@keyframes rwdcur116171 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtElEQVRYhb3XT4gkZxnH8U9VV/+Z7t75u86f3c2OkTVhybaKiqyoIHhSkQ0GD4KH3DwoIoLoRSEnT3rz5lENiB48eAmKGDALKhh2FOMGd5M4mYyzs7vT86enu6u6Xg9vLRkPGRx2Jw80VVBV7+/7PO/vfd63k6XbISw+7houYAl3sIkbGGBjTVI6pUgFdn/n13g/ZvEk2tV9F4unJR4BMhq3KL7nm/hYJdrF9INrT0hPDSAdULYplpl8y9WEZ/EZXMP7cK6COZXIJEwWafydzo9IMeSLJRvVO3/FVk/IsL0mecQANWr3Ce0o3kaBMZmY+TXM4yW0e8IOBmuS4lEApGVCMiLZJceBeB38zCLOimZcxSVH/NETGo8EIC0ITcrzHH6HIfLvU3+d8ss+JxZlLD56EA00qml5OIAyI92h/iJhlvzbJNsRanKF/Dkfxatib3gAkVa/hwZI5rdCWPkGk8sU7yVMRSB5BAoZo0vMfcQ1lNjBNrYqoOHDNKpkph9Ca5upVyhnyRdISrI90n58qVggHTPzcV+tvtvAa2hhV/Tt9ppk98QAF6+HkN2hrCxVzpDPUTuM+ZZNzrwQe8Wox8wnfK2qQIZb2Bc9AutrksFJANLmDZp/JNvChGQQxfM58rMx83Sb7DbZXfZ+68dig+pWwkd90D1pBdLQiHNf26G+TpJXmddQkA4oF8ifiNVQMviFH+Cz4tI8e0T4xF5Ix5ejSPomzZ/Tuk52n/p9ui9Tf4vJMrV90mFcHRLGP/Q0PiU2qXPibnqi8kM6WqS4QLlM+gdCl3KK9p/pPkPnS2Q3KVaiT8ZLDD7I6AP0r/t6rJOhuDpO3JzS2pDJLKMrHDxPscrUn6i/RhKT1X6OyRnGqxRdpIwXGS3x5qZfiVOwLzatE0WydDuE1jrJYSy/QHqP0IjV0KL+XXZ/z+CJirqg1o9QeZvWFgs9T4qr4544HQ3sr0m2jge4FUJaMPVP6q9QduNSnMxTzsV9YtKhrDNcjh81+9Tv0vgHww+RbcYGNv1pX6iEG+LUbOCNNcn6sQCQ5tTvMFqJhgvNWGoT1CimSAO1vdikRsvx2dS/qN8knZCv0nnaDl7Ab0Rv3FyTvPxOAG+fdGrki+TThA4yihZlJ5ovHUfBUEMSK1C2GK9QniV/rIKNu+eHRT+k/6NxHEAypqgsNJqm6MRC5i2G87ET1vaicHovVqy5yaQdxct2TGL4Ew5/6pK4Kgq8cSxA2YwNJt0nG1RINQbTDGYYnaHfYlJj5pcRNDQiYDnFf85z+BjldBxn1OPgKpsbnsdfRGO+YyTnboSQzzJp0f53BJicYbBA0eCgUUEVXPgb6Sga8v5THDSrUQIzBzT24337VfZ63JtBPTn2DJd1XmSyysFTTGaobzHp0hjQ3iJboT8dB5kTFsVj+va6ZPPoQP0j9z0hff3/3KKTK8+EMPw8g6ux1Y4WeXDuHHfozx6fwcNGOvgKwyvx4KF8Wxwuzpo7TXFIxxfiNtu8Rf4eJhlSls9bWZPsnDZANjpH56U47/uf5GAKtSS5c9rKVaRpTn4xNpN2P4q/S9oRoGzGTle2WT7v8rspHmMcwvzdEHrCpUf1Z+Mk8V/YYbeRjAMQKQAAAABJRU5ErkJggg==) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8UlEQVRYhcXX34tdVxUH8M/Z5/6am5lpOpMmk0yJ6bSY2jomgg8qtWBJUPAvKBQEBVvQB5/y4EMffFAQER/0SRDxpa9JC2JQLCIiCGLoSGlrE9PYtNP8nMnNzNy559yzfdjnMleZSZNpil/Y3HPOPXev71rru9ZeNzv6oxhbp5zDRfxZwgreQB/vLsmWfUwI2YDiB47j3bHn0+jWnwuL4r5Fsbso3n8CG08xOMraGd9BA6H+roM57Mfeeu1fFMP2W+0O2aMvxRjWsEk1Q/dZP8VVXEKFdZzDoP5NH7dqslAuycrdEgixy/AAcZJwg95vfFfSwIyUghkpGiPsre8b9ep8lPSErEgX/ScoPknssvaKn+MYnqyNHR8Zs+V5GCMR/ofk3ROIOdltQkls0jxPts7gJ76BF2oiHUxK3k/ikKSNkVgnpUjcOwE5sZWMtv7BxDdpLRHeo/buMUkLM9hXkzhUrxGBUXRa90ygnKXaQ1YRKjLEDsVx+r/g+uuewXK9+e2aTCKfyIzCP0rJvREoZpATehSHKb5HeZjyITaOUUxy5byzOILP4wlbpTqugTD2/K6RHf5LjFDMkpWE/pZ/VSv5O/Fm0snE131fyv3fcCF965pUoitYX5LdvqcINK4SbpMV9XZBysOQ5hU6b9H9Ie1X6f/Mi5LgpqUmVUl9YR1lve4JocrJb9G6nCqhylIU8hVim3KetRfpn0SL3u89J2nCyOsx44Md7OyIbPGLMcY2wy+x8TSDg8Q8EYpTFHtpfUDzAr2nEkkV+z7lK3gPN+oorCzJqjta2y4CLpK9mrwNPWSpIjTJ6vthl/XPUUxT1mv5srNS/q8tyW7sxjiE4vl00fxVLTpSMCs6r9P9O2FAKBBp9JAz6HBp1fuY/igHVKN4jPAtho/TWMG/Uj/ovEw1TzzC5gHCkM4yrX/jUUmGfZYvuzo37yjegkVx1JJD7cpgSbYjgWzh5RjDTbK15GU1kdKR36CaYjjL4BMYMnyQKtBcSWVbjbWduXkPSGfGtDRbvD1mZ32nFIXh3nSRXyf/JwaUhygW2HyScg4xGc9vJpKhIF9LURnh8gdWbZ2en5HKdYQdD6pGvkrnl4Q/kiN7FlkiEG5RTVK1KTuYon0xlWnjfQbzbB5iMIGc3m+9MvVVf7DVmM5JVRIWxcZ2c0MIKxRf26I5+RLtMzQvEtbZc5rWO3TfZuINuqdp/4mwQtXl6iyr05TNRHzj157Ba1LHPDxua9sUNF+jfYpZ6bSJ0E7Kzwqqw+QbtN4krBHO0/xx0kgxlYyOVrmPcj+9s07hiv8+H7bVQEM7hb6uPEOJSXaL7EGGe1GkVMRpihM4Se8E7as8fJ2bj7MWaBxhz0SaKzYuOLN/wWK9bbXT2NaI3fTGZv1ggM0vp/mwPMhwksnfcfskmwcJn6ZqMmzTvpk00XgEk6zuwUHyARpc2LC0MGFK6pTbIls4HWN+mYlvU51g+Nk0H248Tf9Iemn/I74gldao5ZZQN6Aw7t2i2BoLfYX+HfvAw3+NMe/RfIesn0ptcIzhNL2jzB9wQFJyeaeNdotGsW/EhHKW1kUGh1KTqY1f222fvxtkBy7FGPpkG/VsGClmmJvzEHZ9yNw1AWWMhjywSV6wOcFC1x4pdx+r8YRhjIYxKtO633+9PgyZYdwa5vPs/qvsQ7Dl7f/BOPwHppTKi8clbVEAAAAASUVORK5CYII=) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhb