElEQVRYhe2W228UVRzHv78zZ2Z3Z3e729IbpS1LS2+0FJAIKAlRwAgi8GDEgC+KDzzx4gPxwcT4P4iGGKMxaGLEIEYJCgZJgFBEiqUXSqGUUnqhsLvd3c7Ozpw5xwcu4eZll8uT36dJfnO+v8/M+eV7DvC/HkHtKxvMBasbQo/ioRXcfNXcWCQY31xWJpaWzJl17Wr/jfhTA2hYVl9bE5vasX3Hgnc3rG9cnZgaj9pU0j0xGE88cYDZC+qKzODk1nVvVm2rrCyN5NLEZzf45wwPjeUclJ9JjCbsfPx4vgCOnZpXPFduHDjPo4d+lchO21jQahfNqKBXDV/mMIDfniiAcEj0n8p19/bx5gyriUoYON9zMRWFdcaThpWvH8t3QSA6szudNHfFx70hVxjSgx9TCd/I2LDxmaSKricOMNzZZRPTBpXnXgMUCCQhPYtAoyNdZ/Paf6CALbhLkrvXwWAyhwAFkoWYFASgpAKIoNuX4YMpcyoopJSPD6BxeYufc1liZVxr6I/B5P11T0JCIzA3KUlzGME0pGTGw7xqFzYVBYLSFILHL3b0Of8K0LaqpUTzJlY3L6LXTh5xjsyoq/9SSQilmJSKMSnBsvFrJWT4/FBZBi/HoHFTKl4eqGi6zrkSGifJCCBG3E4ObVq4NPTcyAW+t/XFeUd7Dvcm/xZg0dqW8kgk8dbq9RXbBIViR46Ha+NTyZDyckkAEgAnYn6Y9TVkzqpDdooBCmREKmWobpvtpPvheBaUZwPEwPSiotL2jY1t3pKXXmHPH/zpxqeGr3V354Gea7d70u2HxWua/SI3uWXT1pkfLF1ZW/vRxxwHDjTBsaUNmXOYSEtdprhGgjNGHApcz/RA5wyWvxmKmARIKDKEC1MILcxAnGua9C9ZeA7vv8eRmMyO7Np58cNEPLj7z0O99j1/wEplTc+ebi0ri1ZFAmGk0wakEADITyA/cxPQc5fBYYGRBwKBKQvMYzAyPQDAFHFD8bAh9WoILQwFgpSERDqItJVBZVW4WidrUc5i3wO4FyAYNTOTV4Id+/dcGiydEWycPy+EjsNX4U5NO0o6UGIalqdA0BnBYGSEWcAbh84YMqwK0pmSkJ5QjpBSm4TMZgGmMy1gGLNjCVjCxb59l4YmJrQOX9DMPDADp/b3Oe2rWn85dXQslJw8vX3e8mhbsZ49nplIfwcoWwFM3gwuDtKaKNqyyYBWypkBl8247k0Pfg030w9A3JoXAGT6y42NQU1fsfcL99y5M2onD1Ts7z7Ycyew7szAbbWsaDPHB4aXmEHr9UxadpjFdXtuhgyDgsakUJgav9rs6LM/D2vT7YbPjySb082Sv78dLCnp5Tok5wxECiDFEpfPbSmbxZbm3NC3xVU1x/uP9WTu7vcAAAA0Lm9nritCnuM6w2cGHojXQKS4OouZ3wT13DLdCCDFak/rmdNv5JLjg/e/W/tMq6mR4JpuWBdOnBX31x8aROePdUkAqYfVbmHbULCFVgxFPiiQA6gHQgYAhk/3/OMJWVAUE6QElOMGYhA8wGAnOUHlfbABBZyGd9aRxpWvFMpXDjDGQIV9TN4ANfPri3S/nKv5zFIiDQBBM3ymL0Sx6vn1ed+Q86aWXqq95VltmzIjdYNjHpOwMadGVgclvXNlIGUBOPFkAQQhUqQ1rt+shdKWwLSTRmlJItRxSMaG+/K/ZOe9Bb5QtKv7pLPvYtfl5NqVOWxY5+LG6Gi881huH7Rwd75+eSMnx27kKhtil/o6RyPxVKKt9+y4+/Oesa88qvzkQsfA9Xz9HhpE/0VtLzRVjfYPbeAcrLIh9oNhmiOnfuws1K4wLX65yVy8psl8ul0fs/4CpF1WFZpI1K4AAAAASUVORK5CYII=) 6 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF/UlEQVRYheWXW2wc1RnH/+fMmdn7er3e3XHWl9hJwGkTEpMqiWMXR0CSAkJqBITUTULd9gElCFEeUB+qPvJI+9CmlSpV0BsRIhEogsikYDm2UpMQm9zBl/iS9a7tjTe2d8fjuZ7TByhScEqZFe1Lv8eZOb/z0zff+eYb4P89SLkL93R8hyo+HpcYoaZO5rpeH+DlcKRyFrXvbab53Fjz1s2kM62SnWMTOaNxQ9P0xCczbjk8T7Grox2b26s3vvz7dW9p+kumYb1iH+tuP/PA95OtLY9upl55njNQlQ4n1m8zX3y+s/nJRGVTwJGCdK0aTurOZPDixdLA9Hhx8b8qkKpXWpu28cNuoKG260IVui8to2QV5Aq1ELkxbg4la5s+yQxlxdflMa8Ceglaz5uli2e6F+tv2Yi6roLqCkNLsFuXSwXcliTmqRg9CwSiNRcnr+u/KQ0VNpJkYROkAF0YKU2EbffXtWvSF670nPXE81w0l7rPGxDSqGuaee46ENzlrmnqjslvXuk5r3vlec4AAAhBAIAzew4UQWoRQHCU1QfKEuBcAIRANibhQ5CbIuRwLr4ZgYc6dsA2rWghO5oOVFQvDJwemlkh4AoOEFB7gRPJogRBhXOi3G2DLXuaE9E4YuYSmWFM0freOnfH/TuO4WOdrXTm5tjqurrCvh88q/5iYrKkClo/GEkkEEmkaKhKlQOxlKKXtCSXE08qRG+QKKghJReEMftBWK0rRpIpqUKtlmKqyiprVgV9/uzhvYd8R4z8vJKbKs5taNlQHL829cUx/SIDh37+MHKT2Ya2B9gLRw5vP0gr4/G/vW2mbk6PLLnG8hwADghGCPXD11hHgjVrsLxIAQGiVFS7gcZnS1ppCMLVIVwDIJQwKRaq2X6gtS3+7R+20y1H/zq4obd7+uhjP9oxfOpP/fwOAV3Tw9Wr7Sc6O3cc3FizNf67QYrJeawTyfQvqWNa1ClxmReZRBxGKWEQgsm2gEwdhMh8XEQrnwHijiCKYyPoOFKEgjCWt+P+9/pcvLw/nDjyjHqwkDsxO55Z+i2AhTsEtHktzHnxnmBEjQuRQmGewl6eBrjwExA/techm5Ng0EGJCwICKnRQl0LRrgEAFYQpgkUULtfCkSIQILBtirnFEISwoSbisfrVoabMLI2uEIhURhcKs6VzXac/fkTdm6pvuS+Cv8gZ5EsTjnAsLpwl6K4AgUwJFEqUCA24M5AphUbT4NYiB3cdYTmcS7fAl5cBKlN/QlXWra2AQVz0XhnN9/VNDdhu+vaKGjh+9Kzx+E/bTr77di6cz514sfVptWFVJHv5RiH7KreELgDKP2tcDERqIrFvPa1ASjCqwKZVc+7S2OuwtSEAzmf1AoCSYLgu1qGwqpY/nLByJ49NHc3nQsev9l/V/rXvioFk94G2aGZ49LuVqt4xO2We8wfvfc11qSMEBeeUOg5HfmJivU7qXo1IS5sUnx8LtPEqKw38uCqduq4olMuyBEoFQDktZC7/ZN39vp2GFnkjFK3tDgR9t98/1o9/KwAAO/e1M8s0w5ZpWQPvfbyivUaTidqilXojJJstshJAkdYPBoxL+5fmsmNffnbL7q1hxlyFyYr2j5MfWl++f9dOeObNXgefF8ndggAGAMORKiGIDwLEIoSvgAPA4N8/0u52/SsF/mMQwQFh2YEGOCxAYSwwUsaHrWwBQgQlVGLClwBYCLCLlEikLJZn6+Zdm+IxFc2RVEW1HPCD+X0IJ6PRqhplY/Ou+2JeeZ5Gsu2Pt4GI2QfbHvH/bEv7tmaWuFdRGyPYvccNbVqfWVUolDJqQ9NodiT7tZme0nbunbO4/+EGXlvjqz+wPx0cn1sDxy1ibV3W39tD0hf6JeoL+Lwgvb8CX6DqfM8p7dT1a9eLO2uL2L1mGbfzI8XTXYtdrh37sO94ryee56l4anh6WZJD48MjEyqJ3mq6kf+Uv/bHCyev9PNfDb4/nPHKK+vX7HuHdgBwGnI3RvbKPtBVjfe84zpstOvP/WVNRWXHU8+1Bfc91xb+n276Tcc/ATlsi0td21cuAAAAAElFTkSuQmCC) 6 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
}
div.testarea{
animation:rwdcur117461 1.6s linear infinite forwards;
}