3Xz29cVxUH8M978+aHx47t2K6JHSekldUUlVEAVaitEJu0QqKUvwAk/gEQC2CFWMGKBRIskKgESKhLEGKDRAXZIdFULWKqJERuU4Kxgymx43jG9rx577K4L3GCbEMdw5Gu7nt35s73e8/5nnPuJKPbITwxYg6pPWtX70PsYFDNUHYlfcdkKdy8YxXjmMV8NWcPgD60pyOk+6wfjUCvTm3ArWVXK9DFaoxV71DuR/xYCMy9Q203vmxechkv4wJmRG80xFA0HiD174SObMm5X4cgQUHzChIaX/NlvC3G/j0xJO1qlHi7K1k7DgKplPoStbvU3mH3Amvv+gG2qjEuemJR9MoYnukIU8dCYDhLGCfdpPYGo6/Susn66y5jAy3cA9uq5gxnj4WAhGyFcpLiWZK71O6QFvxtzV8qsMlq3BPoKcx2hNajEsiUbL5EMc5wlsZVipM0lhgref+ayzNP+T6erPYMsYYlTHaEta7kyKJMd+cITdJt8hl6z5PsUr9K+zc0/0rvl75SnXpKDMtm9ZyKmjiypaNd2m/QvEGaU1+nbEddJAUjl0gGDL7nY7iOmxWBBVGg2WEA/5FAthwFmP39gcU+wzNRD8kOyTYSht/yBXwKL+Bx0SunOsLRCQwXqL/J2JeorZP0SLcoTzD4BLvPkS9gEIWaf8encbvaf0qsC+0jE9g+z+BZCrRfY/TntH8aieRnyc8gjWGpXSNZZ+cVnxP7xKRYIY9MIMtH6D1H/lvavyP9MZ6PP1u/Qf0K6SphgmST0R/F8hj4RuBXlTfKjrDTlWwdirafB2o5ZYudcww+HmVd/z31PyEjnIw6KD9McT7mYFaN8ILP40V8FJ/sCAvQEbL/VhfJ/JUQ8gmKBs11Jl8h2aB4kmI2pqgaxQTNLukd0mXK09TeJH+Rxld9G2+JergmZkmJPja7koM9EBIGoxQpw1G2P0O5iCZhhOF8JcKE/AmGC8jJHye/SDnC5iXfFPvElNi42KsR44d6wDCEiT5CHK11Wu9Gt4dWPHlaxJO3f0GYJl+knInpm5+O30tvc+Kzvo4VsUqu2Gvbtw6qlqmEWk5rg/YqI1fJblPrM3GRk89QNqi/F5tV9sNq4ya1FVqvk/Tj59s/810xK86KPeOeHVisUoGx64y/xuSrEThk1K/HXTUULUKD4UWKL8bWHVDMUY5HZw86DBZZf8tPqpOPVWSI2t0/BBP/DGF0lZErNP5AeZadCxXtFXafon+GsT/TuMFwLsY97cdRNug9TbbLyDUG8zGrpp/2Mv6Ira5k40ACj62GkG2QBFS9YDAfW3Ixxu407WXKJsUoCvJxagXZZlzfmWSYMnOZYoqiyXCcU6edxMZhWZBM/SOE5vt7C2Uj/ujIMmWdu+dor6FOf5b76R0iiSJj2KCXxFCMDpHQq8dZLTkYHVlRjw/12yRD+osM2liI6XnnBGenzYm5vWMvtkPsdCUPXd17h6HtR0AZY1a2ydZId2kU9KfpNZElSffhPZsfEONwAo0dBPIJdmdiRZTSq0Xw4wTbz9IHb/hp6f5fjk7LxP8aHNJ7GoCyFufTjzkv1vH/A4EWAiNLZHfvg9/qSg4sHsdpGTH1Bh9i5iNewtKj3HI/uA1DkIfQEc51hEe64R7F/gVgjbSiRBQyVAAAAABJRU5ErkJggg==) 0 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur116171 3.2s linear infinite forwards;
}
